From e08212f4cc3214786cf67b6e780f353d44721ad2 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 12:29:07 -0400 Subject: [PATCH 01/15] Updating doc_to_markdown func --- src/porespy/tools/_utils.py | 13 +++++++++---- 1 file changed, 9 insertions(+), 4 deletions(-) diff --git a/src/porespy/tools/_utils.py b/src/porespy/tools/_utils.py index 787d785b9..8d7c9037a 100644 --- a/src/porespy/tools/_utils.py +++ b/src/porespy/tools/_utils.py @@ -303,7 +303,7 @@ def get_tqdm(): # pragma: no cover return tqdm.tqdm -def show_docstring(func): # pragma: no cover +def show_docstring(func, fold=True, method='pandoc'): # pragma: no cover r""" Fetches the docstring for a function and returns it in markdown format. @@ -326,13 +326,18 @@ def show_docstring(func): # pragma: no cover # import pandoc # Markdown(pandoc.write(pandoc.read(func, format='rst'), format='markdown')) # Although the markdown conversion is not numpydoc specific so is less pretty - try: + if method == 'npdoc_to_md': from npdoc_to_md import render_obj_docstring - name = func.__module__.rsplit(".", 1)[0] + "." + func.__name__ txt = render_obj_docstring(name) - except ModuleNotFoundError: + elif method == 'pandoc': + import pandoc + txt = pandoc.write(pandoc.read(func.__doc__, format='rst'), format='html') + elif method in ['none', None]: txt = func.__doc__ + # The following creates an accordian around text + if fold: + txt = fr"
Click to see docs{txt}
" return txt From c95edfb2bdb15bcdbdde6342ce5b48b430ebc717 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 12:29:22 -0400 Subject: [PATCH 02/15] First batch of updated examples --- examples/filters/reference/apply_chords.ipynb | 1345 +------------ .../filters/reference/apply_chords_3D.ipynb | 635 +------ examples/filters/reference/apply_padded.ipynb | 12 +- examples/filters/reference/chunked_func.ipynb | 30 +- .../reference/distance_transform_lin.ipynb | 715 +------ .../filters/reference/fftmorphology.ipynb | 611 +----- .../filters/reference/fill_closed_pores.ipynb | 4 +- .../reference/find_disconnected_voxels.ipynb | 8 +- .../filters/reference/find_dt_artifacts.ipynb | 84 +- examples/filters/reference/find_peaks.ipynb | 706 ++----- .../reference/find_trapped_clusters.ipynb | 1663 ----------------- examples/filters/reference/flood.ipynb | 492 +---- examples/filters/reference/flood_func.ipynb | 522 +----- examples/filters/reference/hold_peaks.ipynb | 1053 +---------- .../filters/reference/local_thickness.ipynb | 18 +- .../filters/reference/nl_means_layered.ipynb | 53 +- src/porespy/filters/_fftmorphology.py | 32 +- src/porespy/filters/_funcs.py | 10 +- src/porespy/filters/_lt_methods.py | 25 +- 19 files changed, 360 insertions(+), 7658 deletions(-) delete mode 100644 examples/filters/reference/find_trapped_clusters.ipynb diff --git a/examples/filters/reference/apply_chords.ipynb b/examples/filters/reference/apply_chords.ipynb index ce5b40cab..d78b77ed2 100644 --- a/examples/filters/reference/apply_chords.ipynb +++ b/examples/filters/reference/apply_chords.ipynb @@ -52,58 +52,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:24.941929\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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AhPhSqU+lTzd3V834PXaNqvULP2O85zNizD77mbPNe+Zm3eIjSWuRnX8AAAgh/AMAQIihtZ9rj1w8mpvvkdWan298970mjlfMNdsYdarCdXnvQG92/gEAIITwDwAAIYR/AAAIUarzf2tfcrZO6150SvmIeyRH57Ee8btZVyHDa/C9bucfAABCCP8AABBC+AcAgBBlO/9relqdO68Al6x52X1dgEfY+QcAgBDCPwAAhJiy9nNJDWgOxoUqVEbosh4eMZd9xtKFtf8HO/8AABBC+AcAgBDCPwAAhGjR+U8xW1dNL7SfI+bgXvNmtvuHXmO417xe87r3Xj9rOfRi5x8AAEII/wAAEKJl7ef80abHlTBXzWLmagdUdu3z0H0HOez8AwBACOEfAABCCP8AABCiZeefMXy/AmDO9XC29wuPzvPX4O+52PkHAIAQwj8AAIQQ/gEAIITOP/B/kjuQ1DPbfNSbh3nv19fJ1ptH2PkHAIAQwj8AAIRQ+ymu+mMoj7lh7LrQ6R6svt5d6nTttxqn1GvC/E5BNSA7/wAAEEL4BwCAEMI/AACE0PlnFX3Ofjr3GhPHb7Z71PzrNUaf/b+zzU9ync7mard1ys4/AACEEP4BACCE8A8AACF0/gEaqf4dgJm7s9Wu5Yz8jQBmdGr2NwDs/AMAQAjhHwAAQqj9ADS25vH0VrWL2R+JM2YM7/2Z6kIc7TR5DcjOPwAAhBD+AQAghPAPAAAhdP65SpcScszWWz2CNbC+pHlrPtYfl9cJ5qOdfwAACCH8AwBACOEfAABC6PwDQLgZesr8PE76/zWdJvgbAHb+AQAghPAPAAAhWtZ+Oj0Km+34KICZdfr8uMbnCeSy8w8AACGEfwAACCH8AwBAiBad/5SOJgDcS8+/93jKQjWdCn53084/AACEEP4BACBEi9oPANyra12iSsUAqPXXf+38AwBACOEfAABCCP8AABBiys5/135mFa4vAEDP7wDY+QcAgBDCPwAAhBD+AQAgxDSdfz10APiYc/2zXY7/EblpxJzrnAdPZ7/bntfWzj8AAIQQ/gEAIETZ2k/nxzqz/1logJn5fCGBjMBH7PwDAEAI4R8AAEII/wAAEKJU518PcwzXPYseKPThfibNiCNNR7j8vd7et3ttO/8AABBC+AcAgBDCPwAAhPgy8iz6rj2tozj3n1uYF6TzWQPw/+z8AwBACOEfAABC7H7Up8etx3Gt+YeqD2lS1j/3NvAoO/8AABBC+AcAgBDCPwAAhNi98w8d+7HV+sV6wHRU7T4D6jn//LNm3MbOPwAAhBD+AQAghPAPAAAhdP5h4479Xp1DvX5mpINLx/lqPWZmdv4BACCE8A8AACHUfmilwqPYCu8B9qbOQ/I8/uzf+RygMjv/AAAQQvgHAIAQwj8AAITQ+QfgFzr9sM39o/9/nMtrbR37PTv/AAAQQvgHAIAQwj8AAITQ+aeVy36friXpdF5hLJ9LVGPnHwAAQgj/AAAQQu0H4CAqOADHcfTn79n5BwCAEMI/AACEEP4BACCEzj/AA3RIOZJjI+djjKjGzj8AAIQQ/gEAIITaDzGPyD165VaqPAB0ZecfAABCCP8AABBC+AcAgBA6/8RwRF5/uvoc6doactRc9L2mmowFldn5BwCAEMI/AACEEP4BACCEzj+xfAdgfjr+7O3edeHy35mrvfn8YCZ2/gEAIITwDwAAIdR+4H85Mg+Y7d6f7f2Opn7VjzFdz84/AACEEP4BACCE8A8AACF0/qFIh1B3t8410yHN4t5jLXPmc9bRuuz8AwBACOEfAABCCP8AABBC5x8m7Efqm+5rzfXVa53PzPfPzO99FPfoOq5Xf3b+AQAghPAPAAAh1H6g4WNZ1YDjnF9rj8trcj9kmfk+nPm9Mw87/wAAEEL4BwCAEMI/AACE0PmHhs57o/rOx7m81vq7ubYce/dwL9YFRrPzDwAAIYR/AAAIIfwDAEAInX8YSJe3N98BANz3VGPnHwAAQgj/AAAQQu0HDqTmk+18/FUB+t1re42po3vnq9u5v6nMzj8AAIQQ/gEAIITwDwAAIXT+GWLL3mr1bqWOLhxPT557vmuz1Vzx/R4qs/MPAAAhhH8AAAih9sNhPHqHWscR8pgKR0haV9dxvcDOPwAAxBD+AQAghPAPAAAhdP6ZvlvpSDXgCNYX7uH7PVRj5x8AAEII/wAAEEL4BwCAEDr/TH9+sv4k8MgacW3tqr6+nL8/Z9jPwXcAGM3OPwAAhBD+AQAghNoPANG61C4ufw81oDk4rpqj2fkHAIAQwj8AAIQQ/gEAIITOPw8Z0SmdrRPpKD5gBN8BmM9nYzTb5x812fkHAIAQwj8AAIQQ/gEAIITOP6vo+APMyfeP5udvArAFO/8AABBC+AcAgBBqP/zC42CA3tZURnwm1HQ5LmpA3MrOPwAAhBD+AQAghPAPAAAhnpdlWbZ8wa8v37Z8OQ5Qsc+Z0l2seO05Rsoch1tZD7dljakxV08bjcPb+/enrdj5BwCAEMI/AACEEP4BACCEc/5D6VbC8XRw4bb7w2fU486vobVnvdeN5uC11xk1Lnb+AQAghPAPAAAh1H5CeIRKJaMfQY84pg14uvu+8xnG1l4LzKlRlSA7/wAAEEL4BwCAEMI/AACE0PkHNjFTN36m9wr4DgDbMG9+sPMPAAAhhH8AAAgh/AMAQAidfxho5j9nrzcPzL7+zLbukjO+rzu+dzv/AAAQQvgHAIAQaj+Uf9ylXlKHsSCNtai3e8d05jpJZ8blNnb+AQAghPAPAAAhhH8AAAjxZe++lY4kzPvn692/pLl23/l8456xr7CWwzk7/wAAEEL4BwCAEM/LsixbvuD733/+9N8ei9bQ6bFj6pw6YgxTry1scZ+5f6i0tqfMx0755pqXP/562oqdfwAACCH8AwBACOEfAABCbH7UJ1D7aLmUHigc7fy+c5+x99pujnEvO/8AABBC+AcAgBDCPwAAhHDOf6hO5+KaY0C1tdG6BPvolF/WcM4/AACwmvAPAAAhdj/q07FU7M0cA6pXE6xNQBV2/gEAIITwDwAAIYR/AAAIsXvnn5rO+6edjs269rvo3PZ361w2F7h1bnRaHwH+w84/AACEEP4BACCE8A8AACF0/onpuDp3e35bzc2uc/w/zGsArrHzDwAAIYR/AAAI8bwsy7LlC77//edP/+0RdC/qEhyt85w7gnk9Zi667rCP1M+Elz/+2u61NnslAACgNOEfAABCCP8AABDCUZ+sMqLHelS/7/zn6OuOk9rnpD7rAtCBnX8AAAgh/AMAQAjhHwAAQuj8M13P9ohO+OXP0PUFgOP5Htj27PwDAEAI4R8AAEJsXvtRj6BjDQgAOIbP9X3Z+QcAgBDCPwAAhBD+AQAghKM+4QaO/gSgY2++wueZjv/n4/L2/rQZO/8AABBC+AcAgBBqP/DgI8oKj0wByHZvdeaRys2azz/Vnjrs/AMAQAjhHwAAQgj/AAAQQuef6Z13DnUKAeAYPnO3ddR3CO38AwBACOEfAABCCP8AABBC5x827jw695+RzD8ArrHzDwAAIYR/AAAIofYDAIWOQFTdggynQfe6nX8AAAgh/AMAQAjhHwAAQuj8AxTobN7bEdcP79Hzv/V1jDfwKDv/AAAQQvgHAIAQwj8AAIR4XpZl2fIFv7582/LloEQH9xod3PnH8JIx5R7mKunzkf3u37f3709bsfMPAAAhhH8AAAjhqE+4gUfrvRlf7qFWAczIzj8AAIQQ/gEAIITwDwAAIXT+aU2Xm3+YC3T/3oE5DtzCzj8AAIQQ/gEAIITwDwAAIXT+gdLOe8xrzlXXfwaAX9n5BwCAEMI/AACEUPsB2lD1AYDr7PwDAEAI4R8AAEII/wAAEELnHyhtzfGe5/+v/j8A/MrOPwAAhBD+AQAghPAPAAAhdP5DutCX9KFJuz+qz/k193P134XjmAvAWnb+AQAghPAPAAAh1H5Caj5rXstjZDq69/555H7Y8p796HXdr8fZazyBTK+D6ql2/gEAIITwDwAAIYR/AAAIofNf3IiOqT4xI1XrVVd7P2SzJgOPsvMPAAAhhH8AAAih9kOrv5IK0K321XXdPeradr1+zO80aG7a+QcAgBDCPwAAhBD+AQAghM4/m3U09SqBGVXo9XdV4do6vpqRTgXnnJ1/AAAIIfwDAEAI4R8AAELo/HNYt7Ni7w3or0LvfI3Z1sqZrq+/XcM9us0TO/8AABBC+AcAgBBqPxzGMaGwDffLXFWTbjpd+841oPPfpdOYHeXUaC5csvMPAAAhhH8AAAgh/AMAQIjnZVmWLV/w68u3LV8ujl5eVu+OX7kHfpV6D5gLNcY/dRxGX/c9pY7pzOP99v59s9ey8w8AACGEfwAACCH8AwBACOf8M303sXpPD25hHush33JdjponxqL336bxNwCeph/DR9j5BwCAEMI/AACEUPsZLPVx2+yPxOFR5uoP1sDHrtdW88g41BiHES7fu7nQn51/AAAIIfwDAEAI4R8AAELo/NNKpx5miqR+qfnI1pLun8o6HQva+TsAs43FXuz8AwBACOEfAABCCP8AABBC53+ATv256jr1MAHo/Zlf8XPp2nuqnmcqXs8K7PwDAEAI4R8AAEKo/RDLsaDszZxad42qVwhgb5/dA9XWlAqVoGrXZAZ2/gEAIITwDwAAIYR/AAAIofN/AD3WOTgWFIBZPqeqfy5Vf3/J7PwDAEAI4R8AAEKo/cANHAsK+7u8r1Qm4WM+l7iXnX8AAAgh/AMAQAjhHwAAQuj8Q/Pj1gAA/mHnHwAAQgj/AAAQQvgHAIAQOv8c5ohu/IhzwZ21vF7K+e3mBnAU6w23svMPAAAhhH8AAAih9rOTlFrDNSMeOa75mcYIaru8n92zAI+z8w8AACGEfwAACCH8AwBAiLKdf0dWzWe2MZrt/TK/83XN/AP2ZL3hI3b+AQAghPAPAAAhhH8AAAhRqvPvDOf56BECI9YbnxdwO9+j5JydfwAACCH8AwBAiFK1H+rzqBC24TE8MMq12py1qD87/wAAEEL4BwCAEMI/AACEGNr5d1QbAEAdvg/Qn51/AAAIIfwDAEAI4R8AAEI455+r9PtqqvB9GXODSvOvwj0B3a25z3xG1GXnHwAAQgj/AAAQ4nlZlmXLF/z68u3m/zflOKnZHkd3uvadzDSPHplDM/2ej3Cf7StlHh0xx1xL9mANXOft/fvTVuz8AwBACOEfAABCCP8AABBiaOc/VfX+pB5eDdXnSYU5VP0auZdqMm96Xz/mV/0eGEHnHwAAWE34BwCAEMI/AACE+DL6DaR32Sp0J3XrmNW1uXvUvTXT/fPZNZnpd3lEyu8Js0r5O1Cj2PkHAIAQwj8AAIRQ+xlszeOrR2oMHpPVV6EC1ok5v+8cdH2BEaxTj7PzDwAAIYR/AAAIIfwDAEAInf+J6K7106nnb35muXXumhfA7J+xp2brmJ1/AAAIIfwDAEAItR84kJoPlcbsiPl4+TPMG2A2r83qQ3b+AQAghPAPAAAhhH8AAAih8w8769Tzh0f5DgCQ6vWTPHDUemjnHwAAQgj/AAAQQvgHAIAQOv/AzfSzexlx7v+l859pfs2hwrwB7mfnHwAAQgj/AAAQQu0H+JAaBkdyDOiczsdJBQjqs/MPAAAhhH8AAAgh/AMAQIjnZVmW0W8CAADYn51/AAAIIfwDAEAI4R8AAEII/wAAEEL4BwCAEMI/AACEEP4BACCE8A8AACGEfwAACCH8AwBACOEfAABCCP8AABBC+AcAgBDCPwAAhBD+AQAghPAPAAAhhH8AAAgh/AMAQAjhHwAAnjL8D/VCYOrZaAElAAAAAElFTkSuQmCC", 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"text/plain": [ - "
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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } @@ -1552,7 +271,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -1566,7 +285,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/apply_chords_3D.ipynb b/examples/filters/reference/apply_chords_3D.ipynb index a77cdafdd..bd2033375 100644 --- a/examples/filters/reference/apply_chords_3D.ipynb +++ b/examples/filters/reference/apply_chords_3D.ipynb @@ -28,31 +28,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:10.159032Z", - "iopub.status.busy": "2022-04-25T01:56:10.158720Z", - "iopub.status.idle": "2022-04-25T01:56:10.163119Z", - "shell.execute_reply": "2022-04-25T01:56:10.162494Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(im, spacing=0, trim_edges=True)\n" - ] - } - ], - "source": [ - "import inspect\n", - "print(inspect.signature(ps.filters.apply_chords_3D))" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -75,73 +50,22 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:10.299563\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 1170 + } }, "output_type": "display_data" } ], "source": [ - "im = ps.generators.blobs(shape=[50, 50, 50])\n", + "im = ps.generators.blobs(shape=[100, 100, 100])\n", "chords = ps.filters.apply_chords_3D(im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", @@ -160,7 +84,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:10.318286Z", @@ -172,65 +96,23 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:10.364110\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 583 + } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(chords[20, ...] ==2)\n", + "ax.imshow(chords[20, ...] == 2)\n", "ax.axis(False);" ] }, @@ -244,7 +126,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:10.374669Z", @@ -256,67 +138,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:10.569411\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 584, + "width": 1147 + } }, "output_type": "display_data" } @@ -787,7 +214,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -801,7 +228,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/apply_padded.ipynb b/examples/filters/reference/apply_padded.ipynb index 8e2e4a231..a5ee2a500 100644 --- a/examples/filters/reference/apply_padded.ipynb +++ b/examples/filters/reference/apply_padded.ipynb @@ -52,7 +52,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -121,7 +121,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -185,7 +185,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -250,7 +250,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -280,7 +280,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -294,7 +294,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/chunked_func.ipynb b/examples/filters/reference/chunked_func.ipynb index a670aa335..21adf8cb6 100644 --- a/examples/filters/reference/chunked_func.ipynb +++ b/examples/filters/reference/chunked_func.ipynb @@ -19,23 +19,7 @@ "cell_type": "code", "execution_count": 1, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "D:\\anaconda3\\Lib\\site-packages\\paramiko\\transport.py:219: CryptographyDeprecationWarning: Blowfish has been deprecated and will be removed in a future release\n", - " \"class\": algorithms.Blowfish,\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No module named 'pyedt'\n" - ] - } - ], + "outputs": [], "source": [ "import numpy as np\n", "import porespy as ps\n", @@ -79,7 +63,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -128,13 +112,13 @@ "output_type": "stream", "text": [ "OPERATION TIME:\n", - "cores=1: 0.31508660316467285 seconds\n", - "cores=4: 0.0060253143310546875 seconds\n" + "cores=1: 0.010985136032104492 seconds\n", + "cores=4: 0.005873918533325195 seconds\n" ] }, { "data": { - "image/png": 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" ] @@ -173,7 +157,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -187,7 +171,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/distance_transform_lin.ipynb b/examples/filters/reference/distance_transform_lin.ipynb index 2542eb794..6d080dbbf 100644 --- a/examples/filters/reference/distance_transform_lin.ipynb +++ b/examples/filters/reference/distance_transform_lin.ipynb @@ -28,41 +28,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arguments and their defaults are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:21.288185Z", - "iopub.status.busy": "2022-04-25T01:56:21.287980Z", - "iopub.status.idle": "2022-04-25T01:56:21.293892Z", - "shell.execute_reply": "2022-04-25T01:56:21.293166Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.distance_transform_lin)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -85,238 +50,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:21.447510\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 484, + "width": 1442 + } }, "output_type": "display_data" } @@ -837,7 +150,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -851,7 +164,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/fftmorphology.ipynb b/examples/filters/reference/fftmorphology.ipynb index 43ca75969..4fbe9eda1 100644 --- a/examples/filters/reference/fftmorphology.ipynb +++ b/examples/filters/reference/fftmorphology.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:48.175943Z", @@ -25,26 +25,13 @@ "shell.execute_reply": "2022-04-25T01:55:50.507593Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", "from skimage.morphology import disk\n", - "import inspect\n", - "ps.visualization.set_mpl_style()\n", - "inspect.signature(ps.filters.fftmorphology)" + "ps.visualization.set_mpl_style()" ] }, { @@ -57,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:50.514957Z", @@ -69,58 +56,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:55:50.594861\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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BC1/4wit+7olPfOJld9B88IMffOrrfeInfuLxz3zyJ3/y8vXPyiC//Mu/vLwL+BB3MF9llHaXqz/8wz+87OfaHZ9aRl1vz3ad6jTtZ+973/te9iS+pz71qVf83NOe9rSjW9ziFsuctX5Nzh3MAWAe7XOl9etOj3vc4y77rG39CW7r2ee0u17u83nen/zJnxzd+MY3Pv5797znPY9e+tKXXvHz7frR+l0oH/GIR5x6Pne5y12Of+ZLv/RLz7zb+V/91V8d/Zf/8l+OHvnIR5763+fIgyfvYN5y2ju90zsd/dRP/dQya6178YtffNnvfvjDH37mawIAw2lPc1n/PK5lqZOe97znHa/p69c+xr6DefvcsV0zOuvpvO3zvPZaLV+s7mT+v/7X/zrz9Xa5G/kuf+c5z3nOZU9Nbp/Xvfa1r73i6cpf8zVfc9k1qZYHN+3Rau3drjm1p8u0fjip5b923quf/4mf+ImtzguIySfukFS7GLR+kac9Vu8s7eLL7W53u3MvgKxfxGl/PvZjP/aKzVen2SaIfdqnfdrxz9z5zndefkh3lvaB4/pxDL3BvG38Pktrw9XP3uEOdzg61Bvf+MbjRw3e+ta3PvNxMjaYA0DOvNQ+TDsv13zWZ33W8c+21z4tWz3rWc86/pl2IWbTI3zXc8MDHvCAjReW2p/2yOKztA1f7SLQaqP3yS8B7rvBvP35iI/4iCs2ta+0D+zWHyP4Hd/xHRs3r7UN5K1Pz/Lf/tt/u+z322AOAONouekmN7nJ8Xr7RV/0RXu9zjb5oj1qd/UzN7vZzc7cxH5aFjhtk3bbkL26RtQ2PO1r1w3mq81Q5/3OtjFsU5u2myasfqbl3Gc/+9lnvt4LXvCCyz5ItMEcAObxpje96eimN73p8Wac5z73uef+fLtp0zu8wzscf5ns5ObtfT7PW7+5wfu93/stP786y3d/93dfljdObohqeWb1329729tesSk7eh48ucG8XQ877cZUK7/0S790/LNtk/5Z17oAgGH88R//8fHnVu3Pj//4j5/7s+2zo/X1f+wN5tv62Z/92ePX+9qv/drJN5iv36DgPve5z9Hf/d3fbbVPq30ZsuXX8/ZorXLqq1/96jNfc/1GU2d9ngnkMO1zIoDBPO5xj1s+Rnf1uJEv+ZIvOfNnb3azmy2+8zu/8/jf26Pt2uPpztMefzLEo2TaY1XaI11W/uN//I+nPk5v5Vu/9VuXj54bQ3sU8Qd/8Aef+d/bI4hXj2VpjyZuj0U+RHsMzid90ict/7k9CucP/uAPDno9ACBWXnrMYx5zbq757u/+7uXj5pqXv/zly0f0nvYz66/XHo98ns/5nM9Z3OEOd1j+86VLl5aPQj5PeyRdy0Bn+cAP/MDFh3zIhyz/uX0374UvfOFiKC1PnvXIu/Z4vYc//OHH/94eZXiaH/uxH7vsUdLv+77ve+bva7nroz/6ow86ZgBgsx/90R9d/NVf/dXyn9/rvd5rueaPoWWT9rtWvvEbv3Fx29ve9tws8MAHPvD433/oh37oip9ZXeu50Y1utLjxjW+8mNJ3fMd3nPs7P/dzP3enbPTpn/7piw/7sA878/XucY97LK91AQDzevzjH7944xvfuPzndm3qXve617k/f8c73nHxsIc9bPnP7brPU5/61IM+z2u/++d+7ueO//0//If/sPz86ixf/uVfvrjTne60/Od2XW09jzXrn52967u+6/Iaz1jGyIMnPehBD1o84AEPOPO/f9zHfdziVre61fKf3/zmNy/+8A//cIczAAB21a59XHcvycXinve853EuOs37v//7Lz87iuhTPuVTjq8D/eqv/uqkv7vllWc961nH//793//9ixve8IZn/vy3fdu3HX8+2bJe+4x0k6//+q9f3OY2t9nqOtcLXvCCHY4eiMYGc0jq6U9/+mUbjTZdwGkXVd7lXd5l+c9/93d/t/jN3/zNM3+2bcJuF7CG8Bu/8RuLv//7v1/+c7sA8zEf8zHn/vxNbnKTxSd8wicsxvCQhzxk4+9ebVpqgfUVr3jFxtd83etet/iFX/iF5Ya0f/tv/+3iEY94xOJLv/RLj/+sb9L63d/93QHOAgCIkJfe4z3eY+Nm5pvf/ObLD6FWnvGMZ1z239/2trcdbzpvX7BrH2htY/V7W155znOec1D+ae5617se/3PbCD+E93mf91nc7W53O+j3to1rv/3bv33875/1WZ+18fdu8zMAwGHWNzl9wRd8wfEX6sb4MOy1r33t8p9vcIMbbLVZ+vM///OP//nXfu3Xrvjvqw1J7YYI6xutxta+lPjgBz/44Ez2zGc+8/ifZSMAyOEpT3nK8T8/9KEP3erv3O9+9zv+52c/+9kHfZ7XPqdr17matnFoUyZpm9XXNwSdvJ7VXmN1w4UXv/jFG69NRcuDu147a9cT73znOw9+7QwAON169viX//Jfbvz58zagj+33f//3Fz/xEz+xePSjH734qq/6qsv2CrUv7a0+l3zRi150fEOsqduw3YBr/ZrTad7pnd5p8Rmf8Rmn/v19M1S7WdY7vuM7Hn9pcnWzCiCf028nB4TWNhOtb1a+z33us/HvvN3bvd3y232rDwHbZp2zvpF/97vffbBjXT/OdnfMbe6K3u7e8FM/9VOLobU7eG7S7rawct4dzNvdyB/5yEcufuVXfmXxD//wD1v9/r/4i7/Y8kgBgOh56UM/9EO3ukPTve997+OnufzO7/zOFRee3vKWtxz/7naxaRvr3/T/sz/7s8nyzy6G+L2tfVYX3NoG/NWd28+z6S5gAMDhnve85x3/85hPD1nPTh/wAR9wWXY4y/odvdtmpNe85jWX3U3pUz/1U5d3Em/aB2dtk/mnfdqnLc/jFre4xWIs7fhb3jskG7361a9evP71r98p97RrcS2zru78BQBMb/0GBu1u3G0T0iavetWrtrr2s83neeuZql33Outpc2dlqvb3W5ZYXQdrd7/8xE/8xMXP/uzPLm+e0DbDtzzV7tJ53/ved3HTm950ETkPRrl2BgBcqWWO3/u937vsM7ZN2l3M282j3vCGNyym0vJcu+v3S17ykq1+/q1vfevyqcntacpTWM9Q23w+uspQ3/d937f85/WbP52mPQ3nvKfKNC07tvP9m7/5m+MM1W76CeRjgzkk1IJHCyAr7XHE27jd7W631WbndrfNoax/8LUpYKzfEXQM5z3yb2X9w771Nl536dKl5V3WV3d82JZv5AFAnbz0nu/5nlu93vrPreeipn3AtdK+vf8DP/ADi121u29OkX92NcTvXW+vlg+32dA/Vo4EABbHHwatPhhaPbVkLOtZYNssd8tb3nJ5R82//du/Pc5z6xuKvuEbvmF5J8vnPve5yw8t2xcBV18GvP3tb7/4iI/4iOXT99qdPYf80GvXbNQ2a53XHje60Y2On7xznnYO7Xe/8Y1v3Ol4AYBhvPnNb77ss6H/9J/+06DXfrb5PG+fTLV+faw9pbidQ/vy/8pjH/vYxW/91m8tXvrSly7/e7tpVPvTbjJ1pzvdaZmp7n//+y8e+MAHHvS0mzHyYJRrZwDA6Z/ttWyxz2dxU2wwb9eSPu/zPm/xhCc8Yee/2/LUVBvMD81/m26euU1+amQoqGHzrYSBkBekTj6uZBvrP3feZufVY0qGPtb24dc2bnzjGy/GsM2mpG2CWLsTw2pzeQtj3/7t3758RGHbJPbXf/3XyztttmDZ/nzzN3/z8d+d8pE3ANC7sfPStrnmvNdrF8oOddrmo6Hzzz6G+L2RciQAcHqeGXPtXc8C22a5kz978njbf3vmM5+5+I//8T9e9sFZ0zZIPf7xj1985md+5uJWt7rV4mu/9msv20yfMRs18hEAzGfsaz/bfJ63T6Y6+XMnM1XLSi984QuXX95rG7rXPwd70YtetPjBH/zBxSd90ictbn3rWy+fHrPtk4CHOPaTP7vp5k9zXTsDADZ/trfPZ3FjetzjHnfZ5vL2FOR2N/OWf9qXAts+otVeofZnfXP3lPuFDs1/8hOwzh3MIaGTHwy95S1v2SoUtJ9bmerRI+vH2jZfb2P9OKNpgXF1QfDOd77z4lnPetZld204yV3LAaBmXton15x8vfXj+eAP/uDLHvtHvRwJABWczDPtA6uxNjCvv+4ua/ymPHfDG95w8dVf/dWLr/qqr1r8/u///vLazm/8xm8sfv3Xf33x6le/+jh7tE3o7b894xnPGPRmDFNmo0Y+AoD5nLwW1e6sOdWdKw/JVCd/7rRM1T4b+5Zv+ZbFox71qOVm85alnvOc5yxvyLS662XbaPV1X/d1y6fHtKfG7LoZaaw8CADEdPIaU7v+setne2P6ru/6ruN/fvSjH734pm/6pnN/fq79QofmP/kJWOcO5pBQe9zI+qNEXvnKV271917+8pcf//O7vdu7Laaw/nte9apXbfV3tv25OTztaU87/ud2Z4bzNpc3r3jFKyY4KgBg6ry07ev92Z/92Zmvt36Hp9e+9rVbvV5P1ttrtdkrc44EgAradZD1zdYve9nLRvtdN7/5zXfOXq973esWf/u3f7tVnmsbnNrNAx7xiEcsfuZnfmaZI377t3978fCHP/z4Z573vOctfuAHfmARwfq5tA9Y24atTdoXAN74xjeOfGQAwFluetObLt7+7d9+1us/+2Sq9etj7ct5520yusENbrC4173utfwCX9tE/r//9/9ebjb/+I//+OOf+R//438s/ut//a/h8iAAEO+zvZY9Dvksbiztd7Sn360yXvsS3Xne9KY3bXXtJmL+k5+AdTaYQ0LtA7C73OUux//e7rK0zSP0XvCCFxz/+93udrfFFNaPs/3+9hiYTZ7//OcvonrNa15z/M8f9EEfdO7Ptkf+tbs1AAD18lLbbLSN3/zN3zzz9drxrT5kbB9+/cmf/MlWr9mLdlf3Cxeue8vaniDzR3/0R6lzJABU0TYQrTz96U8f7ffc9a53Pf7nlgPaHT83Wb8Oc6tb3Wpxm9vcZuff+fjHP37x+Z//+cf/3y/8wi8sIniP93iPyz7g2yaPtruJbnMtDgAYzz3vec/jf57jM6P1TNWum7TPrjZZv47W/v4udx5v13I+/MM/fPHkJz95cf/73/+gTDVHHgQA5rO6GcBKewrKJm3T9//5P/9n0r1Cd7jDHS67ydVp2lNdtrkms+sTXnbNUNt8Pnry56baTwbkYIM5JHW/+93v+J9/4id+YmMwaRdyVqHqHd7hHRb3vve9F1O4z33uc/wNwz//8z/f+MFju7NSO9aoVpuctnkccTsPdyMFgJp5qd2p4Nd+7dfOfb32OOCnPOUpx//+0R/90Zf993b3z/Vj/MEf/MFzX6/HO6SuXwT7z//5P2/8O0984hNHPioA4IEPfODxPz/ucY9b/N3f/d0ov+eOd7zjclNQ0zZCbbPO/9iP/diZ2WsX63fcbHfhjOIjP/Ijj/9ZNgKAHB70oAcd//MP/dAPTf7lr/Y53eoGB69//esXv/zLv3zuz1977bWLJzzhCcf/vn7tahdts9SDH/zggzLVnHkQAJjH+vq9zdr/kz/5k4toe4VWuW8b7fPIlbe+9a2LIaznt9/5nd9Z/P7v//65P9/O52d/9mdP/fsANphDUl/wBV9wHGDa43t/9Ed/9MyfbY/C/dqv/drjf/+Mz/iM5aNlpvAu7/Iui0/4hE84/vd2HOd98PhN3/RNyztURvU+7/M+W91toV2k+8qv/MqJjgoAmCMvtUf/npdr2n9fPZL3vd7rvS67a9PKIx/5yON//r7v+77Fr/7qry621cMX2T73cz/3+J+/53u+Z/Gyl73szJ9t2expT3vaREcGAH1nrBvf+MbLf37FK16x+Iqv+IpRfk/blPSv/tW/Ov73f//v//3i1a9+9blZYH3D1Bd90Rdd9t9bbms3Ntj10cq3uMUtFhGz0U//9E+feyevln/blywBgHl94Rd+4eKmN73p8fr86Ec/euu/225esM0dx8/TfvenfdqnHf/713zN1yz+6q/+6syf//7v//7Fi170ouU/t+tq63msaX/37//+7yfJVEPnQQAgvs/7vM87/ud23eO8TebtycCPfexjJzmu937v9z6+2/iLX/zixf/6X//rzJ/9uZ/7ucUv/dIvbfW67/qu73r8z+flnF20O6zf9773Pf73L/3SLz138/o3fMM3LJ+0vLr500Mf+tBBjgOowQZzSOp93/d9lxel1gPBD/zADyzvLHAyUH3sx37s8WacFgbaJu4pffM3f/PxXczbxbO24fzknQpamPnGb/zGZfhb3UkhovW7LXz7t3/7qWG2nWO7o1S7cPZO7/ROEx8hADBFXmrZ5rd+67cWn/iJn3hFrmmbyr/sy77ssg09/8//8/9cdneDlZYZHvawhy3/+W1ve9vin//zf77MGGdtfmqv3e603vLU+p01q3r4wx++eL/3e7/lP7c2+Wf/7J8t2/2kn//5n19e8IqcIwGgipvd7GaL7/zO7zz+9x/+4R9eblp61atederP/8//+T8XX/7lX774//6//2/n39U2r7/7u7/78p/bk2Y+5mM+ZvG7v/u7V/xcu8tS+4Lg+vWb9Q/SVk/Wu+1tb7v8EuALX/jCM3/nNddcs7yWddod2+fWjuXDP/zDl//cMm07z9O+oNietPNxH/dxyw1pq2tyAMA82g0M1jc+tQ3m7VrQK1/5ylN/vt3h/DnPec7iS77kSxbv+Z7vufibv/mbg4+hXedafUHwJS95yeLqq6++YlNUyxbf+73fu/g3/+bfHP9///pf/+vF7W53u8t+rl2Xaf/fox71qMUf/MEfnPr7WgZpG6vazRQOzVRD5kEAIL73f//3X3zO53zO8b9//ud//qlfoG/XdtqNnd7ylrdMcu3j3d7t3RYf+qEfepybPuVTPmXxx3/8x5f9TPv/2+eQ//Jf/svFDW5wg8vuTn6WD/zAD7zss66hnnbTPmtsx9D8+q//+uKTP/mTjzeRr7QvDX7d133dZVm1XRNb5UaA5qJmgLy+67u+axmaXvCCFyw3JLVNU9/xHd+x/KCpLfh/+qd/unjWs551fHeDixcvLh8Nd/Ji0NjudKc7LY9rdVHq0qVLy7t4ftRHfdTy4thf/uVfLp75zGcu7/rdgt+3fdu3Lb7qq75q+bOnbcSaU7vo95jHPGZ5Aa7d+aoFw3a8d77znZfhsH1TcfUhZfv/2kW6//Af/sPchw0A3RorL33xF3/x4n/8j/+xeOpTn7r82ZZr2oal9kHXM57xjGW+WWkbnz/zMz/zzNf6kR/5keWGp7bpql3M+fqv//rFt37rty7uda97LbNS2zTd7rDejrVljdVd0+9+97svqnvHd3zHxY//+I8vLxK2D1Tbh58f8iEfsmybf/pP/+myvZ7//Ocvs9nqLlutj5vVnSQAgOG1DU8tl6we9/tf/st/WfzX//pfl+t0+yCwXSNp13naY3hf/vKXX/GI4102s7c7dbcNSe1xve2Du7vd7W6XZYF2N6v2hcGV29/+9ss8d5qWqdp1nfanPXXvrne963LDUjve9iFbe2Tw+mardi5tc3wULd88/vGPX9z73vde5s52V9OWk9o1qLvc5S7Ln/m93/u9401XbTP9k570pOWd5iNeZwOAXrRNUi1jfMu3fMvy33/yJ39y8Z//839ert/tDpPtGlX7Yn37wl5bx4d+0m+7CcN/+k//aXl9ql0D+83f/M3FB3zAByw+4iM+Yvnf2u9uG4/W75rZNlCd9flWu47VNsq3P7e61a2W59H+t11XazdiaJvQX/Oa1xz/fPs9n/7pn77XsQ+dBwGA+L77u797mVfaut8+E2tZqj3JpF0PaZ+ZtZsZtM+G2mbsf/Ev/sXyGknbczS2luXaDavaRvJ2zeuDPuiDFh/2YR+2eJ/3eZ/jPNVy0urGU+3JyqtrMmdpx98+F2zn0p7E8sEf/MGL+9znPoub3OQmxz/TctQ97nGPnY61vUb7PLQ9vab5xV/8xeVnju36XPs8s32O2T7PbG238kmf9EmLr/zKr9yxVYDqbDCHxG50oxstnv70py8fEdM+yGvaxaf2Lf2Tbn3rWy8vpsx116UWQtpFqxaM2t3KWwhsG81P3sXhp37qpy77Fl+7g2gkLay24NXacfWB4x/+4R8u/6xrIbLdneFxj3vcTEcKAIyZl9rjhX/lV35leQfzdoGrbTQ/zed+7ucuN5BvyhdPecpTlh/Ktc1O7cOy9qdd2DnL273d2x3fKaG6lqvaI47bRv22Ua1dZGsfHLY/K22zVLsbV3ts8mqDebQcCQDV/OAP/uByY1Jbg9/0pjctr/ucXKPXN0a3XLaPdufJpz3tacsNUe1azGlZYKU97aRtQLr5zW9+an5quWv1Zb03vOENy9c9S/sC4c/8zM+Eezpd2zDVjrt96Ld6Ak/bVN7+rGu5qN0UobXHinwEAPNpm6LaHSrb52Vt83XLTm0j9mlPalu55z3vucwwQ2hPnGm5pt0FtG0CbzdiaNeeTrv+1O4E3jakn3bXzXYzgLaRvP395rWvfe2Z18WadnfP9gW5Q77oNlQeBAByaF8wa5/ttaf5rm7w2DLAySewtCf9tpsUtSeXTKE9SaXdofwRj3jEMgu1vU/tKXLtz0rLPN/wDd+wvDN422C+Sbu5wb/9t/92ecfxpt3Qof1Z1zLkrhvMVzceaG3Zbgbart21a2Kn5bZ2p/P22Vr7jNLNm4CTbDCH5NpdDdpG5vaIuLY5uwWXdmGq3eGxPaKlBY0HPehBy81Nc38g1sLLP//n/3wZuNodOtvmrvbBXvuWXAt8X/iFX7j8plw7n/XNW9G0gNe+jdjO47/9t/+23FTW7pDQ7s7QvqHYNj996qd+6vHjZgCAmnmp3WGq3Rm9fUjWNq+3OyW1u2Le8pa3XG6Kbpt6tr1TZ8sN7YPGdlGq3cXqV3/1V5ePGW53pWwXqNpmoPYEmJY12mt+3Md9XFcflLUPB//oj/5oeYfyJz/5ycuLiK1d2h1H24eMLUe2O6a2D0gj50gAqKbd3fuzPuuzlh/mtRsJrPJL03LWHe94x8VHfuRHLjc0tY3R+2pfrGtf7n/iE5+4zALtzp7tjuNtw1W7HtOeTtM2QrW7SJ2l5YZ2V6b2AWW7o1TbzNXyW/sCW7uu0+4M1fJWyxTteFv+iKrdsbx92PjDP/zDyzuUt6e5tC8oti9Mto1oX/AFX7D80LNZPVmnfcBpgzkAzKt9dtQ2SrUbH7Ts1K4rtSzS7njZrkm1vNLyU7vjd7v20z6PGlK7/tXyT7uW9Uu/9EvLu3+27NY2jd/mNrdZXnP67M/+7OXdwc/S/lvLYe3a1bOf/ezl52XtqXstZ7VN8y1vtLuit/zWcmLLJkMYIg8CAHm0bNK+TLZ68kt76lx7ykv7DK5dF3nYwx62+ORP/uTJN0R/0Rd90fIzwMc+9rHLL+q1zxtblmo57n73u9/ys8b2xLxdtBsEtCzzhCc8YXm9qn3W1a7zDKHdgKvlz3ZzzHbjrHYNqd10oV0Ha/uz2vWvdsztyTAAp7nqqH3FFyCQf/fv/t0yQDXtkS2PfOQj5z4kAIDFox71qOVdxptv/uZvXv47sVxzzTXHHyQ+4AEPWF4sAwDo1Utf+tLjjWnty5Enn8AHAAAAAABn2f9ZVAAjaN95aXdeWml3jQIAgG2sPwlHjgQAeicbAQAAAACwLxvMgVDaY2Ta3ZWa9giZ9hhlAADY5HnPe97yUYkrD33oQ2c9HgCAOb3sZS9bfNd3fdfxv8tGAAAAAADswgZzYBI///M/v/jqr/7qxUte8pJT//ub3vSmxTd8wzcsf2blq77qqxY3uMENJjxKAACieeUrX7l4yEMesnj2s5+9fNrNSf/wD/+weOITn7i4+uqrF29961uX/9/Hf/zHL+5whzvMcLQAAOP72I/92MVTn/rUxdve9rZT//sv//IvLz78wz988X//7/9d/vtd7nKX5d8BAAAAAIBtXdz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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 319, + "width": 1484 + } }, "output_type": "display_data" } @@ -757,7 +200,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -771,7 +214,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/fill_closed_pores.ipynb b/examples/filters/reference/fill_closed_pores.ipynb index 93882479d..b8350c0c4 100644 --- a/examples/filters/reference/fill_closed_pores.ipynb +++ b/examples/filters/reference/fill_closed_pores.ipynb @@ -50,7 +50,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -98,7 +98,7 @@ "outputs": [ { "data": { - "image/png": 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" ] diff --git a/examples/filters/reference/find_disconnected_voxels.ipynb b/examples/filters/reference/find_disconnected_voxels.ipynb index 5cbdcd7e2..9761ef76b 100644 --- a/examples/filters/reference/find_disconnected_voxels.ipynb +++ b/examples/filters/reference/find_disconnected_voxels.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:23.246270Z", @@ -44,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:25.854296Z", @@ -92,7 +92,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -134,7 +134,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:26.050776Z", diff --git a/examples/filters/reference/find_dt_artifacts.ipynb b/examples/filters/reference/find_dt_artifacts.ipynb index 6d561a725..ced85a73f 100644 --- a/examples/filters/reference/find_dt_artifacts.ipynb +++ b/examples/filters/reference/find_dt_artifacts.ipynb @@ -19,26 +19,13 @@ "shell.execute_reply": "2022-04-25T01:56:09.459697Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", "import scipy.ndimage as spim\n", - "import inspect\n", - "ps.visualization.set_mpl_style()\n", - "inspect.signature(ps.filters.find_dt_artifacts)" + "ps.visualization.set_mpl_style()" ] }, { @@ -63,67 +50,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:09.709627\n", - " image/svg+xml\n", - " \n", - " \n", - " 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 1170 + } }, "output_type": "display_data" } @@ -142,7 +78,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -156,7 +92,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/find_peaks.ipynb b/examples/filters/reference/find_peaks.ipynb index de1dd8ea8..f309627dc 100644 --- a/examples/filters/reference/find_peaks.ipynb +++ b/examples/filters/reference/find_peaks.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:16.972420Z", @@ -22,11 +22,86 @@ "outputs": [ { "data": { + "text/markdown": [ + "
Click to see docs
\n", + "

Finds local maxima in the distance transform

\n", + "

Parameters

\n", + "
\n", + "
dt : ndarray
\n", + "
\n", + "

The distance transform of the pore space. This may be calculated and\n", + "filtered using any means desired.

\n", + "
\n", + "
r_max : scalar
\n", + "
\n", + "

The radius of the spherical element used in the maximum filter. This\n", + "controls the localness of any maxima. The default is 4 voxels.

\n", + "
\n", + "
strel : ndarray
\n", + "
\n", + "

Instead of supplying r_max, this argument allows a\n", + "custom structuring element allowing control over both size and\n", + "shape.

\n", + "
\n", + "
sigma : float or list of floats
\n", + "
\n", + "

If given, then a gaussian filter is applied to the distance transform\n", + "using this value for the kernel (i.e.\n", + "scipy.ndimage.gaussian_filter(dt, sigma))

\n", + "
\n", + "
parallel_kw : dict
\n", + "
\n", + "

Dictionary containing the settings for parallelization by chunking.\n", + "The optional settings include divs\n", + "(scalar or list of scalars, default = [2, 2, 2]), overlap (scalar or list of scalars, optional),\n", + "and cores (scalar, default is all\n", + "available cores).

\n", + "

divs is the number of times to divide\n", + "the image for parallel processing. If 1\n", + "then parallel processing does not occur. 2 is equivalent to [2,\n", + "2, 2] for a 3D image. If a list is provided, each respective axis\n", + "will be divided by its corresponding number in the list. For example,\n", + "[2, 3, 4] will divide z, y, and x axis to 2, 3, and 4 respectively.

\n", + "

overlap is the amount of overlap to\n", + "include when dividing up the image. This value is controlled by the size\n", + "(i.e. radius) of the structuring element and cannot be controlled in\n", + "this function using parallel_kw!

\n", + "

cores is the number of cores that will\n", + "be used to parallel process all domains. If None then all\n", + "cores will be used but user can specify any integer values to control\n", + "the memory usage. Setting value to 1 will effectively process the chunks\n", + "in serial to minimize memory usage.

\n", + "
\n", + "
\n", + "

Returns

\n", + "
\n", + "
image : ndarray
\n", + "
\n", + "

An array of booleans with True values at the location of\n", + "any local maxima.

\n", + "
\n", + "
\n", + "

Notes

\n", + "

It is also possible ot the peak_local_max function from\n", + "the skimage.feature module as follows:

\n", + "

peaks = peak_local_max(image=dt, min_distance=r, exclude_border=0, indices=False)

\n", + "

The skimage function automatically uses a square structuring\n", + "element which is significantly faster than using a circular or spherical\n", + "element.

\n", + "

Examples

\n", + "

Click\n", + "here to view online example.

\n", + "
\n", + "
" + ], "text/plain": [ - "" + "" ] }, - "execution_count": 1, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -37,10 +112,11 @@ "import scipy.ndimage as spim\n", "import matplotlib.pyplot as plt\n", "from edt import edt\n", - "import inspect\n", + "from IPython.display import Markdown\n", + "\n", "np.random.seed(11)\n", "ps.visualization.set_mpl_style()\n", - "inspect.signature(ps.filters.find_peaks)" + "Markdown(ps.tools.show_docstring(ps.filters.find_peaks))" ] }, { @@ -53,7 +129,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:19.253656Z", @@ -65,67 +141,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:19.321475\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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", 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bnfbfiemp2v8O6/YzLNv65lK2pW7qtK82id8B9db048r+W2912n/NML1Z+QEAAACEJvwAAAAAQhN+AAAAAKGNtFqtVlOvi4rKtYXxOK5ms4/Xm/15+Bwz/bFvls++Go/jajb7eL3Zn+t9zFj5AQAAAIQm/AAAAABCE34AAAAAoQk/AAAAgNBGy94AYDZFSot7jBSIVZd9GqAZnO97M8PUi306Fis/AAAAgNCEHwAAAEBowg8AAAAgNOEHAAAAEJrCUyCEJhVSKUYDgDjMMDAcVn4AAAAAoQk/AAAAgNCEHwAAAEBoOj8Agl4bXMZ1tU26bhkAWBgzDGWy8gMAAAAITfgBAAAAhCb8AAAAAEITfgAAAAChKTwNqFtZTxmlQUC1zgXOA0DVmWGAxAzDIFj5AQAAAIQm/AAAAABCE34AAAAAoQk/AAAAgNAUnja4QGwplA4108T01Jyvja8YK2VbGNx5oNvxXfQ5BKBfZhiKYIapNzMMRbDyAwAAAAhN+AEAAACEJvwAAAAAQhN+AAAAAKEpPGVRiiwOUjxWH4rBmkEx2PD1cx70vEAxzDDNZIZpBr8rh2+yRjOMlR8AAABAaMIPAAAAIDThBwAAABCa8AMAAAAITeEppVtKAY6iMaBuFnve6vbvqlIgBk1lhgGaZLLmM4yVHwAAAEBowg8AAAAgNOEHAAAAEJrwAwAAAAhN4Sm1VmRRjuIxhmliemrO18ZXjJWyLQAMnxkGYLis/AAAAABCE34AAAAAoQk/AAAAgNCEHwAAAEBoCk9hAMVjSykf6/bvit42yqfclIVyHgA2xAwDVNmqipwHrPwAAAAAQhN+AAAAAKEJPwAAAIDQhB8AAABAaCOtVqsVscwE6mKxpWKONWDQ55mmcV6FhTHDAHWaYaz8AAAAAEITfgAAAAChCT8AAACA0EbL3gCguOvfXEPbXBPTU3O+Nr5irJRtAYD5mGGYyQzDsFj5AQAAAIQm/AAAAABCE34AAAAAoQk/AAAAgNAUnkLJ1i/46lYC1q+mFIgt5THqV8THrSo8fwAxmGEWzu/AevP81ZuVHwAAAEBowg8AAAAgNOEHAAAAEJrwAwAAAAhtpNVqtYr8hgpaYGmaVKQ0jJ+1KY9llVXleW7yc1WV56DqmryPQBHMMPVSlceyyqryPDf5uZos8Dmw8gMAAAAITfgBAAAAhCb8AAAAAEITfgAAAAChjZa9AUA1ioMGXaRUlcKoQf9cTS6kAoBBM8MUxwxD01j5AQAAAIQm/AAAAABCE34AAAAAoQk/AAAAgNAUngKhy7yabGJ6atbn4yvGStmO9QvUhrGvKW0DaA4zDINihonFyg8AAAAgNOEHAAAAEJrwAwAAAAhN+AEAAACENtJqtVpFfkMFLVA8RV715rxI2ZxD+uNYheI5/9Sb8yKRziFWfgAAAAChCT8AAACA0IQfAAAAQGjCDwAAACA04QcAAAAQmvADAAAACE34AQAAAIQm/AAAAABCE34AAAAAoY2WvQFAb6uWHTnna5PrLi1lW1j4cwW9TExPzfna+Iqxwr4XQFnMMPVhhqFsg55hrPwAAAAAQhN+AAAAAKEJPwAAAIDQdH5ATQ36ukzX48LwLLbfo9/vNbmusG8PsGRmGKCMGcbKDwAAACA04QcAAAAQmvADAAAACE34AQAAAIRWeOHpxPTUQIvcgPLKyBSIAZGZYSAGMwzQjZUfAAAAQGjCDwAAACA04QcAAAAQmvADAAAACK3wwlPFYNCsArFulIoRiRLM5vC8QlxmGMDKDwAAACA04QcAAAAQmvADAAAACE34AQAAAIRWeOEpQLdSMQVi1JUSTIDmMMNAXFZ+AAAAAKEJPwAAAIDQhB8AAABAaMIPAAAAIDSFp8BQRC0Q6/Zz1d3E9NScryn9BKCpzDD1YYZhPlZ+AAAAAKEJPwAAAIDQhB8AAABAaMIPAAAAIDSFp0BpohaI1d1SisG6FY2VQbkZAINkhqmmqvz+X8o8VJWfISIrPwAAAIDQhB8AAABAaMIPAAAAIDThBwAAABCawlOgUhSI1ZuSLgCaygxDm3momqz8AAAAAEITfgAAAAChCT8AAACA0HR+ALW7hrZK18+uvy3drvcFAJrJDAPVYeUHAAAAEJrwAwAAAAhN+AEAAACEJvwAAAAAQlN4CtROt0KuKhWIwUItdv9VTgdQL2YYopms0Qxj5QcAAAAQmvADAAAACE34AQAAAIQm/AAAAABCU3gKMODSJ6WUDKrYzv4GQFH8TiH6DGPlBwAAABCa8AMAAAAITfgBAAAAhCb8AAAAAEJTeApQkXIopWIAQJWYYYjEyg8AAAAgNOEHAAAAEJrwAwAAAAhN+AEAAACEpvAUFljo1C/FTxSxD9qPAOjFDEPZzDDUgZUfAAAAQGjCDwAAACA04QcAAAAQmvADAAAACE3hKY1UdDFYxOKniempOV8bXzFWyrY0Wb/7ap32LQAWzwzTmxmmGswwVI2VHwAAAEBowg8AAAAgNOEHAAAAEJrwAwAAAAhN4SnQlWKweKViCsWqodvzsNgCQ88pwFxmmHoxw9THqprPMFZ+AAAAAKEJPwAAAIDQhB8AAABAaMIPAAAAIDSFpzTCYot4hrEdCpxo2nFQtAjHUISfAYh97jbDUKaqHAdFi3AMrarRz2DlBwAAABCa8AMAAAAITfgBAAAAhKbzAwih2/WGUa8PZTbXoQNQZ2aY5jLDDJeVHwAAAEBowg8AAAAgNOEHAAAAEJrwAwAAAAhN4SlUrOioyiVHE9NTc742vmKslG2B+fRbFFfl4w2g6uo0w0BdmGEGx8oPAAAAIDThBwAAABCa8AMAAAAITfgBAAAAhKbwFAirWxFUvyVSNIOyPgCqyAxDL2aYhbPyAwAAAAhN+AEAAACEJvwAAAAAQhN+AAAAAKEpPAX6Nr5irOxNAAAAWDArPwAAAIDQhB8AAABAaMIPAAAAIDThBwAAABCawlOomMl1l8752qplR5ayLRH1+1h2ex6Iz/EHsHjOoYNlhmE+jr/erPwAAAAAQhN+AAAAAKEJPwAAAIDQhB8AAABAaApPAbpYbEFUWWVTys0AgMQMA91Z+QEAAACEJvwAAAAAQhN+AAAAAKEJPwAAAIDQFJ4CFGgYxWCLvV+FYs0wMT1V9iYAUENmGKLPMFZ+AAAAAKEJPwAAAIDQhB8AAABAaMIPAAAAILSRVqvVilCUA00rSXKsMSgRj5emH3+e05jPK80Q8fh1rDEoEY+Xph9/kwU+p1Z+AAAAAKEJPwAAAIDQhB8AAABAaKNlbwCUcW2b6wFhYdeCOmYAymGGgf6ZYZiPlR8AAABAaMIPAAAAIDThBwAAABCa8AMAAAAITeEp1FS/5U3dip9goRSIAVAUMwzDZIahzcoPAAAAIDThBwAAABCa8AMAAAAITfgBAAAAhKbwlEZqUvHRYn8uJWP00qTjCKAqmnTuNcMwKE06jvgfKz8AAACA0IQfAAAAQGjCDwAAACA04QcAAAAQmsJTGGI5Vp2KlLptqwIxeulnH6nTcQBQB2aY2cwwLIYZJj4rPwAAAIDQhB8AAABAaMIPAAAAIDThBwAAABCawlMouUipTsVJ/W6rUjGK2D/qdGwARGeGATNM3Vn5AQAAAIQm/AAAAABCE34AAAAAoQk/AAAAgNCGUni62MIXhUM0wfr7eYSCpG4/g+OZhVIqRhWYYWDDzDDQnRmmmqz8AAAAAEITfgAAAAChCT8AAACA0IQfAAAAQGgjrVarldWIwiGiaXLRkeMZhqPJ55kqcc4jmiafWxzPUL/zjJUfAAAAQGjCDwAAACA04QcAAAAQmvADAAAACK12hafdKByizppcFtaN4xmWxjmlXpzzqDPnm9kcz1Dtc4qVHwAAAEBowg8AAAAgNOEHAAAAENpo2RsASzExPTXna+MrxkrZFoBhc709AFBHkyXMMFZ+AAAAAKEJPwAAAIDQhB8AAABAaMIPAAAAILTRqGUpq5YdWcq2MFzdyk27laD28+8Aqky5aUxmGACim6zIDGPlBwAAABCa8AMAAAAITfgBAAAAhCb8AAAAAEILUXgKdSkzrUrZT1Uo9YMNc74AqsQ5aTYzDNTvfGHlBwAAABCa8AMAAAAITfgBAAAAhCb8AAAAAEITfgAAAAChCT8AAACA0IQfAAAAQGjCDwAAACA04QcAAAAQ2mjZGwAATTe57tKyNwEAIPQMY+UHAAAAEJrwAwAAAAhN+AEAAACEJvwAAAAAQlN4ylBLbFYtOzJrijqV/wxDk557mI9zAwyPGWZxnKea+9xD5HODlR8AAABAaMIPAAAAIDThBwAAABCa8AMAAAAITeFpg5VRWNPtPpVIAVHVvRgMqsoMAzBYkwFnGCs/AAAAgNCEHwAAAEBowg8AAAAgtBCdH663bOY1W9AEE9NTc742vmKslG1hfs6zLIYZpjfHFsBgTTbkPGvlBwAAABCa8AMAAAAITfgBAAAAhCb8AAAAAEILUXgKZWtKSRDD12+5qWJUABbDDAM0hZUfAAAAQGjCDwAAACA04QcAAAAQmvADAAAACK12haerlh1Z9ibQcIrBenOcDp9y0+FyHmAxnBspm3NXb45Topts8HnAyg8AAAAgNOEHAAAAEJrwAwAAAAhN+AEAAACEVunCU4VDzS3d8dzDcExMT835mvJUWDq/x5rBDAPlMcOwUFZ+AAAAAKEJPwAAAIDQhB8AAABAaMIPAAAAILRKFZ4qiKJqpWUQnWIwKIYZhjKZYWgiMwwLZeUHAAAAEJrwAwAAAAhN+AEAAACEJvwAAAAAQiut8LTuxWAT01O1KuLp9ng3uRyryT87AEtjhhkuM8xsTf7ZAZbCyg8AAAAgNOEHAAAAEJrwAwAAAAhN+AEAAACENtJqtVqDvpO6F4M1SVVKtIreZ6ryc9X9MXIsQ7POMzjv1UlVjkEzTG9mGKiWyYDnmW6s/AAAAABCE34AAAAAoQk/AAAAgNCEHwAAAEBohRe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", 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 284, + "width": 542 + } }, "output_type": "display_data" } @@ -777,7 +279,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -791,7 +293,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/find_trapped_clusters.ipynb b/examples/filters/reference/find_trapped_clusters.ipynb deleted file mode 100644 index 10343040d..000000000 --- a/examples/filters/reference/find_trapped_clusters.ipynb +++ /dev/null @@ -1,1663 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "7e4ef10b", - "metadata": {}, - "source": [ - "# `find_trapped_clusters`\n", - "This is meant to find regions of defending phase that are trapped during an invasion simulation. It works for both ordinary and invasion percolation type simulations." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "99e8f0be", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:29.939167Z", - "iopub.status.busy": "2022-04-25T01:56:29.938711Z", - "iopub.status.idle": "2022-04-25T01:56:32.377294Z", - "shell.execute_reply": "2022-04-25T01:56:32.376324Z" - } - }, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import porespy as ps\n", - "ps.visualization.set_mpl_style()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "4e7d0fd0", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:32.380708Z", - "iopub.status.busy": "2022-04-25T01:56:32.380482Z", - "iopub.status.idle": "2022-04-25T01:56:32.507627Z", - "shell.execute_reply": "2022-04-25T01:56:32.506986Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 583, - "width": 583 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "im = ps.generators.blobs(shape=[100, 100], porosity=0.6, seed=7)\n", - "inlets = np.zeros_like(im)\n", - "inlets[0, :] = True\n", - "sizes = ps.filters.porosimetry(im, inlets=inlets)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(sizes, interpolation='none', origin='lower')\n", - "ax.axis(False);" - ] - }, - { - "cell_type": "markdown", - "id": "6acdb018", - "metadata": {}, - "source": [ - "## `seq`\n", - "Given the sequence at which each voxel was invaded, this finds all voxels that were invaded after they were cutoff from the outlet. The output of ``porosimetry`` however is in the reverse order, since the largest sizes are invaded first. PoreSpy has a function for this, called ``size_to_seq``:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "d9c757df", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:32.512047Z", - "iopub.status.busy": "2022-04-25T01:56:32.511857Z", - "iopub.status.idle": "2022-04-25T01:56:32.565561Z", - "shell.execute_reply": "2022-04-25T01:56:32.565100Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 583, - "width": 583 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "seq = ps.filters.size_to_seq(sizes)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(seq, interpolation='none', origin='lower')\n", - "ax.axis(False);" - ] - }, - { - "cell_type": "markdown", - "id": "432d9b0a", - "metadata": {}, - "source": [ - "Now we can pass this result into ``find_trapped_regions``:" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "bcb44fa2", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:32.568445Z", - "iopub.status.busy": "2022-04-25T01:56:32.568248Z", - "iopub.status.idle": "2022-04-25T01:56:32.782048Z", - "shell.execute_reply": "2022-04-25T01:56:32.781368Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 583, - "width": 583 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "outlets = np.zeros_like(im)\n", - "outlets[-1, :] = True\n", - "trapped = ps.filters.find_trapped_clusters(\n", - " im=im, seq=seq, outlets=outlets)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(trapped/im, interpolation='none', origin='lower')\n", - "ax.axis(False);" - ] - }, - { - "cell_type": "markdown", - "id": "5c0a5536", - "metadata": {}, - "source": [ - "In the above image the trapped regions are indicated by ``True``, so this can be used as a mask to remove invading voxels from the invasion image." - ] - }, - { - "cell_type": "markdown", - "id": "bbfa60fd", - "metadata": {}, - "source": [ - "## `outlets`\n", - "It's possible to specify the which voxels are treated as the outlets. If the outlets were on the right we'd see the following:" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "c1c614d6", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:32.787276Z", - "iopub.status.busy": "2022-04-25T01:56:32.786975Z", - "iopub.status.idle": "2022-04-25T01:56:32.888740Z", - "shell.execute_reply": "2022-04-25T01:56:32.888017Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 583, - "width": 583 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "outlets = np.zeros_like(im)\n", - "outlets[:, 0] = True\n", - "trapped = ps.filters.find_trapped_clusters(\n", - " im=im, seq=seq, outlets=outlets)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(trapped/im, interpolation='none', origin='lower')\n", - "ax.axis(False);" - ] - }, - { - "cell_type": "markdown", - "id": "12a336ec", - "metadata": {}, - "source": [ - "## `method`\n", - "\n", - "There are two options for this argument: `'labels'` and `'queue'`. The former is best used for invasion sequences which were produced via `ibop` algorithms, while the latter is necessary for output from `ibip` or `qbip`. " - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "2c305327", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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AgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiW80vTkRbDrLCNUy2rajAFbSyodfl51tkAmPpa17xfa4ENeDI3jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACRwuwFi7SVaNOW3ZdsL30EGEQJdt+/FyXaAAzFjed+vNfCbUXaMF1uHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAA0VLTNE1+mSeb6travOW5Ibjwlm2zWllboyZjWlDrihU26M9b9vxc6SPwJI8+fmzpI0xaV6tqbRniCtsf7Dt/NjS3bb6+9BGYMDePAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHC7JaMvUhbYXb7FGazKKXWw6Fce1pe/ze/OBuLD/7E786GRrl2PxRm96f2cux5XrDzqtJHmDRF2vTBzSMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAILK21hJra3WytsYQWVWbFstswzKmZbVFWGHD2lr7hriqtggLbGVZYKNtbh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJG1tQmvfY1pMWyIX+davnYMhxU2umT17Ymmuqo2prW1MS2wvePsPy59hNkVd7yy9BEGa+yraom1tTpZYWOt3DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARAqzOzbEIudayqDH/rVTmM2iFGZTuyGWbivGnlZhdomC7RrKrrs01SLtqZZgL0Jh9rAo0uZI3DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJrax0b+2IYa2dtjS5ZZmPKi20W1No31bU11m4sK2xW1dbO2trwWWDjB7l5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABE1tZaYlWNRVlbowQrbEzBjx73zdJHGB1ra4xpgc2CWj+srY2XFbZpcvMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEC3nl4ASJeuKtOnSJy784NznirQZk79/7KlznyvSXrvX/80vrnimRBsApsPNIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgWmqapskvs9qFLGiLtTVqYYGNqawNrnZdjNWxwkbyss9t6f0zP/WiHb1/Jv/sBTuvKn0EenTb5utLH4GOuXkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETW1g7DsholWFujFtbWGNN6WltqXmH71uPHzGr2Oz/526WPwMiX1VbLAls/rK1xiBW28XDzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAtzyZEATYADFOJcux5PvgTv7vi2S//9a8UOcvQzPs6KdEevpqLsQFoj5tHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEC01DRNMxsIa2mMye5Ltpc+AhzWy3e/vvQRoLq1tUVYYWufdbZyprCq9qkX7Sh9hFF5wc6rSh+Bit22+frSR2BBbh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAouVZQQqwmQLF2ADjLsZmOCXkCrdXZwrl2EB9hepKtOvm5hEAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAA0N/amgU1psyyGkP18t2vL30EJsiyGrWvtY19nc2q2pG/Hp960Y4iZxnDchYwLm4eAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADRUtM0zaxF1tYYE+tpTIW1NbpkVW19i1/UZYgLbFbV2meF7YmsrdGl2zZfX/oI1bv4Ly6f+/zT/+Gm1j7DzSMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAtJxfgmlRjg2wPoqxoTzl2PV9ncdUrq0Ym5p+7sZepH1xKMEuxc0jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACCytgYALMyy2tr9zk/+9opnv/zXv1LkLEB9C3g1rLNZVYPprqolbh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJG1NSZn9yXbSx8BAI64wHaIFbY6vy/QJUtnsPY/K7dtvn5Wg4sHsqC2CDePAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHCbEZNOTaszicu/OCKZy/f/foiZ6H+nw3KFjYr0W7fmIqxP/WiHSuevexzW4qcBYDxcPMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIisrQGw0MqWFTYY/jLYVBfbxrSqBkAdLv6Ly2dT4OYRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAtNU3TtPmGF96yrc23g1XZfcn20kcA5rDMNt7VPah9sc2y2pG97HNbSh+BOf72myeUPgIMwm2br5/V6uJKFtg+/R9uau293DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMv5JQDopmxZkfZwpO+VIm3aKKRetHRbCTYAQ/DpUFRdS5H2Wrh5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABES03TNLMWXXjLtjbfDp5g9yXbSx8BaMHY19a++H9OnI3do19/yopn+157ZZGzAO162ee2lD7CpP3tN08ofQSoym2br5+N2cUdLrCl1be1cPMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiW80sALOrsP3nrut9jz8++fTZ2n7jwgyuenfXJa4uchcVX1ZINH373Qu9tnQ0AmLpPL7iI1uU62+G4eQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAADorzB79yXb5z6/8JZtbX8UI5d+lsbiOR9/R6+f99VXvqXXz5uCNsqxofYS7C4tUrCtXBtYi0+9aMdsaF6w86rSR4Aibtt8fekjjLJguy1uHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAA0VLTNM2sMpbZGNPaWt+ram2xzlZuVW3Pz759NkVnffLa0kcYnVpW1fpmmQ3a97LPben9M4e4lNYVC2xMgbW1url5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiWZwMvSlauTU2GWo4NMCYbPvzuVf9a5dr9fJ3b4vs1Toqx114krEiboVKOPTxuHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAw1pbW4RlNuhvOe6rr3xLkbMA9L0YNtVVrxILagyDRTRgLayqjYebRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAADAeNfW2lhms8JWp3nfl0XW9fpeImMczv6Tt5Y+wiSc9clrSx8BJrPCZkENprdk9YKdV/V+FmDc3DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARJMqzAY4kj0/+/ZeS7Tnfd6YKMZmbJRP1/f1H2KJOcBUytsZDzePAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIDI2tpsNtt9yfa5zy+8ZVvvZwHqkxbRFllhG/uq2iGW1QAAYJzcPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAImtrDEpawEuLedClKSyozWNVDShl32uvLH0EgMm7bfP1pY9AAW4eAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACKF2RP20N//8GwsNnzoPXOf73vdm9f1vs/5+DvW9X8PQ6YYGwAAOMTNIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgsrZ2GLsv2b7i2Wkfvb7IWWhvhW29C2wwRpbVhu3Rrz+l9BGgVftee2XpIwBM3m2b/bcv3+fmEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQWVtjUA4+ckwnC2zZ8XOfHvMj3173OQBgSiyoQftesPOq0kcAJsLNIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAECkMJtRl2N35bv/OL9Iuw21lHF/9ZVvKX0EOnDWJ68tfQRgJBRgQ38UY9O12zZfX/oIVM7NIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgsra2oPtePX/p4LSPaqen/iU3ADgcC2oA41bLqtqpH7hh3e9x/xu2tnIWVsfNIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAECkMBsmbt/r3lz6CHTgrE9eW/oIAMAanPrf3zXn6dNmNfvRH3u49BEYcTF2G++tXHv93DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJrawAwII9+/Smlj8AI7HvtlaWPAJM3f1VtmP7+755W7bpbLatjY9flqlqX57PCtnpuHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAA0VLTNE1+mfU67aPa/dfq4CPHlD7CqOx73ZtLH4GOnPXJa0sfgQ5YVaNL1tagvDGtrdXi/l/6tdJHmITal9XWywLbfG4eAQAAABAJjwAAAACIhEcAAAAARMIjAAAAAKLl/BL0QzE2APRrw4ffPfe5Im1on2Ls9inG7sfYi7FZjJtHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEBkba1j9736qhXPTvvo9UXOAgzbWZ+8tvQR6MCjX39K6SMA0BLLagyVZbUjfy3uf8PW2ZS5eQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARNbWAAbiO3ufNhuaYzc+PBuLL/+na9e9jGdZDWAcTnvfjfNfeHrfJxm3+3/p10ofYXSsqrFWbh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAoqWmaZr8Mn067aPXz6bo4CPHlD7CpO173ZtLH4En2XjDTaWPMBnzCr0XKcZe1IYPv7uz94Yu7XvtlaWPAOVKsAeoefp3Z0OjHLsfCrPX7v43bJ1NmZtHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEC0nF+ib/e9+qpV/9qpLrPRvg0fes/c51bYmIIul9UAoJSlfzhmFAtsQD3cPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAoqWmaZr8MkMzxBW2g4+sXIOgThbY2rfxhptKH2ES9m69fFarDR9+d+kjwJrse+2VpY8ArTrtfTeWPsIk3PerV5Q+wqSd+oEbSh9hsO5/w9bZlLl5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiW80sM0X2vvmrU5dqUteFD75n7XJE2wPSksndF2tROMXY/FGMPq/RZkTZH4uYRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABBZW5uwvpfZDj5yzLrfg2GtsM0z1WW2jTfcVPoIVCotU6UlKwC6WQGzwrZ2ltVg/Nw8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAia2usa5ktrbBZVmPRZbaprrABdTruIf9EWqszrpu/Lnn31Zf3fhagXVbVxuv+N2xd8ezUD9xQ5CzUyc0jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQKQNkk6KtFMpMiTzfmaUaLOovVvHU8i777VXLlRGDAAAXXHzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIlpqmafLL0B4LbHSt5nW2jTdYyOrDmNbWFmGBjaG6++pp/pmlTqe978bSR6jGfb96RekjULFTP3DDbIruf8PW2ZS5eQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIlvNL0E+ZsSJt2jLvZ6nmEm3ounRYkTbA+kqip1CirRwbWA03jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACR8AgAAACAyNoaMGppza/vFba9W+evYW28wRpWm9LXM339AQBYzP1v2Lri2akfuKH3cyx/w12YPvlqAwAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADRUtM0TX4Z6lvJgjb0vba2CAts7bO29kRnXOdnjLrdfbU/s9ThtPfdOBu7+371itJHYASe867x/9ti+VtLc5/f9bY3zabAzSMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAtJxfAqCmcmdF2nRZRqxEG2DcFGNDN8685r2dvG9tRdxuHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAA/a2tnX3F/KbxPTfW1RQOAAAA8IOWv7U0G8uK210tLra5eQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAA9Le2tugK2zyW2abl/Etvmv/CC/s+CdRt79bL5z7feEP4M1SBY/+hjrWKs35j/v8Gffk3/e8N1OiM6+b/vXb31fP/HgQAuuXmEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAAKB8YXYb5dqKtCsste7Qv/780av+tf/3hY93ehYYWpF2KojmyF8nJdoA/IunHPD/ayc7Z8vw/r115471/zvnOe+qd6yF7vjbEAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAAAY1toa41hLq2GZzQob+1735tJHYGDSUt2YVtjOuG7c/5vAeM372b376pWLkwBTWlDr/fd38mw0lr+1VPoIg+HmEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAwjrW1s69Y2Qy/58bxrN+0Yeyram2tsK1WWmvre8Frw4fe0+vnAeNYYbOqBgBgVa0Nbh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAxlGYvdoS7UMUadOGvouxuzyH0m3or0i7yxJtJdiwuj8Td199eRXnWETfZ4YpO2fL/P+OBOZz8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAGO/a2lSdf6m1HbpdbBviOlst63gwb4EtefyHmk7PAlM1xGXCWpbjAA7nq7+2/r+TnvOu4f0dPXVuHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAACmV5h99hUry0r33PimImeBIVqkfLrvcm3F2ABMybwibSXa7Xv+ttWPHTAc52zxfV2rO3d099/PSreHx80jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAAGB6a2tAf6yfAQAMc03ui9vHs0htWW1a5i22WWDrjptHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEBkbQ0O4/xL57f1f+G3Vjb7Qyln/YZlkSE7+ltLc58//kNN72cBhuOM6+b/G+Xuq/0bhfWvsI1pgY3VuXPHm0a7wHY4Z17j39Gr5eYRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIFKYDTAQirEBoJuCaFb3Neq7SPucLb5XJb/WYynRph1uHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkbU1AAAYiTOuu2nFs7uvvnw2VZbV2mX9jLG5620rF+XOvMbP+TxuHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkbW1ATj/0pWrGcA4nHfZ6v98Hz8bt28/Y2k2dl/+zZWLHrWsMQEMmVU16G9d784ddfx7ps8FtkOmvsLm5hEAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgUpgNUFkx9lQd//VmNha333z5rGZ3X93N+RRxA11TjA11FmmPvUQbN48AAAAAOAzhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACCytgawRhbUoJ8Vt0MsucH0WFYrZ/lbpU/AGBbYxrbCdtfb5v9ezrxmGn9XuXkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETW1ipy/qWWZKA0C2os6vabu1sYo90lN4ttUCerajBeU1hhmwo3jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACRwuwCFGNDeYqxYXoWKd1Wrs2Uy+W7ohgbYLjcPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAApre2tufGN81qYFkNAIbHMhs1qXlBjbK+uH39/81jBY8Sztmy8ufuzh11/Dc887l5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAACMd23NqhpwOOdd5s8m7bj9ZmtHtLOEZZ1tWiyl0eVSWt/nmLeQBW1JP19W2Org5hEAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAABgWIXZtZRgz6MYGwDoq0BZuXY/lFozhWLsNixSXKxcm7EVaZ95zbR/pt08AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAD6W1ureSkNGLfzLrNKBIyLZbYnsopGLca0oNaVtIRlhY229P2zdFx4/tjTZ5Pg5hEAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAACgv8JsAAD6p0wa2qcYGziS4/6hmxLtu95W198/bh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAANFS0zRNfpknO//Sm0ofgQp84bcs2pR03mX+HFKP22/29wHAejx/23tnNbCsVtY5W+r4OYAuPfb0+lfVEjePAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBoOb8ELLq6Z4WtXRe86ob5LzxD7g0ArI1VtTrduWPl98UCG2Nz10CW1ebxX2AAAAAARMIjAAAAACLhEQAAAACR8AgAAACASGE2UEcJNgzUeZetLNC//Wbl+QBdFFg/f9v8AmUl2EDtBfBD5+YRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABBZW4OOl8Ru/djW2RDVvIp2/NcPzn3+7WfIw6l3ge0QK2wA62NVDaAM/6UFAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAERLTdM0+WWe7PxL5y/owCHHPTx/BYxyLLAxVJbZAGC+c7a8t/QR4P+7c8c0ViD9VxUAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgWs4vAYli7Glpo7j4vMuU7dPOz8yx31i5c/FXv3dFDycieeFr6v7z/fmPKF8HgPW6cyLF2ImbRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAtNQ0zcrZFqLzL617UYV+WFsbjm8/46jOFtTaYIWNRc1bWxuqmlfial9QWy8LbMCQnbPlvaWPMGm1rI519XNQy++vNm4eAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADRcn4JYPhqWVUDVvqpX7ix1887uLzU6+fVbNE1OetsAOM2xIWxIZ55yNw8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAEQKs+Ewjnv4YOkjsIBbP7Z1NoZC7/MuW6zIFqBEwbYSbYDhUTLNWrl5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABE1tYAAIBB+3f/5YZZrf7yD4e3BluLc7a8t/QRgO9x8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQKcwGAGBhL3zNTXOff/4jl/d+Fqaj5mLsLs+sdJtF3bnjTaWPwMi4eQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARNbWFvSF35q/IHL+pfMXRwAWdfvN8/+eOe8yf88AMB1DXFar5WthnQ3a9+JN29f9Hp/dtW02VG4eAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACRtbWOV9jGvsy2yO+7hEW+1sc9fLDTswAs4thvNKWPANALq2plv6a1LLOds+W9pY8Ara2qjXGxzc0jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQLTUNI1GTpjNZhe8Slnj0N36sToKH/t23mXjKeHn+xRm9+Pg8lLpI0zG5z9S98gG5SjMHo42yrVf9DPvnvv8n047Zt3vzffdueNNpY8wm3o5dp/6KNF28wg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a/examples/filters/reference/flood_func.ipynb +++ b/examples/filters/reference/flood_func.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:13.532173Z", @@ -31,41 +31,6 @@ "np.random.seed(0)" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arguments and their default values are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:15.940477Z", - "iopub.status.busy": "2022-04-25T01:56:15.940302Z", - "iopub.status.idle": "2022-04-25T01:56:15.945584Z", - "shell.execute_reply": "2022-04-25T01:56:15.945132Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.flood_func)" - ] - }, { "cell_type": 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", 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 584, + "width": 1147 + } }, "output_type": "display_data" } @@ -1202,7 +189,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -1216,7 +203,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/local_thickness.ipynb b/examples/filters/reference/local_thickness.ipynb index b6302d3c8..9a5f389d6 100644 --- a/examples/filters/reference/local_thickness.ipynb +++ b/examples/filters/reference/local_thickness.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 6, "id": "f66e1f95", "metadata": {}, "outputs": [], @@ -33,13 +33,13 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 7, "id": "ff08b9b5", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -72,13 +72,13 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "id": "b2d36629", "metadata": {}, "outputs": [ { "data": { - "image/png": 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Gf9TVqlb2+bSwNdNo5hpRzM4jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQGRg9sCkIa1jVeb3kYa0ssCg8AKGa8P4pAGTXRkOzLgUDVl/tbtW+Ng6h9x3+d5sDJ/Nwt9/jf/vuoaQG5QM47MZ7quKhnw3wc4jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACDStsboaFVrt5ltSC1sz3fWFmr3YbivdxWtPz/9zb/0slmnqAGkbHOT6zFNS++51d3FP7OpTWtIzWVF/+8qmufq1JVWu6L3QV0NbIzP+dPXennPMHQvB3T9fxc7jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASNtaT3WlUQLKGkMLG5Tx/fGjnW5UKWpVq7NZRGMhXTeWVp1F7z3rbGFL9wyFGm5vTA19Zd4zWtigX16Gz3KZ9th/+pv/vvQ63rxY/BwfHP966ef7j3NVdiYAAAAABkd4BAAAAEAkPAIAAAAgEh4BAAAAEK3MZrPZpEJpwGcXhn4OiYHZiykzvIz+6Mpw7aLP4ZFfGvY7VM931moZpJoGpn744ruFz7Hyu/3JsmY/Xi010LuKocFF12gDs2nDq18v/vnuI/dD7SrznZC+F7YfXq1uQbTyt2/6Pq2L98zBi0G++aT4Hmc93KNsn7o36SoDswEAAABohPAIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEB2aVOz//cVPamsM27nTjYYloF0nbxZfOz76stl2kqI2lG9CI5cGqWG2qvVValYD+kODWv9fq9TCpiWr35puVSvTIvaW99cPvfk//+fcsX/qcHtam+w8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAACaa1urs/mhqGHp6ZXhN7CdP31t/mCJVjsYi28+Odxo00TROdLzvZku/XQAjJRmNeim+0+uL3wvWMbLE/P3tFVJjedDbzZ/8+LjwuPbpxpfSm/ZeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAABobmB204qGaCdjGK4NNDdwsIpB3GceXa5tLbzf8521Rp/v2LPXS59j5Xf7kzG+JuvTvcbXwnjeX6uNrwQMQqede9Wyg7T7Nlw7DcZmeXYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADDbVuropmtjy1sqbGnK9P6oSu63mTyeOvW3DENbP1qVVvdXa5VrWxDX13On75W6vFF/0ffQTDs7yzg4Mp8R3b9WlCm8byKttTtU/eWPgfLs/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIhG1bbWVyu/258/ePxo4WO1sMFwm8GqaKsYujpb1ZKdO/1r7Cxy/8n1Uo/fPHtj6e+goqa6rjfM0G9F7zmAKqXvvD5+v9V576lBrX/sPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAAA0NzC7zFCtNgabFjl583bh8adXujEE9Yu9z5caYJqGmBqiDd2Urj3pWjX04dpd+a7oyndCV2w/vLr0d1OZ76Gi98GQ3udUr+g9sxoem4a9F3H/BLxL1wdjN/3daTD2cNh5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAAA017bW9KT3rrTw9LH9piumFxdvkAKauzaO9RqtVa2b301l2gbhrdXd+WM7d+r7fLufAcbSqqZBbZzsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAAB0c2B204PA+ji4dQzKDK8sO4yyaFjm/kapU8BojeGaaTh2v1+rNES7ziGhdM/jrVvFP9jqxv2MQdowXF0pc/C9RxPsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAhtu2VsUU+jE0Cg2FJhMADtqWd+bR5drWQsvNaj27d3HfAvShVW371L1Gn49us/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIhG1bbWlan1NNfCViQ1nOxvVLggOi+9D8q8lwCoRx9b1cpI3zUnb2phgy4aw2dTsxrvY+cRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIDIw+x3OPLo8ugGOY1DFQOQxDM0DGJqi7/Ci73qa83xnrfgHW02vBOAdpSoNF+sodKKL7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJtayWlVpbUFvL0yvLNXnRPmddVMxtAd6Xvb003zfyu3ScxZt7/HWxVG4HtU/faXgI9ZecRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABBpW6tIamWpq2lrdbf4+LFnrxc+x/bDq9UtiNJNGlrYKN3+sdH0SmD40vfp84kWtoPSQAt0yVhb1aBqdh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIgOza1Y0WDMNkixjPwzO3d84XHj8oy/nB2lvnr1R+FiDtJtRZnCo4drVD8NNzp++Nnfs/pPr1S0I6JSdO+VKDcp8hw9puHbR/zt+j23Vvx7oE8PiaeO7YvvUvVrOy3jZeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARNrWRuKbTw4v1MD2lrap/rR0aGHrv6LP2+QXP2ljKcACTY2p7bRIFe2qVbTwVLEObVGwGJ8VYKjsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1rLUjNKVW0oZTx8sR8A9tbP33R6DJYgha2xdqRANq4zpRpZkvqujdI/4+dO5qiYBFa1YCxsfMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEBmYPWJpkOdPf9P0SmhiiOP04u3aBrr2cQD2sWevC4/ff3J90rffR5dfw64w2JSqrhGpbKJvQ/wNxobF+P7ol3NHLswf/Ou/mHRZUTFCKliCNtl5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABE2tboVdsU1TfrpBa2oTcmbT+82vhagGFeU8o0sLVBs1p/aNVsl2a1/nvw6m4t97o+m2DnEQAAAADvIDwCAAAAIBIeAQAAABAJjwAAAACIVmaz2WxSoTOPLld5OiaTyfOdtUafz7BA+jpIu2iQbR8HY2+evVF4vMxQ3rEOcHT9oq3PZ5GmB2kbjD1cJ2/27zu5K3wvUMV9VdP3W+vTvaXPsX3qXiVrod8+OP51deeq7EwAAAAADI7wCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAdyj8CxmzZ1p7zp69N6nL/yfXJkKWGuDJtIau75Z6zy+1sZf8vUKcPX3y38GN/+mL55xv69Y7FfPTlfJvoN5802+bX9e8EbYPE+8/jRxdu6S3bwlb0fqziniq1bVfRwgYHZecRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABBpWwNqoSGo3Ra2Mk0hfW00Sy0pUKeV3+3PHZv9eHXp87pmUvb6X6aBs8uNmm89vaIpjfyeLiU0qy17f7FsA1sfPofwPnYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACIDszvk+c5a20sABjRIu8j04u3JUAZjl/l/Q1X+vxf/99yxD15+V/jYB6/uNrAixqrMNfD86Wu1rcOwd8oqM+y9K8UbO3eaHep+8ubtUn8vrk/3al4R2HkEAAAAwDsIjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACRtjWAESnTFtJ0M5tWNdrw6dqvSj3+0PH/Mnfsi73PK1wRVE8jGmNuVUvSOsq0sNXl6ZXl293OPCo+vn3q3tLnZpzsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1rI1bFFH9guMo0syXnjlxY+LEPXt1d+vkYl9TkU8qf/6zUw3/022+Xf06AEVyPu9KqVlZf1/3HHm/dKjz+5oW2NQ7GziMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAZGB2C57vrLW9BIBGGIJNWedPXys8/v3xo5Mu+NeSA7YBxmAoQ6aT6cXbtZWLNO2D418XHn/z4uPG10K/2HkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETa1kbioy9fzx+80sZKACA3q3WlVQ2AxVvHqrC/Mems1d22VwDts/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIi0rdXs+c5a+61qk8lk++HVRtcBAACMV5fb06r6v5y8Od8+9/TKpfoXBC2w8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQGZjdg8HYq7vzx449MxgbAABo35CGYy+raIj2uxiwTV/YeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARNrWKmpVMyUfAAAYMq1qzbSz1fm35ZlHlwuPb5+q7SkZCDuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBI29o7PN66NX9wq42VAMDw3H9yfe7Y5tkbky7bfni17SUAMMIGtrc++vL1wud4eeJw4fEjvzzwshg5O48AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkYHZaTA2wHucP32tsSHCMBZpIHXTg7QNxgbGLA1spl1pCDY0wc4jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACAaVdva85214h9sNb0SoG2frv2q8Pi//vnP5o5980lotvibn0yG0nDy9Mqlxp8TytB+BsDY7W8UH1/dnT925Jd7ta+HcbHzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAADDcgdlxCDbAO3z9dz9vewmd0saQ7mUVDYc89ux14WMNWwYAyDa/+mzu2Pape62shW6y8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAA6GbbmqY0oG59bBFjMfsbRccOFz528+yNwuNa2AAYO/dKwCLsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAmmtb06AGQNd880lxCxsAjIVWtXF59eviv8uP/HJv4XNsfvVZ4fHtU/cOvC76y84jAAAAACLhEQAAAACR8AgAAACASHgEAAAAQHMDswEOYnpx8SGO+xu1LoWRv+927lxqZS0AUBXDsYGq2XkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETa1t7RRvD0isYdWMTm2RsLP/blicMLP1arGnXzHgPKNn5WQasjZe+fSt9X+X6jRptffTZ3bPvUvVbWQnPsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAopXZbDabNNBcNnSa2RiDulrV3tJ6RVe4nsNwNd2qVhXtbP1WZ6ua+yfeWt2dP3bs2evCx37zSfF7aX26N6mDFrZ2fXD86+rOVdmZAAAAABgc4REAAAAAkfAIAAAAgEh4BAAAAEB0KP+IrgwKN7yVoQ3HBqA5509fW/oc959cn/RNX4djL/t/MVy7XeeOXJg/+F//91LncF9FmcHYVX3uzzy6vPQ5GDY7jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASNvaSJrciibza+OgrCraP/Y3KlkKAAu2ZL78xU860VxWxX3HkBrU6lL0O3LPB8NQ52f5+c7a3LH16d7S59386rOFH7t96t7Sz0d97DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJtayNR1HCVWtyeXtHIAQC9a1Ur0YjZRvNlmfbYopZYmmup0852cA9e3V34MwtJV/4eK2pgq6qFrUwzmxa2brDzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAZmM1CAy0//m//XPjYL/Y+b2BFAAzR+dPXlvr3959cn4xRGozdxhDsupT5v/RxuHbXX6uiAduGaMOwh2MXXUvTtapokHZdQ7TfNUi7iOHa9bHzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACItK2xkK//7udtLwGAnto8e6P4B8eP1nLe7YdXJ0NR1HrV9aaupqXfR9MtbEN6XYr+L0VtvF1qiuqydE2K10booaIGtnepq52tTDPbW9rZFmfnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACBamc1ms0mF0jA9hikNo9y5Y3jiEBUNbh3zQFH6z6DXanV9+GsfB2m7rzq4ugZm+x5bjOtrM/db3o/90ZW/m4Z0P1/X0O3k8datpc/x5sXHkyZ9cPzr6s5V2ZkAAAAAGBzhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACA6lH8EB5+0XzTFXwMbAP/ZyxOH214CI7tHqauBjcWaAjWwVS+9p7vShkW/W9WSMtfSOt+Lz3fWlj5H09elDwraz8q+Vkd+uXjL3OPjk8rYeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARCuz2Ww2qblZgfEpM4FfC1v/lWkI0P5BGzT8VG/z7I1BtKp15TvI/VMzyrat9fE7a326eAtPnQ1GRVyLD65sG1Mf37tD8dGXrwuPbz+82stmtaHoyvd9069rlf9vO48AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAA0aH8I2h3EFgfh5qNVdFrlV7XNKzUYEeqYBhru7o8GDvxHcTQhl13eeh2Ggzv2l29ovst91oHl+5fjz2bH479o99+O+iiia4b0vf3T3/zL5MusfMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIhWZrPZbFKh1KLAuKRGgjKK2guS7YdXl39CWm020gBCWdp5uvlZHroqWlzcK/Xn/qSK76auNKh1WVEz21uu8+9v6qqrlavr92Vdfm+UaVV7S7PawQ2pWa2M86evLfzY+0+uT6pi5xEAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEB3KP4L+KNtqUERjW/daETQS0fVGlTEYa6tamd9H11uJaIZWtep/d0X3Ab4TFmsnXrbBq4rm5GSsDVla1Zpp4R6D+wUNaueOXKj9ee08AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAEQGZsMBhm4brt2MNBTTIO1hMgSVPjAcG4Oxm+N3Xe2A4aYHNhuMTVX87fV+b37/+0nd7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJta1BhM5smgO61cmlm6ybNaj1qnNQaw4CUbX868+hybWvhYNJr8njrVuNrGUIDGzAM//jmH2p/DjuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBI2xpLWd1d/hxDan44f/ra3LH7T663shYO1uqlna1aWtV61qzGf9jfaHsF1CFd49ene42vhWZa2D74v/7XuWPacavndwrDZ+cRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAoLmB2Wk4qiG0DGkwNsNV14DnIV0DDcHuD4OxgbH75pPDC18bDX0GyOw8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAACaa1tjmFZ3yz1esxr8kIYy6nT+9LXiHxw/2vRSoNPWp3ttL4EOvOYvd9cmfZOa4Jpu1fzwxXeNPh/QHXYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADtt60VNQ2dvHm7qaenpvanphseuu7+k+ttLwEYiFLX1xpb1VJ75ssTh2t7ToA67W9MBiO1sMUWziW514XxsvMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAA0P7AbIYpDekb+iDtH/3227aXAAxEX6+XRYO0DdEG6Iaiwdafrv2qlbWMzc6d4lKi6UVlUfSbnUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQPttaydvmi7PcNrkAMbUrLZMA9tbWthow/p0r+0l0FFjfW98sfd520uAA0lNdanZjnrYeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAABof2A241I0aLrrg2INxwaoR1cGWqaBmwAAvJudRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAc21rJ29qMqHYhy++a/w57z+53vhzAnS9XbKKa3cfr69FrW8a2AAA3s/OIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgWpnNZrNJhbSt9d/TK/NtNFX4dO1XhcdnP15d+tx9bP0BhmFIzWpFth9enYxRamHb32h8KVRofbrX9hLosMdbt9peAiOk9bP+ZlWqYecRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIDqUf8RYFQ09LztEOw3HLrLyu/2FH/vF3uel1gHAYsY6GLvswE3FIDBcZx5dnjtmiDbAv7HzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACItK2xkNLtMn/387lDH335uvChP/rtt4XHNasB1EOz2sEVtY9qYOum1d2Cg9MWFgIAA2DnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQaVujMd98crj4B5/MN7MBACzUoFbC8521wuPr073lTgwAA2fnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACBamc1ms0mFTt68XeXp4AeeXrnU9hIAfmDz7I1JV20/vNr2EkbNPVF/vtfPPLrc9hLogKKB6h99+brwsa6v1Gl60ffHQe3c6cb3yhDZeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARIfyjwCA9ylq3Gm6gU3rT7+axIpadPY3JoPRlQa1Mh5v3So8roUNAP6NnUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQHNta6lh4+TN+WYRKCu9j/rY7AIMV2o/O3/62tLnvv/k+tLnoF3Hnr0uOHp40jc7d3z3AsBY2HkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAaG5gNrTBIG2gDwy7Jg1U3zx7o/CxL090Y5D2WIdjP966NXfszKPLrayF6jzfWWt7CQC9Y+cRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABCtzGaz2aRjDVlQJw1sAPRFamGrS1ETHD+kbW24bWsfffl64XP4rNCG6UV/P/9nY20CbYudRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIDoUP4RAABtKhrKe+7IhVLnePDqboUrIg1bXp/uNb4WDv56LepHv/22srUA9JmdRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAtDKbzWaTlpy8ebutp4Y5T69cansJAEBPpftaLWzda1X76MvXC7cbjsH509eWPsf9J9crWQvvNr04zr+fd+74O60L7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAAKJD+UfAkFTRpJFo2ACAxVvANLBV36pWqjX3ymTwNs/eWPzBx4/W8nxjba+r07FnxU2BL08cngyBVrVus/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEK3MZrPZpCUnb95u66lhzurucIa21Tkce1GGaAMwRNOL5e5f9zeWf86hD9h+vHWr7SUMbjB20wOU0yDnIgZpNzMIvetDtIveM94b3WbnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQHZp0rN2qqlYKoF3njlwoPP7g1d3G1zJ0VbTraccDqEe63y1zD/x8Z62zbW1pbU+v9LOxtqu60qqWFK2jTAMb1Uu//6408WlW6x87jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACR8AgAAACA9tvWphdvN/VUAONqWvnFT5ZurTx58/Ygmop27mj3AfqrzPWujFe7y7W1vctT191GdKVVrYo1p/sZ7VvNaLoFz+s6HHYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAAJobmH3m0eXC40d+OX/s+U59w/uAdj14dbftJfRWGiT5zSf9G5ZZhTLDv8uWMxQNjTTYEfh3509fmz9YUFIAVRp60VAfh38Ddh4BAAAA8A7CIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEBzbWtlrE/3lj6HxjaYd//J9cUaY2p8Pg5urK1qdTazre4u3viS2u60sAFjtnPnUttLgNFL9yLp3qVJ7pPade7IhdobsO08AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAC62bbWdGNb2Wa21M7ThQaKkzdvN/p8Q5Je16G3iGhEa5fPbH8UNbC9pYUNxtdSs/KnP2t8LYzH9KJ7A6rxo99+O3ds9uPVpc/r74ceXQv++i8mdbPzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAADDcgdlVDNcuM0i7K0OVn14pXoehvNCcMp+3MsP9qxr6zx/sbyxfjJAGaQPjcuzZ68FfI7pyvwss5ou9z9teAgsWrfT5u8LOIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgWpnNZrNJhc48ujwZiqJmo9Ry1nVa2A6mr6831Rr6dW3MyrStlaGpCIbh07VfzR371z//WalzdLlZJzXHbT+82vhaxmh60f35+/g+pUtNaX289lf5GbLzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIDuUfsT7dmwy5UWh/o42VDLulruj3rCWim4bUoFbXdU0zGzB2X+x9vnQ7T1GjWdMtPFrVgCGqohWtCi870qxWNzuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAANHKbDabTSo01iG0j7duTYY+DJpqffzf/nnp4Zy831ivSXUa0iDtoiH3VTAoHziI86ev1XLe+0+u13JeljO96F78oHzPjusa+P3xo5Mue9nhgdlVflbsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAokP5R1TRXFbU5FNnO0BqbdjfqO0pOaCv/+7nbS9hcDSrNWN9ujf4FjaANmhFG5f0N4EWtvfbPHuj8Pj2w6uNr4VutUtSHzuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAANHKbDabTSpkYO0Pvfr14gNkjz17vfBjX544XHjcYOz+a3rIeh+5zvRH14doF33equAzC0CVDNFe7O+mD198N3fMIPr+D8b+/vjRSZe9DH+bd0GV96R2HgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAA0aH8I6pQ1H6W2n26PKWd5mjM+wOtavRBmaZMAADoIzuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBI21pPaeRiaDSrDdP6dK/w+POdtUbXkVouq2hV2354dfmTA8A77Ny5VHh8evF242vpm3NHLhQef/DqbuNrgT6z8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQGZjdwrDYV7vNDoql/07eLB6G+PRK8fDEPv5f1qeNLwVKDSUFgK4Z+iDtVFZRhsHY7br/5Hrh8fOnr02G4ljB+/TlicOTobHzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACItK0BDbeqzTcQQlX62EAIUGX7UGo2YlyKWti63sBWRbOa939/VPFabZ69Menb+/llj1vY7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJtawA0rqh17/nOWuFjNagBQxMbgo4freXc2w+vLn1ehtnA1kYLWxWtat7TDOl9MO14E+K/s/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEK3MZrPZpEJnHl2u8nS9VzQAdnV3+fPubyx/Doar6QHDJ2/eXmpQMrz1eOtW20sAaG44dgcMZdgsw30/e48yZtMKBmmnQfkHYecRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAdyj8CWHDif0H7n1Y1AMaky61qZdes4YrEewOa89Pf/MukS+w8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAAAibWs1W91tewWM0cmbtxd+L+7cuVSuWQ0q8HjrVttLABhNqxoA/fP98aOTLrHzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAZmF2R5ztrhcdXC44de/a61Llfnji88PDj/Y1Sp2ZE0nvDYGzacObR5bljhmgDdHco+PbDq62sBWDoNntSxGDnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQaVuryNMrlxp9Pg1ZwNCcvHm709ddfuj86WtLn+P+k+uVrAUAYGheFrSut8nOIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEBkYHZJj7duTbpg586lWgfRMh77G8XHV3eXO+/znbXC4+vTveVODAe4rhmufXCbZ28U/+D40VrOvf3w6tLnBQDoi5cdG4yd2HkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETa1nrQrFaFoqYhDWxAW1IbX100sy3RqtaRdWhhAwD6bnqxv3+D23kEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETa1t7V+rM1GbTUKKSFDRizdA0cUgtbYdPHicO1Pd+xZ69rOzc0LTX/daWxEID2TXvcqpbYeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIRjUwOw3GHtIQ1CoU/T4M0abuz+H6dK/xtUBdgw937jT7vdL1oYwvwzBug7QBAPrBziMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAYLhta6m5iWqlRjotbLy1ujt/bH+jjZXQNUO6Rqf3dNH7P7WflWkXSw1lQ1L0f0y/o/Onr80du//kei3rgoPYfni18Pjm2RuNrwWA5kw73npbFTuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIButq0NqYVnrLSwUef1YH2618paoC5jaFCr63f00xeNLwVqa2HregNbao4DYLzsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAAA0NzDbEGzgrdXd4uP7G8tfTwzS7ibXf4DlBlI3PUj7wxffNfp8AH12/vS14h/84ieTMbDzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAABorm0N3np65dLcsZM3b7eyFg7WirZzZ/41bFp6z2hha5dWNdpw/8n1tpcArbWwxYafJflcAbAoO48AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEjb2mQy2Tx7o1TjBQxJF1rVyrT2VeXMo8u1nXsotKoBdENRK9q5IxcW/vcPXt2teEUAjI2dRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIDIwGxaH3588ubtxtcyRnUOn+6jx1u3Fn4/rk/3JkNhCDbAMBiCDUCT7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJta+9w/vS1uWP3n1xvZS1Qhma1an93VTQCVtHYpikNAADacT9kAdOL42gPt/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIhG1ba2ultPA9tbWtiqbwarouEKukJTWv9V8R0CAAB9ZOcRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIFqZzWazSYW6POT4oy9fl3r8hy++W/o5DdKuVpffX10aNk4zvB/HxcDsZuzccV1jMjl35MLCj33w6m6tawGAsqYXbw/uvsrOIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgOjQZqLLNanU5f/ra3DENbNW3i6Vp9vsbk0E0Omkfgn61qh17tvh30MsThydjVeb3RP8V3RMlK3/6s1rOm7g3A6BKO+Hvt660sB2EnUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACAaGU2m80mFTp583ajQ0yrGLb54YvvCo9/f/zopEnbD682+nxj0MeBZEXvae+N/qjzGsi4BtT38fqVpO9q17ZhqmKAdV3qvLcb0vD7rlwHAcZgWuM9X5XXczuPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIDm2tb62P7RdKtaWdpohtlgVKYp0HugP7SttevpFQ1BbV7v0nXtR7/9tvD4F3uf17wixty2Vtf93ZBa1eqksQ1gWOw8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAETCIwAAAACiQ/lHMExl2j82z96YNE2zWr+t7hYf399oeiXDoUGt3bajc0cuLPzYB6/uLv180CWa1Zppe9TMBtW3Vt5/cr2StcC/s/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEK3MZrPZZOTaGIq8LEOV+z/EbuV3+4XHv9j7fOlz048BoW8ZpP0HBmPDsFXx3VnG98ePLvxYg7G76diz13PH3AMzNE1fGw3S5qDsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1rPW1bSzRQNOPTtV81+nwa2MbXwjaUZjYNakBbrUTa1sbTwDaGe+AqGrm0bI3rb84PX3xXeNz7gIOy8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiA7lH1FG0y0dqWmCdtvPmm5hoz/SZ7bMtWN1d9JpO3c0qwH1KtMSNKQ2Xd7/vZle7z62sFXRrFbmvNq3qtWVa0+ZxklYhJ1HAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgMjA7I4Pxh7zsEAY6yDtrlxnEoOxgT4ouvfpyiBbqtf1784uKxqkbYg28MfsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1rA2tt6OOagfc3sLXx+daqRl9NL96eDJnP5sGl9tmhv2fGrOi19RmiKmUaHJu+j0v3k9q5OSg7jwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASNvaSBrKNE0044u9z+eOfbr2q1bWQrekBosyLR2pNaMKGjboo7E2ZKX/d7pG+Hy/X7onGut7DOj/35ZpHXXeTzJsdh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIgOzoYUh2m+dO3Kh8Pib3/++5hXRJT/67be1vcdgSAwuPvhw1KLB/IZoH3yQtvdi/6XXsMtlMt8fP9r2EkYtFZx0ZTh2GX1cM91g5xEAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEK3MZrPZZOTG2prR5UYJAMZprN/JTTv27HXhcS1sB+e9239duTfuwnvJNaJ7r8mYPxN0g51HAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgOhQ/hEAAFD1YNmxDt/tuqLXpc6Bwel9sL+x/LnXp3tL/ftvdtYmY+XzCcXsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAopXZbDabjNxYJ+rX2R4BAAcx1u/kph179rrU47cfXq1tLbzf0D8XVbSLNe3plcXvo0/evN1oU1pXPN66NemjoX/equDvyHGy8wgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiLStjXiifmpa0agCQFvG+p3c9ba1Iu4Xuqkrn6E+NqjVZSjtaUNrZ+vKZ6WPtK2Nk51HAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgOhQ/hEAAND3QbZ1DgY2GPuHDMc+uDOPLi/82Oc7a4XHn15p9v0/VueOXJg79uDV3VbWQnPsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1roZViaJP5jz173fYSaND509eWPsf9J9crWQtAFd9XL08cbnwtQ+EegDHc6zZNq1o3f/9FjW37G8XNbKu7lS8LBs3OIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgWpnNZrP843HbPHujd20vVTSqbD+8WslaaOc92sb7NLW4AFR1XSvS9e/kobeqffjiu8Lj2jr7r6iFbX9jMkpa1Ybr+U5xC1sRzWw/5N5/nOw8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAESH8o8oGhzdlQHFdQ7FLPo/GqLdrrLvu6aHWp68OT9YM3l6xYA9oN7vwqEP0m56MDbAmIahFw3STvfWQx+k7fuG/8zOIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgWpnNZrP8Y5ZtwxoKbWvtvpe++WTYzUGJZjagre/Zpr/3un4f8eGL7xZ+7P0n12tdC+0o06w6tPYtKGpgG1rbWlGzmr8B+c/sPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1rI29PWZRJ+80ZQ5tJXbSzAcw7f/paLefVqjYuY7g/0bZG2ba1Pjaw7dxxv8zB2HkEAAAAQCQ8AgAAACASHgEAAAAQCY8AAAAAiA7lHwF1GsPgyaH8Tg3iBvrMYGuAeoaplxmk3TSDsamanUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQLQym81m+cfUYfPsjUnfbD+82vYSekur2rhoZgOg76YX5+9d9jcmg2/OgrKK2tZWd5c/r6Y0usjOIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEAkPAIAAAAgOpR/RFeay5puZ/vwxXeNPh+MoV1PCxsAwHhpUKPv7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARAZm93TA9vnT12p7vvtPrtd27rEOS4bpxeL3xv/2xT/PHfti7/MGVgQAwDLWp3tzx17trrWyFqibnUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQKRtrac0onWzOWuy0fRK6Iv9+N74ebMLAYCRe76ztnBzFpS1c+dS20uAWth5BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIgMzIaDDMaGFt53BjACUKXNszeKf3DicNNLAaDj7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJta4xOahZ5qVmEjjt/+lrh8ftPrje+FgAAYDzsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIm1rDLpBrYhWNQCAclZ3i4/vb0wG4/nO2tyx9eleK2uhHx5v3Wp7CdAYO48AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkYHZDHYwNkDXnD99belz3H9yvZK1ACTHnr2eO6ZwBGDc7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJta3SWZjX4IS1b42pVK3Puld/tFz72i73Pa1sHMC5FDWz/priFbX9jMgjPd9YKj69P9xpfC0Cb7DwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACJta3TWyxPF7R0wdDt3LrW9BDrSrLao2Y9X214C0Mfr1PGjjbewDaWZTQvbuKTXe7LV9EqgPXYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACIDs2nd9OLttpcAtVvdLT5uODZ1OnfkQuHxB6/uNr4WYFzyIO2ixxYf3354dTIEZx5dbnsJLOnpFfdrYOcRAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABBpW6MxY2hVK2rU2t9oYyV0jVY1ALrmwxffFR7//vjRRtcxlFa15PHWrVKP187Wruc7a/MHt9pYCXSLnUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQKRtjVqMoVkNijy9olWN7njw6m7bS6AG509fq+3c959cr+3c9L+FbVneXwdvZ9PA1lCrGhDZeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIVmaz2Sz/mL7pyjC9rgygW92ddNb+RtsroA4GZlP3QOMyDKftj64UTfz0N/9SeNx7qd9ck4arK/f+XVbn3yXu+xgTO48AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEjb2jucvDnffPJPf/PfW1lL32x+9VnvGtuqaGY79uz13LHth1dreS/SPg0bdKXxSINRv3SlWa2MnTuud33Wlba1xDWsekX3juvTvclQdKXZuYj7Q4bKziMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABANKqB2WnosCHY7erycO2yQ7S7MlDUgO1mGIgIvPXp2q8Kj/8/n/58MmRd+c7j4LoySNvA7P7cH1YxdLvLw66r+D+m/5/7xm46d+TCwo998OruZMzsPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAxte29ubFx20vgQ40sy3b5tDXtrUiGtiqfx90+fUeUmuPFh66bnpx+evr/sak08p8H7o29oe2tXEZw71gFW1wXfB461bbS+iFMbynF9VEm5+dRwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAc21rWs7oegvbsg1sTU2zb4qWgvfTtrZYO8/3x482uo7th1cbfT4o26zW9Qa1ugzpO3Ksmm5h07bWjD7e8w2lPa1uQ2ln6+N7dEzfyXYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAAKJD+UfQH9un7i382M3JZ7UN0h7SELWxDqxLw7E52GDslycONzq4eKxDzGlXHwdj1zmENn1/GKTdH0UDrKsYor3yu/2lz8FwGY59cGceXe7dEO2x/q3RZ3YeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADRymw2m00q9ObFx1WeDiq3+dXybWtjbYwparfqetNQne1pQ2/22jx7o9Tj62xWW9bQXyuqd+7IhcLj//Ov/6L1a+AYGom63hLEwT5Db37/+1Ln+Mc3/1DhiuhKu9UYrmEczFjbr+tU5d+tdh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAANGh/CMYpu1T9wqPb07mW9hM/F+ssSq1sDFMXW5VS9J7VAsbZdXVrKZ96IfOPLq88GM1s3XTg1d3F37sX37wVwsf/+BP/mTp5xuDwu89zZB0XBXvGX+/1cfOIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAEC0MpvNZpMKvXnxcZWng1b92d//beHxp1cM2X2fIQ3RPvbsdeHx7YdXJ0M2pNewDEO0eZeTN5f/XBgi2x+Gcbfr3JELc8c+OHZ06fN+sff5ZOiKvsPrGvifuNbRB0MfsP20wr9b7TwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAAKJD+UeAlojqG8penjg86eO6GY/UMqeFjbJ8h/TfmUeXlz6Hxrbu+XTtVws/dgzNbFVwvWNI792hN7AdlJ1HAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEh4BAAAAECkbQ3eYfvUvfATzSnvo1VtGA1jwPtpGaKqxjbNbD/04NXdpZrSqnDuyIWF1wYM+3v9+chb2Ow8AgAAACASHgEAAAAQCY8AAAAAiIRHAAAAAEQGZgOjHLacBnoXDdLefni1gRUBfWA4Nm0M1zZI+w++2Pu88HjTg7SB8Vkf+SBtO48AAAAAiIRHAAAAAETCIwAAAAAi4REAAAAAkfAIAAAAgEjbGhzAmxcfFx7/4PjXkyE7eTO0qm1Memd1t1wLG6RWwZ07lxpfCzAuRS1sGtiaaWF78OrupI+KvpvS99h+ifs4jZMwXnYeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAADRymw2m00aaKGCMdj86rPetaHEBjXe28w2pJat1MDC+w3pfcC7262gD7p+30G/7wW1rcFinu+sTbrg6ZXq7lPtPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEh/KPgLK2T92bO3by5lptw8vKDDne31j66UbL7w7GNyh2fdr4UqC293SVA1MZnqL3h0IV4I/ZeQQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARNrWoGbr071STWnHnr2eO/byxOHK1wVUo+izvHNHs1HVNs/eWPocRdfS9V8WX6NhSPcd6Z7DtYokNfSdeXS58bUA3WDnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACAyMBtasr+RfnK4xnNTpZM3by88YBKoZwh2kVQyUHRtPFLLCqBb3BdQlcdbtwqPG6QNi5UmPd9Zm/SVnUcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQKRtDYDJzp35lrjpxfk2OXiX86evFR7//vjRRlvVgMWk63zRdwIA42bnEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAACASHgEAAAAQaVuDlqxP9wqPv9pda3wtAFU1q/XxugtD556Dqpx5dLntJQAtsfMIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEBmYDVChc0cuFB5/8Opu42uhPUN6H6T/y8qf/qzxtQDQ7rV/cu+nTS8Feunx1q3iH2wtfo7pxduTLrHzCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIVmaz2Sz/GAAAAIAxs/MIAAAAgEh4BAAAAEAkPAIAAAAgEh4BAAAAEAmPAAAAAIiERwAAAABEwiMAAAAAIuERAAAAAJHwCAAAAIBIeAQAAABAJDwCAAAAIBIeAQAAABAJjwAAAACIhEcAAAAARMIjAAAAACLhEQAAAACR8AgAAACASHgEAAAAQCQ8AgAAAGCS/P8vSBW+LktaKgAAAABJRU5ErkJggg==", + "image/png": 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mtLruUwMbtNz604ITL/eTx30e9JNWNYZsT7Naqzz+zbLzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQgdlM5cmd620vAQAmMrvzpnPDNlNrzt3rUzPJ44bqd4ch2MN6XrdXXc/Tf3Nb6eO7i02vpLvsPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIKRtjYncP/tl8C/aOADorrJtZlW0s3WxQY1u054GDEX0HZt7u2oX2HkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBI2xpAx63MXB0/+OMzbSwFsvbo3trYsfOXb5Y6h6Y0cqFBjTpfS9ur11tZCzT9nTy3NX5sd3Hq0/aSnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhAzMZioHrz5NHj/68deNrwUAqhii/S5lB2xDFc5dSwzHNtCVFgayG6RN34Zr75053vhausrOIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQtrWADpuc//u2LGVpfVW1gJ9V7adLWWojW2bT2+0vYRutqoVRbGrWQ0YsCd3rmfdQjgUdh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABDStgYA0HJj21Ab2IBuidqmtlfzaMOiO3JpUCtju8TrvI/NbHYeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABA6MhqNRkWFDl59WuXp6JGjH3/d9hJg8FaW1ms79+bTG7WdG4aqT4O0U4PCh+rctfQg1d3FxpcCtRnCEO3ovTxEXRyAnYuFGodrV/k+tPMIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIDQsfifAOgbjWjQ/Yay3BvYtKoB9JtmtXYb0epsZ3sXO48AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAhpW6MxFx+mp8g/uNDOtHgA6KKozazpFjatasBhGqHKNksB738PrcxcLZJWi8rYeQQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABAyMBsWmeQNgBMzwDr7pvbSh/fXWx6JVCfc9fS1/hP7lzv3Jqbfr9GnxF1yfk5oXl2HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAENK2BgAAGbQ0wRDk3h6Yes/msuYy62i6mY3mfPbJF2PHjs7N1n6/dh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEDIwm2xdfHh97NiDC4ZOAgDDkhp8m8sAX6hzUPXszpvkbR/dW5v6/hY2gt8VPXlvlf2MMGCb97HzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkLY1OiVqRdheHW9m4++dv3yz0furogUDAGASdV0Lho1cNNIONrtT7rr29z8/PvU65pdfFH3w/PHptpdATQ4+/KBog51HAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAISERwAAAACEtK3RC1rY2m1Wq2IN2tkAYHJzW9O1WOUk5+u1aG1a2Jqxd2b69rS+t6qV/fuiFrbcPyeGaGVpvciJnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhAzMptdSwwxzHsrYxcHYdf4thmj3d0jf5tMbtZ0bgMMP165qcG6frrfIT/Qa7fsQ7Cp4jLrj9amZIid2HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAENK2Ri0uPbtSdK2hTLNXfjxXLT/WNTY8lGkK9HwD5N3ONkRRm1yq6Re66uLD9Ov8wQWv8zYbtPfOHC/aYOcRAAAAACHhEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAhbWsMzu9/3s50emjSZ598kTz+l5+cLrpG6x7QBeeuDbN96MmddBsTVNHyt7uYvu388ova1wNN2SvZnha9L+pm5xEAAAAAIeERAAAAACHhEQAAAAAh4REAAAAAIQOzmcqlZ1faXgKQcPDhB0XfpQZpG6INdEEVw05Tw4Xp1tBn3s9g7DxdfDg+KP/BhWGWBlRRrtCVzwg7jwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACGlbg/9uYWN88v326niTAJCvlaX15PHNpzcaXwswnKacNtpyytyfZjZy4vU4nAa2IbewXQwej3/+xy8bXkl1v2ftPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIKRtjYlcenal7SWQ8OjeWvL4+cs3G18L5EwLG/RXFd95e2eOT95o1nCrWhXKNsFpw6pW9Hg23dCXiyd3rk/dWEV3lHkOu9rMdvDq07Fj988WvWPnEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAhA7PJdjj288en215CrwZpd3GIdjQQnPeLBkF38XVQp88++WLs2Fff3G5lLX0eTF4Fw82HJXotvT41U8tgbN4/yNkQ7eqVeUxzH66d+lvKDMaGdw3Xvn/2y8bXwjg7jwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACGlbGzCtan9ve7XfjRBRc5n2rWHxOni/lZmryeOb+3cbX8tQm9UmvT8NbN3X9Ouoq01WDEvOr0ete1RFg1r32HkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQMjA7J7JZQg23ZHLAOVoHeT3+OcyXPvEy/2Jb3v0T99NfNuDP//5kCsC3uWzT74YP/jhB7Xd396Z47Wde4hyHuKcuz49dnX+LRcf9ru8pu8MwO4/O48AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAhpW+uALjaoPX98uu0lMCXtZ1Tx2lhZWp/6/jaf3pj6HAB9a72C3C1s3Eoen19+0fhaqJZmtWGy8wgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgNCR0Wg0Kip08OrToi+Ofvx1Lee9+PB60RddbFXbXu3P4w+Qkyra9YbaunfuWrqVqIzZnTdTn+PEy/2pH/9LR/9t8vix/+njic9x8OEHyeOvT81MfI69M8fHjmlba85Qr7eihjH+Rttad2hV676jFWYadh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEDpWDEhdA7DLenCh3CA9g/cA6IK+D7WOnL98c+KBzXUqc3/RcO1oIHVqGHr0fN8/+KeiLql1lBmiDUCa4di8j51HAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAISERwAAAAD0t23t0rMryePPH58eO7a9WnTS9ur1sWMa2A7/2AFApQ1qDbeq1dnMFrWwdbHRL/Uc7i5277nqqtS1ap+uy1yLA0Nj5xEAAAAAIeERAAAAACHhEQAAAAAh4REAAAAAIeERAAAAAM21rX36n/6PIgd9anOo4u/TCAEAU7aq0SmP7q2NHTt3LX09tLvYwIIIr0f7ft0OObl/9su2l0BH2XkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQHMDs8lTahBhF4dGzm2ljz+5Y9AiAOUZjD3Z4/Hk3o2iD6LrBcUiRLw2AP6FnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAIS0rQ1YmYayOpvZoga12Z03Y8dOvNyf/g4BAN7TSvuWpq1mRI9z9LwA73f/7JdtL4GesfMIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQtjUqb2Z7a2VpvZZ1bD69Uct5Aei/qDkU6M57tuw1aRna9QBidh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAA0NzA7PnlF0WTnj8+PfHAu+3V+gbs8fcMtgaA7qlzGDGUtbs4+eD76LVbalB+4v4A+Bd2HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAA0Fzb2v2zXxZNulRcKdXCBgAA9EuZVrVUixsA72bnEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAh4REAAAAAzbWtNS1sdzs7fujiwxfJmz64MHk7AwAA0I6oKW1uq+mVAAyLnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAA9HdgdhXDtQ9epY8f/fjrmlcEAECutlevjx1b2FC0ApO8V8q6+HD6cwD1sfMIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIDQoNrWyjp49enYMQ1sQG7OXZu++Wd3sehcKwsAHMbcVh7fhV1U5/f388enx47NL7+o7f6Acuw8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACBkYHYFQ7TfuvTsSvL4gwvTD7KFNqwsrU/1/zef3qhsLUPTxQHYZS1sTP43Gq4N1Xtyx/vqsAxbzvPxp/tS3/cXH/qsglzYeQQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEjbWkXun/0yefziw/Fjzx+fTt5WoxBdbFUre96htrANoUGtLprZgJzM7rxJHt9dPN74Wqi/yW2o3725tNpFzdVa2KB5dh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABDSttZCC9ul4kora2HY6mpVo/pWNZp7/J/c0dZC/3mdV+vRvbVSnz9DbevqU+PXEOX+uRG1V6fML78ohujSsyulWsLhfew8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACBkYHYLoiFlCxvpwW/bq3kPrKMbXp+aafT+TrzcL/quruHYhqtW/9hFQ1dTz2HuQ0I5vNmdN2PH9s4cb2Ut9E/02ZH6nPE538z7u4r3eNmh3Tk/t30aQB79PlrYuDXxcO2hDtKGw7LzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACA0JHRaDQqKnTw6tMqT8fbhO/jr9teAh1z/vLNIldRC9vm0xvF0FrVutjU0lVVNMz84Fe/Sx7/6pvb05+cwby/66QpsPvf01EzWF++F8p+FkcNanVpun2xiue1iu+3Pn12pN5bXXxf1dm2ffHh9VKN4HTb0QqzBDuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAIHYv/iVykJuI/uNCfdhjIvgGnxvaVnJs++iR6nMu01PzlJ6crWw/5iNqcmm5dGmoz0lA9urdW27kXNpq9RizzOTrU127U6lhFU1qZz7Y6X3c5t/rOFjPJ287uFBN//ldxvVZng1oZ0e/Ig1fa1ng3O48AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACB0ZjUajokIHrz6t8nQEjn78ddtLoGtDnzMeZPjW5tMbWTxGTQ/JNTC7XVUMKx3qUNK+K/M5WsXnRjS422sJYNzK0nqRg6avX5vmt333Ha0wN7DzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACA0LH4nwC6L+fmOYbXAtP3VpY+iZohUz56Of39eW3k2brkeYHhNailDPWzIGrq0sI2THYeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQ0rbWUdGE+2giPvSprSJqUNs7c3z8YOpYRua2xo/tLraxkn5LPc5wmM+qKtqAjv7pu6nPMVSpx//1qZna7i/1ffPo3lpt9we5WNi41fx38s9Ojh2a3XnTaHsmk0n95tTA1n92HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQMjAbeig1GLDOgaIp3//ti6nPce5aMKwx8yHY9FMVQzvpviqGXX/1ze1K1tJn0WDypr/LypQ2GKRNTlKv09//PI/rp3LFIMen/q6OPjeiQdpVlLsMUVTcZJB2f9h5BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASNsaDETUKFGFKlopwma1AZrbqqKdZJiix65pmlpgeLSw0YaFjeD6KZNmtWmVv/YZ/7u1pbZLC1t/2HkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQMjA7J6JBo9Fg8rop6N/+m7s2MGHH0x9XoOxGYKygzUNwwXeZWVpvXND9Zv+rn5y53oxROGwaxiA1O9TQ7TzZucRAAAAACHhEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAhbWsw4Aa2d/nqm9u1rYXDmdua/La7i8Ug/+4qmtW0p/EuVTRXfvbJF2PHfOb21+tTM2PHzl++OfV5984cL/qiT02sffr+7c/jn36vPLmXd+vhEEUN4VrY8mDnEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAh4REAAAAAIW1rA5GaUH/p2ZXkbZ8/Pj31/W2vXp/6HHRbn5pTqvDkTt7viYWNW71oUMv9caY7VpbWs25s67vNp+kWpCpaynLWpwa1vtCeBvm2sKV+b/zzP/77BlY0THYeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABAyMJvWh+9Gg3MNvu2nOgdP1jWEeQgMuYe/9/rUTBYDuqPB0UP16N5aL4ZoG4zdLkOwh8Xz3V/p34vpa9qLD9PH75/9suJV9ZedRwAAAACEhEcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhLStMWZ++cXYseePTzfegJBqbNPMNlk7T/HhB+236y3m3aZRVzPbUF+L0FVVNHVV0Zw1WzTb7tb3BrautrABUI8HF6I28MlbwiMHrz4thsDOIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQkdGo9GoqNBQJo33waVnV6Y+R50tbFXYXu1H81UbbUAnPx9v3euiKl6jZZrZtK1BPz5fq2hQq4vPmTybTl+fmunca2kIyjSxMix9+Z1Ani4+TL++7p/9stF1HP346+rOVdmZAAAAAOgd4REAAAAAIeERAAAAACHhEQAAAAChY/E/QfctbNzq3NC8MsOxywzhjAZGzi/3YzB2JPr7ch/2DjSji8OMz11Lf7cZpN2Mzac3aiu3AKAfHlxIf1efu3a60cH+26vVncvOIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQtrW4B3NbLk0sJVtAzr5+XjD2MkK19MHZVrmnhfpZra5rQoXBNQu2YbVwba1si1sKZrZqvfo3trUzwuHV2dbEUCdyv6maOvzzs4jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABC2tagZAPbu5RpZ1tZWk//w6mZUvcJQD3NlX1WRQOYxjagC7Tjtiv8zVPC0T99lzz+1Te3i66Z3Xkz9fVJW69pO48AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACBmYDTUPIP3Br36XvvGHHyQPlxmYdvLzF5MvjkObX04/zs+L042vBZhiOOfPTja9lF4rO3R7qAO2U393FQPLgemcv3wzefzRvbViiFKPRxVFE7MVlAGdKPptNjFEO8cCEDuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAIaVuDCu0ujh+b3Uk3cp14uT/xebWqdauFjWEp006S+owoa3t1mI1VdF+ZhrGhNrNxeHNbRW2fu3T/dTBEUZtc2NRVU4NXmWawqHXsdQWNbUNuZ6uKnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAIS0rUHNooaBH/z2u+B/nKx1PUC1TVG7P6+nnSSysDF5Y5Vmtve3k5RpgaH991tfWtiiv6NMIx1QTzNVqqXs0b21oi/NrzmL1txWuxh/z84jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAEIGZg/EpWdX2l7CYO0upo8/uXN74nNcfNiPAaHQBeFA6uC9nLMyw7W7OHR7ZeZq+h9+fKbppdCQ1EDpvgzRHvIg7Sqew+gxmtua/NqM/KSev1wGUrcxSHtlaT39D6dmij7r4vDvPrLzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkLY1AAarijayvivzGP3w12+mvr8yzTUHf/5z8vixP32XPH4icWy2SDfUaHahq21kTTez5dJ2V2YdPvv726A2uzP999C07WebT2803ibqO2tY9lp6vu08AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACBkYHbPXHp2pZbzPn98upbzAjQhHCC72PRK+u33Py83wDE1YPv85ZsTD9K+f/BPRdNS6zOoNM/3dy6DnJs21L+7jO3V9GNkkHa1j2kVw9ubHoBNt6ReY138DNzryHWEnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAIS0rdHrZrX55RdFri4+7F4TAOQuanbZ1arWmXaR3Jt1Uq1vZVXRQMRwWnigC011KdH7LWrV5G829+8mj68srTe+FvJrVttt6brWziMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAEJHRqPRqKjQwatPqzwdgUvPrtR27i62reXcqsawPLigRakpZRqrtK11xw9//aa2lrOcaWBrRtTm1/fXF4e3sDHM92aZVrWqdLGFLZfPjtRjV0WrVxfl/jl/LvF9X+d1apXvZTuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgZmD2Q4diGYEMzDMyunsHYwzK3lT7+5E7zw1tzZbh29by+qGrocM7fQ336fG16uHYuw5bL8F0xmbpe/wuZDNs3MBsAAACARgiPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgdi/+Jpg21VQ3gLa0g5N5UlHszjPcQVG92503yeNTCFjWa1fV5V+b+utiq1qf2s6b5rpiMVt/J2XkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEDoyGg0GhUVOnj1aZWn66WjH39d5Gxho9kJ/PPLLxq9P6hT1Hi4vdqfhpMq1NX0MfQWjD7zHjo8zTqH16d2Kqp9T0QtbGWa2aoQrUMbGWX5rujndeZ2hddPdh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEDoW/xNDGI497VCtMsO1DcaG4Wl6+OLcVn8GHEKdQ58NRqVufX+NlRmCXWa4NuT0XXH+8s3Gh8DnwHVjmp1HAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAISERwAAAACEtK0NuFWtzma2Mi1sMOTWmVSzRVcl3/eL9TWoAYcXffb0vSGLw/PaOLyomaqKFrZH99amPgeUfX1FLWxDbGYbEjuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAIaVsraaitalW0sF182J9WKahKmbaKOhtVUi06uxU0pVWhzDqiZrboeC5/I9CuPjVfVkGzWn60qpH767HMNW1OXAtOzs4jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAEIGZr+D4dhAWdFg5iqUGUS4d+Z4uaGAPRkWaOgh1DM42gDlfvK8tiv6rp7dedP4WgDex84jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCg2pbu/TsSqnbP/i4tqUAPfD88emxY3MZtbVwuHY8jW0wvDa5vtOq1i2P7q21vQSo7HUbtQW7fu0eO48AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAA6O/A7LJDsCcdevvfXJj61EAPRJ8RqWHLkdmdN0WTDH0+/ONU5nmNzsHhlX38aW/QdO5DmIc6HBugC4O0c/kOUZ4yOTuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAABorm2tivazKoQNagmaXYAu2DtzvO0lkLC9Onmj08JGHs0iUIWPfvNt8vjrUzO1fYalmiujJp+hyqXBiPfTCMiQdbHFc+jsPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAoLm2tZxb1QDe99mRal+cm7IJqG67i43fZa9Fj2eZVrVI6hxDbmDTdtpPJ17uJ49/9LLxpQDQ4wbCutrZouuT3YFfc9t5BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBzA7NzHmBtMCcMz7e/DAZjZz4EGyAnK0vrbS8BOst1BDQ3YPv85ZvJ2+6dOd7AivrNziMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAJprW+siDQjVW9i4NXZsfrmVpdBSm+L26nj7QSsuFFmLGiEYjui9cu7a+OfoW7uLxSBbTVOPR6plBYbuo998O3bsjz872cpaAJr26N7a1OeIrsHmSlzn5Hy9dlh2HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAA0N+2tTqbXWDIUs1q2TSoDbQRImpm2108XuGKyF3TTR++Z4dlZWm97SUwpc2nNyZuDqLdFucyjat7Z6b/rtdQCe2/V84lPo+70sxm5xEAAAAAIeERAAAAACHhEQAAAAAh4REAAAAA3RqYXddwzjID7JjMwsatqQYwvzW//KLCFVEVw7G7M1y7y4P3qFffh11HQ4ANhR3WMGje7we/+l3y+B/+4UeNr6Vr6vz9UGYIdhXf62Wu28ty3QiTqesaZWXmavofVqu7DzuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAIHRmNRqOixUaUnBsQomYjmmlt0MLWjAcX6nsO6ed7c6gNZU03eNX1vTlkWtj+ZmVpvegibWvtqfMzqU/vzfOXb07cqjbUZlTNbNBNdh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABA6VjSkTItCqqWgTide7jd6f9AGrWrDEjWZaGEDYOiNaHX6/c/TzWoc7lpEMxvkw84jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAANofmF3Go3tryeMrS+u13N/m0xu1nLdP2hiy+/zx6YlvO7/8ohii6DEyXBAmM7fV9gpo0rlr499lhgDnybUZEH1uv+WzG5pn5xEAAAAAIeERAAAAACHhEQAAAAAh4REAAAAAIeERAAAAAN1qWyvTvPHZJ1+0sha60TrWlxY2rWpUJXrNtNGomKvZnTdFzuvYO3O88bX02VCbfKI2s7qabcuuA3Lne7MZu4ttrwD4KzuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAIHRmNRqOiw+psW/vqm9u1nbtrNErkSdsabbRQ5dx8Mrc1/Tlyb9mKnheq9dFvvk0e1w4GvOXaOM/v+9y/w6HL7DwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIHQs/icAhiwaOllmYHMVw7WrGIId6eJgzdSaDdGu3h9/drLtJQAZMBg7TzmXd0Bf2XkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEB/29YOPvxg6nMc/dN3lawFYAjKNJQ13QLWxfY0APKgWQ0gZucRAAAAACHhEQAAAAAh4REAAAAAIeERAAAAAP0YmL2ytJ7t0G0Axhlg3e7j3PTAcoAuMBh7WM/t9qprEaiCnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAPSjbQ0AmJwWtsPTFAj9oFkNoBp2HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAA0K22tZWl9baXMGgXH443zMwvF73x/PHpou8NIturWoKAck1iGtiALtOqBlAvO48AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAA6NbA7KZtPr1RDFFqMPYQzC+/6P0gbYAqhmgPYZB29HcDeTIYG6Addh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAAJBn29rK0nqbd9/LpomoSYz3K/PYaWYDhqJPLWya1d4vel53F5tdx/aq52pINKgB5M/OIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAA8mxba9rm0xtFzjRNANDl5rLzl28mb7t35nhja2CyBrWwPa3hVrUqronmttLHvT7y41qXukWfB8D07DwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIHRkNBqNigasLK0XQxyYXddgwPnlF7Wcl+k8f3y6yMH2qiGhAENjGPH7Ga7dHK9HcnmPz+68Sd720b21+hcEPWLnEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAh4REAAAAAoWNFU80K/+vJiRsvoon4KSde7mfRrFZno4Rmte5IPVd1NrD98NfBe2W1trsEoAaaqdp17trkj79mNmhfFb8jgXLsPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAoLm2tVLNYMvT39/rmz8ocmjeKBZrWwaEHt1ba3sJAIOSujbYdQ3QGdFzFTU3lbk+HGoLm6ZAuur85ZvJ466v6dPn6/Zqdd9Ndh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAA0NzA7KZ9b+0P9QzADhiKSRuqHHQGwPuvDcLve9cBBAzfhemUGVw/u/Om0fey93Geujiwf75Ewdh8BQVjVbLzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACA/ratRS4+HG+nOvl5+rbf/vJ0/QsCemdl5urYsc39u62sBfibzz75Inl86//80fhB7Wm8o12vTPvT3pnjvW5u6mKrEe0q8/6pu0GNbujT58x8iVa1rrDzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIDhDcyuYkgitGF7dXzYO3kO3z06NzvxbSNffXP70OsC0v7wD4nB2JB54cJbShcYwjVmaoh87laW1pPHN5/eaHwtXWMIdn/YeQQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEjb2jumpj9/fLrxtTAcuTRecHgHH37Q9hJg0KLGnt2fH298LQBt6OL15KN7a71pYaOfrWqk2XkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBI21rJFjYNbAyhBYPmWtVWltbHjm0+vVHb/UGf7J3RqkY15ramP8fszpuJb7u5f7foy/WMhqVmuJ6kDVED3u973moatbEPnZ1HAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAIQMzAY4pNenZhodTvjo3lot9wddsDJzdezY7i9+2spaAOpkOHZ+hlBmkrr+HEIxheHYk7PzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkLY1gJZa1crSwgYwnbmt6c8xu/Om1O37/hkdNYMtbNxqfC1do1Xt/e+V6NqnTt//rfatv9pdbHsF5MTOIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQtrWOuD549Njx+aXtQDk6Ntfjj9XxYU2VgLQL5v7d8eOaXOiKlGDWt+b0iB3UfPZwYcfTH3uzac3pj5Hn+ydOd72EsicnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhAzM7tEQ7bcM0m738Z9rfCVUbWXm6vjBf/Ovi5ydv3xz7Jghr8DQba9eb3sJg5Z6/Ic65N5r8fC++uZ220sYxrVuURS7v/hp42uhW+w8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgpG2tZnNb48d2F9tYCXU/r5GVpfXk8c2nN6pbEJXZ3L87UZsZAM3TWgUA7bDzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkLa1Ftq3yty2bDvb88enJ77t/PKLcgvpuTKP3VxwfHbnzcTn0MIGeYrem2V4H8N0tKoN63k9d+1W8njODcXR9XzyWnC1GKSVmasTN9vSnOjxX9hIvw/hr+w8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACBkYHZGntzJYzjkxYd5rKPpwdhlB5nnMKzXUF4i5y/fTB5/dG+tGKLo8Ug6NVPb/X3/t+NFBV99c3vq+4OuMhibd10DR4O06xquXeZaMCpJ6eL3bJnHuZR/99PkYd+R0E12HgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAENK2VlELQy5NaVV4cKGexoWFjZqaHEo+X3MVnDdq2GiaZjaYolWtKIq9M8drWUf0GfGXn6TbHqm2qauN7xveT7MaZZW5vq6iMayL1/PR915d329ViNa2d+ZHja8FmJydRwAAAACEhEcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhLStDaCFoU8tK1U0adTZoHbi5X6RqzLNbG9pZ/ubR/fWKmn2olqpxz+Xdpky64heR9HrDoB+X6N/9skXE7d15vK9V5fo2r9Pz3cuUi3Vu4ttrIRc2XkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQMjA7Hd4cKG+4cwcTp3D8coOlM7Z61MzU5+jzDBog31pQ11DQqsYDpkaOhnp+7BThqeKggwYstRwbN8VtPE7a2Gj/7+Hnz8ef7/NL79oZS25s/MIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQtjWtavx3m09vdK6ZrYpWtSqkmtmG0MCW+hvLtNS1IXrtlnn9d1EVDWp13V+ZZjYAoCjOXbvVeDPzEEXXKE1fV+XQwPbW0FvY7DwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIGRgNgxkuHbTosHRfR+kHf19uQzSzmXIehVDMfsyrDH6OxY20n/39qphoED+qrj+Ofqn78aOffXN7aIvVmauJo/v/bufNr4WKDOAPLpGod/sPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAYHhta88fn578xhfqXAlDFzWzaWH7e1rYDm/vzPGpz5FaR9+fk65KNZxoYAPq1sZ1y8GHHxR9trl/t1TLKOQidd3R93bcshnD/PKLom/sPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAoL9ta2UmnmujoQstbENtZtP2VW17Wtlmi93F4xO3Zjy50+xnaZm/pY/NFpRrngOmN4TrDqBaZa8PU9eZbTSzNZ0RXHzY3UzCziMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAmhuYXWaANTDdcO3UkGn6Oxy76SGC0f1FQ4qbHjhoOPb7hy8+uNCfgdLJAe4tDNYEqNvszptayjQgJ00XsOTiQeLaLCqpqeTa/0JRGTuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAABorm0tFz/89XhLQbHaxkqgPo/urSWPa2HrjqYb1OoUtbBN2swWNYbNL0+1rEGLHtNcmtmidpG+v1eA6dpmh3h9V+bzEuh+w+JbsztFUlvti3YeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQOjIajUZFS207dUo1+cCQdbGB7cTL/d60r0QtKRqk/mZ++UXbS6CE549PT32Oua3Jb+u90h2uwfppZWm9tnN38Xs9F0NtYYvaqaImYhjq77dHFb4n7DwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIHSs6JDUYM0ndwxlhGmGpXVxkHYXGfb79wzH7udzWHaItvdFP0XlKQZpd5uh1nmKfgsNdZA29MmJoDyoLXYeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAACQZ9taqj3tXTSrQX9b2HJrEzissN1koK1SWtWGpezzXbadDYDqfzfl3Mw2u/Om7SVAdi2XK0vrRRvsPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAoLm2tTINatH0/Kj9CWhOX9rPmrY70FY1AKCbmm5mq6JBze9Fhmwz0cK2MnO19vu18wgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACA0JHRaDSK/xngb1aW1otch8TlYmFj+kGSfTK//KLtJdAxzx+fbnsJNGh7dfJBvcDwrhtzvuaDobHzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkLY1INsWttwbNs5dG29W211sZSnZ0rZGVbSw9ZO2NQDoBjuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgdi/8JoB+DrZs0t5U+bpA2AADQVXYeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQ0rYG8B7nrt1qewkAvW2jBADyZ+cRAAAAACHhEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAhbWsALbYM7S42vRLgf+S9mWeb5ZM71xtfCwAQs/MIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJCB2QDAoIdjp2yvTj6weWEjPfR5qMo8zgBAN9h5BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASNsaQEdaiXYXi+79LcstLARKeHJn8la1ss1sWtgAgL6w8wgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJC2NYCOaLqZLbq/KtqpLj6c/hzQxmu3iha2c9du9aNNsQIf/ebbek5MllKv/a6a3XmTPP7o3lrjawFogp1HAAAAAISERwAAAACEhEcAAAAAhIRHAAAAAISOjEajUfzPAAxh8GcZdQ0dNkSbd3n++PTUg6r78nlS50D8pjU9xJzqDfW7sAyvc97l/OWbY8f2zhyv7fO/i9+R5MHOIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQsfif2LSafhD9ujeWttLADpIsxpV6FNjTNTGlGqyyqUprazZnTdtL4Ea2p84fCOdFrZhiV4Huz9v9r21sHFrkN+zTM/OIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQkdGo9GoGAhNae3SzMZQWjP6Ynex3O3nl1/UtRQG5Pnj08njGl/efz3TdBtW2fY01wHdvt7VttYcLWzdVqbNrE98T/efnUcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAADG9gtuHY/ZT7sM2VpfWpz7H59EYla6EduQ/RLjsEuwwDs6liOLaBm+1ambmaPL65f7fxtfTZZ598Uer2Bx9+MHbs9amZoi6GY7fLwOxuG+rA7MgPf/2mk7/rGGfnEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAAh4REAAAAA/W1bi9qt6myggDpV0XCipWNYbWt1NqilaFWjKg8uaKRhmA12R+dmJ25Vi2hbGxbXdnnSrPZ+c1vp47M74y1sGtjyZucRAAAAACHhEQAAAAAh4REAAAAAIeERAAAAACHhEQAAAAChY0XH2yqKH59pYymQdWNJmcYv7R3Vih7PNlrYpqVVjapoVQOYzvnLN5PHtVORu6gVeHan6ZUwLTuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgdGY1Go6KHA7Nfn5qpf0GQwXDsJhmuXb0yg7SjgYN1MTCbsgzGhsl89skXyeMHH34w8Tmavtbt+zVO37hmq9bChu+3qs1tjR/76P/6z8nbbu7frX9BvJedRwAAAACEhEcAAAAAhIRHAAAAAISERwAAAACEhEcAAAAAhI4VHZKasr6ytN7KWmCIyjSDVUFTCAB99NU3t0vd3vUuZRtXy7SDba+63nrv9W7DjbdDfU1/1MZCmJidRwAAAACEhEcAAAAAhIRHAAAAAISERwAAAACEjoxGo1HRQ+cv32x7CfTY3pnjbS+BHg/YLjPksk7zyy/aXgId8+BCHq9dGIJcrnVdEzU3BDsHQxiunRqY3cXnqouG8PrqMjuPAAAAAAgJjwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAYXttazq0UdJ9mke7oYgObtjW6QLMa5Cnn690hXD9p5fqbua28r81SrWoRz2sztK3lzc4jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAELCIwAAAABCg2pba0POjRcc3hDaQvpidudN8vije2tFrrSt0QXa1qA7crkezfm7t2z7VkQrV7XtbFVcx60srSeP//FnJ4tpeb6rfb5zaeIjzc4jAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAEIGZjM4dQ6NNEi7O7o4kK/pQdoGZvMuBmYDQxAN0TYoOb9hy9GA7RMv95O3NTC7XX0amL0SDGWf1ubTG0VO7DwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACB0LP4n6KdH99aybmwDoH0rM1cnvu3m/t1a1wLA4ZuPZ4uZiZvZonOUaQzTwDZZM14uzWpVtBnPlWjui153ZVrc2mphs/MIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQtjWoubHt3LXpJ/jDW9ur12triYAhKNWU+W/+dT3nraj1E2iG5qxuPS9RsxfD0cZ18W6pz4nJ2/yipsC22HkEAAAAQEh4BAAAAEBIeAQAAABASHgEAAAAQMjAbKjZkzvpIccGaZO7549PJ4/PL79ofC2059tfpl8HxYWidStL68njr0/lNWBykgHbJ17uJ2+7+fRGAysC6K+9M+kBxR/95tuJhxRH56hiaHcXh7KX+Ruj30Jl9KkcZrem4dpNsPMIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQtjVoiRa2ZlTR8JC77dXrjbZSaGHrp+h5nSvyEDWr9V0Vf7fGNmAoUk1WZdvPHt1bm6glM1Kmma3s+upsZsu5Qa1P15jPg+utLrDzCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAICQ8AgAAACA0JHRaDSK/xnIgQa2wxtC21oZdbaw9akJY4i+/WW6/WN2583EbTS5NKi9PjVTdM2Jl/uN/i1l24DKiF4zZXz/t+nPk6++uT31uSGX702aEbWIuUbM77011GvJ5yUb2FKv6SZez3YeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABA6Fv8TkItoAJpB2tUPaaWZYX9DHYiY83MyV+M66hqM3SdVDMaucwh2XeuIPrf/8pP0a3dl5urYsc39uyVWBwyNwdjtuvgw/fjPLze+lGzNl7wu/nar3IDtqth5BAAAAEBIeAQAAABASHgEAAAAQEh4BAAAAEBIeAQAAABASNsadNhQW9i0qh3e9urkr5ndxWZbwDSwVd+qNrc1/fvq+7/1vOQml1a1Ov8Wn/MA/NX9s18WQ3Tp2ZXk8ZOft3NtZucRAAAAACHhEQAAAAAh4REAAAAAIeERAAAAACEDs2Egg7TPX76Z9eBVw1FzfPzLvTamHbAdDX0uO/w7Bwsb9Q2tTw3BnqvgffXo3lrRFyde7iePvz41U+S6vlzWlrvN/bttLwHIWJmiCKp18WG567KhDsGu7zGqvzDJziMAAAAAQsIjAAAAAELCIwAAAABCwiMAAAAAQsIjAAAAAPrbtnbuWv1TxatuvYI2NN2kFLW7tdGwxPt9/7cvEkfLtZ+VbWfr8+dlzk1wbdh8eiN5fGVpvZbz5q7M351LI2bThvp3066VmavjB3/x0zaWwiFp722vWU17WrsOXn2aPH70468ruw87jwAAAAAICY8AAAAACAmPAAAAAAgJjwAAAAAICY8AAAAACB0ZjUajokILG9O3n81tVbKU3uhTAxGUaR96fWqm9610nWudeYfN/bu1rQX6Lmqo1Dr291wTdee74uDPfx47dv/gn4quqeK3DdWLfi+m2tZc2zXX7EV+tK0BAAAA0AjhEQAAAAAh4REAAAAAIeERAAAAAKFjRYZ2Fye/7RCGa5+7Nv2gPgMmyV0bw7HLDK1N6fsARgOwoTnR50kV1wBQhc8++SJ5/OjcbKnjXRP91ijze4XqpQZjD+HarGkGY/M/svMIAAAAgJDwCAAAAICQ8AgAAACAkPAIAAAAgJDwCAAAAIButa2VoZltssdjYWO6tpbtVW1tTbXfpNojNEc0Z+/M8YlvqwkRgCE1q01rZeZq59o9o1av3cXJrxc4vB/+WqtaUzSr8T52HgEAAAA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" ] @@ -105,18 +105,20 @@ "metadata": {}, "source": [ "## `method`\n", - "This controls which method is used. The default is a 'dt' which uses a the threshold of a distance transform to perform an erosion, the additional distance transforms to perform the dilation to generate spheres. Other options are `conv` which uses a " + "This controls which method is used. The default is a `'dt'` which uses a the threshold of a distance transform to perform an erosion, then additional distance transforms to perform the dilation to generate spheres. Other options are `'conv'` which uses an FFT-based convolution to perform the dilation step, `'bf'` (for brute-force) which draws a sphere at every void voxel in increasing order of size, and `'imj'` (for ImageJ) which is an attempt to implement the method used in ImageJ, which is essentially a brute-force method except voxels which are completely overlapped by larger spheres are not processed to speed things up.\n", + "\n", + "> Note that this function actually calls a standalone implementation of the requested function based on the `method` argument, so if `method='dt'` then `local_thickness_dt` is called." ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "id": "c2bd7a58", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] diff --git a/examples/filters/reference/nl_means_layered.ipynb b/examples/filters/reference/nl_means_layered.ipynb index 5901a8178..656ed3bce 100644 --- a/examples/filters/reference/nl_means_layered.ipynb +++ b/examples/filters/reference/nl_means_layered.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:50.890443Z", @@ -25,26 +25,13 @@ "shell.execute_reply": "2022-04-25T01:55:53.147663Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", "from skimage.util import random_noise\n", - "import inspect\n", - "ps.visualization.set_mpl_style()\n", - "inspect.signature(ps.filters.nl_means_layered)" + "ps.visualization.set_mpl_style()" ] }, { @@ -57,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:53.154756Z", @@ -69,7 +56,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -77,7 +64,7 @@ "metadata": { "image/png": { "height": 583, - "width": 1182 + "width": 1184 } }, "output_type": "display_data" @@ -95,7 +82,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:53.261294Z", @@ -107,7 +94,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -147,7 +134,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:54.029051Z", @@ -159,7 +146,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] @@ -196,7 +183,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:56.669479Z", @@ -208,7 +195,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -253,7 +240,7 @@ }, { "cell_type": "code", - "execution_count": 51, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:58.785941Z", @@ -265,7 +252,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -310,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 52, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:00.820463Z", @@ -322,7 +309,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -368,7 +355,7 @@ }, { "cell_type": "code", - "execution_count": 53, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:03.306434Z", @@ -380,7 +367,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -412,7 +399,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -426,7 +413,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.0" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/src/porespy/filters/_fftmorphology.py b/src/porespy/filters/_fftmorphology.py index 115ffdf6c..52855cc11 100644 --- a/src/porespy/filters/_fftmorphology.py +++ b/src/porespy/filters/_fftmorphology.py @@ -36,35 +36,9 @@ def fftmorphology(im, strel, mode='opening'): Examples -------- - >>> import porespy as ps - >>> from numpy import array_equal - >>> import scipy.ndimage as spim - >>> from skimage.morphology import disk - >>> im = ps.generators.blobs(shape=[100, 100], porosity=0.8) - - Check that erosion, dilation, opening, and closing are all the same as - the ``scipy.ndimage`` functions: - - >>> result = ps.filters.fftmorphology(im, strel=disk(5), mode='erosion') - >>> temp = spim.binary_erosion(im, structure=disk(5)) - >>> array_equal(result, temp) - True - - >>> result = ps.filters.fftmorphology(im, strel=disk(5), mode='dilation') - >>> temp = spim.binary_dilation(im, structure=disk(5)) - >>> array_equal(result, temp) - True - - >>> result = ps.filters.fftmorphology(im, strel=disk(5), mode='opening') - >>> temp = spim.binary_opening(im, structure=disk(5)) - >>> array_equal(result, temp) - True - - >>> result = ps.filters.fftmorphology(im, strel=disk(5), mode='closing') - >>> temp = spim.binary_closing(im, structure=disk(5)) - >>> array_equal(result, temp) - True - + `Click here + `_ + to view online example. """ def erode(im, strel): diff --git a/src/porespy/filters/_funcs.py b/src/porespy/filters/_funcs.py index 9c895177b..4030bd7e8 100644 --- a/src/porespy/filters/_funcs.py +++ b/src/porespy/filters/_funcs.py @@ -589,18 +589,18 @@ def apply_chords_3D( r""" Adds chords to the void space in all three principle directions. - Chords in the X, Y and Z directions are labelled 1, 2 and 3 resepctively. + Chords in the X, Y and Z directions are labelled 1, 2 and 3 respectively. Parameters ---------- im : ndarray A 3D image of the porous material with void space marked as `True`. spacing : int (default = 0) - Chords are automatically separed by 1 voxel on all sides, and this + Chords are automatically separated by 1 voxel on all sides, and this argument increases the separation. trim_edges : bool (default is `True`) Whether or not to remove chords that touch the edges of the image. - These chords are artifically shortened, so skew the chord length + These chords are artificially shortened, so skew the chord length distribution Returns @@ -838,7 +838,7 @@ def chunked_func( **kwargs, ): r""" - Performs the specfied operation "chunk-wise" in parallel using `dask`. + Performs the specified operation "chunk-wise" in parallel using `dask`. This can be used to save memory by doing one chunk at a time (`cores=1`) or to increase computation speed by spreading the work @@ -865,7 +865,7 @@ def chunked_func( equivalent to `[2, 2, 2]` for a 3D image. Overlap is the amount of overlap to include when dividing up the image. - This value will almost always be the size (i.e. raduis) of the + This value will almost always be the size (i.e. radius) of the structuring element. If not specified then the amount of overlap is inferred from the size of the structuring element, in which case the `strel_arg` must be specified. diff --git a/src/porespy/filters/_lt_methods.py b/src/porespy/filters/_lt_methods.py index 50a7a466b..db4047a0e 100644 --- a/src/porespy/filters/_lt_methods.py +++ b/src/porespy/filters/_lt_methods.py @@ -78,6 +78,23 @@ def porosimetry( Indicates if protrusions should be removed from the faces of the spheres or not. Default is `True`. + Returns + ------- + sizes : ndarray + In image with each voxel value indicating the largest overlapping sphere + which can reach it from the given inlets. + + See Also + -------- + local_thickness + drainage + + Examples + -------- + `Click here + `_ + to view online example. + """ if inlets is None: from porespy.generators import borders @@ -158,7 +175,13 @@ def local_thickness( ------- lt : ndarray The local thickness of the image with each voxel labelled according to the - radius of the largest sphere which overlaps it + radius of the largest sphere which overlaps it. + + Examples + -------- + `Click here + `_ + to view online example. """ if method == 'dt': From 447e8a5744bc4c19ef1811994fb47d53dd09690c Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 18:36:44 -0400 Subject: [PATCH 03/15] tweaks to drainage/imbibition, adding tests --- src/porespy/simulations/_drainage.py | 21 +++-- src/porespy/simulations/_imbibition.py | 2 +- test/unit/test_simulations_ibop.py | 124 +++++++++++++++++++++++++ 3 files changed, 137 insertions(+), 10 deletions(-) diff --git a/src/porespy/simulations/_drainage.py b/src/porespy/simulations/_drainage.py index 6de9a3365..c4fea184c 100644 --- a/src/porespy/simulations/_drainage.py +++ b/src/porespy/simulations/_drainage.py @@ -116,12 +116,15 @@ def drainage_dsi( nwp = np.zeros_like(im, dtype=bool) desc = inspect.currentframe().f_code.co_name # Get current func name for i, r in enumerate(tqdm(bins, desc=desc, **settings.tqdm)): - if smooth: - seeds = dt >= r - edges = dt_int == r - else: - seeds = dt > r - edges = (dt > r) * (dt_int <= (r + 1)) + seeds = dt >= r if smooth else dt > r + # edges = dt_int == r if smooth else (dt > r) * (dt_int <= (r + 1)) + edges = (dt < (r + 1))*seeds + # if smooth: + # seeds = dt >= r + # edges = dt_int == r + # else: + # seeds = dt > r + # edges = (dt > r) * (dt_int <= (r + 1)) if inlets is not None: seeds = trim_disconnected_voxels(seeds, inlets=inlets) edges *= seeds @@ -342,7 +345,7 @@ def drainage_fft( def drainage_dt( im, - inlets, + inlets=None, outlets=None, # residual=None, dt=None, @@ -414,13 +417,13 @@ def drainage_dt( seeds = trim_disconnected_voxels(seeds, inlets=inlets) if not np.any(seeds): continue - tmp = edt(~seeds, parallel=settings.ncores) + tmp = edt(~seeds) nwp = tmp < r if smooth else tmp <= r # if residual is not None: # blobs = trim_disconnected_voxels(residual, inlets=nwp) # seeds = dt >= r # seeds = trim_disconnected_voxels(seeds, inlets=blobs + inlets) - # nwp = edt(~seeds, parallel=settings.ncores) < r + # nwp = edt(~seeds) < r mask = nwp * (im_seq == -1) im_size[mask] = r im_seq[mask] = i + 1 diff --git a/src/porespy/simulations/_imbibition.py b/src/porespy/simulations/_imbibition.py index 549f6f92c..6868caf90 100644 --- a/src/porespy/simulations/_imbibition.py +++ b/src/porespy/simulations/_imbibition.py @@ -327,7 +327,7 @@ def imbibition_dt( # Perform erosion using dt seeds = dt >= r if smooth else dt > r # Perform dilation using dt - tmp = edt(~seeds, parallel=settings.ncores) + tmp = edt(~seeds) wp = ~(tmp < r) if smooth else ~(tmp <= r) wp[~im] = 0 # Trimming disconnected wetting phase diff --git a/test/unit/test_simulations_ibop.py b/test/unit/test_simulations_ibop.py index 2b60833a5..429b3cba5 100644 --- a/test/unit/test_simulations_ibop.py +++ b/test/unit/test_simulations_ibop.py @@ -46,6 +46,130 @@ def test_ibop_w_residual(self): # Ensure all residual voxels have a sequence of 0 (invaded before first step) assert np.all(r1.im_seq[rs] == 0) + def test_drainage_implementations(self): + edt = ps.tools.get_edt() + im = ps.generators.blobs( + shape=[100, 100], + porosity=0.7, + blobiness=1.5, + seed=16, + ) + + # All methods are equivalent IF dt is integers + dt = edt(im).astype(int) + steps = np.unique(dt[im]) + + sizes1 = ps.simulations.drainage_dt(im=im, dt=dt, steps=steps).im_size + sizes2 = ps.simulations.drainage_fft(im=im, dt=dt, steps=steps).im_size + sizes3 = ps.simulations.drainage_dsi(im=im, dt=dt, steps=steps).im_size + sizes4 = ps.simulations.drainage_dt_fft(im=im, dt=dt, steps=steps).im_size + assert np.all(sizes1 == sizes2) + assert np.all(sizes1 == sizes3) + assert np.all(sizes1 == sizes4) + + seq1 = ps.simulations.drainage_dt(im=im, dt=dt, steps=steps).im_seq + seq2 = ps.simulations.drainage_fft(im=im, dt=dt, steps=steps).im_seq + seq3 = ps.simulations.drainage_dsi(im=im, dt=dt, steps=steps).im_seq + seq4 = ps.simulations.drainage_dt_fft(im=im, dt=dt, steps=steps).im_seq + assert np.all(seq1 == seq2) + assert np.all(seq1 == seq3) + assert np.all(seq1 == seq4) + + faces = ps.generators.borders(im.shape, mode='faces') + + sizes1 = ps.simulations.drainage_dt( + im=im, dt=dt, inlets=faces, steps=steps).im_size + sizes2 = ps.simulations.drainage_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_size + sizes3 = ps.simulations.drainage_dsi( + im=im, dt=dt, inlets=faces, steps=steps).im_size + sizes4 = ps.simulations.drainage_dt_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_size + assert np.all(sizes1 == sizes2) + assert np.all(sizes1 == sizes3) + assert np.all(sizes1 == sizes4) + + seq1 = ps.simulations.drainage_dt( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + seq2 = ps.simulations.drainage_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + seq3 = ps.simulations.drainage_dsi( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + seq4 = ps.simulations.drainage_dt_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + assert np.all(seq1 == seq2) + assert np.all(seq1 == seq3) + assert np.all(seq1 == seq4) + + def test_imbibition_implementations(self): + edt = ps.tools.get_edt() + im = ps.generators.blobs( + shape=[100, 100], + porosity=0.7, + blobiness=1.5, + seed=16, + ) + + # All methods are equivalent IF dt is integers + dt = edt(im).astype(int) + steps = np.unique(dt[im]) + + sizes1 = ps.simulations.imbibition_dt(im=im, dt=dt, steps=steps).im_size + sizes2 = ps.simulations.imbibition_fft(im=im, dt=dt, steps=steps).im_size + sizes3 = ps.simulations.imbibition_dsi(im=im, dt=dt, steps=steps).im_size + sizes4 = ps.simulations.imbibition_dt_fft(im=im, dt=dt, steps=steps).im_size + assert np.all(sizes1 == sizes2) + assert np.all(sizes1 == sizes3) + assert np.all(sizes1 == sizes4) + + seq1 = ps.simulations.imbibition_dt(im=im, dt=dt, steps=steps).im_seq + seq2 = ps.simulations.imbibition_fft(im=im, dt=dt, steps=steps).im_seq + seq3 = ps.simulations.imbibition_dsi(im=im, dt=dt, steps=steps).im_seq + seq4 = ps.simulations.imbibition_dt_fft(im=im, dt=dt, steps=steps).im_seq + assert np.all(seq1 == seq2) + assert np.all(seq1 == seq3) + assert np.all(seq1 == seq4) + + faces = ps.generators.borders(im.shape, mode='faces') + + sizes1 = ps.simulations.imbibition_dt( + im=im, dt=dt, inlets=faces, steps=steps).im_size + sizes2 = ps.simulations.imbibition_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_size + sizes3 = ps.simulations.imbibition_dsi( + im=im, dt=dt, inlets=faces, steps=steps).im_size + sizes4 = ps.simulations.imbibition_dt_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_size + assert np.all(sizes1 == sizes2) + assert np.all(sizes1 == sizes3) + assert np.all(sizes1 == sizes4) + + seq1 = ps.simulations.imbibition_dt( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + seq2 = ps.simulations.imbibition_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + seq3 = ps.simulations.imbibition_dsi( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + seq4 = ps.simulations.imbibition_dt_fft( + im=im, dt=dt, inlets=faces, steps=steps).im_seq + assert np.all(seq1 == seq2) + assert np.all(seq1 == seq3) + assert np.all(seq1 == seq4) + + def test_drainage_dsi_w_float_dt(self): + edt = ps.tools.get_edt() + im = ps.generators.blobs( + shape=[100, 100], + porosity=0.7, + blobiness=1.5, + seed=16, + ) + + dt = edt(im) + sizes1 = ps.simulations.drainage_dsi(im=im, dt=dt, steps=None, smooth=True).im_size + # plt.imshow(sizes1) + + if __name__ == "__main__": self = IBOPTest() From 1a90516d73005158c331398957057a85d9ae304d Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 19:45:28 -0400 Subject: [PATCH 04/15] Updating examples for filters --- .../filters/reference/nphase_border.ipynb | 49 +- examples/filters/reference/pc_to_satn.ipynb | 32 +- examples/filters/reference/porosimetry.ipynb | 28 +- .../filters/reference/prune_branches.ipynb | 147 +- examples/filters/reference/reduce_peaks.ipynb | 112 +- examples/filters/reference/region_size.ipynb | 165 +- examples/filters/reference/satn_to_seq.ipynb | 14 +- examples/filters/reference/seq_to_satn.ipynb | 67 +- examples/filters/reference/size_to_satn.ipynb | 1630 +------ examples/filters/reference/size_to_seq.ipynb | 1250 +----- .../filters/reference/snow_partitioning.ipynb | 403 +- .../reference/snow_partitioning_n.ipynb | 173 +- .../snow_partitioning_parallel.ipynb | 67 +- .../reference/trim_disconnected_voxels.ipynb | 10 +- examples/filters/reference/trim_extrema.ipynb | 3877 +---------------- .../reference/trim_floating_solid.ipynb | 38 +- .../filters/reference/trim_nearby_peaks.ipynb | 299 +- .../reference/trim_nonpercolating_paths.ipynb | 674 +-- .../reference/trim_saddle_points.ipynb | 319 +- .../reference/trim_small_clusters.ipynb | 8 +- src/porespy/filters/_displacement.py | 6 - src/porespy/filters/_snows.py | 19 +- 22 files changed, 432 insertions(+), 8955 deletions(-) diff --git a/examples/filters/reference/nphase_border.ipynb b/examples/filters/reference/nphase_border.ipynb index d27ce1646..6eb217be2 100644 --- a/examples/filters/reference/nphase_border.ipynb +++ b/examples/filters/reference/nphase_border.ipynb @@ -27,41 +27,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arguments and their defaults are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:07.213649Z", - "iopub.status.busy": "2022-04-25T01:56:07.213375Z", - "iopub.status.idle": "2022-04-25T01:56:07.219046Z", - "shell.execute_reply": "2022-04-25T01:56:07.218530Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.nphase_border)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -72,7 +37,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:07.226213Z", @@ -84,7 +49,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -112,7 +77,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:07.669444Z", @@ -128,7 +93,7 @@ "array([1., 2., 3.])" ] }, - "execution_count": 4, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -154,7 +119,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:07.677852Z", @@ -166,7 +131,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -196,7 +161,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/filters/reference/pc_to_satn.ipynb b/examples/filters/reference/pc_to_satn.ipynb index b17c9bcd0..28bd5c613 100644 --- a/examples/filters/reference/pc_to_satn.ipynb +++ b/examples/filters/reference/pc_to_satn.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "id": "df328066", "metadata": { "execution": { @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "id": "567910b4", "metadata": { "execution": { @@ -66,7 +66,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "id": "45c9fb8b", "metadata": { "execution": { @@ -79,15 +79,15 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 583, - "width": 1170 + "height": 383, + "width": 770 } }, "output_type": "display_data" @@ -96,7 +96,7 @@ "source": [ "satn = ps.filters.pc_to_satn(pc=drn.im_pc, im=im)\n", "\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(drn.im_pc/im, interpolation='none', origin='lower')\n", "ax[0].axis(False)\n", "ax[1].imshow(satn/im, interpolation='none', origin='lower')\n", @@ -113,7 +113,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "id": "70dced98", "metadata": { "execution": { @@ -126,22 +126,22 @@ "outputs": [ { "data": { - "image/png": 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" + "
" ] }, "metadata": { "image/png": { - "height": 583, - "width": 1170 + "height": 383, + "width": 770 } }, "output_type": "display_data" } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow((satn < 0.3)*(satn > 0)/im, interpolation='none', origin='lower')\n", "ax[0].axis(False)\n", "ax[1].imshow((satn < 0.8)*(satn > 0)/im, interpolation='none', origin='lower')\n", @@ -151,7 +151,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -165,7 +165,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/examples/filters/reference/porosimetry.ipynb b/examples/filters/reference/porosimetry.ipynb index 699c0105d..5dc37fe55 100644 --- a/examples/filters/reference/porosimetry.ipynb +++ b/examples/filters/reference/porosimetry.ipynb @@ -42,7 +42,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -78,7 +78,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -114,7 +114,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -122,7 +122,7 @@ "metadata": { "image/png": { "height": 584, - "width": 1166 + "width": 1165 } }, "output_type": "display_data" @@ -153,7 +153,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -184,17 +184,17 @@ "metadata": {}, "source": [ "## `method`\n", - "This controls which method is used. The default is a 'dt' which uses a the threshold of a distance transform to perform an erosion, then additional distance transforms to perform the dilation to generate spheres. Other options are `conv` which uses convolution for the dilation step, or 'dsi' which direct sphere insertion for the dilation. The selected method will affect the speed, but this depends on the computer being used. All results should be exactly the same, and this is ensured in a unit test:" + "This controls which method is used. The default is a 'dt' which uses a the threshold of a distance transform to perform an erosion, then additional distance transforms to perform the dilation to generate spheres. Other options are `'conv'` which uses convolution for the dilation step, or `'dsi'` which direct sphere insertion for the dilation. All results should be exactly the same *if* they are performed at integer values of `sizes`. This is necessary since the convolution and direct sphere insertion methods use discrete sphere radii to find insertion sites, while the distance transform method can interpret the fractional distance values as different steps. " ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 11, "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] @@ -209,16 +209,20 @@ } ], "source": [ - "sizes1 = ps.filters.porosimetry(im=im, method='dt')\n", - "sizes2 = ps.filters.porosimetry(im=im, method='conv')\n", - "sizes3 = ps.filters.porosimetry(im=im, method='dsi')\n", + "sizes = np.arange(50, 1, -1)\n", + "sizes1 = ps.filters.porosimetry(im=im, method='dt', sizes=sizes)\n", + "sizes2 = ps.filters.porosimetry(im=im, method='conv', sizes=sizes)\n", + "sizes3 = ps.filters.porosimetry(im=im, method='dsi', sizes=sizes)\n", "fig, ax = plt.subplots(1, 3, figsize=[16, 6])\n", "ax[0].imshow(sizes1/im, origin='lower', interpolation='none')\n", "ax[0].axis(False)\n", "ax[1].imshow(sizes2/im, origin='lower', interpolation='none')\n", "ax[1].axis(False)\n", "ax[2].imshow(sizes3/im, origin='lower', interpolation='none')\n", - "ax[2].axis(False);" + "ax[2].axis(False);\n", + "\n", + "assert np.all(sizes1 == sizes2)\n", + "assert np.all(sizes2 == sizes3)" ] } ], diff --git a/examples/filters/reference/prune_branches.ipynb b/examples/filters/reference/prune_branches.ipynb index cbfd4cde8..e747d8386 100644 --- a/examples/filters/reference/prune_branches.ipynb +++ b/examples/filters/reference/prune_branches.ipynb @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:30.516058Z", @@ -51,73 +51,22 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:30.620571\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 1170 + } }, "output_type": "display_data" } ], "source": [ - "im = ps.generators.blobs(shape=[250, 250], blobiness=1, porosity=0.6)\n", + "im = ps.generators.blobs(shape=[250, 250], blobiness=1, porosity=0.6, seed=0)\n", "sk = skeletonize(im)\n", "sk1 = ps.filters.prune_branches(sk)\n", "\n", @@ -138,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:30.642468Z", @@ -150,76 +99,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:30.955740\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 484, + "width": 1464 + } }, "output_type": "display_data" } @@ -227,7 +116,7 @@ "source": [ "sk1 = ps.filters.prune_branches(sk, iterations=1)\n", "sk2 = ps.filters.prune_branches(sk, iterations=2)\n", - "sk3 = ps.filters.prune_branches(sk, iterations=3)\n", + "sk3 = ps.filters.prune_branches(sk, iterations=10)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", "ax[0].imshow(sk1/im, interpolation='none', origin='lower')\n", @@ -241,7 +130,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -255,7 +144,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/reduce_peaks.ipynb b/examples/filters/reference/reduce_peaks.ipynb index 2a1800cb7..14cc0dd8b 100644 --- a/examples/filters/reference/reduce_peaks.ipynb +++ b/examples/filters/reference/reduce_peaks.ipynb @@ -60,58 +60,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:31.202242\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 583 + } }, "output_type": "display_data" } @@ -213,7 +129,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -227,7 +143,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/region_size.ipynb b/examples/filters/reference/region_size.ipynb index ecf0020b5..456bd4b35 100644 --- a/examples/filters/reference/region_size.ipynb +++ b/examples/filters/reference/region_size.ipynb @@ -47,7 +47,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:27.082242Z", @@ -59,159 +59,84 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 770 + } }, "output_type": "display_data" } ], "source": [ - "im = ps.generators.blobs(shape=[200, 200])\n", + "im = ps.generators.blobs(shape=[200, 200], porosity=0.4, seed=0)\n", + "size = ps.filters.region_size(im=im)\n", "\n", - "plt.figure(figsize=[6, 6])\n", - "plt.axis(False)\n", - "plt.imshow(im);" + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", + "ax[0].imshow(im)\n", + "ax[0].axis(False)\n", + "ax[1].imshow(size)\n", + "ax[1].axis(False);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Apply `region_size` filter" + "We can count the number of voxels belonging to each size cluster using `np.unique`, but note that the unique values is equal to the number of each unique values, which is the whole point of the filter." ] }, { "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:27.147657Z", - "iopub.status.busy": "2022-04-25T01:56:27.147405Z", - "iopub.status.idle": "2022-04-25T01:56:27.196492Z", - "shell.execute_reply": "2022-04-25T01:56:27.195846Z" + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[ 8 16 18 21 36 47 55 89 114 119 144 147 190 257\n", + " 716 784 894 1387 2033 3938 4955]\n", + "[ 8 48 18 21 36 47 55 89 114 119 144 147 190 257\n", + " 716 784 894 1387 2033 3938 4955]\n" + ] } - }, + ], + "source": [ + "vals, counts = np.unique(size[im], return_counts=True)\n", + "print(vals)\n", + "print(counts)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:27.188625\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], "text/plain": [ - "
" + "8" ] }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ - "x = ps.filters.region_size(im=im)\n", - "\n", - "plt.figure(figsize=[6, 6])\n", - "plt.axis(False)\n", - "plt.imshow(x);" + "np.sum(size == 8)" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -225,7 +150,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/satn_to_seq.ipynb b/examples/filters/reference/satn_to_seq.ipynb index 33fc1ce9b..b839b8192 100644 --- a/examples/filters/reference/satn_to_seq.ipynb +++ b/examples/filters/reference/satn_to_seq.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 1, "id": "845482d8", "metadata": { "execution": { @@ -40,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 2, "id": "19358c04", "metadata": { "execution": { @@ -68,7 +68,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 3, "id": "e653cfd3", "metadata": { "execution": { @@ -81,7 +81,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -117,7 +117,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 4, "id": "379ae9fc", "metadata": { "execution": { @@ -130,7 +130,7 @@ "outputs": [ { "data": { - "image/png": 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fp5122rP2SSU79wzthPQbv/EbRc+X1HWo2DV5NK4Z4XWFg+XOPPPMw35vHM5obC8AR6dxOLP8ADAyPvaxjw1MV1nMypUrD/07vNYlJUzfOugb3/jGwJSqxdx4442H/v3a1742mzx5claOFStWPGua0OcK03kOClOmPveVNSMp9A0YnIY3+Ou//uvDTrUbXpcTplkeNDgN9eG86lWvys4///yivw/TwM6aNWvg388888yzpicdCWGq2sH6n6upqWlgmtOhPvrRj2YTJkxIlg/7/vd///ePeHyN5PGQEqZkPdxUy2F64Ne97nWH/v+f/umfspF05ZVXDkwTXMyll146MIXw4DH2z//8z1GZkH+YfjYI0wKHabmL+cIXvnDo32HK6kmTJh117kPPr1Km/x4JYUruwWtWqfs4L2bPnn3olWIjJUyVHaaEDsJrt4buk9FWD9c8AADg8LQrjZx6eMbSrqRdaTTala699tpD//67v/u7gVegH+lVZuEVgsF//ud/Hnpt26AQG3xVWDj+PvWpTxWt60i/H21Dt/36668ver4Met/73jfwerEgvHIsvP5qtK8ZP/nJTw69Li1cQ8OrHA/3vVHN7QWgdId/kS4AI661tTV79atffdgy4Z23gwbf0/xc4T3Y4Z3O4SE6vAv561//+sD7c1O++MUvJhtvigk33OEd1ffee+/AO9HDQ9/Q9/IOFco8V3iYC9sZ3tEb3vsbHiTCO7pHQ3h4GXzfd2iQKPYZDPX//r//78C7w4PwnuIjueiiiw77+/CAFN4vPJhH2GennnpqNpIdKw5n6LrCw1V4wDucF7zgBYf+Hd7VfCRh34cHwvCu7bCNocEvvNt50NAGwNTxkFLKfnrrW9+afe1rXxv4d3iv+0gqZf2hTDgPDrf+t73tbdmf/dmfHWpoCe8Zf67wLvmhDaHh+CvH0EbG8EBdSkNiKe6///7s5z//+cDxG8758K74oQYbU3/xi18MXCPCO9lrQTh/mpuHf8sbGtbC9XX9+vUD7woP7zL/r4mGnn3uhFg4N17ykpdklVAP1zwAAKA47Uojqx6esbQraVca6XalsP8GOyNNmTJloDNKKcJAqYceemigLSWc1695zWsO/W7oZxSOwdCx73BCB645c+ZkW7duzSqps7Pz0HF6yimnDJy7RxKuZ+ecc87AdePpp58euK6ddtppo3rNuOWWWw79++Uvf/lArnndXgBKp3MPQIUtXrw4a2lpOWyZoQ8vh5sRIjSoDI6QCQ95qQfL8KA0+KAdRmOkHhKHPph99rOfza677rqBxpdS7NixI4qNGzcuu+CCC7J///d/H6jzZS97WfbGN75xoDHht37rtw713B8JoTPC0M/2SA9+wdAGofAQtG3btoHZPYoppUGl1H02XFOnTs3mzp172DLTp08/9O9FixYd8fg69thjS8o1dGa45pprBh70U/s5pZRy4QH0xS9+8RHLhYfAQY8//vjAw2RbW1tWrtBIePLJJw9r/eEhNjQ8PHe0YDjnwmiU0OD4H//xHwOjjp57DN58882HRiOFYyk0npYjjKhbvXr1wL/DvgkNRaHBKpzbpWzXc4WRO2E/h04spQiNcuHBfOhxl2eDI+VKdeeddw7s09tvv/1ZnXkOp9TzYySM9WseAABweNqVtCsNh3al/6JdaWTblcIAsX379g38Oxwv73rXu0paLsx+PGhwlp7UuTj0szvScTDYgatSQrvR0GP8He94R0nLPfroo8/a9sN1dhmJa8aPf/zjQ/8enH06r9sLQOl07gGosPBQfSRDH6KHjmR5rjANa5gGNpT5/ve/P9Cg8Nxpdv/n//yfzypfbAaLMEtHGC3x3e9+NxuOYtM2h4ac8HDY0dExMMLk3/7t3wZ+wmwfYcrZMMvFK17xioGpjMePH58drSeffPLQv0866aSSljnhhBMOjQAbbDg4XCPMcPdZsdFoR6OUdQ/dp8MtXyzXXbt2DTSelTpiatDhpvEe2mhUyhTeodFw6H4K+3okGmFOPPHEYZcL50fYtjAa6bnbEhoXQyPo4HE+OOIqNXVyuaOrgtDY8s53vjP7+7//+0MNI4ONI+HYPvfcc7PzzjtvoCH0cA14oVEpTBO9Zs2aYecQPota6dwznCmmQ+NW2EelduoZznE/Usb6NQ8AADg87UralYZDu5J2pdFoVwod2gaFjkf/43/8j2HnEY6RYufi0XzGlTJ020PHx5HY9tG4ZoQObYMWLlyY5Xl7AShdbbxPAWAMGcn3hA8dMdXX1zfwDtuhwo39V77ylUP//wd/8AdF67r66qsPNcCEHMOIqLBsmJ44zNIRHjDDH7wHfwYV+yN4aAy6++67s/e///0DD4ZDp2YOr/VZtWrVwHvKw0N1eFd8yP9ohPcKDxrO+6aHlj1Sw8Fovtv9SIa77pHK9U/+5E8ONcCEEXOh8SCMIAqzuwxOnzx4LAydgrmUdyhPnDhxVPZTqUpd/3OPp2Lr/6M/+qNkg8vgq50G3xcfGhtLmb68FGEkZBiZ9NzRWuHB/aabbhpopAkNHKGBKOSQEt43P7RjT3iXd5jFJ5yf4aE7NDwNPeeHNnLW0ruyj/Qe8EEPPPBA9va3v/3QNS00Fn/mM58ZGMUaPtfB13IN/oRRbdX4PMb6NQ8AADg87UralYZDu5J2pdFoVwrndLme2/Fw6Ll4tJ9xJYzGto/GeTj0eDvmmGNyvb0AlM7MPQA1LjzU/a//9b8Ojaa64oornvVu3cFpW8PUwmeddVayjvBH/MHRGsENN9xw2HdHl/owHEaj/M3f/E32oQ99aKBBJrzmJkznfMcddxyaZjd0IvjLv/zLgalCw/vdh/vwMvThZHA62FIMLVvKaJ96Et5VHaa+DsKIuHAcHW761uE2juzfv7+q+6nU9T/3eCq2/jBacMmSJQPvDA/vkA6dQQYbR0LnmcGGqde97nXPmrq6XKERM/yERpbbbrst+9GPfjRwjoVOKkFoIAsNMoO/C1NrD/WpT33qWY2wH/jAB3IzO83hjFZHmk9/+tOHGhtC4/Y3vvGNgQbIvH0ernkAAMBI0q7kGWukaVeK1z3W2pWGdqoJr1u67777ys5n6Ll4tJ9xJdqdhm57mK0sdFrLo6HH29COU8NVK9sLUC/M3ANQ41772tceulkP0xWHB8FBYUrXQYcb2REeGgdv8sNsFYdrgAl+/etfDyvHpqamgXcgv+c97xloaAmjQMLDYnggGBQeDMIDYzmv3Ck2Q8lzPfHEE4em5B18Vzb/V5iKe3DkXJje+kjvZR7u8RAa3kp5qAwNdaOxn577Tu9SyoXRUYdrBHrb294WjbIKn+HQmXFGYurklDCSKpyz4T3pv/rVrwbOg9BZZ3CUU2iIDdOsP3fbwtTmwbRp0wYaQg8nvLt7tKbQHTqddykjeUZixFDKrbfeeujfH/nIRw7bsedojvuR4poHAACMJO1KnrFGmnalsd+uNHQ2rfA6v5FwNOdiKfui1NcUltruNBrbPhqG5jl0dqxy6snz9gLUC517AGpceOVMGLnx3Hehh1Ev3/zmNwf+HUYt/ff//t9LenfuqaeeesR1/vCHPywr5zBqJ7y/+eabbx54P/qgMFPGcL3whS889O/QAPXUU08dcZkwymvoNM+Hey96PRrt4yE0TvzkJz85Yrk777zzWQ+SI7Wfwju8H3300WGt/4wzzjjs6L/wiqbQUBOE0WlhhFGYNnmwgSq82/pIjVkjZd68eQOz8PzjP/7joViYGj2MpEzt4zA6bGhDR0oYFVlsqvRypw0e+r75wRGhxYRp3MMU3tU+7kNDz/3333/EOkdj6nXXPAAAYCRpV/KMNdK0K439dqWwPYP5hs5ujzzySNnrHXouhpm4Ruo4GE67UxBe+3c4oaPhoPDqudGYPWgk/MZv/MazOtwdrVrZXoB6oXMPwBgwdPTUYCNMGK104MCBgX//5m/+ZrZgwYLDNoqUOu1pmJp06MNdOcJD7atf/epD/x9GXg3X85///IGGlCC8X33oqLJihr6/ulIPxrVkOMdD+P2//uu/Dnsd//Zv/3bEMkPrHen9VMr6h5Y50vpnzJhxqDE0zHLz1a9+9VnH2cqVK0elo8fhDB3B2NPT86wGyuHs4+Dzn/98SetsbW191jpLMX/+/Gc1EhxOaKgdOupuJA3nM/nnf/7nkrbvaD6PI3HNAwAARpp2Jc9YI0m70thvVwqdAl/2spcd+v9Vq1aVvb6hn9G3v/3tI3a0Cx1WtmzZMqLtTqHNabBTYzGho1W4bgwOQhu6n/IkzJo1dLbqBx988KjqqZXtBagXOvcAjAHhYWrOnDmHptkM70EebIwJ/uAP/uCIN+mD1q5de9jpRz/5yU8e8T3KYXRXuNkf7vSpxx9/fDZc4cH2j/7ojw79/4c//OGBd3sfrnPA4Lvkg8suu2zY6xzrhh4P4WE6NG4V8+53v/uoGs9CY9nhRtf84Ac/eNZ02iM99fC111572Clpb7jhhuynP/3poWPs0ksvPWKdQ4/DT3/60wMjCAenD1+xYkU2UsK00sM9t0LDWmgoGhQaZQcbhcL73Dds2FC0ni9/+cvZt771rZLWOXQdhzsPi40ACp97MaFx633ve19WieP+cKM9w+vMwvTUo/V5HIlrHgAAMNK0K3nGGknalcZ+u1LwF3/xF4f+/fd///cDMw2VKvV6p9/5nd8ZmDVosNPXe9/73sN2wgnHznDbnUL71uG2P8xYVMrnM3Tb3//+9x9xtp+hKvVqq7PPPjtbtmzZoVmOwqvXSnmdXa1uL0C90LkHYAwID1hvfvObn9VQMjjd5rhx47I3vOENR5z2dLARJzTAXHTRRc+aQjcIU6+GB5zwx/VJkyYdtr7wjvYwKuJDH/pQ9sADDyTLhAf70GkgPPylRhQMx5/92Z8dyj9Mr/ryl788ORIjTGs79HMKo7t+67d+66jWOdYb9Qbfqx2m1Q1TA+/evTvqaBEaHcL7uI90PDxXeAVU2P+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"text/plain": [ "
" ] @@ -160,7 +160,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/filters/reference/seq_to_satn.ipynb b/examples/filters/reference/seq_to_satn.ipynb index 5bd3e86de..cc261eeab 100644 --- a/examples/filters/reference/seq_to_satn.ipynb +++ b/examples/filters/reference/seq_to_satn.ipynb @@ -30,43 +30,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "markdown", - "id": "59d843e3", - "metadata": {}, - "source": [ - "The arguments and default values for this function are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "af6f7096", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:55:47.651749Z", - "iopub.status.busy": "2022-04-25T01:55:47.651526Z", - "iopub.status.idle": "2022-04-25T01:55:47.657448Z", - "shell.execute_reply": "2022-04-25T01:55:47.656769Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.seq_to_satn)" - ] - }, { "cell_type": "markdown", "id": "eff8e419", @@ -77,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "19358c04", "metadata": { "execution": { @@ -104,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "id": "ae6fd5e8", "metadata": { "execution": { @@ -129,7 +92,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "id": "e653cfd3", "metadata": { "execution": { @@ -142,15 +105,15 @@ "outputs": [ { "data": { - "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 584, - "width": 1147 + "height": 384, + "width": 744 } }, "output_type": "display_data" @@ -158,7 +121,7 @@ ], "source": [ "satn = ps.filters.seq_to_satn(seq=seq, im=im)\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(seq/im, origin='lower', interpolation='none')\n", "ax[0].set_title('Invasion map by sequence')\n", "ax[0].axis(False)\n", @@ -177,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "id": "0334e116", "metadata": { "execution": { @@ -190,22 +153,22 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 584, - "width": 1147 + "height": 384, + "width": 744 } }, "output_type": "display_data" } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "s = 0.3\n", "ax[0].imshow((satn < s)*(satn > 0)/im, origin='lower', interpolation='none')\n", @@ -221,7 +184,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/filters/reference/size_to_satn.ipynb b/examples/filters/reference/size_to_satn.ipynb index 3ae55660e..e6dca2a8a 100644 --- a/examples/filters/reference/size_to_satn.ipynb +++ b/examples/filters/reference/size_to_satn.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 7, "id": "845482d8", "metadata": { "execution": { @@ -30,43 +30,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "markdown", - "id": "59d843e3", - "metadata": {}, - "source": [ - "The arguments and default values for this function are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "af6f7096", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:17.515890Z", - "iopub.status.busy": "2022-04-25T01:56:17.515671Z", - "iopub.status.idle": "2022-04-25T01:56:17.521398Z", - "shell.execute_reply": "2022-04-25T01:56:17.520767Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.size_to_satn)" - ] - }, { "cell_type": "markdown", "id": "eff8e419", @@ -77,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 8, "id": "19358c04", "metadata": { "execution": { @@ -87,22 +50,7 @@ "shell.execute_reply": "2022-04-25T01:56:17.606004Z" } }, - "outputs": [ - { - "data": { - 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } ], "source": [ "satn = ps.filters.size_to_satn(size=inv)\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(inv/im, origin='lower', interpolation='none')\n", "ax[0].set_title('Invasion map by size')\n", "ax[0].axis(False)\n", @@ -611,7 +116,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 10, "id": "0334e116", "metadata": { "execution": { @@ -624,400 +129,22 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:17.790962\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "s = 0.3\n", "ax[0].imshow((satn < s)*(satn > 0)/im, origin='lower', interpolation='none')\n", @@ -1041,7 +168,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 11, "id": "b162476f", "metadata": { "execution": { @@ -1054,465 +181,22 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:17.980383\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "bins = 5\n", "seq = ps.filters.size_to_satn(size=inv, bins=bins)\n", @@ -1824,7 +274,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -1838,7 +288,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -1948,11 +398,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_99d4c5d8fd5b4e09b66706c2111efed5", - "max": 25.0, - "min": 0.0, + "max": 25, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_923a0f5fe4bf4237867dbb1f1e9572ee", - "value": 25.0 + "value": 25 } }, "923a0f5fe4bf4237867dbb1f1e9572ee": { diff --git a/examples/filters/reference/size_to_seq.ipynb b/examples/filters/reference/size_to_seq.ipynb index c2791361f..60ccc0d36 100644 --- a/examples/filters/reference/size_to_seq.ipynb +++ b/examples/filters/reference/size_to_seq.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 6, "id": "845482d8", "metadata": { "execution": { @@ -30,43 +30,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "markdown", - "id": "59d843e3", - "metadata": {}, - "source": [ - "The arguments and default values for this function are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "af6f7096", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:11.992757Z", - "iopub.status.busy": "2022-04-25T01:56:11.992536Z", - "iopub.status.idle": "2022-04-25T01:56:11.997849Z", - "shell.execute_reply": "2022-04-25T01:56:11.997347Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.size_to_seq)" - ] - }, { "cell_type": "markdown", "id": "eff8e419", @@ -77,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "id": "19358c04", "metadata": { "execution": { @@ -87,22 +50,7 @@ "shell.execute_reply": "2022-04-25T01:56:12.084278Z" } }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "961bb966f0da46559d911553e5e1bddb", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/25 [00:00\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:12.175855\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } ], "source": [ "seq = ps.filters.size_to_seq(size=inv)\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(inv, origin='lower', interpolation='none')\n", "ax[0].set_title('Invasion map by size')\n", "ax[0].axis(False)\n", @@ -619,7 +117,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "id": "b162476f", "metadata": { "execution": { @@ -632,473 +130,23 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:12.271771\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - 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59Kc/3Zb6A5Bv2suto72svdwM7eUo+uM//uNq+YMf/ODiDYv3FYEToqeCcMPZpbifJeHfltrO4fz77//9v2fua1/r2y3+3D/+8Y9nvl+W/OZv/uZiLE0Qomrq3XS2VdeM66+/vhqzE66hIQKs3udGN58vpMlEhwaEu26HXOB6QnbXkqW8ubSQ5xey6UKjLmS6ffGLX1zMAVtOuBv9cl8msoQPgJC1FzKOQ7ZjaITE88XilstBDo2L8DxDJ1vILwsfbCFrsB3Ch+lSbmFoIGcdg7j/8B/+w2IGYhDy1vblda97Xd314QM75KQt1SO8ZqecckrUKiGzsZ74Y4UP+9DgqOcHfuAHquWQObcv4bUPDZSQGRieY/gCGjLqlsS/kO4rF3tJI6/TBRdcEF155ZWL5ZBP2UqNPH7YJrwP6j3+f/yP/zF6xzveUW34h7zEtJCJGf9iHs6/1Yh/6Q0NvEa+2LZD+OIUzosgNHBD58RyX3bCF8WlHNfwRS9cG/YlZN+GfYUMypDFCkBv0V5uLe1l7eVm9Hp7Obx+S53+Ias7dPo2ImSb33HHHYs/LIT3dTzTPH6MwjkYfkCrJ/xQEu7NsHQvhk557LHHqudpyKUP7919CdezkGserhvhfg7huhay/Nt5zfjHf/zHajlk8zebod+J5wtpOtGhAccff/ziDYbqiX+Yxn9FTwsN/KWREaHRsVxDJ3xwLzX8wq/wyzVa4g2Fj3zkI9GHPvShxS8DjVjuRizDw8OLI1TDDT7CPsPNOcINlULj9kd/9Eerv9i2wne+853Esd1XQySIf0EJH8rhJjCHHXZY5vaNNPAbfc1WKtwIJdxcqp5wQ5v4DVT2dX5t3LixobqGG7n8t//23xYbno3eoLKR7UKDKHSS7ktolCx54oknFhs3hx56aLRa4UtruHnUSh4/NKpCQzg9Siy858IohPAFONx4KYw2SZ+D4aZhS6NQwrkUvsyvRhhJ9YlPfGKxHF6b8MUlfIEK7+1Gnlcr/P7v/361syE0IMNzzxrRFm44teTmm2+Ofu3Xfm1Fj/XMM88sdqavZjQSAMWivay9vBLay9+nvdza9nJot4Y2aBDOl1//9V9v6O9uuOGGanlp1Ply78X4sdvXebD0Q0mnxNvv4RxvtP2+dGPipeder1O5FdeMcOPe+I8XeX6+kKYTHRps5O1LvFEXH8GQFqa5hWl2YZtt27YtNnDT0xjjUQhh+3AH+uWEO62HX8n/6Z/+KVqJrGmx4YtFaKxs3759cWRBuGt1+C/cGT1M6fuRH/mR6GUve9niVNGRkZGoWSEqYsmRRx7Z0N8cfPDB1ZE/Sw3Zel8KVvqaZY1CakYjjx1/TVe6fVZdQ8dl+DLX6EiZJfWmSce/xDQyRTp8iY2/TuG1bsWXgnD395VuF94f4bmFUSjp5xK+7IYv5Uvn+dJIm+Wmpq52VE0QGv9ve9vboj/90z+tNtSXGuvh3D733HOjl770pYtfzPf1hbIZoRH/u7/7u9Xl8AWl3hed8KV7SRhV3szI8nA+6kQH6B3ay9rLK6G9rL3cjvZyvA0bOvj/3//3/11xPcI5kvVebOYYd0r8uYcfGFvx3NtxzQg/HC055phjojw/X0iTiQ4NaGXeYXykzPz8/GIWV1z4oLniiiuqy7/4i7+Yua/3v//91S8EoY5hJEz42zD9M0xPCg2e/3sD4cX/lsTLceHLybe+9a3od37ndxYbKvGpr7fcckv00Y9+dDFvMTTyQuZlqH8zQj7akpV0ssW33VdDtp0Zlfuy0sduVV3f+ta3Vr8QhJFSoTEbRo7cdddd1empS+dCfIprI1lwY2NjbXmdGtXo46fPp6zHv/jii5f9ArCU/biUexm+/DYyPbwRYQRc6MxOd16HhuQXvvCFxS8NocEdvrCEOrRKGD0TriNL7/uQqfoLv/ALdf8mXD9Wq17nCADlo72svbwS2svay+1oL7ejDRt/LzZ7jDuhE+33VrwP4+dbs1noge8rdINOdOiCeCMjfQO+kBG2NC0uTN0844wzlt1HGDWw9Ct98MlPfnJxamnIKQs3RgmjCeK/AjfaOAt/d+mlly5muIWpVh/4wAcWf+2P35Al/GJ7ySWXRK95zWsyv2DUE/+wXJpu14j4tqu9cVTZhNcrvP5BGAkVzqNwo6Iw8ipki4ZjHvI0m22sh0zSbr5OjT5++nzKevwwSmzpBkIhCy9+86m/+qu/qn5RCnng8anBqxW+VIfszQceeGDxJjq/8iu/ksgBDO+n8AXh9NNPX/wyt1ph5F44B5aOX7g+hM6ElTT8ww174p0Ljf531FFHrbr+APQu7WXt5VbTXn7+Y5etvRxvw4aYjmbasO973/sy34vNHuNW2NcPOfHnHs7pZp57uMlqu8XPt/gPFCtVlOdLuehEhy549atfXf3wCNNBw01MlsRvzlLvF/3QiFn60AlTR/d1E5nQCFmJ0IAMWW7/5b/8l8UbOoVf///lX/4lcZOVMGojNGBWKn639UZH3O7YsaM65THY113We02Y6rz0BS1MH95XvtxKz4fwRbCRRk6YNtyO1ymdTdjIdmFUTL0vJeGGSenRNeEYhi8FrZyaupwwgia8Z0Pe46233rr4Pgid20ujW0LHQJjGvhrhdQjXmqXs1xe96EWLX0QaGUESH1m3dGMgAOgk7WXt5VbTXi5/e7kdbdhm3ouNvBaNxls1OvK6KO33eD0buQFw0Z8v5aITHbog3F0+/GKfHl0TRjv87//9vxfLoaPrTW96U0MZYI3c4OOf//mfV1XnMFoj5NCFG8iEnMclX/rSl1a8rx/8wR+slsMXop07d+7zb8LNo+LTaOvlO/aidp8PobEcRoSs5AYvoWHTqtcpZBHGbwLTyOOfdtppdTuMw42KlrJKw6ikMLIkTEtd+sIUMvpWc7OblQg3+AyZ5Zdffnn138LU8zCCrlkXXXRRdcRQeB3CezVcexoRvylW/L0HAJ2ivay93Gray+VvL4fns1Tf8KPS3XffverHjb8X4zfFXO15EM+hX5pZU0+Ii2q0/R4ii9oxGr4VzjrrrMQPW80qyvOlXHSiQ46mqIZRKuHO0sE555wTHX300XUb6Y1OKwtTv+KNjdUIjayf+ZmfWfbGII068cQTqzeHCjmR8dFEWeI5fJ1qqBXJSs6HsP6v//qvV/wY4YZC+xLfb6tfp0YeP77Nvh4/3Dl+6ct5uHP85z73ucR5FjqhO50VGh+5FvJeG/nCvJwwxXwpPzaM1glf3lfyBS3k0C7dnOuaa66Jvvvd7zZVDwBYDe1l7eVW0l4uf3s5/PgWbhy7JNyjYLXix+jLX/7yPtvnoWN4aSZoPfHow33d6DbMXFj68TBL+EEjXDeCcK+HdI59XoRZIEu+9rWvLd6fohlFeb6Ui0506JLw4b5p06bqNKbQURXPe6x3g6T0nay/+c1v1p3eFXIa99UJFkb1hA+flU5PO+igg6KVCg2t+I1qfu/3fm8xozBL6AD8h3/4h+ryW97ylhU/ZtnFz4fQuKt3E6t3vetdTX2ZC1/e6o2q+PrXv56YrtzqqZ0hm7velL+Qc3rDDTdUz7Ff/uVf3uc+4+fhhz/84cWRY0vTs9/85jdHrRKm7a70vRW+6IUvLiv1+c9/Pnrve99bPQ4hwiVEuaxEuDYtdVyE0TRhKm344tSI0AkRRkIBwGppL2svt5L2cm+0l3/jN36jWg73RFi6AWojlosF+cmf/MnFUfBLP6781//6X+t2dodzZ6Ujqf/+7/++7vMPI/AbOT7x5x5ufryv0etxnYpECTeN/eEf/uHE94xms9GL8HwpF53o0CXhA/8XfuEXEg33pelM4U7xr3/96/c5rWzpS0X4QhBukBSfohiEqW3hA/c3f/M393mH8JA1GX4NDzdSue2225bdJjQ0/7//7/9L3KAp/kvySrzjHe+o1j9MX/vxH//xZX+BD9MG48cpjOr50R/90aYes+xfMpfyAcO0xTD1cteuXYltQidoaASHXMGV3jE+ZPaF1/+nf/qnl22Ihi9t4SZASzmTYQpzeE1bJbwnwhfXsN8bb7zxeetDLmO46dCS8IXguOOO2+d+X/rSly7eSCoI59/SdNBwXrdyCvTZZ58dvfGNb4y+8pWvZH75DjdGCq/bknD8wvNeiXBswj6WXoeQG/na1762qTr/wR/8QXTooYculm+++ebFBm+YMpsljLj50Ic+tHiDt3CdAIDV0l7WXm4l7eXeaC+/5CUvqW4TssZf9apXRZdddllmR23o+A4/DIT7MMRHuS8JPxaEWZ5Lwojn8N6M59ovdcqG9174Ma6RNny4IfKxxx67WA51C+/hkKsfFzrt3/3udy9e+5ZiauoJg2CWRuKHcyHES/35n/955vEM53v4YTK8xm9729uiTvnIRz5SfT7f+ta3Fq9XWT8+heP63//7f188BkV9vpTH9+dqA10RLvrhAyFY+kU/CB/0+++//z6/VIQP8zCFLrjqqquirVu3Lk5rPfLIIxcb2t/4xjeqH8Rhemq9zMjgscceW+x0C/+F6aMhUy78P8Q6hJEY4YtD/ItHuGP7G97whqaee3h+n/nMZxYbX6FxcOeddy7eYT38Ih/uvh4++ELmXDzHLjTeTNPKPp7hplZhlFIQGgehARqOZ/jyFV7bcD6ErLjweoapjfEG6L6EBnJo9IfRJ6Fh/sIXvnDx/AhfAsJ5EW72syR0vP7FX/xFS59faFRv3Lhx8aZdL37xixez9ML0vdCID7mO9957b3Xb8O9L76tGhBsmpUeUtHpUUJhqGuJVwn9hmumpp566OBoqZCGG92iof2hALgnbrOQ5LAlf2JemJ69du3bxfftrv/ZrDf3tn/3Znz3vNQ83Q3vlK1+5OPIlvEdDzEs4n0KHerjJUnheYd33vve9Vd0YCACyaC9rL7eK9nLvtJdDR2p4PcMAkPA++a3f+q3o93//9xdf63DD0tCBG35ACRnyoR279MNA1uzNcB6E2QtXXHHF4vKf/MmfLMbyhKiXMBI+jI4PswzCfkLEVOiQD+dBPWEmQOjcX/oxMPzwEv42/DAQbjYbOo9DLn+oZzi33vrWt0a//du/XXefocM/1DGcf9/5zncWO43DrJTw2oXzI5znYZtwPMP1JESpLN3U9DWveU3UKeE6Fq5TF1544eLjh7qG8zUMxgk/fq5fv37xh8/wY2V4fcJM11//9V8v7POlRCrQg17ykpeEn/8X/3vve9+77DZf//rXq9uE7RuxtP1K3lo/8AM/kPi78N8XvvCFhv/+t37rt5739/H/RkdHKx//+Mf3Wb/rrruuMjg4WHdf8f9e+9rXVnbv3r1sncIx3dfxXXLttddWjjnmmH0+3k/8xE9UduzYUXdfRx55ZHX7++67b5/H7oILLqhu/1d/9VeV1QiPt7SvUI99Wen5Feq3tH2o93Lm5uYqv/RLv1T3OG7YsKHyxS9+saH6preZmZmp/PIv/3Ld/R9//PGV22+/vdIK6WP07LPPVn76p3+67uOfeeaZlccee2xFjxPOq+Hh4eo+Dj300Mrs7GyllZZ7n2f9d/TRR1f+9V//ddn97Ot1i5/TK/0vy/3331/58R//8Yb3c/DBB1f+8R//saXHD4DO017WXg60l7WXi9Zejr/W73nPeypjY2MN7XNoaKjy1re+NXN/4bXdV1v7hBNOWHxtV/L+fv/737/P8+V73/teQ+f3ksnJycpb3vKWhq9Xa9asqfy3//bfOn7N+NrXvrb4WjZSx9/+7d/uyPOFeoxEhy4LWY7xLK8NGzYsjqxZSeRCGJ0SRpFeffXVi1nE69atiw4//PDop37qpxan6S1Nv6sn/Cof7mAefgEP+wm/5IZf5sMInTAtMYwACNPNwi/EYURQGInaCmF/4RfhkB8YRheFKYKhHmE6ZBjVE6ZkhaltIYuO+sKv7CH/OkxVDiOpwpS48Kt7GHUTRlyEERFhJFYYyXD//feveP/hNfnLv/zLxf2HkQMhTzGM8AhTXcNoln/37/7d4vTXRqYaNiOcgyHvM2R+h+cZIkbCiK/wngkjVcLIsZCpF79pVCPCiOpwni1NDw8jTZZuqtkq4bwOI8XCCJV/+7d/WxwJEUaphVFlYVrx0ki2MIU0jEZp1zFsRhipF64LYQRTuJlUGBETRtuEcyscpzD6Jlxjwoin8D4N0yNbffwA6G3ay9rLraK93Dvt5fBah1kHIbYjjBoP79swsjnMogyj3sOxCu3cU045ZXFEeZh9GZ5nvdc2ZMqH4xfOnX/9139dfB+GcyfE4oQ6hXMnzAZdiRAnFUZShxml//Iv/7K4z1C3sM8wiyVcn8I+l7LsGxFG6X/sYx9bvG6G60Z43UIUTrhWhVHdYaR3GOUfZkuEke/hOhges9NCFEt4nUMkVciFDzMNwvMPI/pDHcMxCCPKwwyPMKun6M+X4usLPendrgQA+RO+OIQphUFoYDbzRaIIwpTd0CgPWYRhWmVocDWSDwkAQG/TXmY54b4JIfIpeO9737u4DBSfG4sC0NPCzb+WbjQURlH7QgAAADXaywA60QHoYWEyVpg6uSTciAYAAPg+7WWA79OJDkDPCtmoIX8xOOqooxbz9gAAgO/TXgb4Pnf+AqBnhJsUfeYzn4lmZmYWb7QUbgi0JNx4KNwwCAAAepX2MsDydKID0DNuu+226E/+5E+e9++ve93rol/8xV/sSp0AACAvtJcBlqcTHYCeNDo6Gm3dujV685vfHL3tbW/rdnUAACBXtJcBavoq4S4RAAAAAADA87ixKAAAAAAAZNCJDgAAAAAAGXSiAwAAAABABp3oAAAAAACQQSc6AAAAAABk0IkOAAAAAAAZdKIDAAAAAEAGnegAAAAAAJBBJzoAAAAAAGQYjFrsZf2vizpl4OCDmvq7+Sd2RL1g9xvPSizPjfZ1rS4bP3Ft1AvmX3r6qvcx8I0bo163/VOrP45FseWC9r7eg0dtrpYXNqxNrNu9db9qeWat60MrPov61owm1lXG1zS0j8rQQLU8szH5N9Mbax/V88PJ12nnid173drtqPcU+7ygGK5a+Fy3q1BInWzvf+mRG5r6u5/ddEbUC15x667E8vTCUNfqsu2U8agXXHpfc+dk3HuO7o3zs557Ppj8rlpmx77rurbu/7MPXVMt71xYSKz72uTWavmZue69R4t+fYh/Fk0uzCbWTVWSxzzLZKVWfmiu9j0seHB2Y7W8cz75ne0z95f3erH/q7Z3uwr0gKta2N43Eh0AAAAAADo1Er2TemVEOfnWf9pJ1fJ8V2tSbNs/+aLYUuxnelZl7v4Hq+WBk4+P8mjitWdWy+Ofvz4q02dRo8e8b7Z29eifSV5JBidrv3fPDw+k1tVGos+NFft9Y+Q50Msjysm3jz5wdbX89MJIV+tSZHd/uDb6vM8Xp5Z5wxHnVMuffLB2rubJm+54uFr+9AmHR2X6LGr0mI/FJpBuHJhMrJuqDGWORN+4prbtzr1jUZEZeU7RGYkOAAAAAAAZdKIDAAAAAEAGnegAAAAAAFDGTHTq2+8zybuA77zo7K7VBfadg067zd96Z2J57a21sutDZ455M79uD5xXe58MzPjtG4Car5y8IbF83i0TXasL7CsHnfa7cPO5metcHzp/zBt1yT03V8sbB/asen9Ae/g2DgAAAAAAGXSiAwAAAABABnEusEoLN91WW3jp6d2sSu6Jb8mvjZ+4tmPRLiO7FzLXTbz2zMTy+Oevj3rd4LZv18qpdfNvrE2R3nliXwdrBQC941ePrMU1XHrfDV2tS96Jb8mvbaeMdyza5dChZzLXvemOhxPLnz7h8KjXXXbsqZnrXnFrLYPzM/ef0aEaAcsxEh0AAAAAADLoRAcAAAAAgAw60QEAAAAAIINMdDoinnNc5ozj4SeT2XKz+69p6O/6r74pKis56MXOR29VRnq9HPR6euXa0az9PnNdrZxad/+l7c22b4Wj3pM81wAornjOcZkzjo8YmE4sP7nQ2Ffqdx9V3qxwOejFzkdvVUZ6vRz0enrl2tGsr5y8oVreP9qeWPfMP2yJ8m7/VyXrDEVmJDoAAAAAAGTQiQ4AAAAAABnEufRoREMr4hnaEd1QdPO33plYHj5qc7W8sGFtrXzTbR2tF7Tq/Vzp72v47/oWKm2qESuNSslLtIv4FoDORTS0Ip6hHdENRXfh5nMTy5996JpqeedCrc30q0cmt4M8i7+fpyrDDf/daN9Mm2rESqNS8hLtIr6FMjMSHQAAAAAAMuhEBwAAAACADDrRAQAAAAAgg0z0HjU4lcwqnhvta/k+s0y89szE8vjnr4/Kau7+B6Nes/2TL+p2FWijbuac99K1o0z56HLQAbpjpH82sTy9MNTyfWZ50x0PJ5Y/fcLhUVm94Yhzol5z94fP6nYVaKNu5pz30rWjTPnoctDpFUaiAwAAAABABp3oAAAAAABQxjiX/tNOyly3cNNtHa1L0QzMVDKX54f7mtoHQLfiXUS7NB+v8vAl2dPQ58ayr/ODk8t/Vhx+2TWrqB29Ys/rVx4FsPaK69pSF/Ltow9cnbnuV488t6N1KZqNA3uS/zBQK+6cX9vcPgC6FO8i2qX5eJW+bZsyt925dyxz3cY1k8v+e+W8R1ZRO3rFa27fseK/+cKJB0V5ZiQ6AAAAAABk0IkOAAAAAAAZ+iqVSkszOV7W/7qo1eZfenpL9zfwjRujXhePQcgTkQzFtP2TL2rvA/SVJzpoywXFu/7k9XqRF2W+btV77cv8vOleZEuzmo16uWrhcy2vSy9oR3v/0vtuaOn+3nP0GVGvi8cg5IlIhmK6+8Ptvab3zUelcey7ihc/ltfrRV6U+bpV77Uv8/Ome5EtzWo26qWV7X0j0QEAAAAAIINOdAAAAAAAyKATHQAAAAAAMgxGOdTqDPR97b9XMtLlGlNYlb5i56PH60/plDk3vOj1p/hZ562oU7N56bRXqzPQ97X/XslIl2tMUVUGip2PHq8/5VPm3PCi15/iZ523ok7N5qWvlJHoAAAAAACQQSc6AAAAAADkPc6l3REuzTx2r8S85DUWQYwADUWj5DHepWTxLfH3oliolXFNoxNtl+mNQ5nbLQyW63rUiqgX8S7ljXBp5rF7JeYlr7EIYgRoJBolj/EuZYtvib8XxUKtjGsanWi7PDR7QOZ2T8+vjXrda1JRL+2KdzESHQAAAAAAMuhEBwAAAACADDrRAQAAAACgU5no3cw27+ZzkZ/eeunsZXnC+bH9ky+Kcpk/3s189JLloNN6rmmsxsK5pyWW5aC3LiOdYmWbd/O5yE9vvXT2sjzh/Lj7w2flMn+8m/noZctBp/Vc01iND9yfvG/P9pnsXG856CvLSG8VI9EBAAAAACCDTnQAAAAAAOhUnEuvqhf9Iuql9VEIYhBYlkiVtku/99IRJTQu69i5vrGk/7STquXp/cS3QJ6jX0S9tD4KQQwCyxGp0n7p9146ooTGZR071zeWfPSBq6vl7bMHZG4nviUfjEQHAAAAAIAMOtEBAAAAACCDTnQAAAAAAMggE73DeendzEfvW6iVK/3lyhKWIUyebbnw292uAgVSL2feta63LNx0W23hsGTeshx0yG9eejfz0cf7Z6rliYXhqExZwjKEybPj3nFdt6tAgdTLmXet6y2/euS51fI77749sU4Oev4UvCsVAAAAAADaRyc6AAAAAABkEOfSYf2nnbT8NO0OGLvy+obiAopI/EH73fXntanJfVEsG4ieFn9/le26kkeudQD599EHrl52mnYnXL71mIbiAopI/EH73fXxH6qW+6e6WhVyJP7+Ktt1JY9c6yC/jEQHAAAAAIAMOtEBAAAAACCDOJcelZ72X+YYhvhzG9k5Vy0Pbvt2l2pE6U305qW1l64reZQ+3uJdymXkyzcklmdff1bX6gIUQ3raf5ljGOLPbfPQzmr5smNP7VKNKLuF/WrfK3tJL11X8ih9vMW7lMuHjjsxsfya23d0rS4sz0h0AAAAAADIoBMdAAAAAAAy6EQHAAAAAIAMvRnc20ULN90W5VE8O7fMOcbTG2unvJN/3+768zO6XYVC2vJWWdS9dF2Bblh7xXXV8h756JArv3rkuVEexbNzy5xj/ODsxm5XoVDu+vgPdbsKhbT1om91uwq50CvXFeiGL5x4ULUsHz0fjEQHAAAAAIAMOtEBAAAAACBDyxMtBr5xY7U8/9LTW717OhzBkFamSIbpVyajSka+fEPU654/nbPSpZoUz5YLv93tKkDm9bredR1gpd5zdK0Ndel92k9Fj2BIK1Mkwzvvvj2x/KHjTox63V2Xp+IaF7pVk+I57h21KDXIg/j1ut51HWgNI9EBAAAAACCDTnQAAAAAAMigEx0AAAAAADL0VSqVloYev6z/dZnrejUjPZ4TX2ZFz0vv1czgRA56X2OXg74R4YmBHPRyXxPKqlevdb1kz+vP6nYVcm3tFbVM26sWPtfVuhRVvfZ+r2akx3Piy6zoeem9mhmcyEFf6Gvob/qnjLcL5KCX+5pQVr16reslr7l9R7erkGtfOPGgtrT3fTICAAAAAEAGnegAAAAAAJBhMGsFzeuV+JZ6EQFiHDpv50VnV8uV1M9js2tr0zb3bE5HsYhmaZT4FqBocSWiXZLHA1qlV+Jb6kUEiHHovPNumaiWJxeGE+sendpQLX/zvmOTf7i7/XUrC/EtUE5fffSmzHUvP+y0qMhxJaJdosTxaCcj0QEAAAAAIINOdAAAAAAAyKATHQAAAAAAMvRVKpVK1EIv639dQ9vNv/T0qEx6NQc9SxEy0eMZ7mXLQV8YSm43cVitPPOC+eTKvtVfAvpGypOrLve83O97yn9dJFsv5aM3moN+1cLn2l6XMmq0vX/pfTdEZdKrOehZipCJHs9wL1sO+uR8MhP9m48dVy0/+UgtH33RQu3+SM3qnyrP+Du55+V+31P+62IrctDLlI8e10v56I3moLeyvV+eT0IAAAAAAGgxnegAAAAAAJBhMGsF9YlvWVkkgJiH1se31DO9IT1ls6WpTUBJpa/V4l3KHXFShHiXhQZbqv1z7a4JvUh8y8oiAcQ8tD6+pZ5bdsXyGgEalL5W91K8SzMRMEWLd0lHnBQh3mUyFlVWz1j/TNRtRqIDAAAAAEAGnegAAAAAAJBBnEsdIlsoUoTLwlD2ukqb3+mV6drvcX0jC1HRbLnw292uQmGJaiq3Vry+ImGKE+/SraiXepEtc6PpeLKVf3Zu/MS1Te2D3iCyhSJFuEzOZ0953ztT58tACyyM1tr4/VPFG4t33DuyP/OoT1RTubXi9S1zJEw83qVo0S7Lxbt0K+plsk5ky3S9zqw628U/O7edMh51QvE+/QAAAAAAoEN0ogMAAAAAQAad6AAAAAAAkIdM9IGDa1k8A7cnc5f61oxWy3P3P9jJatEB8UxcGcqtU8n4GWxurBJ1SzwfPa8Z6ek6Au1T75o/+tRstew+JPnNS+9kPnq9HPSZ/bLz0edrzcjnuf/S5L1FjnqPjPR2+tIjN2Sum1yoveffcMQ5HaoRnRLPxJWh3P4c2Z17x6Juieej5zUjPV1HoH3qXfNPGHmsWnYfkvzmpXcyH71eDvrdk9kZ7k9Mrctc98w/JNft/6rtUTvk79MOAAAAAAByQic6AAAAAAB0Ks5l/qWnZ6+LlU3bhtXry5ilODiZnPI+u19+4l06GfXSaGxLfKq/af71iWOilaYOrE3jG+9qTWg02iWt2aiXhcHs+JZ4bEtlIPbv65OfZTNHTjf12Ns/ld1WpTGX3pcd2fLdmVrZtG1YvbH+2ptqcr4W7bJxzWRiu0dm1kd5jE5pd9RLo7Etz/zDlrZP8y8LcUy00h3Th0Zl8dVHb0osv/yw06IyRrukNRv1MhmLI0vHt8RjW6YXag3+e589MLHd47dm16uenR88IGoHI9EBAAAAACCDTnQAAAAAAMigEx0AAAAAADqViQ77Mv756xPLMpZbo382e13fXGy7yeRvZwtjsRzBvs5mpzeaWd5JT7ztnMTywX96TdfqAr1k8vzkZ8HYlcnPCnonLz2eg75nc+wzakMsbHs1khHsQBt8+oTDE8sylltjbCD7OrhmuPZlYHq/5D0jZneP1BYWOnsRbDSzvJOO/1Yym/fOF9f5IgW0zMV33ZtYvnzrMV2rC93NS5+O5aBfc++xtRWPxz6vVqFvrj2fdfnrwQIAAAAAgJzQiQ4AAAAAABnEudBT+vI3m7AtRnYlY1nmxmrlgenktJaF2Lpe0TcVywqIomhooq+heJdejXYRudQ4cVXNq/hZv9RRL/WiXab3T16DG45waXCWZl9/Z6PKgO4a729R9FPOnbLh0cTyN/ceVy2PjMwl41yi1kyPL5KBdcmIlkPWPtdQvEuvRruIXGqcuKrmTSwMt3X/X330prbuv97jvfyw06Jej3p5TZ1ol1v3HJpYbjTCpdFYlr75qCN8ZQUAAAAAgAw60QEAAAAAIINOdAAAAAAAyCATnVxlCMsPfr6Nn7i2Wt550dkN5b33p6L8Rp+u5UjtPTiZDTvwXC0ffH5dKkiqT45sVj56L2ekUz8HvdF1rnf0aj56sPuNtYz0mfWpz5qsHPS+xrPOBwY7FIwIrDhDWH7w8207ZbxaPu+Wicztxurkvb/wwFpG+nWPHplYN7r/VLU89cxo8g8XGrzBRI+I56P3ckY69XPQG13nekev5qMHr7h1V7Tk3mcPjBIyctDTGej1ss7T9/vrBCPRAQAAAAAgg050AAAAAADIIM6F0ke7xGNOxq7MjlYogvX3TieWnz1mZJ/PORjaE5/ynpzyEo93WZhO/q5WGS3PdPi+qVpszdDu5DEYqM1wXVW8S1ljXkQutYfjWv+6Rbnt95lavMsTnzo9e8PY5XpweC5zs+Hh8nxeQdm1I9plPBZzcvnWY6Ii+7G1tyWWv77npIaiXQ4brU2bP+uw5LbxeJeB8eS1dP65ZHxJkQ2sq0WvbNywJ7Hu4NHnWhLvUtaYF5FL7eG4Zl+rW+Wrj97U8n3SGl85eUO1/PgHk1EvWREug5PZES31ol06xUh0AAAAAADIoBMdAAAAAAA6FedS6a8Nve9biEdIQPNRB8H0K8+olufGkr//DE5m5wCMfPmGqCwGvnFjYnnjN1q7//suOzuxPBfVIlAqI7Fj3Ffs9/bQRHvv4pyOeemfqx2vF3zs2rY+NsUk2gX2HeEisiU/JhdqcXJj/cmoOWg26iB45923V8s75tYl1h00mB3H8aHjTozK4j1H177zNG8isXRYVIuIefSLyXiYvbHy/ESse2Chve3ldjtkbXPxLc3GvIz01z6vbj692N+VaA/RLuWObEnX8eWHnda1uhRBX0aESx4iW+oxEh0AAAAAADLoRAcAAAAAgAw60QEAAAAAIENfpVJpaWDX2W/4YOa60admq+XBbd9u5cNCofSflswirKdvthYKNX/rnVEebP+TsxLLeclL75uqZbinjT1W+81wYCr1dx3M3Yrnowcjz9aW9/vMdVHRyO+ufy+HVivb8e6LXTrGrmzvsSO/tv/16YnlTuag3/Zz72vr/svq43e+JHPd1uHHq+XLjj21QzWC/PnoA1c3vO1YLH78ws3nRnlwz6d/MLGcl7z0gXW1PoW0kw5/rFo+eDSZib5mYCbqlHg+erBp5Jlq+Ssnb4iKRn53/Xs5tFrZjvd4f+29d/nWY0qbiZ4mEz3p3j9K3n+vkznod/zeO1u2LyPRAQAAAAAgg050AAAAAADIEJuT1RpPvTB7atfgnpFq+fBtrX5kyH80SzMqQ9kRJd2y5debix2568/PaGtky9Du5PVnaKIvM8KlWxYGk3WcXl8r735jMianCPEu8fiSskWNNCN9DFod71Jvf0U4/u2Ou6GY4vEtnYhwYfU+dtePZq47eF08QuGRjtQH8hTN0ozJ7qUhZjr2Td9p6u/u+vgPtTWyZeOGPYnlQ9Y+lxnh0i3TC8lulkem96+WX3FrLdqlKPEu8fiSskWNNCN9DFod71Jvf0U4/q06HkWMcCFbPL6l05G6rWQkOgAAAAAAZNCJDgAAAAAAGXSiAwAAAABAhr5KpdLSBLZjPvjHDW03MJNcPuq3r23o73ZedHbUKRs/0VidKL+Bk4/PZUb5wk23RWV0/6XZ7/N4znlavdzzImRuDU0kL8cjuxcKnSVdhIzuduurvYTR2JXX98RrUcRzle565MqTu/bYt/3c+7r22EV2/Bd+r6HtRoeTucYHvfqOhv7uvFsmok7Zdsp4xx6LfPvkg1fnMqP8V488NyqjZ/5hS+a6eM55Wr3c8zXpToYc2jSyK7F86NAzbcvW7oQiZHS323h/7by7fOsxPfFadOJcLXom+ssPO63bVciVh37nnK499h2/986W7ctIdAAAAAAAyKATHQAAAAAAMgxGXTI/nFy+5wO1+Ib0LKzhZ2rxDaM7Oze3rl50jKiX3olvyVuESy846j3J99cTb+ve1J9Omh9JLQ/Xrn3TrzyjWh758g1REcRjPXo12qWSk5+qRawA3TA1M5RYfvBzp2RGvWw54MnYUufiXOpFx4h66Z34lrxFuPSC/V+1PbF8/LeS14uyemp2bWJ5pL92LXzn3bdXyx867sSoCOKxHr0a7TKxkOrc6pIixgFB0eTk6z0AAAAAAOSPTnQAAAAAAMigEx0AAAAAAPKWib6SvPT5NbXy1Mbu5KOvJC89TX568chAz5eD//SazHW9kpc+N1b7zTMVnV4I8tGBuEeuPLnbVSBneelP7q3lBH872lwtv2j9g1G31MtLT5OfXjwy0PPlzhcn75PQi3npO+bWRUUmH51Wevlhp1XLX330pq7WheY89Dvl66sxEh0AAAAAADLoRAcAAAAAgCLFuaTN7Febazc627dstEu3410ajX4ZnKosW04bu7IWfUBn9J92UrerwCqjXsoc7TI4uRCVRTzaJa1sUS99sZdt7rwXJdYNbvt25ysEkFOP79qvWl43PF0tf/vZWrRLt+NdGo1+GemvxVIcMbQz828u33pM2+tF0kcfuLrbVWCVUS9ljnY5aPC5qCzi0S5pZYt6Ge+fqZYvuefmxLrLjj21CzUC2sVIdAAAAAAAyKATHQAAAAAAihznEjc7XotAGX42GecyO15bHprIZ7TL3GitjgMzlcxp/5PnZ0caiHppDfEt5Y52KWK8y8B0ajl2jRh7YHe1PB+VVy9FvUAvuevPz0gsj0eTXasL+ff4nnXV8lHrk3Eoj0xvqJY3jeyK8mh6oRY3MbEwnDnt/+K77s3ch6iX1hDfUu5olyLGuxw4tCexvHGgtvzC4aejXtBLUS/0jpcfdlrU6+76+A8llteU8O1sJDoAAAAAAGTQiQ4AAAAAABl0ogMAAAAAQFky0edHa+WFyfp5wnk3P5zMdB+caizHPZ2XLiNdvjn7zkjPaz56/1wl8xoQzwcvcw56K/LSG9XuXPX4vS3S+me8ivSWB37v7NjSXBdrQtE8N1lr8O9eE2v8R1F0yGjtHiFFsHN+bWJ5vD+Z8Z4lnZcuI12+OfvOSM9rPvpIf+0zcKR/NjMf/NNRdlZ4r6iXl96odueqx+9tkbZxwD1f2p03/tVHb+pqXUia+MdY++T+qPSMRAcAAAAAgAw60QEAAAAAoCxxLvXMj9TKQxNR4VT6G4sEqBfvUuZol4GTj6+WK0MDXa0LxZOXaJd4fEvwgo9d27W69KKVRMJkRb+s5Po8vEuEBb3j4UuS19bKQGMxdbASj0/tVy1vGtkVFc3EwnBDkQD14l3KHO3yyQdrkS2TLiEUNNolHt8S3Hx67WS+OdrQhRr1lpVEwmRFv6zk+nzAwJ6Gt6W8MTO9om/bpsTyxHO1dk0vMBIdAAAAAAAy6EQHAAAAAIAMOtEBAAAAAKCMmehzY8mgvDU7+qIiW0nObi/ko8cz0AM56LQjH70TGenpx6PY+elz570o82/6FpKfS3NjtevW/Gjqd+tXnlEtjnz5huYrCm2286KzM9fNjhe77UX+7dw7lljeut+OqMhWkrPbC/no8Qz0QA467chH70RGevrxKHZ++iX33Jz5N2P904nlnfNrq+VH59Yn1r3z7tur5Q8dd+IqakpWDvlXH72pa49dJufdkn1jyUema/dyuGt31NOMRAcAAAAAgAw60QEAAAAAoIxxLoOTxZ5CPDBjvmI94lvolHpxK0/+p+wYg7gXfOzaFtaIPBvc9u3E8vxLT182vmUlpmPRLvWsJPal0X02SuRMb8W01BOPcJkbb2GFYBkb10xGRbZxYE+3q5Br4lvolHpxK6fe2Fi/ws2nO2F7xWXHnppYvvS+G5aNb1mJeLRLPSuJfWl0n40SOVO+CJd6MS31xCNc7p84oIU1KjYj0QEAAAAAIINOdAAAAAAAyKATHQAAAAAAypiJnjY0kf+MssGpWh37Ftr7WJPnn5lYHrvy+ijv+k87qdtVgARZ5+xLsznozWh1zvlqHltGerlzz1uhbz5Wnkq+TyafG6mWx9ZNd7JaFNymkV1R3o3017KXx/tn2vpYF991b2L58q3HRHn30Qeu7nYVIEHWOfvSbA56M1qdc76axy5CRno8s/yrj97U0v2VPfe8FcZHau2c59Yl7z0xs39t3PbwM+UYw12OZwEAAAAAAG2gEx0AAAAAAMoS5zIwVSsfftk1uZmy3GiES7wMK7Vw023drgLA8+JdRLvkS17bQ9CodWO1Bn/lvEeSK2+Jch/hcsTQzq7WhWL71SPP7XYVAJ4X71K0aJeVxLuIcKFRRqIDAAAAAEAGnegAAAAAAFCWOJej3nNtlHcbP5Gs4+T5Z3atLkXQf9pJ3a4CAKsg2qV341viMXvzo9nbDT/bl1ieiYar5cnUtmPrpltWP4pp/1dtj/Ju2ynjieWL77q3a3Upgo8+cHW3qwBAD0W7FDWmJY/xLQePPlctPzG1LnO7Qw54NrH8eLS+Wp6JRhLrhp8p5pjuYtYaAAAAAAA6QCc6AAAAAABk0IkOAAAAAABFzkQ/9t3Fy0GPG7vy+mpZPjqUP7N/4abbok4aOPigzHXzT+zoaF2A8uegN2pwspaDPjdWydyuMjWQWJ6MZSbKR+8dm193S1S0HPS4y7ceUy3LR4fyZ/b/6pHnRp30pUey7znzs5tq96YByqObOeiN2rimdnejnXvHMrebH19ILM8UNB+9ODUFAAAAAIAO04kOAAAAAABFinMpQnxLs0S7UPZYk05HmeQhvmU1+2j0eA0etTlzXWXvVMOPB+02/crklOKRL2dPP6aY8S1DE7VoltnxWmTLQOpSND+6fLRL2kyUjHOJYvEutQmiol3KpgjxLc0S7ULZY006HWWSh/iW1eyj0eP12YeuqbN2qOHHg3Z75923J5Y/dNyJXatLmeQpvmXTyK5q+ZHpDdXywaPPJbZ7YmrdstEuiw6oFR+P1ifX1f4smolFOeY92iXftQMAAAAAgC7SiQ4AAAAAABl0ogMAAAAAQN4y0cuWex7PKt34iWtzl79etsxp8vta1fubvOald/OcrPfYfbPz1XItgTiK+ib2JrdbUwselo8OdCsffWa/ZO55PCM9no++r4z0uJlouFpOpSwmyEvPp7LlnsezSredMh7lLX+9bJnT5Pe1qvc3ec1L7+Y5We+xx2Ifh1OxBv9oX3K84+TCbO1v+uWjA93JR7978qDEunhGejwf/XkZ6bF89LR4Xno8Hz0tD3np3a8BAAAAAADklE50AAAAAADoVJxLJ2Na4hEqRTSyszYlK5jeOFTaCBeKod2xJun9dyvepSiRQpWhgWWjXdLm7n+wQzUCyDa8Ox48FUWz433LRrs8X3a0SyL25bFkJsymP7wmWrWF1e+iF3UypiUeoVJERww9nVh+aLbOfOaCR7hQDO2ONUnvv1vxLkWJFJqsLB/tkvaGI87pSH0A6jlubEdi+ZHpDctGu6zExsNjsS+HJ9dNv+TxaNV+751RqxiJDgAAAAAAGXSiAwAAAABABp3oAAAAAADQqUx0np/VvvETy+fED3zjxsTy6LmnVcuz+zWejz7y5RtWXEfIQz54/LHbnY9elBz0RvLR52WgUyDTrzyjWvZ51VuGJpIZ6Y20jaAo0lnt204ZX3a79xxduwYGH7j/umr50bn1DT/eh447ccV1hDzkg8cfu9356EXJQW8kH/3CzTLQKY533n17tezzqrdsGtmVuS7ZNir2PW6WGIkOAAAAAAAZdKIDAAAAAEAGcS45MvTM3mp5cM9M5nbtjr0gX/pm56vlwaM2J9bNNRHrkddYk1ZEu+T1ubWC9z1QZOJb4Pte0D9XLY8PPZ25XbtjL8iXsb5a+bMPXZNY94YjzilNrEkrol3y+txawfseKLJtGdF2ZWIkOgAAAAAAZNCJDgAAAAAAGXSiAwAAAABAWTLRd150dlQ0E689s1oe//z1mdvN33pnh2pEt7Oq62V3xzPQ0yrjaxLLAycfX1s3NBCVRZmzzSmfkS/fUC1Pv/KMrtYFoAzOu2UiKpo33fFwtfzpEw7P3O7CzTKPeyWrul52dzwDPW2qspBY/uSDtf1MVqLSKHO2OeXzoeNOrJbfefftXa0L0D1GogMAAAAAQAad6AAAAAAAUJY4FyhifMtq9jF41ObMOJcyRbjQnnON7kW7BOJdorrHI328AKCo8S2r2cdnH7omM86lTBEutOdco3vRLoF4l6ju8UgfLygyI9EBAAAAACCDTnQAAAAAAMggzqUDxj9/fberkOuIiv7TTupaXYpg7v4Hq2XHqtzEt5RPo3ElRYx9mR9d/nf4hcG+hvcx0sL6AHTTp084vNtVyHVExUcfuLprdSmCNxxxTrXsWJWb+JbyaTSupIixLxMLy7fWn55f2/G6QB4YiQ4AAAAAABl0ogMAAAAAQAad6AAAAAAAkEEmOkAXyUFnJdnprdBs/npWBnowtaG53+R3XnR2tbzxE9c2tY8yix8fAKCY5KCzkuz0Vmg2fz0rAz24e/rgpvZ53i0T1fK2U8ab2keZxY8P+WckOgAAAAAAZNCJDgAAAAAARY5zmXjtmVGRmJJebv2nnZRYFscBlCU6ZiVRL81GuDQaXdKLn6Vljm/x+rIvb7rj4Wr5sdn9o7wzJb3cPvrA1YllcRxAWaJjVhL10myES6PRJb34WVrm+JbzeuD1NRIdAAAAAAAy6EQHAAAAAIAMOtEBAAAAAKDImehFINsTaIQMfYqUlx7PSG91Bvpq8sHL9Jlb5hx0KJsyZnsCrSdDnyLlpccz0ludgb6afPAyfeaWOQe91xiJDgAAAAAAGXSiAwAAAABAhr5KpVKJWuhl/a+LemHac5mmkndb/2knRWXRjqiOMh2fXiXChTLIy+dvGT6P83ose/E1vGrhc1177CJrd3s/L9OeyzSVvNs++sDVUVm0I6qjTMenV4lwoQzy8vlbhs/jvB7LXnwNr2phe99IdAAAAAAAyKATHQAAAAAAMuhEBwAAAACADINRwYzsXqiWp/fr7G8ARcxdpbPS+eWysHuT1x3ykS+el89tGegrOz55ed3onkOHnqmWH5vdv6OPXcTcVTornV8uC7s3ed0hH/niefncloG+suOTl9dtpYxEBwAAAACADDrRAQAAAACgLHEu45+/vlqef+NZiXVzo30tfSzTiWl1vEtW3EfWdgC0Jiak05/pIlygeZ8+4fBq+RW37kqsm14YauljFXU6MfmNd8mK+8jaDoDWxIR0+jNdhEvvMRIdAAAAAAAy6EQHAAAAAICyxLnE7feZ6xLL0688o1beMND0fqDdxLeUTzqihyiaPP/MVe9j7MpahBe0K16lFVEv4lvKEcND/nzl5A2J5XfefXu1fMf0oU3vB9pNfEv5pCN6iKKL77p31fu4fOsxLakL1ItXaUXUi/iWcsTwrIaR6AAAAAAAkEEnOgAAAAAAZNCJDgAAAAAAZcxETxv58g21cldrArQyKzyvGfLNPLf4vRtWck3rlQz0evuUj07e8tLloEPnfei4E7tdBaANWeF5zZBv5rnF791QtmtaKzLQ6+1TPjp5y0uXg06ckegAAAAAAJBBJzoAAAAAAPRCnAtQjviWevvMa7RLO2JNsvaTp1iTdkS4QJ6IbAGA1se31NtnXqNdGo01mVgYWfV+8hRr0o4IF8gTkS00ykh0AAAAAADIoBMdAAAAAAAy6EQHAAAAAIAMMtHpur7Z+Wq5MjTQ1bpQvMz1Tmakz24YTSxPdykPvF4Oebvz0mWgA93KpN/4iWu7WhegeWN9tfJkpZs1oYiZ653MSH86lWferTzweo/b7rx0GehAtzLpt50yHuWZkegAAAAAAJBBJzoAAAAAAGQQ50LXzd9657L/3smYDsoT79Lqc2hu7XC1PL1xKMq7dNxKK+Jd8hLh0o7nBgC034Wbk/Ec3YjpoDzxLq0+hyYqtW6Rh2YPiPIuHbfSiniXvES4tOO5AbSKkegAAAAAAJBBJzoAAAAAAGTQiQ4AAAAAABlkolPIrOuVkK1enNeqnfXq1fMgL3nmAAArybpeCdnqxXmt2lmvXj0P8pJnDlB2RqIDAAAAAEAGnegAAAAAAJBBnAul14qokV6NAimTZs+DhfNe1PK6AACQr6iRXo0CKZNmz4NL7rm55XUBoHyMRAcAAAAAgAw60QEAAAAAIIM4F+hQJEyzRMl01+C2b1fLM+ef2dW6QKftvOjsblcBAAoTCdMsUTLdddmxp1bLF991b1frAp123i0T3a4CFIaR6AAAAAAAkEEnOgAAAAAAZNCJDgAAAAAAGWSiQ0ny2DuZnd7NjHhYMhnLqB+78vqu1gUAoN157J3MTu9mRjwsl1F/+dZjuloXACPRAQAAAAAgg050AAAAAADIIM4FSqJexEorol76ZudXvQ9oF9EuUE4bP3Ftt6sAkBv1IlZaEfUy1rfqXUDbiHaBctp2ynhUFEaiAwAAAABABp3oAAAAAACQQSc6AAAAAABkkIkOPaDZvPR4Dvr8rXe2vF7Q7nz0fZGfDvkjBx2gc3np8Rz0Czdn7wPymo++L/LTIX+2FSgHPc5IdAAAAAAAyKATHQAAAAAAMohzgR5XL+qFlUWDUN7XV+wLtI/4FoDuRb2wsmgQyvv6in2B9tlW0PiWNCPRAQAAAAAgg050AAAAAADIoBMdAAAAAAAyyEQH6BHpXG95742rd6zKlJe+86Kzu10FeoQcdABovXSut7z3xtU7VmXKSz/vloluV4Eesa0kOehxRqIDAAAAAEAGnegAAAAAAJBBnAtAiSNO6kWNZK0r2zFot/jxKlO0C7SS+BYA8qJsESf1okay1pXtGLRb/HiVKdoFWmlbCeNb0oxEBwAAAACADDrRAQAAAAAggzgXoOeJL6Fd55J4F3qZCBcA8kJ8Ce06l8S70Mu29UCES5yR6AAAAAAAkEEnOgAAAAAAZNCJDgAAAAAAGWSiAz2nlzLQ48+1Xj53Lx0ToD1koAOQF72UgR5/rvXyuXvpmADtsa3HMtDTjEQHAAAAAIAMOtEBAAAAACCDOBegJ4grcQzyHKcDRSXCBYC8EFfiGOQ5TgeKqtcjXOKMRAcAAAAAgAw60QEAAAAAIINOdAAAAAAAyCATHSgNmd+wcjsvOrvbVaBg5KAD0C0yv2HlzrtlottVoGDkoC/PSHQAAAAAAMigEx0AAAAAADKIcwEKTYQLQHuJbwGgm0S4ALSX+JbGGIkOAAAAAAAZdKIDAAAAAEAGnegAAAAAAJBBJjqQe3LPATpLDjoAnST3HKCz5KCvnJHoAAAAAACQQSc6AAAAAABkEOcCVC2ce1pieXa/oYb+buTLNzT1eGJaAACgcz5w/3WJ5Ufn1jf0dx867sSmHk9MCwBlYSQ6AAAAAABk0IkOAAAAAAB5i3MZOPn4Ve9j/tY7W1KXsup0VMbYldd39PFojbnzXlQtz2xo7pIglgVW/j5xzQTK7pMPXr3qfVy4+dyW1KWsOh2VcfnWYzr6eLTGJffcXC1vnzmoqX2IZYGVv09cM6FcjEQHAAAAAIAMOtEBAAAAACCDTnQAAAAAAOhGJnorcs8pTuZ0vTrK/s2P/tNOSiw3m4MOFNPuN57V7SoAJdKK3HOKkzldr46yf/Pjow8k35c3TR/WtboAnfeKW3cllqcXhrpWFygTI9EBAAAAACCDTnQAAAAAAMgwWOQIl/Rjzd96Z1RkRYhsacVzE+3SXTMb13S7CvSgdrzvi37NnH7lGdXyyJdv6GpdAPIa4ZJ+rAs3nxsVWREiW1rx3ES7dNdDc/t1uwr0oHa874t+zXzn3bdXyx867sSu1gVYPSPRAQAAAAAgg050AAAAAADIoBMdAAAAAAA6lYlOuTN823EMZKR31uC2byeWZ5yTtEm739tZ+y/idTaejz4wtVD3PQtl0Ml76ECnFT3Dtx3HQEZ6Z1127KmJZeck7dLu93bW/ot4Tsfz0Uf7Zuu+Z6EMPtnBe+h0ipHoAAAAAACQQSc6AAAAAAD0QpxLfGrw/K13RnlRxGiBPBwfMS9QLHl5z9arRxGux/Ojqd+3z3tRtTjyxJ7ktk181o3smk8szx1SqqZAwzZ+4trMdTsvOrujdQGamxp84eZzo7woYrRAHo6PmBcolry8Z+vVowjX46nKUGL5knturpaPH9qdWNfMZ90JI48llr+7d3PUi7adMp657rxbJjpaF8rBSHQAAAAAAMigEx0AAAAAADLoRAcAAAAAgAy9GYTaZkXI3C3icRyYWqiWR758QxdqBOQ1B70d9W31tTx+DWvW7P5rVv1LePr6Of3Gs6rludG+qBcz0NMGpyo9cUyaPT6rvW8NlEERMneLeBzH+6er5Q8dd2IXagTkNQe9HfVt9bU8fg1r1pMLq++mS18/X3Hrrmp5eiGZx94rGehpI/2zPXFMmj0+q71vTVkZiQ4AAAAAABl0ogMAAAAAQKfiXOZvvTNznam8tMr0K8/IXDc4OZ9YHvjGjR2oEfSGosW3tOO51rv+tNvC8EDLfwnf7zPXZUbYTG3o78mIkvgx2d0jcTe9pF5blcZcuPncnp7KS2e88+7bM9dtHNiTWH7P0d37bIayKVp8Szuea73rT7vtnB9r+T6/cvKGzAibu6cPjnoxoiR+THol7qZX26pXrT5VtarY344BAAAAAKCNdKIDAAAAAECn4lxaMX222dgX03MJ5saScQeV815ULQ9u+3YXakSva3cESjqCo9V6KcKlESNfvqGt8S4DU9nzzfpnknFV7X6t600m3XnR2VFZ4lsajXYpwjHo9vHKI+3D/ES9tCL2pdH9U24759cmli+55+Zq+bJjT+1Cjeh17Y5ASUdwtFovRbg04kPHndjWeJfRvtnMdRsHJqO8vNbn3TIRlSW+pdFolyIcg24frzzqVPvQSHQAAAAAAMigEx0AAAAAADLoRAcAAAAAgAx9lUqlErXQy/pfF/W6ducT96p6OcHNZhn3Iudne8gNZzX56I1e39zXIb+KmI/ezUz0Zu9/0+oc9KsWPtfWepSV9n7784l71Xj/dMuzjHuR87M95Iazmnz0ejnoce7rkF9FzEfvZib6J5u8/02rc9Bb2d43Eh0AAAAAADLoRAcAAAAAgAyDWSugjObOe1G1LBaB1RLhwkoio+LXn3pcm4qpXjRKXqJeuhnf0m6NxrcA5XfJPTdXy2IRWC0RLqwkMip+/anHtamY6kWj5CXqpZvxLe3WaHxLOxmJDgAAAAAAGXSiAwAAAABABp3oAAAAAACQQSY6uTUwtdDtKpTG5PlndrsKpSADndWQdd67upmXntcc9HiG+cDJx696H0AxjfdPd7sKpXHxXfd2uwqlIAOd1ZB13ru6mZee1xz0C2MZ5p988OpV7yMPjEQHAAAAAIAMOtEBAAAAACCDOBc6Hnsx/cozom7plTgF8S2tI8IF6MW4lU4SywLli7145923R93SK3EK4ltaR4QL0ItxK510Yc5iWZplJDoAAAAAAGTQiQ4AAAAAABl0ogMAAAAAQAaZ6B3IUO6VfOpGs6NHvnxDbjLSy6RXzrN2k4EOAKw0Q7lX8qkbzY7+0HEn5iYjvUx65TxrNxnoADTDSHQAAAAAAMigEx0AAAAAADKIc6Hj+k87KbE8MLVQLc+Ptv53nXR8TJmIcGkNES4AAK3z0QeuTiw/NLdftTxVGWr546XjY8pEhEtriHABYLWMRAcAAAAAgAw60QEAAAAAIENfpVKpRC30sv7XtXJ3pSN+4/lGds5Wy5X+vlVHu4hvYV/EtwAQXLXwuW5XoZC09+sTv/F8Rww9XS1PLoysOtpFfAv7Ir4FgFa3941EBwAAAACADDrRAQAAAAAgg050AAAAAADIMJi1AjplemMtC3F0x3S13D8zn9huYXigWh7c9u2oV8hBbw056AAA3fHQ7AHV8pbhHZnb7Zwfq5YvO/bUqFfIQW8NOegAtJOR6AAAAAAAkEEnOgAAAAAAZBDnQm4N7plJLC/cdFvX6kIxiXABAMiv8b65xPK7eyjChdYQ4QJApxiJDgAAAAAAGXSiAwAAAABABp3oAAAAAACQQSZ6FzOaJ88/s6t1yaOF4YGo1zPQnRfNk4EOAOQpo/niu+7tal3yaOf8WNTrGejOi+bJQIfe8NVHb1r1Pl5+2GktqQssMRIdAAAAAAAy6EQHAAAAAIAM4lzIlcFt3+52Fcg5kS0AAMV1WY9GuNA4kS3Qe1oR31Jvn6JdaAUj0QEAAAAAIINOdAAAAAAAyKATHQAAAAAAypiJ/sTbzmnJfg7+02tash9o1uT5Z3a7Crki9xwgaeDgg1a9j/kndrSkLtBJx39rqCX7ufPFsy3ZDzTr4rvu7XYVckXuOfSeduSeN/vYecxI/9IjN6x6Hz+76YyW1IXlGYkOAAAAAAAZdKIDAAAAAEBZ4lwee9c5HdvnoR+8pqORFSI96GUiXABaH+ECRXTwtftVy7talMJy8LVrlv33J87eHXUyskKkB71MhAv0nm5GuBRBKyJc6Bwj0QEAAAAAIINOdAAAAAAAyNBXqVQqUQu9rP91UREiXJrRN18rH/Lh9ka99FK0Sy/GePTS61tPL772AHmJb5l/YkfU665a+Fy3q1BI7WjvxyNcummkv9bgf/DMibY+Vi9Fu/RijEcvvb719OJrD72sKPEtLz/stJ6Ib/nZTWdEve6qFrb3jUQHAAAAAIAMOtEBAAAAACCDTnQAAAAAAMgwGOVQXjLQ0yoDtfLj70jWsd0Z6VAGMtABgDxloKdNL9Qa/JuvH0+sa3dGOpSBDHToPUXJQYfVMhIdAAAAAAAy6EQHAAAAAIAixbkUQTzapROxF5Pnn9neB6TtvIYAAMURj3bpROzFxXfd29bHo/28hkAvEN9CrzISHQAAAAAAMuhEBwAAAACADDrRAQAAAAAg75noT/6ns6Mie+xd51TLh37wmrZmpMvWpqjS5246+x8AKK9Tb+yrlp+Yjgrn4Gv3q5afOHt3WzPSZWtTVOlzN539DxRT0XPQX37Yad2uAiVgJDoAAAAAAGTQiQ4AAAAAAHmPc6Fx9SIwRL1QJPHzVbQLAMC+IzBEvVAk8fNVtAsUiwgXSDISHQAAAAAAMuhEBwAAAACADDrRAQAAAAAgg0z0KIoqfbVyXyUqtHiutHz07vMaNE4+OtDr5p/YkVgeOPigtu4fesnU/FC1PDowGxVZPFdaPnr3eQ0aJx8d8k0Gevv97KYzEstfeuSGtu6f1jISHQAAAAAAMuhEBwAAAACAvMe5vOBj11bLj73rnJZGtDxvXZ1nHU9z6ZvL3q4IsS/pSAzRIhRF+lwV7wIAxXfz6bUG9MG1pn9LIlqaXVcv2qUIsS/pSAzRIhRF+lwV7wKUJbKF8jISHQAAAAAAMuhEBwAAAACAvMe5tEI8wiUd2VIv3iVzf0N1Ilzmih3vkqdol3hdxHawHOcIQOPmn9jR7SpA28SjWNKRLTPzAyveX/pvhgfmSxPvkqdol3hdxHawHOcIECe2pb6f3XRGt6vQk4xEBwAAAACADDrRAQAAAAAgg050AAAAAAAoYyZ6Ouc8noPeTAb6ih4vfeRSGek0R/Y1+5LO83eeAGUxeNTmxHJl71TmtnLP6RXp3PP4cjMZ6PvSjn2SJPuafUnn+TtPiu+rj97U1N/Jxe4dvfJaf/aha1L/kroZY4zc8/wxEh0AAAAAADLoRAcAAAAAgCLFuRz6weT0hsfedc6y28XjW9oV4ZLleY+VyyNZbGI7aIQIIKBbdl50dlv3v/7e6Wp54Bs3RnmNnVkyd/+DHa8LxfXE2bsTywdfu19DcS6djFsR7dJ+YjtohAigcke2NLrPXon76Kb0MW71a1rE1/C8WyZaur/Ld70wsfxja2+rlt9z9Bk5jp35vjccsXz/bK8wEh0AAAAAADLoRAcAAAAAgAw60QEAAAAAIEOhk7w7mYFepLo0Ip0dnc4fz6N6dZSFDUARc8/refaYkWp54zc6+9gDJx+fua7SxN/M33pnC2pFL8pTLnme6tKIdHZ0On88j+rVURY29EYOeiOPVcRs7SKKH+dmX+sivFatzj1fia/vOalrj/3JB6/OXDdVWfnfXLj53KjsjEQHAAAAAIAMOtEBAAAAACBDX6VSyZqV25SX9b8uaqeHLzknKprDL7smyrsixLk0q5tRL2U+rkUg5gfIe2RLszZ+4tqW7q9eFEsr5DXO5aqFz3W7CoXU7vZ+37ZNUdFUznskyrsixLk0q5tRL2U+rkUg5qe88S1liwyhdyNbmrXtlPGW7q9eFEsrXJjTOJdWtveNRAcAAAAAgAw60QEAAAAAIINOdAAAAAAAyDCYtYL25LgXIR+9bLJyyeVl99Zr7/UGip6D3mrtzkGHXhLPcS9CPnrZZOWSy8vurdfe6w0UPQe91dqdg95rjEQHAAAAAIAMOtEBAAAAACCDOJcelRVx0ktWcgwajQJxXPNLtAv0trLFt8Sfz8ZPXNvQ34hvgd6SFXHSS1ZyDBqNAnFc80u0S+/66qM3VcsvP+y0rtaF7ilbfEv8+Ww7ZbyhvxHf0l5GogMAAAAAQAad6AAAAAAAkEGcS4c9fMk51fLhl13T1brQODEt5X49h3fNVcuD277dhRoB7VC2CJdGn2c83qWbES7zt97ZtceGburbtqlarpz3SFfrQuPEtJT79TxgYE+1fNmxp3ahRuWISoG8KVuES6PPMx7v0s0Ilws3nxv1EiPRAQAAAAAgg050AAAAAADIoBMdAAAAAACKnIkezxEHaLX50drvif3nnpZYN/TM3tp28n0h13olA31f9rz+rGp5/a3PdLUu0EyOOECrTVWGquUP3H9dYt0L+ud6Nt8XiqZXMtD35TW37+h2FXqSkegAAAAAAJBBJzoAAAAAABQpzqVX4lvSz/Pwy67pWl2A71sYHkgsV4aSywBFEr+G9c3Od7Uu0IvxLennWTnvka7VBfi+nfNjieXxvt1dqwvAak1WauWxvm7WpPyMRAcAAAAAgAw60QEAAAAAIINOdAAAAAAAyHsmeq/koDd6DNqRjz55/pkt3yeUTf+MzGAokp0Xnd3tKuRaJ3PQ52+9s2OPRTH1Sg56o8egHfnoF991b8v3CWWzcWCy21XIta8+elO3qwAJ590y0e0q5Fonc9Av3Hxu1MuMRAcAAAAAgAw60QEAAAAAIA9xLiJbgDwamFrIXLdw020drQvFUy8qq9LgT9V9sVNw7MrrW1Aretn6W5/pdhXoYSJbgDwa7ZvNXPerR/Z2PEEgwqX5qKyJheGG9jHeP1MtX771mJbUi971M+N3dbsKPclIdAAAAAAAyKATHQAAAAAAMuhEBwAAAACAbmSi33/p2al/qdQeeLKvnQ9deOn8+MMvu2bV2bzA943szM5E7L9aHiAru842mnteT3wfE69N7n/88zLSqW/jJ65NLM83+HcDJx+/6seev/XOVe+DYnvmH7Yk/2FvrbhxzWTH61Pk/PjKeY+sOpsX+L4jhp7OXPfuo86KeoWs8+akr7ON5p7XE9/Hm+54OLHu0yccvur9U27bThlPLkeN3cvhkw9everHvnCz+0YsMRIdAAAAAAAy6EQHAAAAAIAMfZVKpZax0gJHf/iDTf3d4ER2vIvolyjacM9CtTz6VDKKYmZDW1N5YJ/GrhQ3QblNv/KManlurHu/P4t2+b6dF6Xj4npPOsJltZqNdilinEv/aSdVy1+98f1drUtRHXfFpU393YZ1sayXFNEvUXT+od+plrcOP55Y9/T82i7UCGou33pMt6tABpEtUfTyw05b9T7eefft1fKOuXVRt4h2+b7zbpmIel06wmW1mo12KWKcy0cfqD3XLUc81rL9GokOAAAAAAAZdKIDAAAAAECG3OSAzI1XMqNd5sZi60S7RPOjfvsA6EUTrz0zsSzepXe0Or5lX7Eszca75NGe15/V7Srwf+16bk1mtMvOvWPVsmiXKJqqDHW7CkBOiW9pTXxLXr3pjocTy+Jdeker41v2FcvSbLxLHr3m9h2J5a9Nbq2Wt7TwcfTGAgAAAABABp3oAAAAAACQQSc6AAAAAADkPRM9Kx89nZEuHx2ATpsb85tzN+286OyoF7U7B73RjPR0PnplaGDZnP48ZfQ/fMk51fLc2mS7cnbdQhdqRL189HRGunx0ADqdg75jbl1b9099590yEfWiduegN5qRns5Hn6wsn9P/6Rxl9Pdt21Qtf+yuExLrnt1Va0u+pYW3etIrAAAAAAAAGXSiAwAAAABAkeJc6sW7ZEW7lD3eZWjPfLerAEDO5DVKg+LFt9Sz+8QNieX54Vp767nNtfEYu36zFqESTB5Wa7tseXt7z8/4NNPg1Ws/2OBf/pe21IfVxbtkRbuUPd5l89DT3a4CkFNfffSmqMjaHcVSZnmN0qB48S31XDV5VGJ55/zaannbU7WolJFvJv/ue/cfVi1vueDGdlYxGjwmWceFn95RLR8SPZNYd0h84RdbVwcj0QEAAAAAIINOdAAAAAAAyKATHQAAAAAAipyJ3kg+etnsvz2ZgT4wtVAtz4/67QOgk+J54/Ec8jxJ16voGek7Lzo76gW5zUF/41nL5p4HE8fMVsubNteyCNPiSepD3zi0qXrMvvSxavmKh5PHan1/LUP7+eqto6j56GXzxsOS1+nRvtp7a6oy1IUaAfRu7nk8bzx9r5W8SNer6Bnp590yEfWCvOagv+LWXdXy5594cWLd9245slre/5bsPsj9Y+Xdv1D7/rAS+/3tddVy/1jyXjiVmZlqef7B7r8v9cYCAAAAAEAGnegAAAAAAFCWOJcyG9zb2DT89Is2eX4+owUAoFG9Et9SFE+cVYvPO2zr45kxLRtGs6M2No8/k7nu1PGHquVXrr0zsW59/0Ct/Gg8lkVEC8V3xPiuOtPws6flX3zXvW2sFUBvRrjQWb0S31IUH/nWedXy/teMZMa0DO+ufS9IW/P0XJRl9JHnagsP1SIag8pc7e8qg4PLxrfkkZHoAAAAAACQQSc6AAAAAABk0IkOAAAAAAC9kIk+N1bL6Rmc7Ivy7vDLrmnJfsaurOWny0enDOqdxwuDzb23115x3SpqBNn3rJh4bT6vu/F61bvPBp238RPXRnlz1+VnJJY3bX6ypbnno/2ziXU/v/aBanl9/9oV15fetXPvWLW8cc1klHeV8x5JLD/Y5H4u33pMtSwfnTKodx4/Pd/c58IXTjxoFTWiEb2SgZ6+Z8Wb7ng4yqN4vZ5/nw26adsp41HebP+z5PfW/a/pb23u+Wxyu8rDjxUm67xRRqIDAAAAAEAGnegAAAAAANALcS69FOGSRbQLRTJw8vHV8nPHb6iWK6mf9yr9q39v73n9WQ1tJ/aFMsprtMvOi87udhX4vzZtfjqx3EyESzy+JThjzX3V8otGhlNbr2mqnlDECJdWE+1CkXzywaur5WumDquWJxaSnwtTlfTnxMq95vYdpY19iceofPXRm7r22ORXXqNdzrtlottV4P/a/5ZkR0szES6j8fiWKIr6dj5bLc8/+VRUdkaiAwAAAABABp3oAAAAAADQC3EuvRrh0ki0SyDehXadW82aPHK/ZSNcWhHf0o7YF1EvLCcejxKPTYG8m/jHY1YV35KOcInHtywf4QLl1e4Il0aiXQLxLrTr3GrWd2cOWDbCpRXxLe2IfSlC1Es6XqXT8S69KB6PEo9Ngbx76lfOXlV8SzrCpS8W39IrES5xRqIDAAAAAEAGnegAAAAAAJBBJzoAAAAAAGSQiV6iDPTV5FjLS6dTOehZupmD3ih56ZRBOrc9nulO+dz152dUy5uOfDqxrtU56DLQ6SXdykBfTY61vHQ6lYOepZs56GXOS49npDebj57OWafY0rnt8Ux3yueuj/9QtbzxOwOJda3OQZ/vsQz0NCPRAQAAAAAgg050AAAAAAAoY5zL4GRfwzEqD19yTk9EtrQiqkO0C50yN1ae3/HiUS+iXXpXOholHZ0Cwc6Lzq6WN37i2lXv7/4/qO0vmF23UC2Pv2BPQ/toNL4lGO2frZZfMDATW5P/afoUz8Y1kw3HqPRt29QTkS2tiOoQ7UKn7JhbF5VFPOqlCNEutEc6GiUdnQLBebdMVMvbThlf9f52/K8TEsvP7hqrlsfuiHftrj6+ZdFsbdvKRLIt1svK04MFAAAAAAAtphMdAAAAAAAy6EQHAAAAAIAMfZVKJTswpwlHf/iDUTsd959lDXeajPTeFc/K72SmeNnISO9dRctET2e6dzIbvFdN75+8v0tcJbZqfk1y3cJQrfk2l1o3v18tw3DTkU9XyxtG9ya2G+6vbXfImmQO4uEjtYz0jYPJXPVXrr2zWt48uDYqsv5Dtne7CoV03BWXtnX/R7/h5rbun+eTkd674ln5ncwUL5u8ZqTTfkXLRE9nuncyG7xX3brn0Mx1U/ND1fKTe5Pt6tn5gWr56eeSuepTT9e+AGz8Tm274d3JLt7+udryyLPziXXDO6dq2+2t3fNo0UOPVYsLk8XORP+nmb9t2b6MRAcAAAAAgAw60QEAAAAAIMNgVAAiXPIT6SHaBVYXVSPaBciKcInHt6QjXOLxLYvb1mZtRgsjC4l1fanlLOkIl7h4hMsZa+5raH+wGiJc8hPpIdoFVhdVI9oFyIpwice3pCNc4vEtwcT0cLU8PZn8u/6pxsZEpyNcEvuIRbj07Xw2sa6lud8lYiQ6AAAAAABk0IkOAAAAAAAZdKIDAAAAAECRMtEH9y6fFUq+8tHT5KWX+/UFym/itcnr+PjnXRPamYGezkGvpFpl6Rz0uPlaRGJUSWWgD43MrbiOh4880/C2mwdr2Y3QrPE1M92uAg3ko6fJSy/36wuU35vueDix/OkTDu9aXXohAz2dg57ORE/noCf+bqa2bWVv8ovC0HMr7zcd3jnV8LYLk5Mr3n8vMBIdAAAAAAAy6EQHAAAAAIC8x7mMPFPrzz/i0mu6WheaI+oF9m3P689KLK+94rqu1QVWEu/S7miX2fHVR7kNTWTHnxTBQnJ2Z0Ile6ZnXRtG91bLw/0rj3kJXjCQjt2IZcnACmw64NlqefhlD3S1LjRH1Avs22tu35FY/sKJB3WtLrCSeJd2R7s8Mr1h1fvYNLIrKrLnZkYy101MN9fGHt5d+w7UP9fc96HKhPiWRhiJDgAAAAAAGXSiAwAAAABAp+JcBvdmT8cemKqt659Nr2t1Tchr1ItoF6AX4k/Yt8mDa+2CubWNTz0c3FP7u3jSyPRwsg0y8kz34l3ms2dqJlSabIktjCxE7XTGmvuq5c2Da9v6WBTP+Jp0xE/NhrFahNC64enEuoNHn6uWH2xT3chH1ItoF6AX4k/Yt68/ubVafuK5dQ3/3cHram2Gg9bUyrtm1yS2O3ntY1G3PDXbWBt5ar5OZmMd05PN/V2j+nbWYvbmJ8W5NMJIdAAAAAAAyKATHQAAAAAAMuhEBwAAAACATmWiDz1XLxM9Vp5O5pS+4GPXtroqFCAfPZCRnq/XA+hdlf7sz/A9rz8rc93aK65raP/3fODs9CM2lPHdP538zX9+Y2XZTPThZ5L1n96/Lxf56GmV7MPcsPgxmW9BPvrGwT2r3ge944gNuzLXxXPPNwwl8zVvPj0/70M6l48eyEjP1+sB9K6pynDmutfcviNz3RdOPKih/T/4uVOS//B0YxnfI2PJGyc+8PTGavmJ4VqW+pYDnkxsd+ueQ3ORj96qHPSsYzK1d/Xdt/17UzenZMWMRAcAAAAAgAw60QEAAAAAoFNxLsPPZk/THJiOPfCU6Zw8P05EtEtvqRcP0YvHoNFIDPJl4rVnljbCZWZt9rp4VMqTl9ViWhZSLYtkTEsydqTSYAxJvbiShXisyXBybEA86iWKks+lXrzLxk+sPmLuyf+Ujq6J1ST20I22hvrmm6vHrqk11fJBY7WYDViN49c9kbnuwKFaNNBIf3La8M3RhrbWi2LEiYh26S314iF68Rg0GolBvrzpjoejska4PDM3nrkuHpXy6BcPr5bn5gYS2yViWpJJblGlwRiSenEl02tq+79l5rDEutHh7IiSevEu207Jft6NOvXG7HWjA7MrjnYZH0l8eYmmZhr7u5n9at9zRncmv130z64+9pEaI9EBAAAAACCDTnQAAAAAAMigEx0AAAAAADqViT5SLxN9prZu/PO1HGygN8hA7y33X1rLhB6ayM7W3vSH10RFMv3KM6Jez0APpg6sfabPjWdn7cVzz/tS2ebZj7YCsX3Ox/LR03npw88ksxtbnYGe9oKP1fb52LvOydyuby620Fjs4fPy3uPPM5ibbnnzDhI2jTyTuW7jQC0T/dMn1PJTgd4gA723PPMPW6rlQ9Zm33tl+iWPR0XyzrtvTyzvmFsX9VoGevCdx2uf4xO7RzP/Lp573j/V3/r2/tRwZnZ6PC996oChtmagp918eu370MHXNpaP/lw00vD+43nv8ecZzK3rb+goLwwZO91KjiYAAAAAAGTQiQ4AAAAAABlaPt83HtkyOJmctj0wlT3dG+iMsSvbG6UksqXc7vlALaIlWIhFafSnIiXi5kdrnw0DU43Hvow+Vfu7A/6y9ZEbzZgb6+/JCJd4fEs6wqVuZEtfdsxbq/WNzif/IVaXPVuS9TrsV26I8qa/NmNz0UKdeJe+2FNNv/fisTa7p2pTRjeM7s3c3865tSurLD0tHtly0GBy+v5oX/xEFucC3XD51mPaun+RLeX24OdOSSxPT9YaJCNjqcbKZK343GQt7mPdWKrB/w/rMmNffnDDQ9XydS9cQbZdGxUtvqVVES7x+JZ0hEu9yJb+VBO8nQYmko9diUW93PC9YxPrnn3L01HerBueTizv3DuWue34SC2/cWos+d6Ix9rM7FcrD++uE+2SioTJDrskS/F6AgAAAAAAoEN0ogMAAAAAQAad6AAAAAAA0KlM9JGdc9Vy30LnclCBbMO7au/LVph47ZkN5y1TPNs/knx9k7LvbRHPR69nYTh5vvTPxJfTnxu1dY+/45zEmkM+fE3UDen7fRQxIz3L7Hhz7+VEDnqTGeiDw6sPU5ybSSX7xeqSzmrvpEM/mDxXH3vXOcsfrtSlun+29nosDGUf14FaXOL3t41lou/ZVctZ3DWazGDcPP5MA7WH59s8tLNaHutPnldAdxwQu1dBK7zpjocbzlumeLZ/6vTslbGc87R4Pno9szPJrqah4ezvo9+JjqiWN1+fzEt/8MyJqBvS9/soYkZ6lkemNzT1d/Ec9Pi9eVZiYHL1/QbzY5Xs+wSlsto76YmzdyeWD752v2p5dCB1L4GYoYHaE5idz04pHx1O7mM6lm8+uak/MxN9Tf5i4QutPN/8AQAAAACgxXSiAwAAAABAp+JcgO4bu/L6luxn7rwXVcvTG2uXC/Et7ZGOyRn/fGtex+ZiW9ooFfexMFLJjHpJ/WFiaedFZ1fLGz9xbdQpI1++IbE8l3rdymSulgQSzY2n4lD2m1txhEs6smV4pLVRU+n9zUwPZka9bP9k7fq25cJvR92Kd8mMdglTXvdmn//xeJf0lNrhXbUxEtMjtfKOZ5JTkR8fqy0fPiLaBaBILt96TEv2c8k9N1fLD85urJbFt7RHOibn0ycc3r3YljZamEu2W6bnhjKjXuo575Yd1fK2U8ajTvnQcSfWfd3K5KE9+1fLE7tHE+v6nhlecYRLOrJlYLq1fQfp/c3Hvkumo17u/vBZ1fJx77gu6la8S71olxesqUVxPbl3bWJdPN5lfCSZ3zh+cG35kb0HVst7Dk9+5xndWVserqXx0SQj0QEAAAAAIINOdAAAAAAA6FScy9SB2XdrHn0q+460QHciXAYOPqhant1yWGKdCJf2W0hchZPH+On/UIsrOeAvr813REurpPIsZmsz355nYL98nJPx2J10JE9e9C1Umnovz6WmRCZ3WllxZEt/fyoSps1G19SmOS7EYk3SUS/dlBXtkj7Eg5Ppv6y9jjPrs1+nkSdqz3NhZ/I5372mNvXzkDXPJdbdMHh0tfyikUfqPgd6z10zh2Su2zr8eEfrAr2k2QiXLz1Si6K7czb5OX3TVC1ORIRLe0wu1I7rZJQ8xmd9t9ZHct0Ls/tS8hDR0q6ol527khEWcXeP1r6rRtFE1C3x2J28RruM9s009V5+ak92TE5WhEu9yJaB6aij4o89XyfqpZuyol3S8S5HrM2OV7z32Vq7PW3TUU9Vy88enIzk2b17Q7U88mxy3eje9bWFJ2v7IJuR6AAAAAAAkEEnOgAAAAAAZNCJDgAAAAAAGVoeCPrUKbUMosFUTlJ07Ei1ePi2Vj8y9J5mc9Dj5p/YUS0vnHxEYp0c9Nbnnk8cmspljmUZPz/XuLa8s+hZ520wn4x0y10+el4z0uP56P/3Xxr7w/XZ9zWJ56DHM9C7kYOeJV2PeD3v+9sXJtYd/Qvfjbqdj95p96SWD785O58U/vLeH66WN655XmB/jDx96FYOetzPbjqjWr7knpsT6+Sgtz73/MbdmzOzjB9/OpZBnLLwKd+90p6YWpeLTPSsfPS8ZqTH89G/Lzv3PK7/qezrQTwHPZ5D/v3lKBeeX49aPe+/tHa/seCo9zR2z7F25qOvxHjU2N819kp/38KLf6CpuvQyI9EBAAAAACCDTnQAAAAAAOhUnEvc3Fh6yniUu6kU0GvxLfVMb2zrJaFnxSNc9myuE23Rl33N7FmxYzK7X3LV0ET+p7ym413aGfVS77Hq/l2s/MTbzkmsmxtvLIpldE16ymhrpV/pSovjXdpd/yL65qlrquWX35c8Pi8aMfWfmp17x7JX/sOWxOL+r9re/gpBwbUivqWeB2c3tnX/vSoe4XLNvcdmbrcwl//2a6fFj8nOXck4uUPWPhflXTrepZ1RL/Ueq1HHfyu5PLF7tKFRtsO723vu9tXSIRdVBlob75KOoCGKKt/6XrU8eOghiXXzTz7VhRrln5HoAAAAAACQQSc6AAAAAABk0IkOAAAAAAAZ+iqVSktDeLf8wR+veh/y0XvX5PmtzQgug3bnoNez5/VnRb1g7RXXrXof8Xzr3UcmA9zkoLdIJZljNxTL5fO50R7bPxK7Jq+fTawbWze9bL54PStJIhxocJ/zC42NB1jJO20hts9N59+6gr/sDV999KaoLPoPkdHdjBd/5bdWvQ/56L3r4rvu7XYVei4HvZ7X3L4j6gVfOPGgVe8jnm/9f545KbFODnpr9A8mW2wbN+ypln1utMf2T51eLfc/lbzvzfAz/cvmi68k27ye/rnGtlto8NZtK8lRnx+plY/4/Wsa/8Me0TdYnvvl/dPM37ZsX0aiAwAAAABABp3oAAAAAACQIZfj8++77Oym/u7oS0znBzoT35I2/vla7M5Tv1fnGia+hQLZ8vbrl53qWS/Cpa/JiJbhwRXM/Uyo/d3M3EBTsS/pd2Wj8TS96uWHnVbKaBc669EvJqMQGnXYz9/W8roA5dOK+Ja0T59weLU88Y8HZm4nvoUi2XLBjdXyPR9MxrlmRbjUi2ypF9GykqiXRD3mG4tsqdeCT/9do/E0vaoyN1fKaJfVMhIdAAAAAAAy6EQHAAAAAIAMOtEBAAAAACBDR4NtKoP5yFKXnU6ejV1ZyyDOU3b4ntcn89GKph056Flm1ss9b4tUnvxR7+nca0oUrV2/N3NdX53c83pZ52uGZjPXjQ/NNFSvidnhzP3tnR2KLSXrEc9PT+elx8+0x/7uxGr50J+7vaE6QS/bOxN/33UvS112Onl2+dZjojxmh7/m9h1RkbUjBz3L40+v79hj9ZJ0nvz+r9retbr0ojWP9zeUZ57OPa+XdT4wlf3deGiyse/Ns2PZ9xmYH+1bNjs9nYOezkuPr3v03edUy4d94JqG6kRvMhIdAAAAAAAy6EQHAAAAAIAMg0WOb2lV7MvgZG36xxGXmroBZY926XYMCZRBVoRLOr4lHrFSL6JldCA72qWe+N9NzSdjJOKPF499SZtJTUmNx7t499b38sNOq5a/+uhNXa0L5YxvaVXsy4FrJ6rl4Zc90IUaQf6VKdql2zEkUAZZES7p+JZ4ZEu9iJbBOtEu9cT/bi4W35J+vHTsSzzqJT2CeCEj2oXnq8zVXvy+wZx29HaIkegAAAAAAJBBJzoAAAAAAGTQiQ4AAAAAABkGeyUHvZ65sVqG0kPvOadalo9Op4xdeX23qwCwIvEc9PVrpjJzz+OZ5aMDyfDx/r54GuHqjQ0mH3tybjgzc31qaCgzL/3ZvaPV8lwsHx3Idw56PU/tGa+WD7zqyGpZPjqdcvnWY7pdBYAVieegD05k557HM8v755Lr+lLLqzVQ+9qxaH60PzNzPZ6fns5LnxuvLc/LRKdBvhkCAAAAAEAGnegAAAAAAJChcOErC4OtnZJSL9oFWN7aK65LLO95/VlR3sXrmK4/xbT9I2dWy1veLhKp3QZj8S31Ilw2jkwktlubiljppPhj74lFuywX/ZJl58RYy+tVVi8/7LTE8lcfvalrdaHY5uZWP696cHC+oWiXw1b9SFBOXzjxoMTya27fEeVdvI7p+lNM2z91erW85YIbu1qXXjAwnVzOinAZ2ZX8jO2f714/Wv9ErS4LA311ol+y2xYLg8m/I1tlLtmh2jdYuG7lVTESHQAAAAAAMuhEBwAAAACADINFiGxZGG7t1JCF5IzuqH+mb9molwd+7+zEdkf+7rUtrQfPN3ZlLZJh8vxaVAO0Ujp+puXxLn1ioSifeHxLsGn82Wp5v6HkujxaSazM6MBstbx3dqhNNSq/Dz9zVLX8jv3v72pdyH9ky+xMa7+WpPc3NDy3bNTLxD8ek9hu/KfubWk9eL7Lt9aO+cV3Od60Rzp+ptXxLgtz4h8on3h8SzC+o/Z5OTCdjHbMo3qxMukImsGp2pji+dHVx8j1qr4f2FotV753V1R2RqIDAAAAAEAGnegAAAAAAJBBJzoAAAAAAOQ9E31urNLeTOJKdmZZPHM9npc+OCnnDHotI73ZfPT7L43dQ6GSuv7ISKegnv3ycdXyceNPJdYVIQe9FXnpB45NVMu1pHQa8ZWTN9QWbq3lowdvXn97tby+f00nq0UX7Z0caWsmcf9gpaGM9Hr56+MtqhuQ34z0ZvPRn/mHLdVy/67k9UZGOkW1463nVMv7PRi7SWBBctCbzkufqj230Z3ev81auOm2arn/tJOSK++q3ROpMtP4/anyzEh0AAAAAADIoBMdAAAAAADyFufSdHxLLBahMtKaqSV90/3Lxr60PGKGFRm78vrE8uT5Z3atLvRmtMtKjD9aK+/ar3X1oTHbP1K7Pmx5e/LaQfOO2/BUKeNbmo13eaLjNSlptEtw64nV4s+s/V5i1YEDA9WyqJfejG+JxyJU9jb+dWW+zrq+NXPLxr60OmKGlbl86zGJ5YvvurdrdaE3o11WYvve2rXpi7tOa2GNaMT2T51eLW+54Mau1qVM4hEuZYpvWUm8y8iuei0Imol2Sce79D+c/CZVmdxbyKgXI9EBAAAAACCDTnQAAAAAAMigEx0AAAAAAPKWid5o7nk6+7wvXm7V48X2WYnloyey0qGN4nnv6Sx4oPl89EBGevN6KQe9oXz0a5M3PHji7N2dr1AJM9K/8rU3JNb99tF/Xy1vGtizbFZ6IC+92OK55+ns8/6pWHu8VQ84NVwtzo8uLJuVDu0Uz3tPZ8EDzeejBzLSm9dLOeiN5KNPv+KMxLqRr9zQhRqVLyP9mQvPTqx7wdceqpYre/cum5Wex7x0vcQAAAAAAJBBJzoAAAAAAOQhzmVuLBnTElcZnV82smVxORXv0k59sXrEY16Cu/68Nq1j66+Y0kH7o10C8S7FMDBdKw/tTk4+n40nQHTwegYrdewNo92uQnGiXUKcS9dqUjI//nBi8Q+i02oLXzt82ZiXdNRLWjr6Jcv+jdeSBu2dHMlcN//c0LKRLYvLsSZ4uw1M1B67Eot5Ce76+A9Vy1vf8m+dqxQ9G+0SiHcphgOHap87GzckP4N27lqbGVcFeTL7ky/udhUKE+1C6+z/yWsTy/EwvXjUSzzmJR31kpaOfukEI9EBAAAAACCDTnQAAAAAAMigEx0AAAAAAPKQiV5PIgc9L5nBqXqks9qh0xnp8tGLYWRXOhM9J9e0HrX9I7X30Ja3ew9BUfPSE1npK/Db996Uue6lTe2RZsVz0Ps6mIFeT7oe6ax26HRGunz0YjhhY/LOKNfEMtHpvO2fOr1a3nLBjV2tC9B8Xno8K30lBo+o3UepnbQSAQAAAAAgg050AAAAAADI0FepVFqaM3DcH/1x5rq5sdhDrZ9N1yQqlEoyrmHLhd/uWlV6IcaE5eUl3mXP68/qdhVyZWZt8vowvX9tec/mhWJf+0pGvEsUHXvDaLerUAr3nDHV7SrQhKsWPtftKhTSyf/rvZnr9k6OVMuVJ2vlPEW4NKoykFw+7h3XdasqPRFjwvLyEu/ymtt3dLsKufLM3Hhi+dY9h1bL19x7bGLdwlzyuwGdJd4limZ/8sXdrkIpDP3Tt7pdBbrc3jcSHQAAAAAAMuhEBwAAAACADINRix19Se2uqvdddnb2hkWPMCh6/Sld5E03o13WXlGb3izaJYqG91Qa/u1y6sDatnPjqagX2u7uP66dr8f9596Ypi++BVitw37+tmr50S+elLld0eJbylZ/yhd5081oly+ceFC1LNolivYfnEgsn7z2sdpC6mX6zuOHV8sTu7XDOu2+z55aLR/9hpujXiC+BdrDSHQAAAAAAMigEx0AAAAAADLoRAcAAAAAgE5lomflowfbP3V6VFbx57blghu7WpeyZHxTTKNPzSaWpw4cinpdPCM9nZe+7qFaee0V2bn22z/ivdEOlcHeuL+FHHSgE/nowT0fLO+9UeLP7dh39cZ9NNqd8U0xbR1+PLF818whUa+LZ6Sfu+HuxLr4cjxbPq3M/SXdNDfd1m6v3JCDDu1nJDoAAAAAAGTQiQ4AAAAAABl6Y14LuSbCpVwGt307sbw2Vt7z+vJO8W7W2itMB6c9RLgAkBciXMrlsmNPzVz3mtt3dLQuRVAvwgVWQ4QLdJaR6AAAAAAAkEEnOgAAAAAAZNCJDgAAAAAAGWSit8H2T52eWN5ywY1dqwvkOf9bRjp5ct9lZyeWj77k2ijvHvu7E6vlczfd19W6APSSez6YbMMc+y73OIHl8r9lpJMnj37xpMTyYT9/W5R3j777nGr5Bd+d6WpdoNcZiQ4AAAAAABl0ogMAAAAAQDfiXNKxJr0qfhxEu0TR5PlndrsK5DTeZYmYF7phbnwhyrvtf5J8b/zUppu6VheA5WJNelX8OIh2iaKL77q321Ugp/EuS8S80A0Tu0ejvLvn0z+YWN78KREukBdGogMAAAAAQAad6AAAAAAAkEEnOgAAAAAAdCMTHWivsSuvj3ohK11GOnzfT50jAx0AesnlW4+JeiErXUY6fN/mTw10uwpABiPRAQAAAAAgg050AAAAAADoVJzL9k+d3updlkr8+Gy54MaoV0yef2a3q1AKZY1vWWm8S69EvWz/iPcNUfTY351YLR8b3dfVugAE93ywvJ+9rT4+x74ruw1TNhffdW+3q1AKZY1vWWm8S69Eveg/IXj03edUyy/47kxX6wJkMxIdAAAAAAAy6EQHAAAAAIBOxbnQ/NStMsW7iG9pnV6NcGkm6qXM0S6035a35/O9du4mES7QSv2nndTtKtDD0TdlincR39I6vRrh0kzUS5mjXWi/vPa5iHCB1vroA1dH7WAkOgAAAAAAZNCJDgAAAAAAGXSiAwAAAABABpnoOc1Ir0wPJNZtvfiGLtSITpF73vp89LS85KX3z1Uy10281r0EoKiOvWE0sXzPGVNdqwv5vP5DOiN9YSTZJtjya9qDZSb3vPX56Gl5yUs/YGBP6l9qdX7THQ8n1rzv+uR90oD8mv3JFyeWh/7pW12rC/Wv/1+b3Fotb4lax0h0AAAAAADIoBMdAAAAAAAyiHPJqb6R+cTy9o/UYh6Gnkv+9nHUb18bdcPk+aInmiW+pbtRL52e2h+PcKn32j/6ox2qENDReBfRLp330HvO6XYVYJ/6p/syox3Xb5hMrDvo1XdE3XDxXfd25XHLQHxLd6NeOh3tEo9wqffav+/6n+1QjYBOxruIdum8mauOrJb/9uFaOe0tx7fuMY1EBwAAAACADDrRAQAAAAAgg050AAAAAADIIBO9KNbPVovz0yOZuZ9HXHpNW6shB31lZJ/nPx89rRV56fX2X8+Wt1+feS8EoBz56IGM9NZ44PfOrrO2di8KKIr+p4ar5amxWts/nfs5/LIH2loPOegrI/s8//noaa3IS3/+/rMfL27LBTdm3gsBKEc+eiAjvTUm/rHOZ2zyVpIdYSQ6AAAAAABk0IkOAAAAAAAZxLkU0Pz6ueTyTO1lfOQ3a9Eum/6wNdEuIlwaJ76l+JqNYgFo1Pg/v6BavnvngdXyoT93e8P72P7XK5/+veWXklPI8+rR/1Jry8yvqf37wpCIFnrH9BNjieVdw7V4lyO+eUhtu5c83pLHE+HSOPEt5Y56AWiFPa+r9aPtPmqgWj7sA4330937R/WiC5d3zG9cGxXB+qsPqJaf3Lu2Wp6drx2rPDISHQAAAAAAMuhEBwAAAACADDrRAQAAAAAgg0z0EpgfrpUHhmrlJ95WyxQNDv7TxrKXZKCvjBx0oJWOvWG021WgzQ5Z81y1vGN0XbX82N+dmNhuair2oZ4yGCXvj5JQ6asW52YHVpWj/v39Rau3K9ZYSembTy4P7ZF9DmlTM7XrwXMzI9XyKd9KXifufHEtO70eGegrIwcdaKXZn3xxt6tAm408W2vgDu+ujV9+9N3Jfrq55C1QEgYns9ctDNbaywvDq8tRDyqx/TXtkOnMVf0DyQb/QXv2REVkJDoAAAAAAGTQiQ4AAAAAABnEuZTM/GhtCsbceG06d5rIFiiAWCRD1CfeoN22fyR5Xdzy9s5FNYlw6V1rh2vTHucWkmMbFmLLMzO1WJZ9il0vBoezY1/mZhpsBqabE81cjjbMpPZR22nl2WQcxcz62gMMP5vdloFetWtyTbV8//ABqbWPV0siWyD/+uORDHM+89pt+6eS0XZbLrixY48twqV3DU3E3ueDyff5fC2hLaqsoLnfH7te9NdJeZwba6zh3pe6/jQV7/J47Mmkns/CC5JRL48/vb5aPuSAZ6OiMBIdAAAAAAAy6EQHAAAAAIAM4lxKYGFkoVoemMn+XWTitbWogr7an7BCY1d2LuIBaLP1s5mrHrny5Gq5vz/7onnouueq5b5U7M4x655edRUpt7HBWszJnv7kFMj4eTc8nPy7FcW7ZEhEvcTjo8LUz9k6+49v2mzSVPy9kn4fxuJdRLvA901P1t4Xo8PZn11vuuPhDtWo3C7feky3qwC0SP9TqUZUzMOXnNNQJMaaJ2vtkf65ZONnbEedP4TQTzedff4MTPctG+2y0niXLIOTtf0vpCJaFoYbi3dpKtoliqK++Vq58mTyyfXF4l2KFO1iJDoAAAAAAGTQiQ4AAAAAABl0ogMAAAAAQAaZ6CXQP+23kHaTgw4Fks6OG4/lFKYyy+PG1tVy2dJ51HLP6bbn5/K3ICQxLnVeDw7NdycfPZ2RHstHn12b3G5oj4x0esfIWHYOOq0hBx2KozKf7APp3z24bA5z2shTqb+LfU2Qe063DSS/jkZzY63df38s5/z7Kl3JR09npMfz0XfsWhvFHbRhT5Qnel8BAAAAACCDTnQAAAAAAMggzqVkBqZq0ywGJ5Lr+tIzwYHiqPQ1FEnSqyojtQtcX6y8r+O1dv3ezHVZES7iW+iUseFafMPkTC3WJBgers2JnJlpcbRLs9eZ7BmiTT92/L0dpeLr4vEuol3oJRvGap9dR40nP5PG+2e6UCOgFfpjMQkLz4tdoLK31n3VP5VsE9SLcFnzePbY0awIF/EtdMrgZHZ8S/y8rrShuR+Pd1kYbqzh3pe6NrUi3mV+ItY1PZ7cLh7vkodoFyPRAQAAAAAgg050AAAAAADIoBMdAAAAAAAyyEQvgYFY9GF/LT41WvtYnWAw6hq78vpuV4EeNHfeixLLw8/W8sZm1stBf55YLlwiB71OlvPYuumGMtCDdcNT1fJBo93PX6P81g4nz89dU2uiPBgcSrYn5mbbEMqYoW90PjMTHXrJaOweCeti14oXr72vSzUqvsu3HtPtKtCDLrnn5sTy72yvnYePP72+CzXKt8p8/7I56PUy0EeeaiwDfXHbZ2vfIYYm9J/QfkMTyXNwen0+7n+QvqXKwnAHH3sy9t1iPN/3I/BtBAAAAAAAMuhEBwAAAACADOJcCqh/T3Ia9cBUbfrHugdr05H6YukGQP71z8w3FudSSU35qhNfUiqpBInKYOx612CES3//QmaES3ofIlzotD0zI92uQq5V4rFN4T07aSwI5TV44N7E8oax2vJ5B95RLY+n518DubZxYDKxfMz6p5aNc+kfTLZLF+byEfnQyfiWRTMrj3Dpn8uOcOmfSx5XES502ux4b7yXmzU/keym7t8vX+9R3z4AAAAAACCDTnQAAAAAAMigEx0AAAAAADLIRC+gwb3JDKUjLr2mWp48/8wu1Ahoh/X3zS8bCL5nc+qGB/GM9F7JRw9PNZWPvFwGejoHfb/R5Lq4Y9Y93cLaQWMm54aj3EtdVwaHatemudnUzQq6pFdvFUF5ja9JZp0Pv+yBavmIu3Z2oUZAO7z6gJuW/fdr7j02sRzPSO+VfPSgf6p/nxno6Rz04d117pW0IxWYDh0wP5L/92z/864rsWtOTr6uzMwnv3cMD3Q+L91IdAAAAAAAyKATHQAAAAAAMohzKYgtF9zY0HZjV15fLYt2WZn4sYNu6L86OZ1z5KWnV8vrE2uS05hm1temWs0kNyxVvkFlMBnf0sykuPGh5PT4dcNTq6wVkCn+Jm3z5afglzdYdOy7rmtou8u3HlMtX3zXvW2sUfnEjx10w7uPOiuxfOl9N+wz2iW499kDq+XHn85u8Bc+6mVm9eM8B1LpjSPPLh8BCaxeX+yaU4nFTrVDN+Jb0oxEBwAAAACADDrRAQAAAAAggziXgse3rCSeRLwLFMvAN2rXgbHYv8fL7bD9Izm6ViSTa5qy32hqTmfMQaN7Vv8AsEKP71237L/PLSTHNkzODEWFJmIFWhLfspJ4EvEuUCzvOfqMjDW7E0vjseVjW/C42z9Vi43stsr86sd2Du/ObnQMTXQ/AoLeM71++S+yC4PJyKW5dn+5b7NKmyNc8sZIdAAAAAAAyKATHQAAAAAAMuhEBwAAAACADDLRS5aDTvOZ8cD3bXn79fnNSM/QN9BbWWwU2+TccLW8Z2akq3UBipeDTvOZ8cDyfQ95ykjP0j+dzJKGPJsfqZ2vs+PO3bIwEh0AAAAAADLoRAcAAAAAgE7FudSLJCnCFKFeiS+ZPD//8QzNEtMC7Yt3KUK0Sz3rhqe6XQV60L3PHZC5bm6hufEMMzMDUa/pn0weq5FnastHXHpNczv9ndXWqjfViyS554NndbQuZMeXXHzXvVFZiWmB9vXjFL3fZuTZhW5XgR40eVB29+rCYHNxLpXea+5HQ/tNJ5Y3HfBstTz8sgea22kLLwlGogMAAAAAQAad6AAAAAAAkEEnOgAAAAAAdCoTvR556Y0fD+qTew49Yr5bn1jQvhz0XVNrlv33yZmhzL9ZaDI7vSUqyRzHudnOBTRWpmqPteU/Z+dwkx/y0hs/HtQn9xx6Q99ALbC4YpwnJclBn16//Lk8N5a9v/mRqGsWBivJ5eEOPvZY7Uv/cW+4OcozVygAAAAAAMigEx0AAAAAADIM5jHapBejXbodhzJ5/plR3olwge7b8vbk+3D7Rzp37eibS/3uOxKb+jmfjJuAIsS3rCTCZWamcxEqTau0aj+19/PWt/xbi3ZK3qJNejHapdtxKBffdW+UdyJcIH+xsx3tnxmute8XTdXaQgsjsYbGc9r+FCO+ZSURLpUiNPcHW9Pgjz/XrRffEBWFkegAAAAAAJBBJzoAAAAAAGTQiQ4AAAAAAHnPRM9NBle77cnOPi2aSuonmL5UfNlqyUAH6qlM1y5CfaPzXa0LvakdOehxeclBn5utU49KazPQgy0XfrsFO6VI+ehly0if338uKouJheHE8nj/TEv3LwMdqGdhtNbJMDBhDCjlyEGPy0sOeurjvuU56JXU8zzuHcl2YFG4CgEAAAAAQAad6AAAAAAAUKQ4l3rxLkWMdqlM1eYtbH3r9YWObZkfTk65zjIwU2kq6kWECxTLYGxa5dx4izOd0lKJLX3x34ErbX7sAuhvMFdjIWrsOs7qIlsajW9ZWOjPXXzLchEryXWt3b/4FtLxLkWMdpmPfQZuvehbUZFjW3bOr83cbmfss3jjwJ6mol5EuECxjO83VS1P7B5t62P1DSTb9JVYxERlyhjQgcnG4sLmxwrR1Vf4yJZG41vmR/IX3xIs1IlpaXWEy3EFjW9JcxUCAAAAAIAMOtEBAAAAACBD4eZ4VKZr8wH6RlJz+3N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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } ], "source": [ "seq = ps.filters.size_to_seq(size=inv, im=im)\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(inv, origin='lower', interpolation='none')\n", "ax[0].set_title('Invasion map by size')\n", "ax[0].axis(False)\n", @@ -1126,7 +174,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 10, "id": "18e90448", "metadata": { "execution": { @@ -1139,256 +187,22 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:12.497928\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 744 + } }, "output_type": "display_data" } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "bins = 5\n", "seq = ps.filters.size_to_seq(size=inv, bins=bins)\n", @@ -1406,7 +220,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -1420,7 +234,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -1457,11 +271,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_64933145a7f24142825437d8a5666e67", - "max": 25.0, - "min": 0.0, + "max": 25, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_ef6df2658ac44bf993c9c21fc86284f7", - "value": 25.0 + "value": 25 } }, "64933145a7f24142825437d8a5666e67": { diff --git a/examples/filters/reference/snow_partitioning.ipynb b/examples/filters/reference/snow_partitioning.ipynb index 30e381583..9a8d820e2 100644 --- a/examples/filters/reference/snow_partitioning.ipynb +++ b/examples/filters/reference/snow_partitioning.ipynb @@ -30,35 +30,6 @@ "ps.visualization.set_mpl_style()" ] }, - { - "cell_type": "code", - "execution_count": 2, - "id": "6e645d25", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:56:36.080863Z", - "iopub.status.busy": "2022-04-25T01:56:36.080714Z", - "iopub.status.idle": "2022-04-25T01:56:36.086229Z", - "shell.execute_reply": "2022-04-25T01:56:36.085662Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.filters.snow_partitioning)" - ] - }, { "cell_type": "markdown", "id": "2360b16b", @@ -70,7 +41,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "4c00bcdb", "metadata": { "execution": { @@ -80,22 +51,7 @@ "shell.execute_reply": "2022-04-25T01:56:36.141390Z" } }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "49633c64ccef4ce59bbd31d5baaf2916", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "im = ps.generators.blobs(shape=[200, 200], porosity=0.7, blobiness=0.75)\n", "snow = ps.filters.snow_partitioning(im)" @@ -111,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "id": "ef713a6e", "metadata": { "execution": { @@ -127,12 +83,12 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Item Description\n", + "Results of snow_partitioning generated at Fri Jul 11 19:30:45 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "im Image of size (200, 200)\n", - "dt Image of size (200, 200)\n", - "peaks Image of size (200, 200)\n", - "regions Image of size (200, 200)\n", + "im Array of size (200, 200)\n", + "dt Array of size (200, 200)\n", + "peaks Array of size (200, 200)\n", + "regions Array of size (200, 200)\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n" ] } @@ -143,7 +99,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "id": "71d1b28b", "metadata": { "execution": { @@ -156,67 +112,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:36.222628\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 1170 + } }, "output_type": "display_data" } @@ -240,7 +145,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "id": "3385b3dc", "metadata": { "execution": { @@ -253,118 +158,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "028f67dbb3c84a048c9f65ab9a630cd8", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5b6905e5469c43f09b6fe70afc6acfe9", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 484, + "width": 1464 + } }, "output_type": "display_data" } @@ -404,7 +207,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "id": "024d6aba", "metadata": { "execution": { @@ -417,118 +220,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "0e39e271b9d044949d6cdd3086090910", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_b67538474daa481a8406613e7075ba7f", - "value": 1.0 + "value": 1 } }, "5c48cc765d8c43f8922f59c3669ab470": { @@ -1733,11 +1434,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_ebcbe9ac867f4a6aa5b2361c53162579", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_99ae7f709164478fbb6ad17e7f0de7f7", - "value": 1.0 + "value": 1 } }, "70fb8d8b4dfc4d118c172f97d4ee6fad": { @@ -1757,11 +1458,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_1b6c5551471049af99b5c9e25cc4a906", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_b5b1a73434cb4512a25b88bc7a0c5888", - "value": 1.0 + "value": 1 } }, "80ddc52e96e34158b7b7f439ca999781": { @@ -1796,11 +1497,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_e7bdd8ad00d140069c37a8e94eb515cb", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_b4bae640396f48719ae612a96ddd5cf4", - "value": 1.0 + "value": 1 } }, "84fe6ca529b44fa3bd26624d31fe4402": { @@ -2117,11 +1818,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_57d426f1195f46e68234ed3b8df48118", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_05f176cf48a34ba0ab819ed6e7c55d04", - "value": 1.0 + "value": 1 } }, "a97cbe4c4c5f4415af75e9c9cac95f53": { @@ -2573,11 +2274,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_5c48cc765d8c43f8922f59c3669ab470", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_c19c74ac97f843368fd88ec8a020f81c", - "value": 1.0 + "value": 1 } }, "e7bdd8ad00d140069c37a8e94eb515cb": { diff --git a/examples/filters/reference/snow_partitioning_n.ipynb b/examples/filters/reference/snow_partitioning_n.ipynb index 9708c2530..b6189aa59 100644 --- a/examples/filters/reference/snow_partitioning_n.ipynb +++ b/examples/filters/reference/snow_partitioning_n.ipynb @@ -59,58 +59,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:55:41.730931\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 593, + "width": 1184 + } }, "output_type": "display_data" } @@ -284,7 +163,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -298,7 +177,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -691,11 +570,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_e4ec1885b1b94377b5f53b774893d789", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_6e1651fc5eae40ccabaa7e5c4a8133de", - "value": 1.0 + "value": 1 } }, "c47562b7f2054bcb90f967449a2a5e0e": { @@ -757,11 +636,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_423e39378610416fa21ec392e0fe7233", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_6b656f34a87a47c0bb679200d3992bac", - "value": 1.0 + "value": 1 } }, "dfb7b8898dee4608965be660267fce8e": { diff --git a/examples/filters/reference/snow_partitioning_parallel.ipynb b/examples/filters/reference/snow_partitioning_parallel.ipynb index ceb9a9d11..f9e08c8d4 100644 --- a/examples/filters/reference/snow_partitioning_parallel.ipynb +++ b/examples/filters/reference/snow_partitioning_parallel.ipynb @@ -27,23 +27,7 @@ "name": "#%%\n" } }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "D:\\anaconda3\\Lib\\site-packages\\paramiko\\transport.py:219: CryptographyDeprecationWarning: Blowfish has been deprecated and will be removed in a future release\n", - " \"class\": algorithms.Blowfish,\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No module named 'pyedt'\n" - ] - } - ], + "outputs": [], "source": [ "import numpy as np\n", "import porespy as ps\n", @@ -65,7 +49,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "pycharm": { "is_executing": false, @@ -75,24 +59,35 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 583, - "width": 583 + "height": 383, + "width": 383 } }, "output_type": "display_data" + }, + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n", + "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n", + "\u001b[1;31mClick here for more info. \n", + "\u001b[1;31mView Jupyter log for further details." + ] } ], "source": [ "im = ps.generators.blobs(shape=[800, 800])\n", "\n", - "plt.figure(figsize=[6, 6])\n", + "plt.figure(figsize=[4, 4])\n", "plt.axis(False)\n", "plt.imshow(im); " ] @@ -115,24 +110,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": { "pycharm": { "is_executing": false, "name": "#%%\n" } }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "OPERATION TIME:\n", - "cores=1: 2.6554758548736572 seconds\n", - "cores=4: 0.12850618362426758 seconds\n" - ] - } - ], + "outputs": [], "source": [ "start = time.time()\n", "parallel_kw = {\"divs\": 2, \"overlap\": None, \"cores\": 1}\n", @@ -156,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -186,7 +171,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -209,16 +194,16 @@ "fix, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].axis(False)\n", "ax[0].imshow(x1.dt/im)\n", - "ax[0].set_title('Distance Transform', fontdict={'fontsize': 18});\n", + "ax[0].set_title('Distance Transform', fontdict={'fontsize': 18})\n", "ax[1].axis(False)\n", - "ax[1].imshow(x1.regions/im);\n", + "ax[1].imshow(x1.regions/im)\n", "ax[1].set_title('Regions', fontdict={'fontsize': 18});" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -232,7 +217,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.7" }, "pycharm": { "stem_cell": { diff --git a/examples/filters/reference/trim_disconnected_voxels.ipynb b/examples/filters/reference/trim_disconnected_voxels.ipynb index e232f9a3b..6c1e30d66 100644 --- a/examples/filters/reference/trim_disconnected_voxels.ipynb +++ b/examples/filters/reference/trim_disconnected_voxels.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:15.335570Z", @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:17.708310Z", @@ -51,7 +51,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:17.836171Z", @@ -101,7 +101,7 @@ "outputs": [ { "data": { - "image/png": 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" ] diff --git a/examples/filters/reference/trim_extrema.ipynb b/examples/filters/reference/trim_extrema.ipynb index 8cc97761f..05bac16f5 100644 --- a/examples/filters/reference/trim_extrema.ipynb +++ b/examples/filters/reference/trim_extrema.ipynb @@ -57,58 +57,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:13.071801\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 1183, + "width": 1161 + } }, "output_type": "display_data" } @@ -4066,7 +241,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -4080,7 +255,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/trim_floating_solid.ipynb b/examples/filters/reference/trim_floating_solid.ipynb index b01c2f07c..16a5db66e 100644 --- a/examples/filters/reference/trim_floating_solid.ipynb +++ b/examples/filters/reference/trim_floating_solid.ipynb @@ -5,12 +5,13 @@ "metadata": {}, "source": [ "# `trim_floating_solid`\n", - "``trim_floating_solid``function is a filter which removes solids not attached to primary solid structure." + "\n", + "``trim_floating_solid`` function is a filter which removes solids not attached to primary solid structure." ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:21.037564Z", @@ -40,7 +41,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:23.313920Z", @@ -52,24 +53,24 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 484, - "width": 484 + "height": 383, + "width": 383 } }, "output_type": "display_data" } ], "source": [ - "im = ps.generators.blobs(shape=[500, 500])\n", + "im = ps.generators.blobs(shape=[200, 200], porosity=0.49, blobiness=2, seed=1)\n", "\n", - "fig, ax = plt.subplots(figsize=[5, 5]);\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", "ax.imshow(im)\n", "ax.axis(False);\n" ] @@ -84,7 +85,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:47.228401Z", @@ -96,15 +97,15 @@ "outputs": [ { "data": { - "image/png": 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1/37mmWdWi7rOda5TvfKVrxyfoN/nF7/4xfgvAuoN8PPPP3/dn3/+85+/UKYFsDUb4BSrfuGcfPLJ6352wxvesHEq1qImTz3ss2gAMf27kwF0HcR+7WtfWyjdrj5RuqjN/hZ6mQC6DoYWDXzmfb4AOi91/y96Uqs+LdJGeulm1+lzM3mZebfZ2LcBDkBpxO/id4aTc/xe/9l6U/kNb3hDdcYZZ1SrqDfely2n8t///d/VMcccc9HP6vm/2V+yTZ8IB1bXvHAZBHP22Wevq6dbW6Se2TKft9nfBC+rrqfX5DPmufzlL7/w524W9M762/K2P7vNz2dYdUmPNvq+rev0OYbaGvvGPQClEb+L3xlOrvH7u971rurwww+vnv3sZ6+8+b3qIZQXv/jF1fWvf/252RLqfkM3bIBTrOlUpmVfxk2dc845G352uctdbunrbXavmz3TPMuc4GjLkJ/N8Nrq/xzHUY73DAApEL+L3xlOjvH7cccdN/4izska3qta5S9v6jJCdT3wzbJW9tX9XrTGP9CMEigUq67zNa3LNLy6ttikutbfKuma9RfpbfUZAAAQhfgdaKouL/Kwhz1sQ9ZIvQF/97vfvbrNbW4zziD57d/+7eqKV7zieAO63qCerslf1x9v4+T4Pl/96lc31PyuHXLIIZvWOgfaYQOcYm32N6v1l7F0ZbpuWf0FHD/72c+WDqInv0F61mfQnvpLS+p/hlDXi5ysFQcAUCLxO4sQv5ftSU960vh7Aybd5S53qY499tjq0EMPbXydzTarl1V/6eaDHvSg8Voy7Tvf+U71kIc8ZFyyZZEvxgWasQFOseq/YW2S5tiWzVIe6y/QWDaA3uzLN5aty8fWzjrrrOqUU04Z5LNXSbUFAIhC/M4ixO/lqv+y6T3vec+6n93oRjeq3v3udy9cgqWtNebXv/519Ud/9EfVD37wg5l/pr7nf/qnf6qe+MQntvKZwH5qgFOsK1zhChu+xfqzn/1sZ59Xp1VN+9KXvrT09b74xS9u+kwAABCR+B1o4iMf+ciG099PfvKTF978/uY3v9naF7Y+5SlPqT7+8Y+v+9nNb37zDVkg9Z/7xCc+0cpnAvvZAKdYBxxwwPhvgSd95jOf2TQ1sQ3Tn1U78cQTl77epz/96Q2nDOpvjQYAgIjE70DTjetpt771rRe+zgknnNDK/bz3ve+tnv/856/72Y4dO6p3vvOd1b/8y7+s+3m94V6fFF/0C3KB+WyAU7Tb3e52G9KS3vzmN3fyWbe4xS02/Oxtb3vbUtc66aSTqm984xvrfnazm91MrbAOPeMZzxjXahvinw9/+MNDPz4AQBLE7zQlfi/X2Wef3Uq5obe85S0r38uZZ55ZPfjBD15X93v79u3VcccdV135yleu7ne/+1WPfOQjN/xOXQ98s1rhwHJsgFO0P/zDP9zwsxe84AXjQLpt9bdLX+c619lwgqQOhhf18pe/fMPP7nznO690fwAAkDrxO7CVgw46qNGm+Dxf+9rXxl9IuYpZp7nrv5y5/e1vf9G/v/CFL6xueMMbbloPHGiHDXCKVp+6uM1tbrPuZ1/4wheqpz/96Z183qMe9agNP3v0ox+90N/sfupTn6pe+9rXbnjBP/ShD23lHgEAIFXid2Arhx566IafffCDH2z8+3v37q0e9rCHVRdccMFK9/GkJz1pQz3vo446qvqbv/mbdT+7xCUuUb31rW9VDxw6ZAOc4j3taU/b8LO///u/r/75n/954WvVX7RRf9v4LHXq03TqVf1Ce8xjHtPo+meccUZ1n/vcZ/xCnvTwhz/cN40DAFAE8Tswz2b1vp/97GdX55133pa/W8/VuiRJ/UWaq3j3u9+9YU2qN+bf+MY3jkugTNu5c6d64NAhG+AU7453vGP1+Mc/ft3P6hMdT3jCE8bB6qmnnrrlNep6fs95znOqww47rPqP//iPmX/u0pe+dPWKV7xiw89f9rKXVUcffXT1ve99b+bvvv/9769udatbbfhCj/ozn/WsZ215jwAAEIH4HZin3miu596kr371q9WuXbvGfyk1y1e+8pXqLne5S3XMMceM/31tba261KUutfDn159R1/CedLGLXWxc9/tKV7rSzN9TDxy6s9bhtSEb//AP/1CdfPLJ1Yc+9KF1P3/7298+/mbmI444YhxoX/WqVx2fAPn5z38+/lvYz3/+8+Nvcz/llFMaf9Z973vfavfu3dWxxx674Qt13ve+91V3vetdx39jXX8rdP05dXBe/+1x/Q330y5+8YuP/wb5spe97ApPDwAAeRG/A/M885nPHK8B09kb17rWtap73vOe4w3yfXP229/+drVnz57qox/96LrvE6izTV796lfP3TSftu/U9jnnnLOh7vf0l/hupq4H/slPfnLd+rGvHvgTn/jExvcBrGcDHP7/3+zWJzTqOl9vetObNqRA1XX76n/aUqc21X8D/K//+q/rfn7++edX73jHO8b/bOUyl7nM+M/d8pa3bO2+AAAgB+J3YJ473OEO4xrcz3ve89b9/Je//GV1/PHHj/+Z5wEPeED11Kc+dbwBvoi//uu/Hm9gT9f9rut5N7GvHviNb3zj6sc//vFFP69/v960r78HAVicEigw8aKpU5Je8pKXzE1L2ioQP+SQQ7b8c3XwXAfRL3rRi6qDDz544c+pX3r/8z//s+FvtAEAoBTid2Ce5z73ueNN7G3btjX+nXqu15vNr3vd6xb6vdq///u/j09wN637PYt64NA+G+Cwybe6f/3rX6/+8R//sTryyCO3fFHV//9Nb3rT6u/+7u+q008/vbrHPe7R+LMe+9jHVl/72tfGL+VrX/vaWwb49d8c12mdJ5xwQnW9612v8ecAAEBU4ndgM/UGdj3P6798qksVzVsb6lrf97///auTTjpp/P0Ai2xY1+q15KEPfeiGzfQ6Q2WZv6BTDxzatW1k5sBcde2uuk5g/QU33//+98dpjgcddNC4lmBdP+y6173uOJ2xDXVtsbrWV/05Z599dnXAAQeMX5ZXucpVxqdGlvkCDgAAKIn4HdjMueeeO94MrzeS63WizgC5whWuUB1++OHVTW5yk+rAAw8c+haBjtgABwAAAAAgJCVQAAAAAAAIyQY4AAAAAAAh2QAHAAAAACAkG+AAAAAAAIRkAxwAAAAAgJBsgAMAAAAAEJINcAAAAAAAQrIBDgAAAABASDbAAQAAAAAIyQY4AAAAAAAh2QAHAAAAACAkG+AAAAAAAIRkAxwAAAAAgJDW2r7gUduPrrq0+zufqSLYdZUbDn0LobQxLkrpk1XbqpR2Iu3x2XQctn29ZT+r63nT9rvRPB9Gn+N1mc/tc04u+1l79h6/8vVZT2zfjHWzXWL75sT2pExs3/5nL8M8H4bYPq3Y3glwAAAAAABC2jYajUY5nRJJ/cSIv1kbhlMiw82TqO1Gf6KcXBrqb/iXvY8U25Aq/FjO6ZQIFxLbWx+HILafTWxP6sT2w9xHim1IGsT2F3ICHAAAAACAkGyAAwAAAAAQkg1wAAAAAABCar0G+N6zdmb1zaZtUF9peOoEpjE3IrUh3SnlW81nPWef9zvkt9e3LdKzlGCo99D2HacN8rmRie0Zgth+PbE9KRPbi+1Lf5YS7A4Q2zsBDgAAAABASDbAAQAAAAAIaW3oG4Dc02RToC1InTE6jNzSB42TfOk7YFXWkf20BakzRochtqcvuwP2nRPgAAAAAACEZAMcAAAAAICQlEBpOTUgt5QUaJO50G4KUSrfKL7sPUZMm1q2bUpvC4CciGfgQubCbGL78ojtIW9OgAMAAAAAEJINcAAAAAAAQrIBDgAAAABASK3XAC+9Npg6aXnVScu5j1KvOzZ9f03buutxknq7tdGGy15/qGtQtrbHYc7rem7M/zKUPqesL7OJ7ctaU8X2qxPbUwKxfb52B5//ToADAAAAABCSDXAAAAAAAEJqvQRK13I6kt91ilMJcupvhuvLqOOkizUjalvlxLuhW12nTHZ5/XnzM5VxksIaMq8t9uzt9VYIMqaasn6X1d/MJ7ZfnNg+Ju+Gbontu7W7oNjeCXAAAAAAAEKyAQ4AAAAAQEg2wAEAAAAACCm7GuA567p2UWq6riU0rw1La2vi6LPuWImWaY+mfdL02tak/nQ9/nOo6xeF9iRFpcWbYntYnNi+W2L7sojt49g1QHs6AQ4AAAAAQEg2wAEAAAAACCn5EihRU3yk8XUraptGnQ+0q7RxMmQqHLT5nk/x3WX807aoY0ps362obRp1PtCu0saJ2J4Uie3z5wQ4AAAAAAAh2QAHAAAAACCk5EugkJeS0ym2om0AypRbaYQU31e5tSFEkeJ6kAptA1Cm3OLSFN9XuwdoQyfAAQAAAAAIyQY4AAAAAAAh2QAHAAAAACCkJGuAp1ifJnXaLA36AdhMirXhUqldN/nZ1tD+aGv6ZLwtTpulQT8AmxHbzya2H4a23poT4AAAAAAAhGQDHAAAAACAkJIogVLiUf0UU2ZopsTxStqpa8YkTc0aK03HkHfXctput9LnfOnPn4MS+8j6mK8Sxyv9EdvTJbH9MMT2VZbP7wQ4AAAAAAAh2QAHAAAAACCk1kug9Hl0f6h0jdLTE4bUZ5/rZ1JmfJLauFt2fU5hLKd47ym0C9TE9nRJbA8XMj4Zgth+PbF9bE6AAwAAAAAQkg1wAAAAAABCsgEOAAAAAEBI20aj0ajNC+49a2eIWoBd1/Lp+rmi1BdSFxCIIJV3mXVuc/onju07Thv6FsIR2zcjtm9GbA9EkMq7zDq3Of0Tx/YWY3snwAEAAAAACMkGOAAAAAAAIa1VCUolXWGZ+52X4pDbc/VpqLaRkgL0vdZ4F6RBP0B/cptvYvvVie2ByMT26dEPbMUJcAAAAAAAQrIBDgAAAABASDbAAQAAAAAIKYka4FFr9Qz5XLM+u8+6eFH7FWAV0+uwtRKIJuq6JraP2a8AqxDbQx6cAAcAAAAAICQb4AAAAAAAhJRECZRIUk93mb6/ttMmU3/+PtNEAQDIW+qxrdhebA8AbM0JcAAAAAAAQrIBDgAAAABASEqgFG5eWqOUwrRTUoEYJteG1FPNAUib2L47YnugCbE9pMkJcAAAAAAAQrIBDgAAAABASDbAAQAAAAAIadtoNBq1ecG9Z+1c+RrqJKVnXo27nPqr61p9y7aFGoJAH2urtSafd5e+Ws72HacNfQvhiO1jEts3I7YH2iK271bq7y59NXxs7wQ4AAAAAAAh2QAHAAAAACCkJEugpJLGsEyKQuppF120S87P3EYaShvPLx0G2Iq1pl25vbv0XTNKoLRPbJ/XWrEMsf163rdAH6w17crt3aXvmlECBQAAAAAAtmADHAAAAACAkJIvgRI1ZWTevU/eU25pHDlrOha67hOpMMCimq5Lpa8vUd6ppffjPEqgtE9s34zYPj1iexieGHU52q2ZKO/U0vtxHiVQAAAAAABgCzbAAQAAAAAIyQY4AAAAAAAhrQ19A6VqWuNn3p+LUu8oFdoTyJW6cZuzrgN9EdunR3tCPnNv8ndSjWtnPVcX95tqGwzNus4qnAAHAAAAACAkG+AAAAAAAIS0bTQajdq84N6zdlYpp0JETSWRChJH1DEK5PPeyG0dKu0dmFv/9Gn7jtOGvoVwxPbDKG1diyzqGIUh1qs+59OyzzXUnBfb5yu3/sk1tncCHAAAAACAkGyAAwAAAAAQkg1wAAAAAABCWuuyVk8qdWxSuQ/IdQ4BMTStp1faOrTsM5ZWn3BITdt6z97Ob6U4Ka4HqdwH5DqHIEo8UPqcEttvTmyfvl0DxPZOgAMAAAAAEJINcAAAAAAAQmq9BEqfpCcALK+0VDjSHCdDvcvbeJbJa4hJ2qdNy6PPAfKI7VNZr9t+5lSeq0ti+2bXKGEs9G3oNnUCHAAAAACAkGyAAwAAAAAQUtYlUCA633JNX2lHxhqlpL51Zd6cifrMACxGvEXOsX3q8cwypT1Sf6YcRG1DsX08ToADAAAAABCSDXAAAAAAAEKyAQ4AAAAAQEid1gBX4wygf2qSxTCvH4eqa5j72BoqDpn83GXbsMQYqo12o11ie4D+eQem12bLvP/E9u0T2+dl98CxvRPgAAAAAACEZAMcAAAAAICQOi2BEv34fARtp+4A/eh6Hk5ev8T0rNT71Tqcr3nzSb/OJuYrg35endge8pRibG9t6G991db5EtvnE/M5AQ4AAAAAQEg2wAEAAAAACGnbaDQatXnBo7YfPfP/6zONftYR+hRT+afvNcV7nKf0tI6h0nXbHie+vTh9Q801fdyf0tfTrhnL8efNnr3HD3ovEYntFye2z5vYPq/xmrMUY/sUx3wqa5ISU+mxXsW0q6PY3glwAAAAAABCsgEOAAAAAEBINsABAAAAAAhpbag6LkPV6lELjS77v41x0nSMplJPLIV5HZU+BiBlKbwfxPYsQ2yf9ryOqvQ+XvazotTlB4blBDgAAAAAACHZAAcAAAAAIKReS6B0mXbTdSpMbvdLvoZK8SINKfa59L/4fR71vWbsQn9yi5Vzu1/yJbYvW4p9bkx2K4U2jfpeE9uzCifAAQAAAAAIyQY4AAAAAAAhDVYCZV5qhbSGtKWYCtOFocZhzu3rW+MhH23P0enrNV3LrBV5mdWv+pFJYvu85Bx7LkJsvzixPalZNt5c9vo5EduzjF0FxfZOgAMAAAAAEJINcAAAAAAAQrIBDgAAAABASEnUAF+k1lgKNdRSuIfIz7xMraES+6SE+p/L9mvEelVd02a0zZgC9hHbp0dsz6LE9nnRZrTNmCJ3ToADAAAAABCSDXAAAAAAAEJKsgRKaelvqaaSpJ4aOe/3Sxg3uemzT+alWpfWNjk8P/0xHojAOz5vJfRfqmut2J42ie3zje3NpzhymA+QyprkBDgAAAAAACHZAAcAAAAAICQb4AAAAAAAhJR8DXBi6rpW1eT11Tgr23T/p1AnresxmcIz0pz1ipQ1HZMprrVAf8T29CXF943YnknWK1K2q+DY3glwAAAAAABCsgEOAAAAAEBISqDQm6FSJnJL1Wg7ZWrZ54+arjX5XG2PjaHaLLcxTrfz33gg17Us6nsHohLbNyO275bYPh8RSypsRWxPCsT2F3ICHAAAAACAkGyAAwAAAAAQkhIokLDpdKdZKSRdpEWV8O3VUZ+LGKQ7UsL6l8p9APRBbN+tqM8V1TLla7ru4y5L6ojtKWH925XIfWzGCXAAAAAAAEKyAQ4AAAAAQEg2wAEAAAAACEkNcMjIUHXD2v7cpnWhUqkFl7rp51dfDvLRZf3X0tdGgNSJ7Ve7XlQlxval9zlxiO3T5QQ4AAAAAAAh2QAHAAAAACCk1kugzDvW77h+Xib7Ut/RprbT+Kw7QFfaSOteZh2KunZ18VwlpIYPyTs2DrE9XRHbA7kQ25cb2zsBDgAAAABASDbAAQAAAAAIqfUSKPNIu8vXMukfUpKhH+YarKaNmERcQ4nE9vkS20O6zDVYjdiezTgBDgAAAABASDbAAQAAAAAIyQY4AAAAAAAh9VoDPIW6Vur4tE+NMuiHuQarEQOkt44t0yfWwjSJ7eMwx6Af5hqsRgwwvN0ZxfZOgAMAAAAAEJINcAAAAAAAQhqsBMpQujhaL+0CaItUSGiP9zPEJ7YHUpZibD95T9a7NDXtlxTHV5eMV1bhBDgAAAAAACHZAAcAAAAAICQb4AAAAAAAhFRcDXCgLNN10VKsG1Za7TZYRopzl/7WMeskADWxfV73mmL/pGjZdpr1ezmMQWMjbbsDxvZOgAMAAAAAEJINcAAAAAAAQlICBQCAhUVMjQQAyhUl9pguLxLluejW7uCxvRPgAAAAAACEZAMcAAAAAICQ1lL4Jtehj8FH1LQftD30z7wDSl2vlokTGZbYPg1ie0iXedesbcQAzceQtqIruwuO7Z0ABwAAAAAgJBvgAAAAAACEZAMcAAAAAICQWq8B3nbNmGXr0+RUh2ZZbTyjuo6URh06YJF3mXViOJNtP6+/Jv/cnr2d3xYNiO2XI7aHxYnt05Z6n1j/4hDbp2/XwLG9E+AAAAAAAIRkAxwAAAAAgJCSKIFSYnpCzumfXaS1Nv0sKUrkmiZl7EL/zLs4Uoh/aEfUvhTbL/dZ1mnaJLZfXOlzsvTnz43+iWPXAPGPE+AAAAAAAIRkAxwAAAAAgJC2jUajUZsXPGr70W1eLizfUJse6TQAbKW093Ib78Y+22zP3uN7+6xSiO2bEdunR2wP+1l78lpD2u4v6+Fspc2N3QXH9k6AAwAAAAAQkg1wAAAAAABCsgEOAAAAAEBIa0PfAAAAZdQanFczUA1lAFie92O72ohZhpL6/ZG33ZnG9k6AAwAAAAAQkg1wAAAAAABCUgJlIJNH/KfTAqQuAQAR02bbuLa4iRSJ7QHSLcXQtlTWdaVOaEJsfyEnwAEAAAAACMkGOAAAAAAAIdkABwAAAAAgJDXAE5BK/ag+a/zk9swApVp2vY5ak7DL5xrq3Ri1r2AoucW5YnuIYah62KmsV/P+v9zaI8V4M2q8mGJbrypqX63KCXAAAAAAAEKyAQ4AAAAAQEjFl0BpOzUg9dSaVFIhur6PZfph+ndSaSuAvrXxLmt6DWvtMLQ7UYnthyG2h7RMj/fU17J5Spi7Ka6hy16jhP5KkXbfmhPgAAAAAACEZAMcAAAAAICQto1Go1GbFzxq+9GN/lwJx/NTTDMqod277ocS2xAoS4rvrxLW6K7bPee2aWr7jtOGvoVwxPZpr40ltPs0sT10p4R1LpVn7HPtSeWZS1ujxfZpxfZOgAMAAAAAEJINcAAAAAAAQrIBDgAAAABASGttX7CEGjQAEEnOdQHnPUtuMcnk/bbRJ7k9P2kyjgDS1TReaLqWz/tzfcWL3jurE9unQWyfFifAAQAAAAAIyQY4AAAAAAAhtV4CBQAgBdOphqmnDS6bGpn6cwEAw5avaKOMRNvlHEojXlud2J5VOAEOAAAAAEBINsABAAAAAAhJCRQAKFDTlLx5KXi5pb+m8C3yubUZABArPpj3WZHivhT0GW+K7cX2zOcEOAAAAAAAIdkABwAAAAAgJBvgAAAAAACEpAZ4YfV/pu9vqDpJpfcDQMqavhvaeIcMtV57TwAR1gqxPeQjh3Gcwj3mvq6leL9ie3ACHAAAAACAoGyAAwAAAAAQkhIohWsjTSSFFB/pLgDLr5VDruOzPtu6nne/Nu2/FGIIiERsD1COFGNAsX3Mft0VILZ3AhwAAAAAgJBsgAMAAAAAEFIRJVC6PqovlWMY2h1gMSmnpNE+70miEtvHpN2BrdaGput61+tJKjF1KvdBP7wnV+MEOAAAAAAAIdkABwAAAAAgJBvgAAAAAACEFKYGeBu1cOZdY7K2kro7w9H2AGWYrmlo/YeyiO3LoO1ha6nUvU5BKbW9IxLbMzQnwAEAAAAACMkGOAAAAAAAIWVdAqXPlAnpGcPQ7gAAZRDbx6fdKdm8EhBtlN5Q2glgNifAAQAAAAAIyQY4AAAAAAAh2QAHAAAAACCk7GqAq2WVnrZrl6XYx208FwB5vwtYnfcp08z19IjtoR/GISVJ8V1AWeuYE+AAAAAAAIRkAxwAAAAAgJCyK4GS+rH+0tM6lk2ZTLHdckrlAOhDims16fM+JUVi+2bE9pCn6fHexpxcdQ5ZF9KTYp+Qvt2ZzhsnwAEAAAAACMkGOAAAAAAAISVfAiW3lIx5qQC5PcuqcnveXNM4ALqU21qe4poftQ2hhPkgts/3ecX2sPl8aDqXzaGYclvLmxLbsxUnwAEAAAAACMkGOAAAAAAAIdkABwAAAAAgpORrgEOX1DUDiCuVNX6ZupsA5LvuQ8pKnyelP3/OUuk7sX2enAAHAAAAACAkG+AAAAAAAISUZAmUFFMIJu9p2bQLaRJlp8kARFtDvcuAJlJcK8T2+RLbQ4y52+e6ad3YT2xPqZwABwAAAAAgJBvgAAAAAACElGQJlNRNp4XklE6zyL3mlP6SUx8AQEnaKDUBXRLbpyenPgCGY62A/u3KNLZ3AhwAAAAAgJBsgAMAAAAAEJINcAAAAAAAQlIDvAU51dNbRNNaPn0+f071hXI3q1/1wXDanmv6kjbHUNR3IVCeqOuZ2L5sYvv0lB7b53a/JRDbE5kT4AAAAAAAhGQDHAAAAACAkJRAKcx0GksbaUddplNKi+pP0/5p+uf0Xfom+1J/Lcd8gOHjECiZ2J5ZxPblEduvznyAuLG9E+AAAAAAAIRkAxwAAAAAgJBsgAMAAAAAEJIa4Anqsu5eDlKuGUTMWlCp6nOO669uqclIalKJNcwNSpDKfBuKuR2DWHF1Yvs4xC+kJpVYY1fCc8MJcAAAAAAAQrIBDgAAAABASEWUQGnj2H2XaQLL3t/k76WYMpniPTGclFNhUpLbvFnmfuf1/7zrGTfQ/1yY/qwu1yjp2jQlth9GivfEcMT2MeeN2B76J7bvhxPgAAAAAACEZAMcAAAAAICQto1Go1GbF9x71s42L7f0cfwuj9a3nSLQdRpAn2lHubUNaaTr6ed80ySHMtSY6aJ/ooz/FMdulLYtRRsx3/Ydp7V4R9TE9osT289mXR6O2H4YKcZHKRLbpyfFsRulbUuxK7HY3glwAAAAAABCsgEOAAAAAEBINsABAAAAAAhprQoit1pAfd5vbm0TpZ5k7pq2TRu1wSavUXqfTD5/inXXUtHnmOm6H2Y9Sw7rmjFKCibH4Z69g94KLcotHhDbtyuHd2BuxPbDENs3I7afTWxPaXZ1FNs7AQ4AAAAAQEg2wAEAAAAACGnbaDQatXnBo7Yf3WqqxrwUjFTSqZqmiaRwv22k3ZSYFpNC3+Wgz7FRYp8MNffmtXWJ60HqSk+TLHFtiKKN8bRn7/Gt3Av7ie2rpO9XbL+cFPouB2L7bontaUJsX97aEMWuxGJ7J8ABAAAAAAjJBjgAAAAAACF1WgIlh9SFttMwU//G6xRTWnKTYr+maMixFrWPUk9Dtb6kp8SUyajzvwSppUlyIbG92D66FPs1RWL79ontWZTYnpzsSiy2dwIcAAAAAICQbIADAAAAABCSDXAAAAAAAEJaqwqzSA2aWX92Xg2iFOsTpVK7KYrp9kyxz6PUtVxW1OdK3by2tg6V1//6HOiD2J5Vie3TF/W5Uie2L5vYnmicAAcAAAAAICQb4AAAAAAAhNRpCZRU0pPaTtVY9np9tof0FBYdC22nf0qZW12kdpocD5GeK0WpvHv7VOIzQ8lzTWxPycT2+YrUTmL78t69fSrxmemeE+AAAAAAAIRkAxwAAAAAgJBaL4EiVaHdb55f9dqUyXjIVwl95xvFgc1YG9Iktp9NbE9fjId8ldB33t9ADmuDE+AAAAAAAIRkAxwAAAAAgJBsgAMAAAAAEFLrNcBZ3Lw6OPNqCA5dP4eN/aBOJixuct5Y14B9vFPJldg+b2J7WI3YHtjM0O9UJ8ABAAAAAAjJBjgAAAAAACGt5ZwmWAIpQww1TqR/MgQpkzRhTYK0ie1n826jCbE9UYjtacKaRB+cAAcAAAAAICQb4AAAAAAAhGQDHAAAAACAkHqtAb5MzadlawiqL5V2vSb9kxc1A/ujTh4AuRDbxyS2j09s3x+xPUAanAAHAAAAACAkG+AAAAAAAIS0bTQajdq84N6zdl70v6X4lKGNtLm+xsoi97rMPaWSQtjn3Gv6zEOtB6n0SdR+bZv3Rpzxv2pfRpq79Gf7jtOGvoVwxPblEdsvd/3SYkCxfcx+bZv3RrvE9pRme4uxvRPgAAAAAACEZAMcAAAAAICQ1oa+Aejasqk2s35vOvWn9FQeaW0xvkW+9HEctV/nXa/rPl/muYxDALYitu+W2L4/YvuYxPab/w4MzQlwAAAAAABCsgEOAAAAAEBINsABAAAAAAhJDXAGkXNtOXWsoF05rwdtryFN15c22mzyGn3WDAQgnpzf5d5R0K6c14NliO0hD06AAwAAAAAQkg1wAAAAAABCar0ESmnpLjRnbEA3aWe5z61Iz9JXmuC860VtQ2AY1hRmMTagPZHi4UjPMovYHvLjBDgAAAAAACHZAAcAAAAAIKTWS6CUkO4CqTHXyjadMjdvPPjG7v4M1dbLvIen/5xxAuwjtof+mWtlE9unSWwPeXMCHAAAAACAkGyAAwAAAAAQkg1wAAAAAABC2jYajUZtXnDvWTuzrV02ry5Sbs/SpWXrR6XQhpFqX6XQnjmKNAaiy22M5za2UqknOXkfubUh6dm+47ShbyEcsX18Yvs0pNCeOYo0BqLLbYznNrbE9kS0vcXY3glwAAAAAABCsgEOAAAAAEBISqAUbqiUlFTGRm4pOam0W85y63PSHv9RxlPXKZNt9F2UtqZbSqC0T2yfF7F9Xu+KVNotZ7n1OWmP/yjjSWxPFNuVQAEAAAAAgPlsgAMAAAAAEJINcAAAAAAAQsq6BnjTmkEp1pZKRSp1l1Loo1TaIrV2iSzFPs/NMmM0lbpzbYg6hma17yLP23YfRW1r2qUGePvE9nlJZa1MoY9SaYvU2iWyFPs8N2L7mGNIbE+u1AAHAAAAAIAt2AAHAAAAACCkTkugdJEysUyaRCrpNClKPe0kxb6b12Yp3i/5jv8USX8vbwyl0taltTvLUQKlfWL7vKS+PqbYd2L7OFIf/ykS25c3hlJp69LaneUogQIAAAAAAFuwAQ4AAAAAQEhKoJBVuoq+ZAhSsoaZg7mlJJc4TlIZD7CPEijtE9uXR2xPdGKK9GK5FNeCEsdJKuMB9lECBQAAAAAAtmADHAAAAACAkGyAAwAAAAAQ0lqVcU2iyZpBKdaMKsWsPoEU5FZrLkVDtZP+SZ/3MLAqsX16xPakTGy/OrE9s3gPE5kT4AAAAAAAhGQDHAAAAACAkDotgdJ1ykSKKRnLpAmm+BzQdIynMH6XTc+V4kVqmo7DFFPS214bUnxGKJ3YPt/ngFnE9tAdsf3s60HfnAAHAAAAACAkG+AAAAAAAIS0bTQajdq84N6zdhaddtRGWkfO7dZnWkvO7ZSzVL55XQpVf8y1bsdoG+1rPsCFtu84behbCEdsL7bvS87tlDOxfXnMteWI7SHv2N4JcAAAAAAAQrIBDgAAAABASDbAAQAAAAAIaa3tC5ZYT0p9JqIzxsuWSm3I3GgbIIIS1zJxD9EZ42UT2y9H20DenAAHAAAAACAkG+AAAAAAAITUegkUoNzUyMnf6SJFTLpmerruc5qZbHvzBACYJranCbF9GsT20D4nwAEAAAAACMkGOAAAAAAAIdkABwAAAAAgJDXAWZmaVDG00Y9t14nLYWyV+MxN713dQADIT86xCPuJ7ZdT4jPPIrYHInECHAAAAACAkGyAAwAAAAAQkhIoFJXGFVWkPkn9WbpO/Zu8fuptsZXJ+5cyCWy1FuS+5kGuzL30ROqT1J9FbN+c2B7IObZ3AhwAAAAAgJBsgAMAAAAAEJISKAlKMbUotdSFVNup9D6hXdPjOuc+b3rvTedy29cDutN0Hi675k3+3p69C94cFBqzphhTpNhOpfcJ7RLb93c9oDu7Mo3tnQAHAAAAACAkG+AAAAAAAIRkAxwAAAAAgJDUAF9CzrW6FlHKc+YkxT5Rh22Ytk5xLLSh7eeavl7U8Rp1PMBmos5jhlPKGlrKc+YkxT6xxvZHbL/69aKO16jjATbT1zx2AhwAAAAAgJBsgAMAAAAAEJISKCychiAdp7w0uaipZTkrIWWS5owHIvLugXaJ7dMjtmcfsRyTjAci2jXwu8cJcAAAAAAAQrIBDgAAAABASEqgNCQlbfH7k6qTd1pU6uOwT6m3xbz7Mw/LYzwAbE1sv5/YPg1i+/6k3hZiOSYZD9AOJ8ABAAAAAAjJBjgAAAAAACHZAAcAAAAAIKRto9Fo1OYFj9p+dBVFl/WUUq87RlXcOE5xTKrP2b7S68SV0s+pKX3c0d8c3LP3+E6vXyKxfTPeL/RFbF9l+/xdKD3GKqWfU1P6uCPP2N4JcAAAAAAAQrIBDgAAAABASGtD30CpaRyTnyVthy4ZX3HWoTb6cvIaUtcAiExsT0TGV17E9gBpcAIcAAAAAICQbIADAAAAABBS8SVQUkgT6jotCnI1Pf5TmK9daPpcbadXt5EyOe8+ovYXi5OeC/QlhTVGbA+bE9vP/nNie3IitidHToADAAAAABCSDXAAAAAAAEKyAQ4AAAAAQEjF1wBP3XQ9JXUDKVmXtcbaqNeZc/2zLtaWFGvDtV1rEQAWIbaH/cT23RHbA6znBDgAAAAAACHZAAcAAAAAIKReS6C0kSazalpLKqk6OeizraQr0eaY6TOFknzlljLZdBx2+SzmAjBJbJ8XsT0pE9uzKrF9d/cAETgBDgAAAABASDbAAQAAAAAIyQY4AAAAAAAhreVWQyi3uk5A/ybXBnXNyJWxC6RAbA8MTWxPBMYuDMsJcAAAAAAAQrIBDgAAAABASK2XQEklhUQKJZAjaxerUk6AnGI3Y5RJYnsgGmsXqxLbk7LdGcX2ToADAAAAABCSDXAAAAAAAELKugRKid+w22f6S2nftt30GVNO6WDr/kpxLEcdUym2dertnnqbQYrMmzJE7WexfXfE9jGJ7YeTYlun3u6ptxmkqKt54wQ4AAAAAAAh2QAHAAAAACAkG+AAAAAAAIQUtgY4adcM7Lo+V5e1tqavnWKtMdIWdcyocVf22NX/APkQ28++dtQ4je5EHTNiu/jE9pTECXAAAAAAAEKyAQ4AAAAAQEjbRqPRqM0L7j1rZxUlPSmnlI8h066atlOX95hKX/WZ/hk11W4ofY6hqH2XyjzMue27bsM+nz+H8UA/42neWGh7TO7Ze3yr10NsPxSxfRp9JbbPl9g+zjzMue3F9uRkV/DY3glwAAAAAABCsgEOAAAAAEBIRZRAWfYIfk4pHqmn/nQhxf5pux+WfcYSx0Nf9En68zC3fhiqDaVMEmUOTVICpX1i+2GkPte6kGL/iO3j0yfpz8Pc+kFsT052JTiHJimBAgAAAAAAW7ABDgAAAABASDbAAQAAAAAIaa3L+jFD1gVqo45NKs/C5vTPbJPtkXpNp9zMa0/jMD3GfxrrhPUa8pXK/BXbx6d/ZhPbd0dsnxfjfzaxPcznBDgAAAAAACHZAAcAAAAAIKTWS6DAEKZTfPpMw0k9DWu6LVK/36jmjUl9QknrhFTj8tJrrX/AosT2s4nt0+DdRsrE9jS1u6DY3glwAAAAAABCsgEOAAAAAEBINsABAAAAAAhpLUrttpTrzEDuNZ6YrY11rek19FcMauHNpoZg2eufNS59YntIj3W0XWJ7FiVGnU1sn5fdwWN7J8ABAAAAAAjJBjgAAAAAACF1WgJl2uTx99zSHXK+d9qVWhpHjukpy86hFNp+yPmfYjpl6mvjvHtKYTzRXNP+SnEcQlSpvwOi3jvtihQPiO0XJ7bPa20U28chtqdvToADAAAAABCSDXAAAAAAAELqtQRK26k1UlygPdPzsO351ec3qpcu5W9eTsky42nZ9kx97EYaJ75tPi+Rxl7pxPaQFrF9HGL7ZsT2VchxIrbPy66Ex54T4AAAAAAAhGQDHAAAAACAkGyAAwAAAAAQ0mA1wHOu6TN9vyneY2n0AQyvhLWx63qafcr53oesUQxsTWzPqvQBDK+EtVFsnzexPYtwAhwAAAAAgJBsgAMAAAAAEFISJVByT+NIIe2i6efm0J6kkXY2+VnLjBspSKxq2fWqhLFnLY/x7i6RsUsOYyCF9UFsH5PYnpKJ7Wezlsd4d5doV0Zj1wlwAAAAAABCsgEOAAAAAEBI20aj0ajNCx61/ehqCCl+e28OaRcptFPk9u2yrft8/qb3nluflGDIOb7MeMhtnvSZQpzzep0ba1m7+hy7e/Ye39tnlUJsn9fakEI7RW7fnGOWSWL7fIntxfYszlrWrlxjeyfAAQAAAAAIyQY4AAAAAAAh2QAHAAAAACCktSpoHZ+mNX5Kr7s02U6lt0XXcm5rNbPyktv46nKeTF9j1bHcxT3lrI21IVJ7sJ9+ZRli+7Ljzdzk3NZi+7zkNr4mie3zIrYncr86AQ4AAAAAQEg2wAEAAAAACCm7Eihtp2vlnLpWusn+6iKNr+l4GCqFsOvnJ23Wq+WYN6vpos1mXTOHMd7GPUYdh+IrmhLbs4/YXoxSMuvVcsyb1Yjt1xPbx46vnAAHAAAAACAkG+AAAAAAAIRkAxwAAAAAgJC2jUajUZsXPGr70VWXuqyn03Ydm9xr/+Ra12dIy/b5qm2d+1gj5hxse1zm3h65SmV9KaH/U2nrnPtxz97jO71+icT2ceZoCeto28T2tCn3OSi2jyGV9aWE/k+lrbu0K6PY3glwAAAAAABCsgEOAAAAAEBIa0PfQMrpCSWkZMwjxWm1Z+wz3WW6bXNLtWk6NvpMk86tDUswq09KWFsAWJzYfj2x/eLE9ssR29OE2B7okxPgAAAAAACEZAMcAAAAAICQki+BIlUpjnl9GTHNaci0u6HSNVN5rjbG06xrdN2eEedC10pbW/oWdT1JkbamBMZ2HKW9f8X27RPbs5nS1pa+RV1PUqSt0+IEOAAAAAAAIdkABwAAAAAgJBvgAAAAAACE1GkN8OkaN03rNamNU57JPo9a10v9p3YNNU66qP9ozKf3Huris4e4h0j1T4Hhie1pSmzPosT26UthzIvt2yW2pyROgAMAAAAAEJINcAAAAAAAQuq0BMq00tIppJMsp7SUSfKmL/NJmezCMs8yZOom+YgUQxjjceU8Lkufl30S25MTfdmM2H727xhDRI8hdmU6xp0ABwAAAAAgJBvgAAAAAACE1GsJlNKP8UdNE2pbrukUQPpSSMO2xgH0Q2yfBu89oCtie6ApJ8ABAAAAAAjJBjgAAAAAACHZAAcAAAAAICQ1wAeiZmB8i/Rrl3XDpq+dwnhTJ61sKY7JZVnLu2OdiCOF+pzQNe+D+MT2s1nby5bimFyWtbw71ok4dmca2zsBDgAAAABASDbAAQAAAAAIqbgSKCkez18kZWjW/UvPScOy/dBnCsky1ze+6FKUVMMU3y9D0h5AqWuN2D4OsT0sTmwfk/Ygd06AAwAAAAAQkg1wAAAAAABCWsv524BLSMFo+oyRvnk5N223da7fqLuVSM9CvozDfNuz6Vqrj6E7YvvVie3TJ7ZvJtKzkC/jsF1ieyJzAhwAAAAAgJBsgAMAAAAAEJINcAAAAAAAQuq0BngXteoi1v9R049lxkbXc8G4ZAiT49oYJMrYaKP+a87PTxxi+2bMUWYR21Ma8QsRx4bYPk9OgAMAAAAAEJINcAAAAAAAQuq0BEob2kgFGzLVrO17T/1+S5BKekobaTfEl/MaktO9ko4+18ZU3gc5yXlNoh1ie3MgNams5WJ7oq8hOd0r6RDbp213RmuSE+AAAAAAAIRkAxwAAAAAgJBsgAMAAAAAEFLyNcCj1u5Z9v6a1j+a/P9Sb4vczGt3bU0K5o1D9SUpSRc16azzi7enNYk2pD73xPb5EtuTOu9RuJDYvlu7gsf2ToADAAAAABCSDXAAAAAAAEJqvQRKG+kDqR2Tz10baQx0O3aXafsS5kmfY7KE9oRlpJzGllKMUso7tMsx0EVaK6sT26dHbN8fsX27xPYwPLH9emL7GxYT2zsBDgAAAABASDbAAQAAAAAIadtoNBq1ecG9Z+1c+RptH4tPJcWjyxSKPp+r61SQodMi6KafJ/s1t3Si3MbkvPbN7VkYRtM5OtR4Kj2FOofnH2qd377jtEE+NzKxfbP7aJvYnraJ7fMdk2J7ViW2T3vO5PD8uwPE9k6AAwAAAAAQkg1wAAAAAABCsgEOAAAAAEBIa1UBUqzx07bpejxdPvP0tXOr+UYzs8bQsv2d8zhZ9t5TXHv6rJu6TLul2GZtiFp3L5U6vAwv5zWe/JSw3ojtaZvYfj+x/eqflXObtUFsT3S7M17jZ3ECHAAAAACAkGyAAwAAAAAQUhElUIYSMWVgM5OpMUM9c6Q0ttRJk00vhSyVPkjlPlKhPWhTiimpxjilKWXMi+3LIrZvTmxfNu1Bm8T2/XMCHAAAAACAkGyAAwAAAAAQUpIlUFJMBaBby/RzG+kZbY+1EsduCmmyDEef5/Nt8OQtlXFjzrOMEuOj0ont8yW2L5s+309sT5dSGTe7C5rzToADAAAAABCSDXAAAAAAAEKyAQ4AAAAAQEjbRqPRqM0L7j1rZ1VazZwUa+mk2DZd1uTLTYr904ac+6RPKY7/pvfUdR/nNjfmtUdOz7Jsv/b5jH2uLzn13ZBSXPO37zht6FsIR2y/n9h+PbF92v3Thpz7pE8pjn+x/XLE9mL7ku0OHts7AQ4AAAAAQEg2wAEAAAAACGmtyljbaXd0q+0+mrxeiqka80zfr/FbltzGayTafnPTa5B2AoYgts+L2H4/sX3ZchuvkWj7zYntYSMnwAEAAAAACMkGOAAAAAAAIdkABwAAAAAgpKxrgKeuz7pL6szFrHnZxpjpc2zM+yx1x4iuhHW4z2fsc80ooe+A1YntaUpsD/krYR0W21MSJ8ABAAAAAAjJBjgAAAAAACFtG41GozYvuPesnVUKUkx5yC3lLWdS8soaT/q7v7HQdVu3PSal2uUllbmsL/Ptu+07Thv6FsIR288mti9vjUldlPGkv1cntl9dlPk0pFTmsr5cXMTY3glwAAAAAABCsgEOAAAAAEBIYUqg5JbSMC+dIPVv4k2xrVNJz8jtG9VT7MsSx8NQ2uj/1NO/hxwLUedXaXM3535s2p5DrgXLfPa8z1ICpX1i+2bE9vHfB/OI7buV23gYiti+W1HnV2lzN+d+FNuvxglwAAAAAABCsgEOAAAAAEBINsABAAAAAAhJDfDCdFGDKfW6hjmPk65rZuXWHlHqjqWi6/6f1fY5rRmLKGE+dSG3OZpCP6fybkilTujkfagB3j6xfdrE9nmNk1TW75zlFjf0SWzfrhLmUxdym6Mp9HMq74bdwWN7J8ABAAAAAAjJBjgAAAAAACGtDX0D5G8yPSGF9JFIptszlZSU1OWWdtWnPvt/qLGm/9No66hrTQrpv13L7b0+eY979g56KxBCbmtATsT2yxHbzSa2p01i+5jPm9t7fVdHsb0T4AAAAAAAhGQDHAAAAACAkNa6PKqeyjeZUrbSx0npzw8Mo4R0wj5TRodK/+36c3NLySyR2J7UlD5OSn9+YBhi+/3E9nnG9k6AAwAAAAAQkg1wAAAAAABCsgEOAAAAAEBIrdcAn9S03ssiNWhSqyFDPvV+ItCmQDR91hfOuYbgMu3URRyWc61FVie2L4/YvlvaFIhGbC+2TzW2dwIcAAAAAICQbIADAAAAABDSttFoNGrzgnvP2rnykfa2j/8zTGpE1/1jnJBaik+KShz/KY6HqP3Q5zqcYr9GHSc5t/X2HacNfQvhiO3zIrYngpzfQ10rcfynOB6i9oPYPuY4ybmtt7cY2zsBDgAAAABASDbAAQAAAAAIyQY4AAAAAAAhrfVZZ2ay/k0bNWjmXSOVWjt0Rx+nYdY8TKVOJPHlMBa8r1bXdgxBlcSY1Jd5EdvTJX2cBrE9Q8thLHhfrU5s3x+x/YWcAAcAAAAAICQb4AAAAAAAhNRpCZQhj8JPflakFJRl2lBqCW1qOobmpUl3/dmQk6FSjXM23TbWhnyJUfImtl+d2J6hie2hXWL7xYnt49iVcIziBDgAAAAAACHZAAcAAAAAIKRto9Fo1OYF9561s0pNzqkmqaUMROuHtts3xWfMYRymnCaTu6hjclKJYyaVfm2j7Wc9i35lmfGwfcdpnd9LacT27Yq0tqXYD2L7ZsT2+Yo6JieVOGZS6Vexfcx+TdHuAWJ7J8ABAAAAAAjJBjgAAAAAACHZAAcAAAAAIKS1qrDaMjnU4CmxNlKUtm16/RzGYZ+MeWhvzuS2vpj//cktHpqkniw5j2Vjtjti+zQZ87AYsT0lxENDx/ZOgAMAAAAAEJINcAAAAAAAQiqiBErqSkkRWeY5c0vjKDHFCUiL9SVfbacxzhsLUVImS4qjyEcpY1Jsv593L9AV60u+xPZpxfZOgAMAAAAAEJINcAAAAAAAQlIChaSVmO6TyjP3mb4767lKSSGGviyTGmceDmO63fUXEEEqcW6Jzyy2h3jE9vkQ2w/PCXAAAAAAAEKyAQ4AAAAAQEg2wAEAAAAACGnbaDQatXnBvWftrFKWSm05dXz662dtvfocaLsNu56H+jy9Na9t+pjStL12R1obJp9z+47TBr2XiMT2zXgvdUtsP5vYviyprHlt08eURmzff2zvBDgAAAAAACHZAAcAAAAAIKS1oW+gVNL4uqVNF2+beSkzTcdrpLQbgNxZk6E/YvtuadPZxPYAZbAmr8YJcAAAAAAAQrIBDgAAAABASEqgJJ7GIN2P1KSYdmOepN9HbdDPRBd17kJpxPbkJMV3j3mSfh+1QT8TXdS5mysnwAEAAAAACMkGOAAAAAAAIdkABwAAAAAgJDXAM6sZpE5WPvWa9FW3Smzf0mqIldjHxFTa3B2yfffsHfRWYEti++GI7dNWYvuWFh+U2MfEVNrcjRLbOwEOAAAAAEBINsABAAAAAAhp22g0GrV5wb1n7Wzzcq2Imp4ghSjfcZJD36Uwb/psp3nPm8p9lCaHeQL7mLtp2LP3+KFvIRyxfX+899oltk9v3qQSU6dyH6XJYZ7APuZuvNjeCXAAAAAAAEKyAQ4AAAAAQEg2wAEAAAAACEkN8CDU02qfuoH5tksO91jaGhVxLlAG87O/udxGW6sB3j6x/TC8D9uXW3zYlxzaJYd7LG2NijgXKIP5WW5s7wQ4AAAAAAAh2QAHAAAAACCktaFvAMg79aX0FKJ5z59zyl/b9176OIHo2lgzvF8A+mftXU9s30zp4wSi2x0wtncCHAAAAACAkGyAAwAAAAAQUuslUCaPtOecIpQD7Utq43ColJahU2kirIdd318K4wRoV+rrGuW9y3KnfUlBCjFbqrFiTuuh2B5Y1O7E17VVOQEOAAAAAEBINsABAAAAAAjJBjgAAAAAACG1XgOcbkWvyQMljnE19PKsrQglMi+hXeYU0ZU4xsX2+4ntIW27C5qXToADAAAAABCSDXAAAAAAAELqtATKdLpPbkfrh0pdyq2dYB9jd/X2iJoyucyzNP0d444StDHOc1tToq6HORPbr/65kBNjdz2x/X5ie1iN2P6GvX++E+AAAAAAAIRkAxwAAAAAgJA6LYES6RuA2z6qn9vzT5r3/Dk/15BynhswtNxT8iGnWMb7iijjQWy/n9i+fTnPDRia2B6aEdsvxglwAAAAAABCsgEOAAAAAEBINsABAAAAAAhp22g0GrV5waO2H73w73RRZ6aNWn6rilo/p2nb5vb8KYyZZeXW1lH7rut+aPs5c7vfZZQ+N8h3HPc5drt4xrbvv+k97tl7fKufi9i+hHeK2D49ubV11L7LLVbO7X6XUfrcYHVi+3JjeyfAAQAAAAAIyQY4AAAAAAAhrVUJmD76nltaS27321cKRQ79mkIaVxtyaGviS3E+mRvkJNL4nJx7kZ6LMtbe3O53GWL7tOXQ1sSX4nwyN8hJpPG5K0Bs7wQ4AAAAAAAh2QAHAAAAACAkG+AAAAAAAISURA1wypBCzaAU65hFbesSdV2TbvJ6pYzltpkbMa06H0ocC9YQIMI7tZS1LIW2LpHYPn3mRkxi+8VZQ7bmBDgAAAAAACHZAAcAAAAAICQlUAiv9FSQrlP36E/pYzn19jS38u27IedW2+MmxXVCejIQfZ3rk9g+jtLHctvE9vkS2+e1TuzKNLZ3AhwAAAAAgJBsgAMAAAAAEFLYEihtHMOflWqQ0xH/lGi3NOSarkL7jIV2SUmOmeKXU3ySA/OEZYnt06Pd0iCeYx9joV1ilqromLUpsf0Ns5knToADAAAAABCSDXAAAAAAAEKyAQ4AAAAAQEhJ1ABPtUZMqvfVl0h1iIhXJy7FPm67Dft8xjZqd03/Top91Kec51efUh8nqfRd6u0EKc6bXO6rLzmvIznfe59yjj1S7GOxvdg+yvzqU+rjJJW+S72dInICHAAAAACAkGyAAwAAAAAQ0lrpaQfEIH2kDCn2c86pkX22TaTnasp7riq6/1dVSpvNSycupQ2isObRJvO/DCn2s9h+NrG991zJ/b+qUtpsV8KxvRPgAAAAAACEZAMcAAAAAICQBiuBQnwppgh1cU9Dp3FE66NU2rbPtsl5DJWeMpn6HOpTpH6d91xd9nnUNmyq9OeH1KX4zhPbp99Hk8T2cYjt44vUr5PE9v1J7fmdAAcAAAAAICQb4AAAAAAAhGQDHAAAAACAkHqtAa6eUvz6PCX28axnTqXeUW590me7DdU2qYwN4s+nthm7wKTS18TUie2XI7Zvl9ielOU2n9pm7FISJ8ABAAAAAAjJBjgAAAAAACF1WgKl9HSSHEiN7M68duk61Si3Pikh9aqEZ4wqt/nUNmOX1OeeMdqf0tfDHIjtuyO2b66EdbmEZ4wqt/nUNmOXUmN7J8ABAAAAAAjJBjgAAAAAACG1XgKl9HSSoUhjWb2d+hy705+1av/1ee/GWnPaqt3xP/l7Uo27lfPYbaPvJp+/9LGQA33ULe07jJzX4T6J7VdnrDWnrTYntk9fzmNXbF+e3R31kRPgAAAAAACEZAMcAAAAAICQbIADAAAAABDSttFoNGrzgnvP2tnm5cisjlOkenVD1YZa5rm6vtcUx1rbmrZhCW2Re220Nvoo5+dvQ87jPErf5dwHQ/br9h2ndX4vpRHblz3vxfarE9sPQ2wfJz4S268u53Eepe9y7oMosb0T4AAAAAAAhGQDHAAAAACAkNaGvgHIIUUlxbQbqZHtKu15I5ucG8v2a+rzv225j/8S+qh0pc1JoLx1RGzfrtKeNzKxfXnjv4Q+Kt2uAeakE+AAAAAAAIRkAxwAAAAAgJBsgAMAAAAAEJIa4GRlqFpWbdQnyr0OF2lpOg6bjruoddamn2uZeRi1ZmCfa1KkdiPtsbtnb6+3AqxIbA8XEts3I7afTWxPrnb1FNs7AQ4AAAAAQEg2wAEAAAAACGktxSPu0inyTbVrO50oxedN5Z66Tt2avGYqzwxDm54Lqb+vzN2yU3yhT2L75aQ+t8X2/RHbQ//E9vRFbD88J8ABAAAAAAjJBjgAAAAAACENVgJlHimU3Vmk/VZNyVg2nUgqSPzULdJItSphnKS4nqR4T10oYXz1aZnUde9dUiG2747YPiaxPbOI7dNbT1K8py6UML76JLbvnxPgAAAAAACEZAMcAAAAAICQbIADAAAAABDSWk71bub92aj1iNqo3bNs28z6vWXvSR2i/pRWC27IcZ26HJ4ras2zVO6DeFJZ11OZk6m0R+nE9s2I7VmG2H42sX16xPawmFTW9d2JzMmu2sMJcAAAAAAAQrIBDgAAAABASIOVQCFf0+kIKaQCpXhPqZhui2XSSZqmNc+7dup9ktu9p3hPTeWcap1KehqUUBqjyfWAmHF0iveUCrF9M7nde4r31JTYHsqyO9PY3glwAAAAAABCsgEOAAAAAEBISqAEVUIqz7xnbDslI5JVv0V+2bE1VJ+0MReMp5hKWCf7pD3LsGo/L1LWwJiCsuaD2H45YvvVrmE8xVHCOtkn7VmG3QXF9k6AAwAAAAAQkg1wAAAAAABCsgEOAAAAAEBIg9UAb7vW1vT1hq4t00db5PSMbWn6zMu0aZfXTtVQ9ZkWqRNV8tpA+/R/u7RnvlJ5lxlDcYjt9xPbNye2b5fYntLo/3Zpz3yl8i7bnfAYcgIcAAAAAICQbIADAAAAABDSWolH8ofSZerekCbvse0+TjF1sc8UvyFNPlfb4zDnNiul/1mcsZBe2+fwDu2TMUrbSh9TYvvVrj2P2L59Yvuy+5/FGQvDEds3Y4wuxglwAAAAAABCsgEOAAAAAEBINsABAAAAAAhp22g0GrV5wb1n7UyuHs1QdYLaeP7cahyl0ucptnWK42Go2pWpjJNlniWVey99bUy9xmkpchtDub1TV9X1uE6xPbfvOG3oWwhHbJ92LNe1VPp8GWL7/u4hlXEits93bWyD2L68MZTbO3VVYvvVOAEOAAAAAEBINsABAAAAAAhpre0Llp5qUvrz55Z21GeKR4rpJH32V4rjIcV7gpxMzqEU17jc7zd189bQPtt38j727O3tY4tR+ruy9OcX26fxWU2J7dO7J8hJbrFybvebul3BY3snwAEAAAAACMkGOAAAAAAAIbVeAqVPUhygn/k0mYIynRaTW2ps6UpfN2c9/7LtYsxXjdaGLq7f5vUizYtUxmQq90FeIs1FGJrYvgylr5ti++6I7dOQypjclch9rMIJcAAAAAAAQrIBDgAAAABASDbAAQAAAAAIKesa4ClKsWZa0/tou07S9PVSaI9ItaCitluKcwhWra9J2ub1lfcGlC3FuERsv581ejlie9ic2D4GsT2bcQIcAAAAAICQbIADAAAAABBSdiVQckpX6Ppec0vBGSr9bdl+WOYecxqfXWj6/G2n7uY2F4Y02VZ9jteh+mjIOSnlN4bpvit9nYe25TSnxPbrie3jE9unT2w/zGcbo/kS25fLCXAAAAAAAEKyAQ4AAAAAQEjZlUApnVSbtNt2qBS0SJZJoVykrc0hyEOqc9U6D5Sw1kUgtk+D2B5Iea5a58vhBDgAAAAAACHZAAcAAAAAICQb4AAAAAAAhKQGOIOYrq3Udj2onGs3LdMWOTxv232sVlf6Uq3zRjdKnIfWIYALie1nE9svfr0cnr9EYvuylDgPrUOxOQEOAAAAAEBINsABAAAAAAgp+RIo0g5mt0eXaWfTnxVVl2lcfbbnvOfosx+HSosrceySvj7nQ5fvhqaf24auU+ajrPmQM3NjPbF9u6Ks82L78sYu6RPbL05sT0qcAAcAAAAAICQb4AAAAAAAhGQDHAAAAACAkJKvAQ5NqMfUbe2qoer/LSu3+02hndqYQ9o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"text/plain": [ - "
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" ] }, "metadata": { "image/png": { - "height": 620, - "width": 1184 + "height": 383, + "width": 736 } }, "output_type": "display_data" @@ -114,7 +115,7 @@ "x1 = ps.filters.trim_floating_solid(im=im, conn=\"min\")\n", "x2 = ps.filters.trim_floating_solid(im=im, conn=\"max\")\n", "\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 12]);\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4]);\n", "ax[0].imshow(x1);\n", "ax[0].axis(False);\n", "ax[0].set_title('conn = \"min\"', fontdict={'fontsize': 18});\n", @@ -122,6 +123,13 @@ "ax[1].axis(False);\n", "ax[1].set_title('conn = \"max\"', fontdict={'fontsize': 18});" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "There is one cluster of solid voxels (purple) in the upper right corner which is removed when `conn='min'`, but survives when `conn='max'`." + ] } ], "metadata": { diff --git a/examples/filters/reference/trim_nearby_peaks.ipynb b/examples/filters/reference/trim_nearby_peaks.ipynb index 151b6a593..4c4957f12 100644 --- a/examples/filters/reference/trim_nearby_peaks.ipynb +++ b/examples/filters/reference/trim_nearby_peaks.ipynb @@ -52,58 +52,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:20.434186\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 620, + "width": 1184 + } }, "output_type": "display_data" } @@ -399,7 +128,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -413,7 +142,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/trim_nonpercolating_paths.ipynb b/examples/filters/reference/trim_nonpercolating_paths.ipynb index e0a615de9..6be97f1ca 100644 --- a/examples/filters/reference/trim_nonpercolating_paths.ipynb +++ b/examples/filters/reference/trim_nonpercolating_paths.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:49.089027Z", @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:51.679151Z", @@ -50,58 +50,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:55:51.748532\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 784, + "width": 784 + } }, "output_type": "display_data" } @@ -110,7 +68,7 @@ "np.random.seed(0)\n", "im = ps.generators.blobs(shape=[500, 500], porosity=0.55, blobiness=1.5)\n", "\n", - "plt.figure(figsize=[6, 6]);\n", + "plt.figure(figsize=[8, 8]);\n", "plt.axis(False);\n", "plt.imshow(im);" ] @@ -125,7 +83,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:51.775515Z", @@ -137,604 +95,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:55:51.855536\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " 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", 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 736 + } }, "output_type": "display_data" } @@ -747,19 +117,19 @@ "\n", "x = ps.filters.trim_nonpercolating_paths(im=im, inlets=inlets, outlets=outlets)\n", "\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 12]);\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(x);\n", - "ax[0].set_title('Trimmed Nonpercolating Paths', fontdict={'fontsize': 18});\n", + "ax[0].set_title('Percolating Paths', fontdict={'fontsize': 18})\n", "ax[0].axis(False);\n", - "ax[1].imshow(x + (im != x)*0.5);\n", - "ax[1].set_title('Showing Paths Removed', fontdict={'fontsize': 18});\n", + "ax[1].imshow(x + (im != x)*0.5)\n", + "ax[1].set_title('Showing Removed Paths', fontdict={'fontsize': 18})\n", "ax[1].axis(False);" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -773,7 +143,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/filters/reference/trim_saddle_points.ipynb b/examples/filters/reference/trim_saddle_points.ipynb index 55c8d1591..b1c1b5f80 100644 --- a/examples/filters/reference/trim_saddle_points.ipynb +++ b/examples/filters/reference/trim_saddle_points.ipynb @@ -52,58 +52,16 @@ "outputs": [ { "data": { - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2022-04-24T21:56:33.941041\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.5.1, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], + "image/png": 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" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 620, + "width": 1184 + } }, "output_type": "display_data" } @@ -413,7 +128,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -427,7 +142,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -559,11 +274,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_73f98efc67d84f1988c42db8b046665d", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_7f305e2007c84cf49dbfe59691641d25", - "value": 1.0 + "value": 1 } }, "5ad1d39ce08e425aa93e314f890b0d80": { diff --git a/examples/filters/reference/trim_small_clusters.ipynb b/examples/filters/reference/trim_small_clusters.ipynb index 1ae9e72d2..a8e0fcb6d 100644 --- a/examples/filters/reference/trim_small_clusters.ipynb +++ b/examples/filters/reference/trim_small_clusters.ipynb @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:28.604952Z", @@ -52,7 +52,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -86,7 +86,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:28.697372Z", @@ -98,7 +98,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] diff --git a/src/porespy/filters/_displacement.py b/src/porespy/filters/_displacement.py index 3f3ec077d..d63076998 100644 --- a/src/porespy/filters/_displacement.py +++ b/src/porespy/filters/_displacement.py @@ -159,12 +159,6 @@ def find_small_clusters( trapped voxels removed (i.e. set to `False`). ============= ============================================================== - Examples - -------- - `Click here - `_ - to view online example. - """ cluster_size = region_size(trapped, conn=conn) mask = (cluster_size <= min_size) * (cluster_size > 0) diff --git a/src/porespy/filters/_snows.py b/src/porespy/filters/_snows.py index b150a0791..47003b634 100644 --- a/src/porespy/filters/_snows.py +++ b/src/porespy/filters/_snows.py @@ -273,19 +273,19 @@ def find_peaks(dt, r_max=4, strel=None, sigma=None, parallel_kw={"divs": 1}): optional settings include `divs` (scalar or list of scalars, default = [2, 2, 2]), `overlap` (scalar or list of scalars, optional), and `cores` (scalar, default is all available cores). - + `divs` is the number of times to divide the image for parallel processing. If `1` then parallel processing does not occur. `2` is equivalent to `[2, 2, 2]` for a 3D image. If a list is provided, each respective axis will be divided by its corresponding number in the list. For example, [2, 3, 4] will divide z, y, and x axis to 2, 3, and 4 respectively. - + `overlap` is the amount of overlap to include when dividing up the image. This value is controlled by the size (i.e. radius) of the structuring element and cannot be controlled in this function using parallel_kw! - + `cores` is the number of cores that will be used to parallel process all domains. If ``None`` then all cores will be used but user can specify any integer values to control the memory usage. Setting value to 1 will @@ -494,11 +494,6 @@ def trim_saddle_points_legacy(peaks, dt, maxiter=10): [1] Gostick, J. "A versatile and efficient network extraction algorithm using marker-based watershed segmenation". Physical Review E. (2017) - Examples - -------- - `Click here - `_ - to view online example. """ new_peaks = np.zeros_like(peaks, dtype=bool) if dt.ndim == 2: @@ -656,20 +651,20 @@ def snow_partitioning_parallel(im, optional settings include `divs` (scalar or list of scalars, default = [2, 2, 2]), `overlap` (scalar or list of scalars, optional), and `cores` (scalar, default is all available cores). - + `divs` is the number of times to divide the image for parallel processing. If `1` then parallel processing does not occur. `2` is equivalent to `[2, 2, 2]` for a 3D image. If a list is provided, each respective axis will be divided by its corresponding number in the list. For example, [2, 3, 4] will divide z, y, and x axis to 2, 3, and 4 respectively. - + `overlap` is the amount of overlap to include when dividing up the image. This value will almost always be the size (i.e. raduis) of the structuring element. If not specified then the amount of overlap is inferred from the size of the structuring element, in which case the `strel_arg` must be specified. - + `cores` is the number of cores that will be used to parallel process all domains. If ``None`` then all cores will be used but user can specify any integer values to control the memory usage. Setting value to 1 will @@ -711,7 +706,7 @@ def snow_partitioning_parallel(im, # Get overlap thickness from distance transform chunk_shape = (np.array(shape) / np.array(divs)).astype(int) logger.info('Beginning parallel SNOW algorithm...') - + if overlap is None: overlap = _estimate_overlap(im, mode='dt') overlap = overlap / 2.0 From 0035cfef8053168f5e6f153b3db4b1da1c0c5c7f Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 19:45:42 -0400 Subject: [PATCH 05/15] adding tests and a few tweaks to displacement algs --- src/porespy/simulations/_imbibition.py | 5 +- test/unit/test_simulations_ibop.py | 71 ++++++++++++++++++++++++-- 2 files changed, 68 insertions(+), 8 deletions(-) diff --git a/src/porespy/simulations/_imbibition.py b/src/porespy/simulations/_imbibition.py index 6868caf90..44e320148 100644 --- a/src/porespy/simulations/_imbibition.py +++ b/src/porespy/simulations/_imbibition.py @@ -153,7 +153,6 @@ def imbibition_dt_fft( im, inlets=None, outlets=None, - residual=None, dt=None, steps=None, smooth=True, @@ -259,7 +258,6 @@ def imbibition_dt( im, inlets=None, outlets=None, - residual=None, dt=None, steps=None, smooth=True, @@ -367,7 +365,6 @@ def imbibition_fft( im, inlets=None, outlets=None, - residual=None, dt=None, steps=None, smooth=True, @@ -589,7 +586,7 @@ def imbibition( nwp_mask = np.zeros_like(im, dtype=bool) if np.any(edges): coords = np.where(edges) - radii = dt[coords].astype(int) + 1 + radii = dt[coords].astype(int) + 1 # I added this +1 as a hack nwp_mask = _insert_disks_at_points_parallel( im=nwp_mask, coords=np.vstack(coords), diff --git a/test/unit/test_simulations_ibop.py b/test/unit/test_simulations_ibop.py index 429b3cba5..074ebaca2 100644 --- a/test/unit/test_simulations_ibop.py +++ b/test/unit/test_simulations_ibop.py @@ -42,11 +42,12 @@ def test_ibop_w_trapping(self): def test_ibop_w_residual(self): rs = ps.filters.local_thickness(self.im2D) > 20 inlets = ps.generators.faces(shape=self.im2D.shape, inlet=0) - r1 = ps.simulations.drainage(im=self.im2D, inlets=inlets, residual=rs, steps=None) + r1 = ps.simulations.drainage( + im=self.im2D, inlets=inlets, residual=rs, steps=None) # Ensure all residual voxels have a sequence of 0 (invaded before first step) assert np.all(r1.im_seq[rs] == 0) - def test_drainage_implementations(self): + def test_drainage_implementations_no_inlets(self): edt = ps.tools.get_edt() im = ps.generators.blobs( shape=[100, 100], @@ -75,6 +76,36 @@ def test_drainage_implementations(self): assert np.all(seq1 == seq3) assert np.all(seq1 == seq4) + # Or we can specify discrete steps + steps = np.arange(50, 1, -1) + sizes1 = ps.simulations.drainage_dt(im=im, steps=steps).im_size + sizes2 = ps.simulations.drainage_fft(im=im, steps=steps).im_size + sizes3 = ps.simulations.drainage_dsi(im=im, steps=steps).im_size + sizes4 = ps.simulations.drainage_dt_fft(im=im, steps=steps).im_size + assert np.all(sizes1 == sizes2) + assert np.all(sizes1 == sizes3) + assert np.all(sizes1 == sizes4) + + seq1 = ps.simulations.drainage_dt(im=im, steps=steps).im_seq + seq2 = ps.simulations.drainage_fft(im=im, steps=steps).im_seq + seq3 = ps.simulations.drainage_dsi(im=im, steps=steps).im_seq + seq4 = ps.simulations.drainage_dt_fft(im=im, steps=steps).im_seq + assert np.all(seq1 == seq2) + assert np.all(seq1 == seq3) + assert np.all(seq1 == seq4) + + def test_drainage_implementations_w_inlets(self): + edt = ps.tools.get_edt() + im = ps.generators.blobs( + shape=[100, 100], + porosity=0.7, + blobiness=1.5, + seed=16, + ) + + # All methods are equivalent IF dt is integers + dt = edt(im).astype(int) + steps = np.unique(dt[im]) faces = ps.generators.borders(im.shape, mode='faces') sizes1 = ps.simulations.drainage_dt( @@ -101,7 +132,7 @@ def test_drainage_implementations(self): assert np.all(seq1 == seq3) assert np.all(seq1 == seq4) - def test_imbibition_implementations(self): + def test_imbibition_implementations_no_inlets(self): edt = ps.tools.get_edt() im = ps.generators.blobs( shape=[100, 100], @@ -130,6 +161,37 @@ def test_imbibition_implementations(self): assert np.all(seq1 == seq3) assert np.all(seq1 == seq4) + # Of if we specify integer steps + steps = np.arange(1, 50, -1) + sizes1 = ps.simulations.imbibition_dt(im=im, steps=steps).im_size + sizes2 = ps.simulations.imbibition_fft(im=im, steps=steps).im_size + sizes3 = ps.simulations.imbibition_dsi(im=im, steps=steps).im_size + sizes4 = ps.simulations.imbibition_dt_fft(im=im, steps=steps).im_size + assert np.all(sizes1 == sizes2) + assert np.all(sizes1 == sizes3) + assert np.all(sizes1 == sizes4) + + seq1 = ps.simulations.imbibition_dt(im=im, steps=steps).im_seq + seq2 = ps.simulations.imbibition_fft(im=im, steps=steps).im_seq + seq3 = ps.simulations.imbibition_dsi(im=im, steps=steps).im_seq + seq4 = ps.simulations.imbibition_dt_fft(im=im, steps=steps).im_seq + assert np.all(seq1 == seq2) + assert np.all(seq1 == seq3) + assert np.all(seq1 == seq4) + + def test_imbibition_implementations_w_inlets(self): + edt = ps.tools.get_edt() + im = ps.generators.blobs( + shape=[100, 100], + porosity=0.7, + blobiness=1.5, + seed=16, + ) + + # All methods are equivalent IF dt is integers + dt = edt(im).astype(int) + steps = np.unique(dt[im]) + faces = ps.generators.borders(im.shape, mode='faces') sizes1 = ps.simulations.imbibition_dt( @@ -166,7 +228,8 @@ def test_drainage_dsi_w_float_dt(self): ) dt = edt(im) - sizes1 = ps.simulations.drainage_dsi(im=im, dt=dt, steps=None, smooth=True).im_size + sizes1 = ps.simulations.drainage_dsi( + im=im, dt=dt, steps=None, smooth=True).im_size # plt.imshow(sizes1) From e8bc5bc18a2a3cd35d3613cecdd4f1fc8ac33726 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 21:06:41 -0400 Subject: [PATCH 06/15] rerunning generator notebooks --- examples/generators/reference/blobs.ipynb | 36 +- examples/generators/reference/borders.ipynb | 12 +- .../reference/bundle_of_tubes.ipynb | 172 ------- examples/generators/reference/cylinders.ipynb | 444 ++++-------------- .../reference/cylindrical_pillars_array.ipynb | 34 +- .../reference/cylindrical_pillars_mesh.ipynb | 32 +- .../reference/cylindrical_plug.ipynb | 117 +++-- examples/generators/reference/elevation.ipynb | 149 ++++++ examples/generators/reference/faces.ipynb | 58 +-- .../generators/reference/fractal_noise.ipynb | 61 ++- .../generators/reference/insert_shape.ipynb | 71 +-- .../reference/lattice_spheres.ipynb | 88 +--- .../generators/reference/line_segment.ipynb | 33 +- .../reference/overlapping_spheres.ipynb | 68 +-- .../reference/polydisperse_spheres.ipynb | 64 +-- .../pseudo_electrostatic_packing.ipynb | 48 +- .../reference/pseudo_gravity_packing.ipynb | 38 +- examples/generators/reference/ramp.ipynb | 26 +- .../reference/random_cantor_dust.ipynb | 187 ++------ .../generators/reference/random_spheres.ipynb | 42 +- .../reference/rectangular_pillars_array.ipynb | 34 +- .../reference/sierpinski_foam.ipynb | 116 ++--- .../reference/spheres_from_coords.ipynb | 34 +- .../generators/reference/voronoi_edges.ipynb | 84 +--- src/porespy/generators/_fractals.py | 17 +- src/porespy/generators/_imgen.py | 85 +--- src/porespy/generators/_micromodels.py | 4 +- .../generators/_spheres_from_coords.py | 6 + 28 files changed, 726 insertions(+), 1434 deletions(-) delete mode 100644 examples/generators/reference/bundle_of_tubes.ipynb create mode 100644 examples/generators/reference/elevation.ipynb diff --git a/examples/generators/reference/blobs.ipynb b/examples/generators/reference/blobs.ipynb index e4ad81ab5..0ab11eb44 100644 --- a/examples/generators/reference/blobs.ipynb +++ b/examples/generators/reference/blobs.ipynb @@ -52,7 +52,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -94,7 +94,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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", 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" ] @@ -168,7 +168,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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", 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" ] @@ -248,7 +248,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -281,7 +281,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 8, "id": "d97e3b19", "metadata": { "execution": { @@ -294,7 +294,7 @@ "outputs": [ { "data": { - "image/png": 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ztPtpX9cCu+7Bqrf/Xvsc2u0mqj+dx+1eMM3eS87CtS7IUdwiR3VzNPyaP4dBIgT2yfLlTw089/muM8RwqE1ydJ8s84ka0MzRrqd9s3E7reV46gX+ep6aQj7kKKCXo0OO/FVY6Svv1a5t14j2ZwvM1j7a0g+qdYS5KtQFOXofOfqOHE102jdbUbuGKhNFC+OBLcjRGOSoF8ZjvW+Xy+Wy5hf/Pv7TLZiyDVB0ECv3X+++UNnWPdu1dhv4Qj8cjt9/HTIjR5eRo3+Qo1+Ro31zdPWRv54dyuDkxLjeR7/gihzFM4zrffRLXyXf8NGbyl7VTNkn5t4xXnPrPnWEyqh/cvQZcnTS4m9NYa4t3uxFPhJ952tNcClfBL/Esc2zkKMa6Dtf5OiER73ce1K44pPRAVVrnux++3PlL6nP2+DQZgXkKLAPOTrhOX+9r1shuLwpT6oMVF/3xbzdhxzFLcU5ngk5KnjNn+KAAErUvtjV2gNyFHDLrdPE9kgs/uAZ9BHvH1TYThUKweV4HQ2gnC/kaCyF/DoJ5KjM4o/i9BERVp8/bzaFNsw2O6zwHHXqgxyt6SSSozKLvxmTwXlAZxWQ6/ioaR2/WeOuElh4jhzV/bwr1/FRQ44G3/CBcYWgHArKbXOiFAAj2kudIBI5WhM5mnDx53rn2rO7idZsU6/HP/Sk0gbHmqh01xq0uM4ZcnRsGxxrYoRT8Rxd/W7f198/DtEo0vnUJof7aZpe7Y8al+i91ezv9iVHayJH35GjOjkqdc2f+oSphv7XDVy+0LEW83gu+r8vcrQP6cUfgHkqByMAZM5R+cWf851rzlT7XLVdMwJANVSghxydQ7XPVdv1DDlaaPEHZAmuEZSCi3EBfDBfa+eozeKPQo1DX3sFC3vDWIu5HYe+7oscLbr4QwwCy3PyK4cMUA052hc52h+LPyCJSsEFACOciuQoiz9Y7q1Gt7UlEGaEiMILw4HKyNFl5KgOFn9AQnuCK3voAUD1HLVa/DntUaH2XqvCxG/Ze80cdnhHjuIWOVozR60WfwqFgNoca9CxzRiHesBsjjV4MmxzmsUfoHAU41EIqF4rwt1yAJaQo/VylMUf7M0Krs8TVDGssgYXgL7I0Vo5+u1yuVzW/OLr7x+bGjSikNSLIgPn64Goj31jPKr/ttTU8fuvQ2bkaA3kaH5n8xx9WfvHKAgALW6z41lg/nw9pEaOAlDI0dWLv62ujXDeA6robdxcx+yt3Xy5PjZ7bBmfbchRT+RobucEOco1f/jCeeLPnpTK/ULfAHHI0XzOiXJ0+OLPeQIAlcIqS6hlRI4C85wT5ihH/pDuyybT3lkr+gCYjxz1dk7cB0eXCeA8iYBIWcOqOnIUiHNOnqNhR/4IHT/uY5Z98vbeZvfxroAx8uM+ZuRozvEOPe3b+tRul84EZqoQWCBHgZHORXJ02KNesnQQvPHYgsfoG1+MHaKQo4859g03fCC9iqctsgYWgDnI0Vw5yuIPKQv7M4JL/6XpQFZZ5hs5midHp5z2BWYGl/OE3aPqdgPohxz965ABR/5QTrW9V/c9VAB6yFFvLP5QUpXgyhRWALSQo75Y/KFk4WcLrs/bkm0vFXCXdT6So55Y/GGVrBMgQ3DdCywAerLOTXLUDzd8oLw1FzA/CrdZIZEhcAHkQI56+Xa5XC5rfvHv4z/jWwMLvSZLa0ioigqvNX3jutf68/XfQ2bkKK7I0fvI0Zgc5bQvwq25jsJ10gFABHIUe3DaF5vdBsraPcvWd5E67blGvALJqT8ALCNH7yNHY7D4wy7sWcbYGla8ixPwwVyNQY4Wu+Zv5F7Vo8/IWjQzOO2p9R73Pds+sgaX2rXnM7nmTxc56o8c1WiLQo6mv+Zvy4C//e71v63/Zu9nA1lQ9/mQo0Cs0XXPad/BHZ/5sHEGn8dG7Ytmb3tm1V+1Z2bhPnK0BnLUL0fTH/lToDYRsHynnNIXTM8vztlajgYBt6gdPeSob46mPvKnMFjQsiaUZt8dl71u1zwMFjqy1yO2I0f9c5Qjf0GyF6KDLZOkdULtXdCMqhPF+lNsE7RRM/ORo1pa2ySz+OO00Bz0OWai9voiR+egzzFTS+0dFScNEynGbR9n7u81T8Jf+neRRo8B8yovcnQecvT5v4tEjhos/p51YIYOdqLa3zPbFRFcrmHCNXsayFEtqv1Njmo6TcrRaTd8rB0k5Vv8t7xQW20bHj1TS62te6hvy4ywUhtjtfY4IUfnIkc1kKOHze2ZsvhzXJ1vpVQU7kWdVYV5gHEq1I9zDpGjMSrMgxSnfVsGSnFws09qlT5XaMeI1wzN3q5en599HqgiRz2o9LlCO8hRrXkQuvibPVDYhvE6pAsr+KOGvDBefZGjfaR+yPMo2fdWb3HqYtsDS51CqdfYzn6YKzxVyhVy9B05qpOjYUf+Zgwmk827b5wCoDqHesqAHNXi0DfkqI9TYD2FLP4oPm/O49ez7Q5BX2lsq2GsvDmPHzmab2ynP+TZsVgcB3qvitvsUItK6BttauNTMVMqbrNDLVbsm6N6se/tCIoMvS8QzlZT9I0+chSzkaOPufXNscIdOdmKrIIRteM2OQFyFHuQo7A87atcGCqBHNm/Gba5Sn0CDnWaIVPI0bz1mdmQxZ9icY8oMMXtxGOcuhi/DRn6RIFivpCjeEOO+ufosdITr0cFl9KpmdEitjPqMyqNG7yQo7mRo0j1kGeHAhj5IMXr33Xai2npj6XtXPN3trzEPcredjvLul3OyFFydM3nPfu70chRL8dKgRXFrS9aC/d2r2/tNi/9vnqfqbdPjWMYKqDOfPuCHH1OvX2VcvSl4hdHxGtUeJ1PviBQOCKx9NktfUl95kaO1kCObnciRzUXfxF4H+lH9If3K7ZaTh0p1RRf8p7IjY/oj/XI0bk5Kv2ol9FGf9koFA7q1vb1v6WfAT2Qo8jqlDhHX6rv8bi2G3XwdoY6XPPItd2ogxz9qPSRvwhOgZituAHkQI4Cwou/XkUfPdE5bQHMnVt8Yf5Bjt5HjqKq04Ac5chfEIILLVgUAX+Qo2hBjhot/jJO8ozbBEBXxszJuE1ANNnFX9Y9A/XgYg8JQCty9B05CnXSz/mLfvZX1B1rt5+xdfvutY+gAbCEHH38b1v/BuBMevFXwaMQ4gG5APAcOQpMPO07Ym8v2x1ra2x5x+Ptv0EuCrWIeORoH+QoVGpRkcU1fxWDCwB6IkcBWC3+ZnB/dQuggCMptZGjgGaOdrvmL2vI3wZX1m0EoCFrxpCjgBabI38KgfHoJc9ATxlqTGHOQm9MyFFEyVBj50Fzlrt9k7zI3PWVUC7W9G+vviOwUAU5Wgs5qlNHNkf+FKkUl0o7MuIIxXZ88WELlfml0o6MyFG9HOXIn+meKxNJr1/VjmLMUH370YYczYUc3Sdi+0su/no/3T2iWCNCqvKE69W/e2vB8ctob904bjPI0SXkaJ+/Q46O3Warxd/eJ7A/6tzrz9SKhndl+vVxxj3XbNtTGTk6TuV5Qo4+p7Q9XPMnHC5qAYp6Wt6SALQiR5HRWTBHrY78tdrS6Qrvd4z+fLWizNDXanutSm25NXuuYT1y1HOORSBH/fr/mD2AWgardYB7TAACK87sL6eqe5yV+l8VOdqX6hyLUGEenxPm6NGxAJ4NRI+B4s4zOI+ncli9odbvI0f3o7ZyIUfH9M2L8yHa0Z/VcuqitQ+UA+tR25QnhmN/K5wuw1zkKDnqQrW/ydGEp32jZQugrW3d+3PEc/0iQV7kKDnq5pw8R0vc8KG+FzF74u/9/Ou/zz5ZALQjR9f9e3IUlkf+Zk/A0ef+n01M9WsERuIVPl9x4TlaZJ1H5Ohz5OhX5Gh/HPkTKIxs1yewB7vv+qXWeqC/4YQcfYwc/YgcNbjmL9MEjJKx4KgDoB3zZztyFJh8wwcFu13W4KIWtstYC9iOubNdxrlDjrbJWAsWd/teC5aiBXWAW4TyeuQorqgD9MrR44wAo3jrfimqjL1DPzu0EbHI0XWyzx2VsXfoZ4c2lrrh417xMkg5L1xWvZA5ez+ru44/Y9COHK07v8lR7MlRqYc8szcL1DP7yysbchSo57wxR79dLpfLml98/f2DZ+0EqxTgs8Y6qo/3bN/aNmaYL8fvvw6ZkaPxyNHxyFG/HN102ve2UyIGO/odl2oqHU5f2s7K44+cyNFY5Cg5io7X/EVdr6NyXcMslYLrHq5pQmbkaAxylBzFR7zhw/RIweeJWynYqn+RAdiOHP2IHK1t0zV/zuf7q6kUYnvqI6Kf9tYt16rkQY56IUfXIUeTX/MHHxVPc3ze3qVJHNkvGYIEqIocJUezYvGXWPXnqM3e7ujAqn5hPzACOUqOZtTlOX9RHTW7CIFoW2ueOeKLHAXGIEfFH/L8TIXV+Aj0Wzz6HKqozTb0Wzz6XHzxV2GV7I5JVKevmY+eGDd9s+d2JbP7+pR8Plod+QMqBdae8MkeXADyIkcNFn88nsAHfVirf3nHqw9y1Ad9WKt/T0lzdNfij8AC9GUMrkzIUUDfKVmONj3kmef7+FMoZIXnR6nW6Yg+cJhLlR7yTI76U8gqcnQZOdrpOX+EFSLGN/rF91XwOicN5Ch6IUfjnZLk6Oojf38f/zlEce9UlxdpzwyErX2hHl4qFyivpVaL1+3++frvITNydBty9DFydBk5ana3r2Jn9ro4VG3iufe1Csd+VKtF9OVYk7fI0Xoc+/EkVotbHJUG3nHwtxbCNdRUisal3x3a6EalBtXa4sxlPj9Cjo7j0EY3J5Ea3NoWicVfhoJsKQClonEIL9X2KY2jI/ov9/zYghwdT7V9SuPoaGv/bbrho0IBVsdFwrXMfIk59bUfOaqJHK3lZJijU478ZQusrE8Qv+7FjtibVd7u2aLnB2PhiRzt829HI0fnIEfFFn/ZAguxqtRPle1EG+oDe1SpnyrbKb/4yzgQbqt9pe2s0netMs6XK8a+Xca6qFIP5Gi8jPOlx9iHLf4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" ] @@ -325,23 +325,13 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 10, "id": "3ffd662d", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "(np.float64(-0.5), np.float64(999.5), np.float64(999.5), np.float64(-0.5))" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -358,13 +348,13 @@ "ax[0].imshow(im, interpolation='none')\n", "ax[0].axis(False)\n", "ax[1].imshow(im2, interpolation='none')\n", - "ax[1].axis(False)\n" + "ax[1].axis(False);\n" ] } ], "metadata": { "kernelspec": { - "display_name": "dev2", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -378,7 +368,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/borders.ipynb b/examples/generators/reference/borders.ipynb index b0453c626..fb1bff067 100644 --- a/examples/generators/reference/borders.ipynb +++ b/examples/generators/reference/borders.ipynb @@ -65,7 +65,7 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": "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", "text/plain": [ "
" ] @@ -107,7 +107,7 @@ "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -149,7 +149,7 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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"text/plain": [ "
" ] @@ -189,7 +189,7 @@ "outputs": [ { "data": { - "image/png": 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", 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OXkAabPA7KPEhQBnBxoARXK7S2RVxZwvvFRh2oVmf7yaH3S9+D839bEBe/vZ3f4Qma1aTtbpJ27nFIjyMyJP5kSCfh3P5DrK6ayky0U/R2TEyma3kat+kqQxW+LXRY3mUg5u9sV2WOBCZ6KPo5ADFA7M8y2J1usnetp5sDUsKes34Ol8is8VGrpXXlKHv5CH/yWeoYuMdZHXXCFI1UwNkmh6gWnuSOhqq6PffeBtt3LC+LAOdWBYQuKSKz8XsBdDLg6KDaCktZy9gBJvXD4zgchXaD+P/0aRH1oKmPRaCQgBzDL+TvQOGr/2Xv/NTMi27lkwW/XblibCfwiPdFB48Q5b6xZzRoESlN6LTwxQ6v5/cm+4mi8KhzmQsSuHRcxSbGaV4wMNZl7Wqjuyta8i2YCE36ZkUcPi35GzfTI4yiHGGhs5SZKJXUArIE9w4O5zoI/PMINW7zLRiYS199sPvp1278g+BlgIl9gLYyEDpAbYMhkunASO4XGVNe9z42EGiNIFavJLmMBYF0FjF2j2C1Xs/+jl6sT9E9ra1up93IuSj4MWTvFCbXdVC4z0aJooEyb5kMzkatAlRSuE/9yolY2Fmm5WyeIGswLTnmTEmMFAyQXHvJarcfCfZGzt0Xxh9p18gs7OC3Mt3qvq9ZDzKfSWrf4LqXSZau7iBvvypj7BbaDkgZy+A6xHZDIJLIXsBEYZL59UNI7hcRbMrcEns6+tjORLY8Cq9SfF7mPZGTwZ6VXf94SdopmGTakFJJUAvJjozylP2rvbNGRlROmuYHuVeCEpkruU7Fc+uiJ+L7/Aj5Fi0jhxlyIaCg50UGTrDfRr0iiC+aVvQSo62NWStKJwhFgJnQ4d+S66OrbLlO9XPFw1TdLSb7KFLHGxWNlfRX33lC5oGZRW9XiJBBw8e5ICC61KtvYDh0nn1wQguV8HsCiimmLTHHAPKYGotfnt6engX+uAjj9P3fvEYObf/Hpl1bE4L552g0MBJLudYXFWKFn4EmPBQJ1N2WdjSWUkVK3bzzl4OUd8linS+QI71t3OfQm/4OvdwUHSvuja94GF2BWKXoD8ngl6B9ly3iJxtawsKcEqB5/Cfeo4qUb5zVep/3mf3koniZHHVkDMyQ00VFtqxtoO+9OmPsXSMXkBwgS4d2Ih62QvI9WwMXBkwgssVXgYDvRj9FdS6wfbKR1stlrl86At/RWd8TjK5agVKcTTMpRbHovVk1+iXIiIe9FHo4klM5DE9WSsbLEPYMhIia00TuZZtZ1p0oO8oxT2TVLnhtoJNeM0loCOPMD3a0by8MFvPO8HlKZT6KOShpL2SbI3t5GxdLatiEBw4RbHpIarceEd5zhvWz21ryNGyMqc0GYVUTdxHzRVWumnrGvrMxz9MDQ0Nml/vwIEDTB6Rk7vRYi9guHRe2TCCyxUC3GTQkcKBIIK/w8wLZSw04rXuQOFrf8/7Pk3BRTtzfO25TAX/Fc9Eyn+FWKVYTfknMnWRQj2HyFq3iFztW3Sj66YX8uFzFB4+R2SxkHPpVh5g1HPBQVYROv0cuTbeqXrwkud/pkeZKZcIzDAt2+yoIFvzMnK2rGS2maVyAbk7tpHewOyNF7M3629jQkIxgCkHEc6KZIBaqqx09/Xb6RMf/lPuoSjF/v37WeVBiQeQWnsBw6XzyoMRXK4g+2EElt7eXu6NoGmPGwllMK3yId/+7v+j//vLZ8nSsUvRrnnOf2WGCM1tdy25l+1gSXz5Mtgpzn7MFiszq/QGpu+9x57g4UVLVT0PcsbHz1Ms5KdEPM59F2cJEi/B/pMUmx2hyg2365JVgPYMynNksp9ivmnWTbPVLybHwpVkb1yqW+YSnrxIof6jVL35DZqDOcp8kKqpNIVpYbWN7r/jBvrT9/+R7JyUiH379vEgbl1dne72AjiyFZ+NYDO/YQSXeQzcONjhiWUwlMAwTY9/Q8Meci1abh78/pv+8KN00ldBNhVT9DnP45+hyNh5LrEkw36y1baSvX0jUTRCwf7jRGYLOZqWap6PKSYTExnroapNd8rSpHl+ZayHolMXuXfDWdfSbUwnVgLf8afIUtNMrqVbypNVHH2C3GtupIR/hqKXBoUZm3iULBV1rPZsq2/L0SZTgkD3fkrGI7oKcgoqBxMUH++m5Nh5Wrd2Db3nzXfQe9/9zowy7CuvvMKzUnoIc8rZCyCLkopw5rMXECEOE4saaoZL5+WFEVyukNkVBBiYekEFd/v27Zpl3E+f6aTf++hXKLhoF1kUNpyVnjNmQwLd+8hkd3N/oWL1dWSSyMToBe/JZ1nCxb18u/Lzg9HXyDlmqvEgpxVuljtzSnyJSIj7FGjagwWmN8JjvRQePEVVW+7JCYpgeMGMjGdsoPYcj5Gtso7sizeQtaa56MLoOfo42Zs6mEygN5C14vnRG0L5FOoLyYleqrHFafECJ33gnW+hxro6zqS1egIVAsgq0mBTyF5AvB6HhobSkkeA4dJ5eWEEl3ks4QLg4gfTBmUw3BCYR7n11ls1PffX/+936HuP7Sdrxw5Nu+Ji5w0JF0zjW6x2LothN445EXiluJftlC2faTH2cq/cxYyskp4rHGCvmLhvKtVPspLJ7qC4d4qqd9yni+ZYNvxde/CNknvVdYoWNfaHGeqkKAQuQ17+XQQZ56J1GTRxfC6ew49QxZqbyFajf5YolNmOUbVMQARYPeDSICWneqnWlqSOpir62B+9i+64/daylaWk9gI48PfsYAOhVtGSwHDpvPwwgss8nV0R2TGYWzl//jzPJ+DGgU6Y2uCCXd897/kQdUUbWNJE9/MOByjYf0JggzUuZRZXdv0+Mt7D5TOUqFA+cyxZT2azcmZbeHKAQr1HqWrL3bp7x4SHzvICjR1/eLSbBSSxkFuqGsjRvEyTZXMu2+xRci1ax06aWiFYC5xlGZ1EyEsmk4XPMTY7StU73qL75wIELhxiRQU1w6iipI55dojqHETLm2vok3/yB3TjDddTuSBnLwD2GQII+kBSewE+R8Ols+wwgss8nV3BzQGKMWrNKDVgJ4YMBrMEt99+u+Lnfup3z9L7Pvllsm39vbLMUEQvDVFkalDQC1u6JUMtOS+demaEopP9lAxDQTlEjpZVLBqZD/6zL/Pzu1Zdr+vNjkUwcOEg2RvaZXsxPGcD6X7vJSKLlYMm5F7UlPoQUL3Hn6IKzN5U6mMSJgJBBowzikc5GOK8YC3AMzY6OGt6jz9DtrqFii0E8oGlasYukNU3RnVOotVt9fSFj/8pX9flgGgvAOUJEAPE3mUhewHACDb6wggu83B2Bak8hiJxE4BmLDYucaOAkXPnnXcqeu6vfv2b9INnjpK5bglFMLsC75VYhBytq1TJ4ec779D5VylhtrNuF4y5ND0PdrlgT02PUBJ0XZSNlu0kS1UdJZIJ8sHYa8kmziD0BGZmQn3HyLVil+Idv5g58LCkzcG2zmB75WN5ITChh8IaYToLcopDnWarldwrr0n1vMYoMg423yxnGwgw1sYOcrauKhr0c9UCHiH3imvIVqd/3ynqmST/8SepqmkRNbottL6jhb70yQ+zsoSewPwW7i1kLujRiP0aJfYCgBFsSoMRXF5D4OJFhiJmK/gqUAKDlDpmWWDqJb14cYO8/PLLdPfddxd8Xuzabn/Hn1CfpS2nNyHI4WMxH+V+CDyCXUu3qpNYiQQp2HecaHaI7CtvyCulrwU4p2CP4OZowqKfTJClso6DIWZC9AC//5kxlpbRujjwYu6bpMjIeSYI8PxKwxK2W0Y/i2dYrFBMvpb0hlBmg5tm7nBkdh8E1gLofZnDPkq6a9l90960LG+wiwVmyX/yd1S5+W5dCR9SiwIE6KrNd6eDMr5zzNjYwzPU6DbTjlVL6Auf/igtXry4pNdC5oLvKTto4d9QEZAGm2L2AnyehkunKhjB5TWeXRHVYhEQ0LRH+o5yAS7ubOAxL7zwAgeXfBfxC3teoQ989ZsUb79GUWkEgQImWrHANJdwzHY3ubGbz/O7ginYRUqiTNW+WffGN9SSseuWUoAREHmYc3qY/87Bpnk5L+iqs63+42R2VJJjob4Wx+y/MtFPgc6XyOSq5oUZMv84Vz0XHNCY/UcfJ/f62/i5FZ9fSkUZ3x2YaFBgMFcsYDVqWz2sBczcbwqPnKeqzfnVmEsB06QTMapYfX1xIsPIWXLGvNTsttJ1m1bS5z/1UdUMSQwZY8EvZt+txV5AOmcjDTaGS+ccjOAyD8pgGI6E1TCm7JGxSBuPUiDLee6557gsJveYT3/1b+hXB/vIuniz5ouatbLGeigRRPM9QPbaZrLDZ8VkofDQGabqIvA42tbq3v8I9hwm64LWonIzrFQ83CX0QrBzrC7eCwHNN3jhIMvZWHXKgKSIXBqm4IUDVLXlDRxwudw33ss9KUomyVJRS/bm5ayrphVMaug/rosxGVOzmfY8wtkK/o5yWs32N5OVrQX0XRTRd2LNtcXqjc1QjoyNdpEr7qeWSivdtnsTfeojHyw6TwMTPDT1ly1bpsleQAw0UnsBkY2GAc9Cxmkmw6XTCC6vpf0w/oRRFyiTkLsXTZbyAb/77LPP0h133JHB6ceu69Z3/CkNuzrIVqufEKFQxx8RJOf9M2SrbiZ701LFg4hKwU6U6H8s36GpEZ3ZC3GSrX4R90PE3TcGAPEe3Ct2l6X3Eeg+QIlosCCjKr2Yz44TmcxchrSDiabw/ZZjOFIKz/EnyWy2UZJAIYe1QJJpz9hE4Fy1vqbgffMouZeDPt6my7myusHYOaqgEDW7zXTtxpX0F1/5Yo5SxenTpzkILF26VHd7AQQLabCRsxdIvs6DjRFcXqPZFQQEcXYFPHwlEi4ITs888wzddtttad2lx558mj7+d/9BiSxfe70QnR7hHgWft81BiaCHEuEg9z/Qqyn1NVFKinsnyNmxXZcbTZwmj4x2c+kn6hkns72CqrbdW5aZC2FwcRmLQ6oBS+kg+/JPE1ntwkIOCRiZjARDnbam5apfQ/HCeegRFgC1N8z1OFAixflBkVqwFjDzpgJMNGRhaphylZvU67IpJQYEzr5E7pXXUmKqj6pMEWqtsdPvv+FWev8fvIfLYmjaQ81C788sW/FZib1AMpmk0dFRDlQo1V3tLp1GcHkN7IcxOYyMBfLkuMiULnr4qp566im65ZZbWOPpg5/9Kj12aoLsi8tjcwu5ewQSDD9Cp0t6s2DRgaoubIQxhAjlX/vC1areS6jvKFkqFvBUud4AK252788pHvZR7fXvochIV9pZ0rF4AzkkC6mm54+EyHP0Mapce5NmleccKR18niE/Z18oTUF+xnfscapYfaOupImMxf/Yk1S5+a6iiz+yBVgLkG+cIiEoHNg5Q2Tas0zva27w8g1lyRZDw+coOtFLlRvv5H6RCL42Z8coOX6BXBSi1mo7/ck776N3/P5bNSmGK4Eae4GBgQH+OWRyrnaXTiO4XAYJF7EMhswFqTouQGQrStRjs4Hgghry/X/6ZzTbtKUsul3cn+g/xrtV+4K2onRUkZkUnRoUGGiJGMvT5yufMdus5xA527eU1IPIh8j0MPmOPs4BD6ywhnv/bO5cY1EKDZ6m6EQf78jB7JKTgSna++hLTayXIVsMjXZTZOgsmfHZxGNkdlbxe1EiAaMmY4xePEHuzeoX/3R2ONZNcR/UnoWAaGtcyrTn0OAZLlGW6gKaD/7u/WRKJliip/i54tocJpqCVE2Slta76U/f/Va69433lE09oJC9QCwW489EdH0t5tJ5JQcbI7hcpqY9LjaUwVADhtaR1LtCDf7ir/+W/vuJ/RSvbBR24tDJclSQG74mJcqrpIciJy+yw6KrfZOmHojQX+hmjSzc3ERmcq/czQwqgW02QK7lUGLW/+YOnnuFX9va0M6fe2RykBru/Uzex2NhBK0avSVmyzkqU2w5+c/Sf24fUSJO7tX6DnSK8J3dQ2aLjT+vjAVyaogiE71CsHHXcLan1SlU7/6NuIDj/BIghMyMkR3EjKYOVnyWk4wpabCzvo0lcLQrU18k08wALXAQdTRW0af+5L108003UbkQk9gLoCwGYo5SewER7373u+l973sf/3mlwAguOgMXBC4gQJQeh0w+BrpQAkNzUesN/Z6Pfo6e7/FziSqfOjHKNShXONrWqd6ZhQY7KTlxjqhhOTkXrddt8cR5cRnj0kVhp5+ElJedLX31slLmOviBB8lqNpGpas7wqlhwkZt6Rzkn4ZmkeCRI1toWci7FJLlZMN5qWcmWxnqjkLGXLK14vIf7YfgwubQIJpqCuRTPsae4t6J1cVbagwJjDr26BOvLhcnsqmb3UVg4a6E5i70h9/IdfH3rBZGibZ4dJNPMEO3aupE+++H3065du6gc6OrqSjPPROqzEnuBm266if78z/+c3v72t9OVgvIUIV/nEi4w8EJmAm48Ju0x/IiLVataLNhkd/7Bx2mmfiM5FuX6q1srasm6bEfGLjJ4/lV2axR6DOvJXoCpg/5EsC9VBlu8hWwNpXu4S4FAkgSbavUN6WFNcb4GYpdsYVxC9oXgNbPvlwKFNkcHTN3eCecH/5Z0BnppkEK9xyg0dIZ7C8kUy0/Pkkra2GsDJGKKl+dQxsJCLVpF4/sLo6fkmWSbA2tVg8BEkygPoDfmPfQbzlZsCwqzEjW9Bzz/4YeF50/1h8ReGqwEIP+CUiSo1MlElGyuarItWi+w+oqIqLJS9ZHfUsWmO3W3r8ZnCYq0t+8YVW56Ex02u+ntX/8pWf3fpnqXidYtaWT1gLVr9VGajsfj3H/BzI44tyO1F8BGFGMJor0Ahj0xTI01RKtvkxxeeukl+uY3v0mHDx/m9eWhhx6i+++/P/1zXPv/5//8H/r+97/P53X99dfT9773Pbb5UAojuJShDIb6KHYje/fu5b7K1q1bNTcT/+vHP6e/+n8PkrnjBrIqqI3jRsWciDgrwm6So+fIP97LdFmTxS4s4qldLqixGFDkMtiidSWLNGYjHw0Y5Tbnkg0Z2Ve4/xhFYWEcDfNgn7N9Y1Fxy+BwFwW79jJFWnZHXEL2hR2mvX4xH1Alrtn9NoqMdFPw/H4WjkSJBe6apVCz07MrO+/TXD4CY88lIXWg1BcePC3IwMCsrbKOYuM9VLXtTWRROXiqBOmp/i33yD4/3pejdQ0fcxP5XcxGC54/SMlknEkRTHuubsrImJkR1vUyC3OWo78V9V2iwJkXqArCn6nnx3kQrSWMUu6JhOn5L/wr2UPT1OAy0eYVbfSlT32U7Zy1IJFI5MyoIUtpamriI9te4J/+6Z/o0Ucf5c3MT37yE/5sbrzxRtkhazUQNQv/+I//mN761rfm/Pwf//Ef6V/+5V/oRz/6Eb/Xr33tazy8DT+pQoZxUhhlMZ1nV/Bxwu4VjBDogrW1YWemfoHD8/3+n3yS9o+byNain+ZSHKWz0bMU9nuZDgtGEkoYECfUu4eAxSMRi5JLEkQUB+vpYV7IsavHIs7+9U2Z8wqguUIyv9D8BPpH0oa+ViAzqr32Hbn+KxdP8msge0LwhKSM0t21//wBoli4bLMrgZ4jXJaCoCgz0cIBMtldvPGwLsAcUOnZV3jsAsWGz5Ibg50ap/o5GI50UWwWtGcPG7shCzVb3RT3TbCHjN4WEXzu433MiBSkaJQ9P2fcI13kjMxSU4WFdq1bRl/41EcV24wfP36cN5zIRpQCyui7d++mu+66i8VsIQ/1iU98gr797W+THsC1J81ccP+1trbS5z73Ofr85z/P/4aeUXNzM/3whz+kd73rXcqe1wgupc+uiFTCYDDIFw/+RP102zZt3uh9ff10z/s/Q/6FW9kUS/dzj0UowGUwE4tZomyBhcHZsU2XsgNKcYGeQ3nVhrU8Hw8gTg8xNRqlqdjMOHvDWysKn285g0u+YdCYZ5wzG5hqueBjIyOR4znyW+6TlMPYC/CeeIbZZSBlSCFSdVGmYgkYZyX3QSxZGYOeci5qEfPP8gKOhR/ZCozdrKA9L1qnm95ZoO8oJYNedgMtJbBjU4EszBnzUXOlhW7aupY+8/EPU0PDXN9PChj+IRApDUbid4bnQ7kMOmkinVnKONMzuPT09LDFx9GjR2nLljkZpptvvpn//s///M+Kntcoi+lgP4zAgiY+aMaI+KilIu3Ugn/5jx/QP/7sabJ03ESWMug7oQwWGushkxllsA3pMpiwezxPYd8ExWMxzUOS8cAMhQZOMhtML90xZAQ8QNi2hplI3oMPClPuRQLL5QZo1RVrb0z/PYqSY/9xHpRE1mCta+M+iffYE0zTtekwHyOvaPwouVfslDVUw0Jiq23hI00jnxqgUOfLiOJkcdVwv6bYoGQpci7FgO81FAmyGjayrphvimds/J0vUiII2rOD+4LOttWa2Iy+My/xd+VeWzpDDMHZ0bGdO3ug8fysZ5a+f8v9tHvtEnrkfx/IeTzWjHzyTvmAMhmqI+jDAHoPhWZDJCQhU5ECfxd/pgRGcNHBfhgaRuPj40wxxheANFZKI1QCPP5Nf/BhOuZxkX25/kq6QAgT4UGvIJG/BGWwuVIAmtUuZkXNDUliF45FEc14e9NysrUUHviEJlksMFO2Mo+/+wCFhztZ2Tcy3kfzHXCFtG26c45oMTHAjDZLTRMFzh/grEVPK4FYwEP+E09T5eZ7FHv3oBxkb1zKRzpLHDsvzDmxSGh9yjCtIkuOf7duci5yWR36HhAnBWxVDXxI7bSReflOPkvJ4AyZnDVka15GTtCei2yGPEefYNHSYow8rQh0v0pJaMuRSXHPpRjQvwXE4HKlwAguJcyu4EuHMyQ46tddd116ChcLsPg4Jeg820V3vOcjFLJVcwMejVjHks3s1aHLuceiFOg9TCazlZk8aFAXAu9uqxvTO2sWYZy6yDMkuJkTIAVApl/8eTJBod4jZKlqJHeHtlJgMcwceBB3JvddUMYrpVGvBaW+GhMtmpaStXYh1V7/LmERHz5L/q5XKAE5/ESCiRZap/1Zyn6ok6p33l/SRDxniWi8S5rvYdDIp4fI5Kik+PQwVW19Q1nkXMA48x3+DbnX3pz3c+Brc8HCdLlVzLwwFOoZu8DMMmQlgrVAR/qzEKjMD7NUTDnYcsDMq78mk8XM5263yQcQrAtqmYZYZ/C+9WSLFYKocQhBXWn5Dn+XlsmKwQguKu2HxQvj4sWLzFnH3Arqk9ILBjsTpZnL3/9//0b/9sg+sm65j6pMAiGAS1e9sJcNUiIW5pKQuLPUwtYK9Rwgk6uWm+Jmp3q2EPox0L3CIS44oBFHBk5QLBzkJizKa+660iRV5ICG/swrPydrTQtZ0ueOpf7KbhXyIr54Q9rlEY3iUP8Jzi7ZwtjqpIoVO9OsvkLgwc5kkqq2vlH3jBF0ZnjUwAraFI3wwgln0GQ8zvNWzpYVumZdeA9qGItymReGOTEoCSUG9BfJWUXxS4NUfc3byFahz1yVFLjXZ/c+wKVEBDZsxqryZBlaymIiDblcigLZADsMAQYiuWIwQY8HRKWPfvSjip/HCC4q7YcRZNBbAU1w+/bt6UFJKZRkLnjOe979QeqMLCDbsl1ZNfHm9KyAOOSFyW1oeKlpvLNFb8BDlsoGcrIxllm3BQe19qi7mpLYyW57Y9rKFtPxrBpgc5C7YweZndp3W6HR8xTofFHYgWb1n5TSUMysEDD/gd6BdCofBl/B3qOU8IxRHEKhVQ08dJrdAys3MSA0co414CABJC13ioOcvlPPcWAE4F+jhcABOna4/wRV7/q9kn1keAYIg66pshc+R/+5V8i95Q0UHjhFwZCfAw76SrBfKHXBxozRzMs/4X6aRZzRSsSpvm6BbsFFHLLUc+OA54QxoQjM16AKg/UMPZ3PfOYz9PWvf53nWkQqMvrJ0lmYYjCCi8IyGC5CBBSwwcAxx1CRVLJBimKZy5Fjx+ntn/orii7ZRbbqCgU3C2rEKySN924Ke8Ypnkhw6Sq7hIayUaD3KAcT+L7bG/RtALLo5MAJNharWCEsiKh1Sxe4GJhTI4IMPhg1sAJwLN1UdG5FhPfUsxSfGeWFM+em4r8riy6JMlBYLwfANKtcf0tGnwHzMDzxHgmQpX4JuzdWrCmPqCUQOH+QswBH69oc1pnsIOdwlzAUGw2zurNr5W6yFmE7BnqP8DUC1Wq9s664b5qHX6s2CVTj9OwXl9IusrEbU90xaKwhCwOtf/aVn2eU34Tnj1NDfV3enq3a4AJyEIKLnjh06BDdeuut6b9/9rOf5T8hMQO68Re/+EV+3Q996EO87t1www305JNPKp5xAYzgosB+GIB8C6I7IjnUjAvdCKJXixz+/G//iX747AmyrriFzBpuJqHxviVDQDB8YT/Z4gEKhSJkhVhjSpDRsWiN7la1bEN84TA5Fq8rKPZodVWRNdV/EX1hYNaV5FJfhJxt68jemBv00DCefeUXXA4qKPOhmEGfFORHdHbM1AwN66dcn2Fm789YTSB08QQFe/VRehaB5/edepYDGbIpUMoVDXIu2UiEI7UJCg2dpaB3iq8Zi7s6pdk2l8n6Tj/P0jWV624mvcEadtPDsjRpoZTWzke6pzjWS35saCKC9TdEVQuZ1kWmR8h37DFh85Od/STitLApt2ckrgnzIXOBsnqhKRS81t/8zd/woRVGcCliPxwOh1nCBRbDGGSqri7eyJQLLvj9O9/1QeqhFrJ1bNflfHnRASOpRpjstQ51UuTSCCW842RvWsF1ez0RZZZOD7lXXaOqfCEsjq18zJVUetOlPtCKXcu2UTIWJ++hh8hWv7iwDIzCmwyBF1nc1BP/LPRsYI/cupLszSvLIpqpCDq0inDulspaltNBhiMqPfu79vJu2kQmNl7TotuGQAAZfpAnKjbewdJCWoBNEAgKUodTZF6YYUFmE/NNctYFm2W9gZmoJIZTlwuSSIp6imCQpayvRVUL38kuLvmZLBZhODbFWAsiaJ5/lezNK2QX/EQ8Ts0ywUVaBVHbc9E7c7kcMIJLgdmViYkJnojF3AoGIpVKuGT3XF565VV6/5e/QbH2a8imgZdfDFisoQ2GdcvZspxsG24VGvkiKSASJMeitWwFrBWQUQcqVl9X8vkKJZWVfACgO2P2A6UKzDUU36GZipc0py5y0xk7Y2Q5tTe8h4KDZyjYc5T8Z17ixc9S3cAkB4hTFntN7ObnFXA+qZIfl6CWbklntPg8QSVGiQoZBPdzsrKGfKKdoPeiT1a19S5d5VaQ5Vph6hWLkefQb6hy9Q1c6vOMXkj1QJZzaarUHghmrHj2ZJH2+Rt8nhBupdRz4P5hqZq+o8xKI6uDnIXupUSMdcH0Ci5i5nKl4XUfXORmV/AnzLwGBwdZwgWNLDWQ9lw+87W/pf/dd0FzGawYYr5LfOFjoeEJ5pQ/ijSjSTdfkSmg+Wq2sPOgElIA928uHORdmvh8esN35gU+J5ROFKf+eVJ67FhN0wOUTMA5sZUX1qh3igOau30TH2mp/d5j5DvxNL9HZACsgJzHY0a3TEenawB6XPnOCWyrilVzm4CY9xKF+4/yn3jfoENjQFHap8NuP3T2JdZ0c2+4rSxyK8wIO/kMM8Iwa+VoXZ3VA3kxJfeTYBadms0Q6PDBC4fY98ZWo28PCtcQAjdUD5IhPzkWF2ZumtDQr6/P28xXW95C7+NKm3Gh13twkbMfRgqKpj2A2RUtOwbsTLDbWLnzFpqKWNjmtRxDhcJQpC8lArkp72KT03xNTeOHgrPC5HhlPTl5Gt+aG7gGzwiikzL2u6UCMwmzBx/kXS0UASKw/FUA4bPMDS5gxjlDkxQmS6a0u0wcQuZSseZ6PoDo7ASF+g7T7L5fcg1eIEK0MyuuHIKJJSMB3wJlAYBlcrKVnvuPUTw4KyhnY4MV9nNgBeOrHAhP9jNbi+dwskqqOT0QHuS8IPR9wtgMmcm9bCdZaxrzyw11v5raGJRnEZ49+JBgb4BSY7GScDIum7loaeYDWJOM4HKFzq6Irm+wH4bqJ0TlVq9Wbtmbjd+98BJ94h//m8xr7yV3NMQ+KZhdwGIK5pa9dU1J6b94MyXiEXI0LVM9A5MzjS+W0FBfjgTI1raeJTeAijU3ULkWm0Dny9ykTjNtSoi/0MsCZTdid5IJz6kymNtqGsm2+Z65afrxPi41wjETLovsKT92QWAGzQcGWiKuOLjkU3oGecKz9+fMOASziunPfccEbxgdHULBCEuGfIrncIRBztVEqcyGBzlHuig4cIyDIdmEMp/VXS2UAHsO8XBkWTZA8Al65Wds0IbPJILNXLF7NxFnbUE9BijLxRa7HLC+Xpv2kGjBF42SF/4OUTj0WDA0JPosaMGHPvc1+u3JUbKvvYP/DpaSNdXYFLxWhiiIwBANcmkH6bbYKFRMrxw+izuOXB3KSltqSAFgVvk7X+ISETIBMHrwb5jaxoS5HvCf3UPRmRFmg2UsNqqa3aa5z3TyopBtVNaRSWMDOmeavnkZH/wasQh5z7xIvqNP8PwObIdZIr59k3p9ML0S2GSipGwYMkCe/b9mppZ0UJNdREfOURDeMExlb+SAKvWGUQPfqec5Ky1Fxwuv7VoibIbS5nNDneSHWVoCtsEW8p54iu8HPYRS068Ti9Lsy//DCtJmh/JeKb4Xq0x/VsuMC4AqSKkS+68FrK/X2RX4WiO4YPIUZTDwtzG7oobHLQW44Le+84M0Ub2a7BJvjVyvFWHXODfpfl7wHI8EmTYMVko+scjw6AVm3WAn7VoBm2B9hS0FVd+jbOGLmrgI7tlM9nFQSKTZXeoDG0twHHyIy0xy/RuWdVHzfNEwB2sstAhUWhfAYuAZnublZF+wkHsB+JyCvYfJe+Qx3qViMhsS8fB2KTZdbtZJhJwJBhozKDD1Auf2CVLzWVIx/F5TqgFAIuSn8MXTnNWQzU72BW3M5lMiMTN7+LfcB9RTPw1gmjqCiAnlsu0ZQRFlXM7AQXJAdlOALl/UgO6Vn3MPJ+N+RMZY7PzyxPy4xuCCzEWNivJ8gfX1OrsiDkVCxmXZsmV8aN0J/vI3j9Lnv/UjMnVcS1YVqbkw6T53I0e9E3NikWB4LVxJ9pYVvCsXhiIh4lefdvjTE2DBQCpeToKcezbNK/hI92wwMOeZoEQsRNbaNq53F9JCg6Al1HohJZJv5kRNbwNBLjY9LLhnNsIorNBCq69UDMojletuIVo3N+CIafqZl35MSZSd6tp4UYI5VvYinDTpsyHgGQUNwSVwfj/FZ8dTHinFr3fIBWEjIQKCpiB44PpEIIU6Mb5TaakQc0zQ8apYf6uqrFwpWAUiFs2gOqeDoiinEw5wdhP0XRIUI6BYvXJ3UcYcAOVt35FHOXPN2cAp+czyPCZRQs/lcumK6Qnr63F2Bf8PFWPMsOzYsUO2+aYUf/jxz9NzF3xkW1m6fLetqpEPPu9EnG1hoeKKpRGUWueitcxq0n3avu8Y15Tdy3cq79lIByQlPRsekFy4OqOEFhw4ya9ha1ikS78COlFWU0r3SscyiBbIDTiyDM7FUzzhDrKFpaqOHAvXkA1DjjqVxUyQtVG5GYK/vcVRSe6V12h+XQQLMWCIltr+s3uJ4HjpriFbUwcFTj9PlVvvzch+9QIrQ7AwZWFVY9a6y5izmWHtNrhmom8DywGnjJwO5G4CcDZtkZ9hUVQdCXh1z1yMhv4VIOFy6dIlHoqEtSjogloDCxRC73jPx2i6fgPZ2vT3V8COCbLdmMVAdMFiEoSzYDxCzta1stPtaoFggGYo5GPQHNWjZ8PTzhMooe3lvhIGLyE4qeR8i8+axNP9lYTZymWq+QZkUBkzPNEwz5sEoCh9OkjxaJh8Z17kXTYm7Et6LYWLHzel9/2CZeyRVekFqaV2dHqUfKeeYUozMlNsJjDIqdYPKB8QyBCskbVrocRjGNSaCqrChmicgt37eeg0GY+QvWkZxcMBio6eK1jGKzTVjp/h/bss8huoUhr6RnCZ5/bDEGpDIx9MMPx9cnJS03P/8IFf0tf+41dk7rheka+9WnAZrO84mSjJNGHpxT4nZPkyJQJQI67gm1itzAukMaIT/eRedb2u0+o87dy8nOvyaBgnIwGyKpQlSRYJhFE0cJNJsjcs5vO/nEhqLK1hocUOWtxFsyRK96sUm+znaxAZqTB3skGT8VUxYG5k9pVfMutP76xXBLTuMGCIBdq96joOeijxBs8foHjIKwxJNnawRI2WxZVnrUA1XrpVFzkjYUPUnJ6HQeCaffVXbCug1TIC9yysCcAGdSXljQK1Zi4GFXmezq7gYob0CrIV9FyuueYaZl5gQFKN5wqAQPWOD36a9o0kybaiPBRdNE4h5QEuvWPh6hxHwBwhSzBnRrs50GABRrrvwIBcnpuYd1eDp9nbxb2qPKZkkUuD5D/1PCvpqul3mAow5NCzwWeCm1d1uUIvJ28dSnqQtYGqNYQgObOeHqZQ33Ga3ftz7htgjsLWtJTLPoWa5th4FAPIDv7Tz1MV5qzKNKsT6DlMkfELLFrqTOmKpUu8a+b8fnAugbMvCf3EeJxcSzYo6h3ysGvPYb5WTRb9qcaA59AjvMESDdEKQkZlG8GPA8vClZypWTCbo1PPBdeIQUWeR7Mr4nQ8FiH0VkAzhkMkJPJFiiC+ZDXBBcHoprd/kDwJB09Hh6YuphhT+nncw8o16p8R2GDtmxWxwcCcgXEXwIsVBCLPQWPKz+8fw5XpfkAsws1YBC0rym1lALxFMG2N/oIQBJQHgmz3Pt4oTI9waQmlNQw2aoGJ5pF0C1QgUoGfZ07q2tKlKh4eHDlHkb6jFOjax+8Zwca+aC3ZFrRlBNVixAAQDGALjKwoHgmSVefggu8GygpxzyS5l+8qSFPPZknifUbHU0OSaLabLORaMafdJZWjAXHEveaGsswWCeXCn5MJ1PLKBfx6agGhy+jYebK3YXZNWFusBcpiVg0GgAYVeZ5IuIhlMPwJCZfh4WGWcMmm8qkx9PrO939A3/jpU2RZcxdVphZ87MBQDggFjgsZQ3WTKkn5jPNPJCjYf5zIM0rWJgjoabNg5cVqQSsfaXrm2AWKDJ1hMT0EHkzpl6X8Aprx4YfTbpdaIA0t3LuZHGANLQSV3KE+NUFrHgw9poBdfL5z5+FBSL8vWjfXExs4SYEzL7PAp9ldzZ8FNgyFAJkSs8VKC254r8DsA92dpfqDZHHVkmvZ1pJ6Idipe44/xedUueE21b0jvE87SB8LJUOSKBf2HmVLbTheWtx1FJsdoeqtb6ByABpnM3t+zPNcqogHkiwY6hhwwbS3ZWqiWQoEF3sem45CMHou86hpjy8Dsyv4f0i4yNH4lGQuWDDf/IcfpaOzDrIvvy6HjZIx5T47RsHzAkUTN580Yyg6W3LxNAcGx/LdgryETkh7rLSt5fIFBAlBLYWoYTzsI7PNzT7oGVIpGjWjvIcf4YG7UmZNxNsWgTs6M4b/YyJAucohrwlUUIixCahYsYsIR2onD2Vhz8GH2f0Tf1rrF7NEDXo7vBPf/yvueYkePtyTa58bQIx6J7kMh6CDRV2tYgSuV++JpzlAVG+9V5eNCg9JpkQ3Ad5oJfDdt7OQpqBMjLmVnZqUnmXdTfc8wDRqs02y2CuqngoPwrwZKN3iRkAKW4HgYtFQFjNUkeeJ/TAkXDo7O9lNDd4r+W6aYsHl3LluetMHv0DBtp1kby6ckgrukS18SDMGeKSzl4izihu62TLyPFsyOy4MfKEMVgZyAD4j/7HHyd62nhzNHRnZEuZEorPj5J8cSIs32hrBxlE+dQ5pm2DfEQ5SssSAWFjF2Zr4fDC4Z7ba2N2vVE02UFDx3vynX+CJes2LE4KCHq6WCe2T9cgQkCkIp5Nka93YpWGahYkYFq2Qjyo33F7wPdqqGvjI6IVAhSEWYr0yZ8cWstfJ+5iAUOE7/RyXr3hORuchXjGwWNy1aZ0xkmRxnN30HBZmbFzV5F5ZXOk5GxHPBPkOPZwzw8IZpUnZZQDqPYKsKLwplxWNjIywq6PD4Sip54J+MdYpoyz2GtoP4/9hPwyq8datW6mhoXBPoVBZ7B/++bv0r7/ZS5Zlt5BFA7tFmjGkvSwGjpM17KFYJEKWhau5EZ9gyZIF6ea83kATPNC5hyrW3pjDFEIgwFS7aMjFagFDnRQeOEGBIHj6SbI1LEntiuWzEf/xJykWDhQ0VUpalJUBmOKZiFLM4+Wymh7Dd6BBx/2z1PTWPxc8OiBrcuEgUTxG1ppmcizZqM5ETIcBSCxieoiY4jksVY1UtfkuDsi+Y09Q5fY3q8occ3ohoo/J0FnWwYPUDU+5u2sERljXy2RvWcUKDnoLsQpU4wOcdUFaR1aZuEPoLc7NrRynBDTR4lHuSRUb5A2N9lCg8wX5GRYEfQX3OrLqhN1RkK5ss1rTm1xUTTDugAMbYS0ulIBRFnuNymCzs7NcBsMXCQkX6W4hH+R87gVf+w9RZ7iWbMvm/Mx18bJI2QFbArNcEyeLlSyuarJJNJP0RBCSHd5Jqtr6BmXEAKgFpIgBQNQzSZGx86wNBTqxCcrLbRgEXEpJuEUeeJBsrsqi9XYlNywyi0Q0wuZm5qSp5MDC18jkAJcYsWCmPToWr+cDgG4aZjEwcY7PB0yfyyJKyQ19fXb8WCAxQ4MdfdXme0qmlOf4mITgJtlJnouniKw2ci/dxn47egPfUeD8q8yisyhhbKXnVgS2o6CSMEaB7lf4nHE9gbTC7K3UZxLoOUKRwZNCxiITGNHjoyL9UgyMClT4ws6cFRUuHs7GOgUVkOnpaXaxRaDo6enhBj2CDcQtiwUb/A7eg8ulf5+03LBeybMrAOZWuru7acWKFdTR0aF4RyVmLqKHC3zt3/Gpv6LI4uK+9lqBMlh0dowXMZTBIGmfNvSKRdjgyNFQwNpXIbwnn+UyVSn2sbbqBj7mbGB7KDI5yGZb8ZCHK89xu7PkCwhKxljUsHM1V9RQwjNR0vMhSEFSHtkUMsi4f0b2cWy7u3K3hJU2zIKd8HNHPw274FKHHGWRTLBEjB6ITF7kxa4cNsGACY3u4Aw5bBYyNa/gQOw58lsOwJzR6JBdIoNHI1+gGltLUElo4WNu2LafAmde4P4KelXIUG2F1MMLqEynzediUTLbi29ckbkAGNSGCK4ohLtv3z7+f6xhIBthNKKmpoYDDUpoKH1ll/FFGnI5LDvKDeuVNrsiSrjgi4FLJD78Xbt2yUpcF4K4Y0DA+utvfof++5kjZTP0wsIJ6Qnw+5HFiGywHEMv9rB4jm8O0JEhx1LQ7lcmZQe907Xq2nRdXQ8INrAr+VyididVwz42kWAWEm5iLOAw6YIUixoWEqajUTtPBGbI4qxi+1vFMyky3xOa3DgXIQMxqVucoAeWpgSjhHae1QsITdiaRkoEYbLVNG/KYrP7H+QsTG9RSBH4DLynnuUSonvzvRl9HGZ3odcGdlckxHIsWvof6F3gGnKvQZlN30FeDHTigHhmwj9Djo4txb8XmeCGf2f3yUSCr4/Y7GjR17fb5LMRbGZRrsdahXUsGAxyVoMDow74OX4mBhsEFdGF0ggul8l+eGpqioci8QWADYYdgloguCBAbbruDppuWE+ODmW6WmqBnXBw8BRz+ZGS59vt8XBk6+p0kxAaSKHBU0JvJhIiR9NSsrWsyktQwE0KtduqLffozq7iwcuBk1wag48Gw2LmMhkOAA1OqOdidxsPTJPJYidLnrkU7pkhQ3BV8eeD8iD/O3uAKWyaZwUhZITwjhdZUqUAnx903HAAOFdMcCdCs1xug98JDk1lqAJUZCVAs3j2lQfItWyHerl/hcD7hdUCSBUVG+/I6eMwuyuj/wEfmOOC+Vg0TLa6xeQsQssHzRyeQRVlGuQFZvb9gkw2F2epxYDNXY7IaDxGiYnzZE0kydy4nExglhXZ/ODatufp+yQkDX0EC5TxcbS1tQlzQz5fOtigGvOxj32MWlpaONNBOW358uWkN7Cu/tVf/RX95Cc/odHRUbYgef/7309/8Rd/UXJAs15p9sPnzp2jgYEBWrt2LX8pWj+AV/YfpI///X9Ssv1Gik8Nst4TGCl6mHlJyxbx/kNkql3MtGU1iz6aqNZlO+ZsYCf7Kdi9jwMN4Fo+N8Dp63yZbyBMYusNHrw8f5B1qeBomA+YQ3GvmtNuAgspMtLFC2l4oo9lbPAYPB98MsxWBzPJMCiYOXee1NBfuchKBkoWES3AeeO5q3fcl1ZBhv1AMuQhk72CHEvW85yTwhPW3BuJ+aZpds8DPOuCflEY0jIdO5hirhcwC4XGOjLJinU3K+oPWStqyJoKEsLnM0wBaMthGj8R4z6ONMNiW+5kMj38qzdggjb78k/IUt3E11c4ZXxX+JdiGfcnytTRqUEik53sLSqo+skEVVXKl9ULaYthHUNZDAeYrlj3vvOd79D3v/996urqSq93t99+O33lK1/RLdB84xvfoO9973v0ox/9iOcBDx06RB/4wAe4XPepT33q6gsuuEDhswLPFYhL4oNHCommPb6ga6+9tiT2xGe/9rf0i33nybpWsB8W2SlzZl7yi7jy809QaOAU73ysjSvILpHF0AK2gW3qSMtl8ADncBcFfJPCTrq+nRypRrWe4AnpoU5W0VVTDxfcDgVBQz5fULOHOyk6NcSCgTG/hzMeS9aOmDcKSXWlm8jURabOXi4r4hwV5JQlL2ZHKBYhS3Ujy6Dknf/QmLlAXgReOzXXvC290MWCHgoNp1xOw0E+Jwc0yjQM8vJrwPp6+AxT6l3Ld2nauAmfTxsf6X7dqFDujWO2JuTj/gZUtaW9U72A+3Zmz0+Y6ZhmAiootaJkbUqVoNNzVriOYeeQ8TkU+UwScWqoyxXDFTfLStliqMbcddddzH7FWvjMM8/Qnj176Nlnn9VUqcmHV155he677z669957+e9Lly6ln/3sZ3TgwIGSn3veBRcxW0FqiFQQ7C+ka5BwwZT9mjVrNIm/ARhGuu3tf0oXHUvI1r61uJkXFvHRbgr5T6R0u5oL6nYJv+OnYP8JQRusqUOWVlkq0HDGIgahPUxho88Aim0ypduExa1URz68b7x/PWyO0YeBk6DoJshEhsHTFBzsJIvdybV6c1U9l7WU9lxYQmR6JHXzl38CX2Sd5bPkZVteUesNTD3PODfuHY0dzFpK73w1ZC5s0hb0sj+KdKGzuqolLqcpX5nUIK9AEFlLjiLMJhHon4AIAc8eucHAkvp1rauY/gsvGceqa8lSUUexqYFUwz3lyLqsdBfJiHeKfAcfkvFhUXBNJWJcBuS+HQgAGueseJ2wybtQAmrXLrHnguPuu+/mQ0+grfCf//mfXBFatWoVb+ARxL71rW9dPcEle3YF0Rn/j6CC4LJhwwauP2rF08++QB/6q3+hRMe1ZFM428BT+KnpZvHmDXW9LFwo2H3BolgSPLCLjl4a4QUHroTl8PQG/OcP8OtXbb2XL35zxgBnlMJj57kHwyZJKJ2s2K2YGMBSNL2HyVrTQq4inhmaYbbydHPtte/kklN0so/JDDzwGA1xUCvk6MiDlmE/uVoKy6DoCaXfJWu9gfAgXtOecfYHAfUZ2Ux0dpQqU2q8SkUV0acTn1NVRjV6nnwo38E9lEysnp3tHoos23f6BUqG/eRs36xLz0q2tApV42U70lIrYG6J7C3RRRIbDlyzBDLLit2qbCBCE/0UOPWsdh+WRJz1+JIhH5Np8gY6U+FeVWS8n1aveFfOz8SZOi1zLuWccfnyl7/MmZG4acfa9rd/+7f03ve+9+oILnKzK2i2YzoVkRvZSyk874984Wv06PERsq68WTMbLPvmxeR9fPQcRYZOUjAU4nIHBvMsFTXpXWw5asm+E8+Qs23d3ASz3KwCD3DO1ekhh54IepjRZW9dS8482mWcdfUeUTVvoBaQnI9M9FL1zvvTu0uR2cPnEAmy7TMCOVhk2P1DfFG0TQAlFBPcCJrzHVxyrWnmQ1zw0WQODZ2hYN8xpjpjQZcLpPiuPXt/Qc72TemNg6rXRkaVIltkuIeCIBIOsK+9c/FGNt+KB2bYWVMPaRU5RiCuqQpI8ecprYoukqIrK2d/YKP5L3GZCz0mZDb5mIggE2BIOd8Mi6KyWDRE8ViUbNBvK1htkF8/MCgN9hvkiloX5n5fWNtwbmoDX7mlX375y1/ST3/6U3rggQe453Ls2DH6zGc+w439973vfVd2cMm2HwZgPQweOACasda6LAaYbn/Xh2mscjnZFuu7y0U917x4ozCEh13Zkk3cWI6FRygQ9rNkeq7YYmn9D+z+0GRV42kBBYB0szVl5AUmEPj/YHS5UjtEbsBPDaamr8tTZmIGkrOSqrfkFyPE7j7ti55yuUTfJ+a9xPpt5so6bq6jJKgESqTpLxewuGLnXrXprrmyK97b7Difqa1xCQuLIsDCCwfzK/i89EC2eyjotZ7Dj/KmqHLdrWUJLOivhUcvUIWMdXbR7G/FzrlrgL1h9rNQpDAguZJFL1lHsPNFHm7Mt9kSUPgaYJ+gaIhMZCZri/pGuSgH41y4iu9TNMPzNfPVBhdsrsuZuXzhC1/g7OVd7xKyrY0bN1J/fz/9/d///ZUbXOTsh8UyGIICoijmWLSywR589An6s2/+F5FKX3s1QJ0ai3TVljcKTfdUSYHnJEbPUzA1EIjmJiTJtU5mQ28JNfeqLZi2N5ds5IUjvZvlHeI0q7taKhs4s0BmoyedGbtw76FHeXErvAgUcblMlXrAnDPbKygy3seqtoVKfpDxF9mG8wOmzLKr1IrXM06ew7+lZHCWqjbfXRatOQAy+ShLgsGF/gom/MP9R5jmbK6oE2ZWSiRIRDD/5JsumWrM10B1U5qNJzAnhX5NaPgs6+AJvkH5kS9xETLhQUFXr6GdB2mLn1Dm/Qc/HlyXIhvOlIjziISeFsel2LAryYyyN+9qFOPnXXCRK4MhoKCZBCoeymCliL297xNfpN91z+ria59XDPLEM2RfuCKD758xJyHVFvNd4oE87Eixg0TTFGUJRa+DOnLj0gxlW73A59KxhaKHH2MhQrLYKDrWQ17IqYP5VFFHjrY1XNbRujijXOA/9RxVbrqbLK7SdmBiqUcs94jNc+yOExEfz8tYapqzbhZTanBRf5FFTYjLEwMABEuzxUIubCLKFAxZLNU7RSaHi8tQeJ2MAOedosgFwUEyFo2QvXkF09DVVA8QrMC0kiod6wWBObmUyQHoO1oVUcBzowszQycG2JvJhrKrw83eQcVPIHNWx2S2ZfapknHZYBDXGFzAkl28WJmTqxa8+c1v5h4L6M/Y0B89epSb+X/8x398ZQYX8cYR/wQrDAdUjNvb2/nfxcCj9kvZcOPdNBKyc/moHECggMJuxaY7yaqw7IWSg6gtJkqpYLCSvUrgHIlacVamgFo1XARhlISp/nIA+mGBrj0cWMRSm+gFA7ZRZKSbwoNnyH92L3YAZK+HkOU6xTLrwYFTFJseyuiv6AkuGZktZKtvpYq1N3F5IzLcRTHszEM+/tyTiShFZ8bJUVcaE0k35MkIZ/b/mociQfsuF5CVItNGWTGfWCr6QNbVN8wpZ08NUPjsCyzTk0gKgSifXw82jZi/sVQ3pBmX5ZlheYAs1fVkiQaU/VJWbBHKw/1py+w0jV0RU1HIhDGwjM1MjulenswloWGTLJbF5CxD9AJmab72ta/xwCaMFdFr+fCHP0x/+Zd/WfJzv2ZlMeyEEJVR+sKf6K1Ia5XiTgmlMjUGO4nadqpoXMfT4qAVgn2CIa5SaY4AmrCYKRAWS3NJUiqiBAwm8dGQxC4cizb4+VAzjs+MCGWwMpVGAngv/mmq3v4W2feCsgiLPKbmZ3jmZbSbmUUQxLRUNXBJRXCcNMvqmyE7Q3mnXPAce5JnaUQmVYarYyxCIQzrmSzkeeVnvKjam5aTo2W50ESfJ4QAwQ3xl7zggwKLzw1wLdum26aCFYd7j5IpmeQSki21gSgGVs6WsLp4sHD4LAUHT1A0HCKTs4Iqll/DQ5xYsFnVGC6nBYZtS59h+SkreaMUmvQq1aGbCxpgU4LViX9jH6PU/SVI7ivJFk2sEG2FcncW845/CvamzP0ULzBA+VqyxVAp+va3v82H3njNgguiJMpgGJKERH62/SczbaxW1T73VjM0u5r5EC8msI/84P+HvCzGh9q/mpoyFgDfqd+Ro2mZ7qk+T+Iv3yG8xpHfMjsKzC4028HuAbVS74UQZS/coO71tyo/T+xoU0KO4mAcVJMD0N9KJgTJ8yUbWW7De+RR1kUT5fz1BhY57+FHyb3q+rRYYTawG3Ut2ciHWJ5DFgZ2FPTXTFYH2ZqXkxszQU2XZ1YmdWZz7yMSoNlXfsmzRFJLBPYuwXzVwMk0s8u1dKumPggrDvcc5oUT0kJQMtAKvD7mvADkrti8RQZPsIxLLODj7BsZI/osakgnSoANl2ff/wqMMLUbrpSkED5Xbt5DJij7O4een4LFHxsAx8IVeany5jzxKV5Cz+VKlNt/TYNLOBym1atXcxqWr76s1ucesGY9FRtxLd2cdo3EjISQ1czy0KGjdS3ZCygRY1GClIV77Y2yOxW9Sm2BrleoYt0tGRImQsP9NMUDXn4fmNBHGU1rPR47P++xx8m9+oZ0k7yUwTgcABYUsJ78Z18WzM/sTmbPWGX0mkpFdHaCAl0vU9XWN6pyQWTbg9XXZzSFw2Pd5D36GM/XILNltWrMYpTpe5YC7DyUPSHZk60uwN4lEitjlC9RboKcPBxEQUVHBqbM5fQkN6Fx/ZfiEioH1oRrW0/x/mNUs1EgICADB+kCcz0IntbKBpbpL+SzUgzhqYvkP/E09zilAUHNXYBAaJ4ZJIvFSZacqXvhmigmuc+CsnBzLTCDlW/UIa4xuFypLpSvaXBBAwklr0LQFFyKbD4y2UdRDjSBC4eYjYXhKci9iDtE+JfHfZcUe6JoAb+Gf1r2NTLpo5CmGeaBPG62VzWklIqVLbDh8V4OVNXb3qS7VAp2qchUwmO9vANEBgPKc3jkLO+cMTcAeRrF+lt5AOUDMKq4LFlCpiE2hXGIKr/IbqMT/eQ78xIRdugLVzC11Llog+7DsDwNP9lPlQgsCt5Hjv3B5AD5u/by4o2+HcvfZ5XQEOR9Z19m7xGQTspx/eI1wuM9vFkRF2v0wcTsXqSSs60EVAOiYaZaq1FyRt8u1HdEEArVMhwJ2ZVoiKnsZkdtfmYZS+5bClo54HrGjFUhmPOkLgkNPRecOzKXK9GFcl7MuRQCymLFAlDO71hUSK2D1bV0S9oAKTY7QbGLxyng9/DNj/5Hubwy0r4r9W1UubY4q02QppHodUH2fOgs0z05q2lsT8lV5C5WELaEnIU40V8O+M7uFcT3ELxSmkzp88TwXu9R8nO5z8o1fLDp1OykvSd/x+KXVWC16Qych7tjG/n8s1SxcjefX2TwDAXPHyDv0cfJ5KjkeRnU6m3QMSvhM4Q7psVdRRWpLEpT1tjUwUe6hDYiKaFVLCBLZT2XViERX2yyXyvQEMfwZUUBAkIOlZwDYz8FTj9HMfj4wAQLc1Z5ZmwQQHEf5h0YVnCePIdmcfB8EYYx8wHnBqaeHEBmiI73sN9SfKaw5L4lT3CJz9Oey+s2uGjJXOwllM6tNY1krbmDsOR5DvyG7C3LyX/hECVh+wsZleU7Sub/AygdeME4W3Wd5uYny55Ld4izYxTo2peiENcKhAG7k7xHHue+gyh6qTewI/MeelhQvk2VyXLOEzTqFJU66hmnyPA58p14mjXRoFwL4oAtT2DkGZnDj3K5qnwMpAR5jzxCzvat5EgtZLbUpgKLDoQpoxN95Nn/IJdXcK4YknV2bFXcW+DG/f5f84ComlmfYuASWvtcCQ3q3pGJHiHjLhOZAu6UoHarpccLgXEZkUSNARskgaYf5utW9DDyHHuC7xPRY0cOCRjMFQnkLCeTiBYMLGknSpl7GxWNGMRh29YKA7lFMsB8tuhxo+dy+aBk96cluNhUZC5FXpzLOziAKCbF0asJzFIyMMPqs6DmqgV2mZGpAareghq1PuUW3iFK9MVCoxe4aY/eBxa/pFgv1rk0gpsfjK3KDXeQtVJZozhjII6HIruZPhy4cJBMkNCpW0SuxRu4vIImrv/ks1S5+W7dG8Rz7yFAnmOPc4lKlv1jtgjlsYWr0n0wzNZERs9T4Nwr/NnaEWja1nDJR67HhOxt9pVfkHvltayYUA6IjDCeXYI6ROUCDgKh0ElexFHOQXmslM2RQDU+yhsCMYMuOTBKfWEwD9Z7hK8Fe1N70b5gvv4Gb7YuDbG1A2/elFCM+f6w5vRbedg0xZgEkcRUQnCxqVQzFstiRs+lDEBwUVsWs+Wja6hFlmkVZhBs62+ZWxSHzwpZTcjLOx53x/ai4pC+zpd4d1a14XYqF1BKQLmhetdb0wE86p2gQPd+1k8y84zDypKb1qHhc8wWq0H/Q6s9LQ9FSoZNA7MUGT5Lvs4XuXmNen3lhttVNe7VIDx5kUJoRu+8T3Ggx+ItGqYJYqYjXPZDc352/6/IWtlI9pZlXGoFYxEEEt+xJ6hyw226N9RlGWFtq9N9AZT6ckgBUM6OBsmGgJhn1kX2NZhqvF/w9SnT3JXZXcsCpmabXfNrCP4+A+ygCSYhvi/Q6Iv+HlSRJU6aPCuFTaRUJxDZTbHgYtGv5xIIBPj9GD2XMkALFdlmFi6wknsLBXY7vChKhPZw44YvnqKEd5J3tqjNSksf2PGgDMTugRpECJVAoDI/xiUm0DWlsFU1km11Y4aESrjvKA9GWmoElpSaAIFGMXZ51VvfqD8tOzVsCoMyLJLC4t2ZIgY0k3PJBl287UHiSEYCAsGhJDHTubkRJogg6F66yGZV9mSUkguWUNXme0qS7SnOCDuVmojPzwiTJwXsobh/VpjSX3lN3t4HGvHQ9gJxoFwBEvfIzMs/4b4hzWrTgxPfF4KArX6xKj8X2FmLG4zo9ChnmzmDpkWyf7Yu9s7qVhbz+/38p1EWmydlsUq3U9hhlEqBVerlLt64GVlNF/l7hF5NPBJmUbyqrfeU7cbk8tGp56gC5akiMuVptdyUhApouJhVAS0bpSiwcvIt3uIsDkQ6RaZVOeA59pQwHJkSL0zX54c7uWTCzD6rjWxNy8nZtlp1qcd7/GlmDTl1bnYzQWTxej64yX5uL5nNFvKe+h1ZXDUC6aIEKR1ZttZEn2Dx0LFNcdlTlhQwdJZC+GxRQqtuYnl+fK7oMWHIFwSEcjEmYwEPeV79BStj473ElYqNSu5RNo6bvChM3YNqnHH/K1BF5p6LlUkb6P3BVjwbCVDr83wGKEuGh7qovnGBbg19v9/Pa6DDMT8Gfq+qzEVLcGmoraakJ1zyfAVP7GqAkNUICwww/eL/kK1lmSByGfJxSUrPhZklVmZG2IJXy81vragla4rxI8hi9Ao7YfysuonnKUBdRskK2VflprvKNu+D3avn4G9YRTdbUYHr80u38fCeSGDAAu479iTvMhEYMXmPLCLf4i0IaD5C7hXXFBU7LAXIuvA5OtoxX7WVSRZgV2FXDYdSZBloMIOSi7KNFoDqjXKPMBOzUdfeBzJxMOXwGQNJk5mn7wvJ3mtFeGqI/Mcez5xhUbyxEx7HVONLguikZoFY1hq7SGZnRf5eDzIXmffPpA8MPDcto4rKuK6ZS0VFhe5unZcL874shmFLNWhqqKPkVJioVD8SFZlLIaCpXrH+Nl7wOKsZOcf1ccjIoH7rXiawY7SA6bnVjTyIp8u5smryCj7E4ciZAw9yLRolpIq1NwuDc2UAehPQOave8ZaiGV42gUEoR3XxBH6gex//G5hlKFuKizeCo//k78pKDsAgHtv5BqbJvXI3z5jw+fLczEoS959gySHQwGcHBlX4fJHRcCBXsDAie8O1g7KhkmFKtUAmngy1kdlVnWaigdASwjxYLMK9OyhH5NMnU4og6N4XDghOndINgeKNXZKvUYwQ4POAgKQWPxeehQl6mExSiHCBvkx2z0XQ4DsnWAAgm7YI9uh69FzKLbdfblx1ZbGFjfWUODVOpSbwuOD0AC8WqTIdZzWL1qVtZNnuF/MJMyMUjwRZLUDJYsHyJ0ceI/eqa8vWwxHtdUF3drauEYY4Jy/yFD4bo1U1pKRpSi/1BfqPU9wzoXk4UihHzfXAWOoFxAD41oT8LPUCRYYFN7xHVysBKbB79h57kocaKzfeyRlhPoDU4Ur9nNUCLg1RfOIC+aeHeANicbjI1rqae2U5jLCeIzzsiTKVHnp5csBAKT4nKcWZCS0pE63MQU4spkkuy6nxhPGf2yfMjshS5JVdAwkoq0+P8MS8tUDGWqgshs+fVZwttuJMPvRlJMElHglRdPQ82RetIXOKaWa3WnTPXK5UzOvMRUtwaW5YQMkYhOlKBy68UhuxuEmxs5Yr0+FmFIc0xdQaN53QU7ALvhoSBgsQuTTIO0iWPymT+KIoE1Ox5qa06isPcTa2p4kKXKcfPMO7cLhC2hs7yLpgoep+AvofKBHpORzJUi8rRYO0BHlPPE0WM7E5Fj5niA46F23UjRaM8pTv5LMs4Fi19S5VCgiCD9BiIhypz9U0cYFCQ10UihzjTQmIDHA45JIaJaly4+1lYWwx1bj3CEsMFZovkevZRKCFBlJLwEOW6saCtGd8H2Bi5deeK76xi3snyGFKUNBRod3PhSsJXdxnRGlZUV8mFVzi4QArIzsWrcsoW2VrJJbScwFbDIrI88eL6AoKLlwqKpAhaKEiQwiTZTFKBBbuZBy89hJ35lY7BxdB6i8/eJ4iI6uZZposFIjRbAd1NO6b4t1TFforZbrgQM8N9x8vKhMj1OnnnA1htIRMB34llso6QZqmQGkybSCGocIy+LaLQPaCHb448Ce6P4JWywKhELBsWU6uhas1ybzAPgHkDdTpK9bdVLIAJtOu2zakrxZMmEfRl+jaww189IvKElhANe5+lRxt6xXPLEnPGSQPEVHvJIVQ+oUqORrskhKa58hj2PKnhWVlz6VIcEEvCFPz8WiMrC3aMncw4DCrJJSzrEriGWfsbAcS9FL00iC5Un1VKfTMXHxGWWx+UZEh2x/sfJlLOLaGdl7kNDX4rA5uxFKJZR8znqeAQVTel69cQJUp1WIxqwleOMiZhP/MC+Revpt3ynrC3/0q30BV29TJxHAPpK4tvdvFjYuyFBRkEVwRPFg2RbRREA3EyjkcmVIOyA5eovtjmhgwPULhsfOcqeG8zc4qLgUqEQjFwB9+F/MiYqDVGyg/QgTS7J+iBde9m+VT0NeByZXJZCXXip0lf4Yo6aGBrxfV2FbVwIe0hOY7u4dLwBiOtLi0S/JDXy8RC3OANVnk5e1zkRk5kHVEx3t56l5tNiEMVk4I81nZr5JMUsDno87OTjYMg6+LaBeipedilMXmW1msuZl3qc6V1/CC7DnwEDfMMaCF3ZVUdbgQzPZUcCkRJpudKBYt7TlSWQ1q82jeQyUA5QuUYxJhnzAhnpog1wKmGB97QhAVTPnMlJr1iZmCKF6IaXZYyprdNZwRlstALC2vA+WAzXcVJCAIQbE1XVZhD5jBTpblj6eGUW1skLY+Y5ATvQ/IrMAu2A1ZGhVCjGoBliEayZXrb+O/OyRZADtxjnZzKYoViGuaydm+KV3/VwJcS8GBE2WjGuM5senA94/rwqKEaJPMNxx5kTdqMCsDOzARmlV2DhKCAGcdU4M5gaVYtsSPicco7r0kK3MkPCBBrQubeRJ/YGCAzpw5w5kHAo0W2+ArWfrliiiLqQkueOzFixcpGRMYZpiuFSdscSNiQj6J3amjgmmD7A2RZ+cCXxIM7pUK7AQhQ6ELUp8VpusrJFkN2Cr+7n1ki/goRhZyclZToVj+xHviSZb7V9OQVQpRvBC7fEjp4MYEY84P9WGIWC5o1U4flUF4vI/Cg6eE4KWSjs4eMGzNsDlNuGBiwMnfUSIcJLOrkq8nNLwRiDB1r8dAZz5AoRkLacaUuARYYN1Lt2aoBSADgZ4WrnPn0q0Fm/7Q3sI0e4VE1VhvgM3lOfAgB3BMvStD5pqAYM7OkYkEB6o0u1Ih6SaZFN4b9NZQWnQuys06FNXFEvH8gSX185aWZlqxQgj+kUiELl26RFNTgkLA/v37qba2ljMaHAgchT53I3MpI9T0XFCfPHbsGO8a5BRgcCOKE+XYRUB+HkKC8BK3u6vJvnSbYJsrPt7u4nJBqTCBxqvD8+SjaHJztW0tHwBKKJAox42cDPt50BA3hNxFDKkN6E9Vb39z+VhUorEX2E0pZhtELgmH6GWTWhDNriqmQUMXSwv83fu556OX+jPbU6+6LsOeGk1rLFI8DFkuQgUyyRNPkXPJZrIrnMfJUQuIRVlwE2oMkHvBZomFV1MZGJrR2HCJUjblAIKX7+QzPC3Pm7ikluHImDB1z5bESzTaHwjZM+4NR2p4OBsmNOsLIDo9THGMDxR6lUScGuvnNht2u51aWlo4cxkbG6OdO3fSzMwMB5y+vj7OnMTyGf50uTL7skbmchl6LsXkXIaHh+n06dPsEbNy5Uoy038XfF58qRkuhYEZbvzykJTdzWUHswOZi7oZG9nXsju5dKULFNycKPshC+GHJxIUGemea16brbyYIIj6u17hwFROGX541wfO7eUeTr5avrCAi8yuOC+Gwf7jbHAFVhcGDZUEPs+RxzkDEgkRegOfFfoceB/VN72Pg2Fo8DTX4LF5QH8PZddSB97Q94HoaMW6m0saVsUinKHEgFLq4GlKBH0U9Y4zMQSLPpiBWuesCiE00k3BnoNCYNFqbgdb5alB/n/Z7FbB/cAzLCEfxR3ugjT/RAEBf8EW2cKWDwVfKxGnhS2Z9HEAaxg+AwQKHIsWLRJ6gl4vB5qRkRHq6uoip9PJgQZ/Qk8MG+aGBqF3VQ4MDQ3Rl770JXriiSeYmYaM6wc/+AHt2LHj6iiLFYLYAMvXDMOXhuYZdgVbtmyhxkbhi1V7LVvdtbx7F18Lyq+g2cI8THCrXFPQfa4QEKygOaYP1M3eYLcIIUMcAKQ8Qr3HeHgPumKu9i366LDlm13xTlI1RCEVMqi4t4QSUKoMBFkQlNMwq8KlzOZlbJImPd9ELEbeIw+Te+V1ZZv7ANCQRpATZezhHy8VsEQ/LND5EmvL4QKEdDwGXNWAs7hz+/g19KaZI1BZOrZzrw5lNnxWggoxWF1eQUsLrqxg+ZUYIAO9RzgrtufQmZVfv2D1IfPBJoO97jVeoyj7oUQsWinkg9yzc6lxopfM9gre6ETG+wq/WDxGLU250/0JmfULnzHIRzg6Ojq4QjM9Pc3HL37xC/q7v/s7DjCbN2+ml19+ma655hrVqsqFgNe5/vrr6dZbb+XggrWzu7ubM6jXReYifiFyND6kjCiD4d+vu+66jJTSonIRzv7S4bmBgTzvkd+mmsOPs6c9jJiwwBUe2MqEye7i+rcuKHGwE81t0GVBo6y57l0UGevmCWmeqzFbmC2kB3sLcwyQjilV/Rk6aaKQpWBN3Eehi2d4kQIxAHM1wXOvUOXme5Q1ijUC9Fl873IMIYDN0TKM3MJMd8ZCjkKmErl7ZGzRqYtUtQWOpObyUI3PvUqOJRvT+nOcNaatnyH9008BKFKH/cL1sFI97dl3GgoFs7ISKopFXeJRphtj4h1T85qGIxHwpy6yHpiWvhh+HwESxmtz81CF73l8huipaJlxsVqtvMDj+OIXv0hve9vb6L3vfS95PB7+/2AwSPfffz/9+Mc/Jj3wjW98gxYvXsyZiggEOT0xr4MLvhBcWIjqIqUPQBp56tQp/nBWrVqV88VB9VqbMlhmWQFlpIqUS6QoSMnsndPPk6myjuvbqOEWom+i5KBHea0UvTNZmIgcC1fzkVbX7T1KwdlRliRBOcqOjE3FQjen3bWLqcd6QrAmXsYHptQT/mmKwRjNXUOh/uPCEKcC+rAacFZ0+GG28UVjXRVbLmXklpZv7z9M4YCPovEEl6ukqtm4pigWTlPP9cYc1Xh33oxIkP5ZlrYgFsQsOynoPcRZBN6/swNilvmXDM/Rx4likfzEEAWbI/Sz+OK02gsOchYCB5aJPrLWLuReSzGZfPF35v4/QeHhbiYhWFwSufsilxb6NnI7/7iGGZfly5dTU1MTvfOd76QPfehDdOLECert7SW98Mgjj9Ddd99Nb3/72+nFF1+ktrY2+tjHPkYf/OAHXx/BBQuFlDGGP8+ePUujo6OcLuLDl4PFlCw9uKCUI2nyZQtSQgsLpTMMArIpF2c1y3MWON6tqqRT54PNpI8kDaUlaeYCB24iZDVpds7oBQr1HOQmKD4LJ8o8BWjcUZR0Tj8vZBEKmWpa4D3xDBMD3BsEau7cLnWQ/J0v8/uyVNWn+mba54DSWmRbSs+KWOUAytkgM6BBPd7LZTY02tGXci3ZwFlCOYBJeEz2g1ChhpGXMyTrGafA+VdZEw9kAYiEiqUmdtk8+BB/3lrJGAA33UN+pqqrLSmK4D7jRB9nkTwEzGVf5RukORHKDhkfocLRBWXnfJmLRYMLJfog6NFgg4eyPw690NPTQ9/73vfos5/9LH31q1+lgwcP0qc+9SnexL/vfe+7+nsugBhcUAY7fvw4/052GSwbuvmFFUi7M7zBYxEKDp4m36ln+YJGGs72va2Y+kbGpU/GkdAwjJlXkgbkhTyNcpYch9BiauYFdFKUeKAYgP4HZj8ci+bmBDAbEoW7ZjlnV1IT/ZDhz86KuCzVsFiQUUnt1MODnRT3X+IJfJa6z2OjLAcMRsKXpRzvB5sUfK625uXMCKtYuZvLSP6Tz/B1DkaU2owxH6LTI1wa4sBSQkYn0Mmb01P1zOAaOy+IdPLcyBDZWzrYp77g88Tzz43FLg1SPIrhyDqK4zNXMKuT/Y5EZhn3aNLfW3FrYvFxYnWC+05yJUxT4aY/2JloyOtpcVxRJioyNgRo3KO3A2zdupWrQf/+7/9+dQQXJcCXMj4+zkNJSN1Wr15dvH5pJgpfxh4H64At3cpHWg7+4mnyDJ3lnkt8Zpiis2MFJS+UIB7XqSyG+Y8i1MuMhzsr58qDnNX0UBC7WCwsngm2ey6XX7vY2MfiW7npbrK4iveEUKYUJeSF72OU/Gf3CtI0yDAXrszbW4JjJybAufdRJhYda7edfIY/UykjjMVBLw1RsHvfnCDk0q2aegboF0AipRxUYw6QrWvIVreEZvb9jHUmiwUWICmz8xcsiQcpFvSTvW4hlzkTwVnVwRV9LtCFmVUm3UTgHlawqeDAMnQ2Q4QyB3muBzT6cZ8jQ5U770Qiofr9iBbH5XKhXLhwIa1bl8msXLt2Lf3617/W7TXmdXDBlxKNRqm/v582bdrE0/eX1+pYfRkqWw4eu+jp5/6LvEef4DkVXtyaOpgwoNpzRqfFzsximuo02zKzmhV8ANMv/ZiFJ31nXmDyg62+nT3H9fKgCI9eYHFBrVmE8H0s5CM9hT/cxSrMPMRZj4xnCT+3YCLWRu7FAomgHICqAqjhzAjL2h2zOCjOpz4zA2NByEiQpWCc7VsK9j0APB6LHcpt5UJkdoJ8Rx7lazk82q3sl0yZ583BdGKAs2hH45J0GVMuCMkjmZZzwffJJmE590iy6HUTD/v580UZsPB1a5Jp+vewyjVvAGaG5J8/rj1zKdecC5hioD9Lce7cOWpvL8yquyrKYqg3gg2GAIPZFaWBRcxc9CqLlaqMjF002EK1N743zWAJnj/IOmGg12JhdirdnepkA6A2cykmb1Ox9sa5rGa8R2CgBTyC9e4K9GrUCSGKgEI0zlNPO2WewpeYa0Wmh2lmz0/J5Kwma0UN2eq1NZGVBkpmhCm0Pc7JwOCpcn4fKz6ABYWZHpGhJj4G15WtYXE6mJYDobHzFDy7R1C4wD2s8LKUCsoK7DQMRyb4fLWYkLGkStDD15otj5cLN+oLfNZc1psc4M+r2IYow3ImmWSzOlCUxezTnGc9i5fQcylXWezP/uzPuL2Astg73vEOOnDgAP3nf/4nH1d15oK5lZMnT1Jra6swca9ycdcruPDgnB7KyLj/UkGKa+opIUWwcAK9h8lz6GHeE0FNmBVk29bK7rb0KtKABcfGRzqDsxqJ2RgorcGeIxTqE3o1VtHAS8H3CeYR039b5Seq9UDUO0XB7lep5tp38ELOpZFRDP8dxsrOsyDYmZfqagrAIA6oTNlha5XRSff5cK5jPQIxIBIksthZmdq96pqyBhZ/z2GKDJ/lz0Vydop+VwyorB4w3sP3hBPCsjmfr7JoFQ2HyAImW17pflHJWH5hh8U3K0M41MnaC2yycxzYpaoeFrN+wSWRSJQ1c4FawEMPPURf+cpX6G/+5m+Yhvztb3+b6c9XZXDBB4pUDZOjGzZsYOmEo0ePqhav1K0shuCihzIyy/dHyWTOpIHioq5ccyPRmhuFEsF4HwUuHKZA1ysshYLSmrNjG9ehGTpRkbF7T+rEYCu0DiAzm8tqkqxEG7pwgBloWI9cYKBlzVGk5WJgdZzPblYHhIbPsulW9Y7704seMwIxy5KaZ8HiE7hwiF04sYgwG1BD/wMil0xb10EUVASfK3SuWldxSQdZXvWON7O9su/4U5zdWKrqyLVsh27WxL7TLzBrTJotCVAq6yL0mwR75gqy1WNeLHejoeTajM2MkslVU9QsL1/mgnOgRIw3EMi2C2U3+SyNs5UN8m2aEhoVkYFy9VyAN73pTXyUC/OmLIYUEGwwXAzXXnttOh3UIrvvn5mgUPQEG/mUsuvEha+HMjJZUrL7Baauud6O2ZLUnAEYWihxzL76K178XDUNnOnoYWDGsw66ZS4KSQ9gdEneH94L5jt4bgj9hLo2si5oo2DXywXlYvSAr2svN22LkRDgJmlddc1cGQfBceCk8DPRlrjAws0aYUceZRq3PaX5pTfi/mmWdalcd4twnSzeSIQj5auCEiXovVDmRi9M3vmxOGYP/1bwYcma9xHmQ5Rt5kCUwPni4eht5csWil3fmNxPYFBTic0yNmRZAQxjBHgNfIfCY1KjB0WfSnCtzMcmK5S52FRO14vBxRCuLBFgg6EMhkxlzZo1GVFei+x+U2MjjcRczL2HYB8abmrk9tPg4KKDMrLdoVp2H2wmHqpbfytf1LGx8+zpMfX0v5Gtuomn0zmr0TJRb7XzgKAu0NgGQtZWseZ6ydBbP3kO/oZdDP2nX2C1gHKoNHuOPpEqt8krDecDDxlK5O45+PcfFzTbHBW8aIN+Li6YzAg78luq2HSH5p5TMYAdBXaZe5U81Zh9VVbfIKEP9zB9OJESsqxYcU1RTyCeYdn/vwIbSi5r48W7eHAB3ZqFPrGJKibTU2ChZ9sGDDZC3VwBwcMSD2d8NqBncx80ex6nyHOhshD3jJNj6ea8bDKrZG5MCqxf0AtTA2y2EZAcjvKIo171wQUXLoYiBwcHaf369UyP08ON0m5Fb2NFugwhyO2/SMloRNCoWrgixSwp0sCzWHSRbjFpNAxL/z58RRauIlNNC5kvnuS+BXaks6/8gs8RLCJH2zqyoT+g4EZnZdkCMweXG5zVNC3lZnrNNW9PZzXIEjC0B7kdZkmVkLEhmHoOPsj032KlFCVAUId+GMAlzcmLFOp8ieL+WTJX1FJ8dox11fQqSWUDisfJSCh9Dsrow6vSkvGsyDB4im2qWXgTtsWLMll+IA3M7vkpWWqa8lONFWjTxbyXeJOWBJtQY2lQ8HMZ4GsdWmFx37Si34ub7Ty8OheYqnM3mXgPRa4tFvisbirolWPJ8xxxjS6UyFquVIvj1zy4IGjgQ5SWwbKBslg4rG6Br6pws4gcpeS5Bbn9e+fk9vuPk6fn1xxoLFWN5FyyQWYal8gU9lIiVrpcPnbppQSXTCkZQfKkcuOd6XJNaOisoHx86jm+cVBiwnxEvgl17rmgCawLdGKwSZ4pJ6uZ7E+pBcxyFseikCp6H+K0Pcpt5dAg45JmYzura2Mnj0FPtlI++zKLn2Ijg0yzVAtkEQi6uKZR5tIKKDLMCW8meOENnH2J/X0whQy5f9/Rx8jW2F5YRLPIHAkYbslYTFCxUJqJZrEipXIu6T6H0o1GMplmaSITljbgRSCTsxR4D5gXgrq4tYj9Qb7MJaGh5yIGlysZr2lwQcpXTN5ZS1msYUE1JabCZJHxfmC5/Y6taYonLn7vsSfIRglKuBcIGUAqbU86a3Wh7Jr08oaRmU9hgcHF69N+3tglBi/sp5m9D7DYJhZhiBVKpc+RSWEAUhfoRY/O81yc1TQu5QNA85qzGsx+hHwst+MsUKoAowoLfTnVA8SmPco1oj5YhnTKzAirHWP3bqmsJUfLSt7YqMUc1XiJLtlXRnCUsBjDU0M08/KPOUgW+8xY705moce5InvDn8g0sOmJBD0Kz0ii85US1MTsT4aXi4LLjuX2oa7MgalFdgPJsDqZQSkHlD+RMYHFWSzbtxUoi5lVZt2i9IuRuZTZjVJtWaxpwQJKjoaJFPQjoGFUs+ut6dIJVHYDp58jE2QoPOOaNY7KoYwszBQUZoxZq+p4uhxAIApePMWaW9CxwrwNdl8INHpkUnpDyW2EBaJidcrAK7UjDfUcYfl4AIZYKJ2I0/Z4n1Vb31jWmxSqyZhYl/MLyTbxYsXkkXMU905xqYpnUupSZloFgO8y0P0q2xgXsm4uFSHMKbEDZouyYMzXY+5wIWjR+BNsQKWuqKRIziX90yKnhZmrXkparJzJFypPmvIxyvyzFJ8e5nkilBEpD6VZWmXRqyzm9/vJ7daujTcf8JoHl2LQkrm0NtVT8uSY6tfC5LMo3gh4Tz3PO2SUomDRq1UIEQsiJEwud6aAxcu9dAsfIksGwVNgPCXZAx4ChELJRuPiq1OpB1CbAwmaYpK5IWQ1fccodPE0hSf6WSqmesdbyifjwqrJvyH32pvJpnATworJkiFOyOegpMnzFu4a7hNmBw/uQfUcIvfKawqy00pFoO8YhS+eIlvTUl6YFSGr54JMIzY9wpeptaZBE+svmUhyjyM6M5Ir56I0KE30U81N7yPPKw8U7XthWDo7eMEEDlUN0RIZc2Fmi11z5mLRUBa7kl0or4jgooWK3NzUQIlof8mvbXG4yLJwJVMPfSee4X/DLszetpZ3ooo9XWwuXXo3ArSXoXgIb+f9/P8zex5gZhbENmEJwLI0jUs5iJZzASuM0kpsnNWkXC3x/txrb+SsJh6c5QXHvWyHLpnonN7Z01S55Q0l9XEQlMTAhCyLnTg9xzho89Q4ykkj3Sz7Xw6fFxG+sy9xUBDFPxWXEDGkmKL786I+3scio07QtHOEURV63sdCrM8nL+dS+LlQeoxMDVL9Gz6dsrpQco9miltiBgZEB+dCgfzAwBpkK/yZ2PJkLgmNcy5Gz+UylMXUBhf2VGDhP32ARiCYPwBunGD3fgqceZHpjGgywhO+kLc3LJNBndQFkLzQAyYzl5BwiBRNeNnD+dFsd5OluoGcS7coENvUs+ei31ORjE4XlAJCQ53cb4KZmXPZ1oLsn3wIgxnWd1QYwNRhej99yhZbxhCnr/NlSgx38r97jj7G15not6InoIbAjDENfRy+d01mLvfBtwYEBmfdQtnghMHOYgBpA0qY+eRc5l4495/wHcdmx6n+jX/GVYgY7MWVbAAlpARk91CWyC5xInMpFNwxXOrJc2vGNZbFjOBSZmgJLvX19bz7KRl80WVenFiMKuDel3Lwwy7Jc/gRMrE74gJekHOYTBb95kr0MwzLvDtBYqgRA2g0zE1zGH9h8cCig7q3MJRqK19AKCNQnkFZSWpLnJHVdOwga02jotJRwj/Dttjl7ONg0JOFKkWFAzS2Ry8IcyqRAPfxKlZeW5JnDTDz6v8ywUOL8gCfVzLBGQJ6SADo5PmHIwsvsOibxXzTZEVwKvrZJnNKhwhMdW/4TLp5jixGscW2ycQbLGSPsoOmIPbkOX8xIC1csUK3hr6/jNIvlwtXRFlMbUMfVqHYiZUMDFEWWcwz7G0jIfKf3cOzGbjpQeN0tKScMvWSbilTcMnuC1SsuoaPuYX4MAV6j5IFWU0N6NubUguSjtFFL0kaRv7zkrMl5qxmuJMSgRmyVsN1cXuO+jDkT9AX0aoPphTeE78jR+tKsje0Zw5xSuZUUJYLXTzJczVY3O0tKN/murLmAzLw2T0/Y2O1kszdkJHDCsJqJtuC5oJBodDPeGreZOY+mdpsEs12BIX6ez6Z8e9cFlPyeSQFPxZokIn9u5yHILjIBKro9CgrDzCj0SqTrSUSfA8ZmctrgGI7FDFzwRekdKfIFD4d2FAodakJUuDgV226I/13lGA8Bx7kGz7qn2FaY6ke9crlyIs+kSLkLMRMBT5CPpRSQArwXeIGugPGaKWWiIpIyZcLCKbulZDZ351mOsEYDS6O2P26l22jwIWDLCjqaM5lhOkFLPi+Y0+xOkExggBcQa0rdqeZUZgFCnS+JGQ1FpugcCDxisl4nUiIZl55gFmDpQx5IstAch+PBMjVor1cJ52ax0aGVbsVAr0RUO4X3P6BnJ+BoZnPEG9OMv8CJSJ+pogXLAvKrD84V5AP4MiJ4FNTXSWv3EzCOqaWipzPafdKwWseXIpB/FLUNMWwmJt0cH9EuYDCczLhaoH6OdfQoc306q/Jd/xp3k1hkAtT9raCDcvLMFeiAQIVWCgLisNtnkOPUvD8fjI7q3iaG/7xabFNNZgHJTamDte1pf3bkdVggwCEh7q4r+CSyWpKBYKC7+SzVLH+NtWZBKttN3WklYpRIoIFd9A/zVP81sYl5Fy8ke+LiHeK/AcfZBHOUuZ+8DlAYBIbsLzzI1mQ661GJgd5BkacmufHKLjPeRPgnSJLRT3VXPv7so/Bd5cvUImBxVxRx1mP2n5TZPIif372BuE6QXCpq8u1eI6nsnG1ZTGwxZYt07+/djkx74OLyB1HaUxN9NeDV8NNep0Wc85qts2pBITOH2B3RDT70xP1hSah09CpLKbD+xJkWzrYOAyzJBhqhMQ+NMJQQrBUwst+OZdslDGd5kF0yQK+EyjgQtYdAQd6XiihQYARixICTbaYo1pAYDLQtZeqt7yxIDFE8Tk73ORKETXEsibUAqAkjAXZuXht8V5EgesDrqogluDaxewUi1GqHY4U5Vzg3ihl22HoUkFZLBkOkHXReqpO3VOyj4mGyGzO/TwFL5ZzAhsPUjKecQWnPnfuoDmj55Wh2p2IU3OjMF+VHVxMJpOmIUqjLFYiiu3c8XMcapv6eqjus0xKUp8+AEpIInChwXcDBxCdGRMWZGRq7hpydmzNz9LSbf3Vf7IeGRnmhCroppQd8gUK9h3nPhQ+S8wswBit1NKgwpMqy7NKByLZ1bL/OPlQjkLJs3IBuTp2qspqBAOxgRRBQH+qsVjWhBZXZLSbF0VFCsAyvT2hZDjCnyyu03SGpfijNmXKuSxYqGkOBmU054rdVL31DYXfA0raWd8FKxtDMh+yNpBlYtVzZXRlznbGe/m9ZxMgkLmADTc6Okp1dXVkt9tLMgoz5lwuA3BzaGGMRf2zVKrYB8976EX9LfA82PnWXvdO4WGxCPnPvER+z7MCKQCWyKA6i7MEejX0dSyvyZU7BDvklWnxUHi4BHsPkWf/r7mcwMZorWs0DckpOykqO9jVcvlOPsTmLvdqIAYZC3M2KkoJyQEDn2CqiZIx5YLv7F72qUf2hY2Mls8P113s0jD/MxbWzFKYUj+XZH45F4XPBXama9X1VLGiuGAnq2JIsiA5Lxb8m9LSNDZLoOjDiiEH8Ri1NDfRxYsX6cyZMxwYEGQgcaVFcFWUf7mSMe+Di1YJmMTMKM0eeIgXaFxMdgx1qVzEOHPRyQ5YaTkLDVYpKQA729lXf0kms42srkr9BCdT80WXS7sINfXK9bfNiW0Od/HUOZrQGBRk98QyuGNeTtgWtJBtwT38/9gRB/tPkP/8wRR7sIL17MQGuu/sy2StaiTX0vI5bQKeY09RIuzjc0MvRukgpkmS+nNAGOthlWQQGsw2u8bhyLAQWGTlXAo/lZg12NrWkbtji7LXSybmaMkYUIUXS+saMkuDGjZ9Cu6BRCTMNGsIfsq+ViLOyu7bt2+nSCRC09PTNDU1RSMjIxSNRtmrCsEGB2Rdit13BltMByhZ3NRmLl6vl9wtS4nWCWZQwYGT5Hn112RyuLnGCxqtkiYkWCiklwZXQttWGj0LcaALnuPJiT7ygqmVJM4KtARNBm5uBE49hgBVfkYstrloHR9psc3ew2yFPP3i/5C1tkkQEJWIbaqGrtmQ+u8OGxNxQFXsU4QvnqZ40EORsV5ytq0mZ1t5A8sMskTol1U3qPJekQJBEoOJMLpzNi+TDQrZYqpyiEdCArOqaKaa+1mLZbTqa9/F1ywM9OxQ7rBXCnNl0EGTe1+pjSEa+1A5sC9am9PPAUOvWBLPmXkynjewAKZETBjexniC3U7Nzc18wKvqwoUL/DMEG/w/fi4GGvx7tpEYXg/BpZwulK+L4KK3BMzw8DCdPn2a5a/FSx5aTqKeExqaYG0BZlcle1jkY4qYsEPzTujyHvQoZ+HihjClc91NabVdGGthR4oyE++MFTJ3UC7gqWM9gkuJyQ+LbW4SLAS8x59i1YNA1z5KRp8ls7uWG+kQbCynO2VRlJjhoYcm9tHQX4PrJpSUwRKDxwhsBPTyfgFhZPaVB1jSR9rfEjJVpVL1Au0cdGP8P/o2eX+3yEcDJ8zIZD/Z21ap1wlLldFqbv4A2VNDro7mFCsuFqPA2T08WIrrHj0cMBXFe4CVmSNBio71kH3ROvnyFBruifxqx0KP5ixRAUqz8ECwxepkvwu73U5LlizhA+vYzMwMXbp0iXp7e3mtQhDB4Dd+H/+PQGmUxS4TlGQuovEYgsvmzZvJYftlOrhIgXpxWsoFFydUkLv2ks1mJ3PDUp5lEBdcZC4JlwZKrQxMCnZ3RWGxpp0xc9R2wwEW2YQmE8uILN7AJlt5p6W5n6RTya+IWqza53K1b+IDiM5OcPkMA38mu4Msrhpht6pC223ewWIl19LNfKSzmr4TzLqCBp1j0QZypDS+1AK7dOiqQf3akuXxLvj5KvuusKPHgGaxqXsAw4f5AGXhZBjzXVg0LZpUkRfc8RGe68kGiBOVG+YGWnHte2DHnIyT2VHJf49ND7EWYL6+B2+w7PLlJ+7RoJTWvJyfqxBMiQRVV+eeYzyroY//RyDBAYRCIQ40ONCv+f73v08ej4cDEP68HPiHf/gH+spXvkKf/vSn6dvf/vbrL7gU6rngCzp69CjvVK677jquadoU0MX44pSoIIdHuoU+jUWg0WJKm+W4dUBCD/YaBxf5XRZ6SxnOiON95DvxO0rGwxyAWJBSsvuS84bRDF1nb7JkaWoayZZiBSGwwlrYf/pFSsYjvDOHZD0C6WsntqkeyXAwN6vZnDJ/i0d5k+DveoVLaGDgwdRLSVYDUzTP/l8Jgo8yGSmXdxT0XDioWOx8LqKQZZF3JH8+3ktcMkXmGZnoU9XYxnUeuTRM9W/4lOKM1VrTTLXXvj292Zx54b9ZLr8gePI+9+bEvYGMhVUP8NkrYLXKvb9Ekfk82B+3trbywVJLNhs9/PDD9Pzzz9M999xDK1eupLvuuov+6I/+iPs5euPgwYP0H//xH7Rpk7CZ0xOveXBRsvssVBZDHfPYsWM8zbpu3br0F2k1q1/wpOwmVr098yL/CVl0pZLqevdccoKLgv4Gmz81L+MDAHsJopTYGUOUEjL7TI3WjaygIwp8TGAXZYttYq4m1HdcmLmA3TOM0YqKbep3TlpQqBTJ0/VLt/IBRD3jPFcDPTMIM0LfzSGRhRERnhok/7En2MI7b+kpAX2HYpbEU7ywQuHC7KjRvLcQ5Vys4gyQ0qwFBl+REMvd198LnTBtSxQWenjJFP3yZGRdEtEIRUbPkb1tjeT1iwUXKllXzGQysSvv2rVr6bvf/S6dP3+e17annnqKS2h6BxfQnd/73vdytvT1r3+drrrgorUshijf09PDB76MRYsEeRIRthL7uUjDq7e/iWb2/YJtkQOBWU61QZ1VPhSYccZUMtAn0ZBtWCpqhal6cUc20kXR8R7ywaembQ3ZF64uSc49Xzal8dkUPxI0X9v2eyVim8fIe/wZMmHmIOjhGRvnYhmxTdVnpHd0Uf5QW3UT2TbdJZxHPEahwdPkP4esxssbBWQ1YBSGeg+zNUThzZq8a6Q0IGCxRc+ilAFilnOBrTEv7ikofK5EPMKboLo3fFoThTe7XyJlvck/JlOQEoENk/v2tqweTZFNMKsByCCuYc4F/RYA2czSpUvp/vsFmwy98fGPf5zuvfdeuuOOO4zgIgLUvhMnTnDk3bVrF9XU5O6wrDp5X2CnV7lRohc2KOiFoQzDqrVoICpSptVnIr7U58GuGXMz4eFzVLPr97iW7OchQC8HIVYKUDvkqKfPiEY6siC2uZsPwaFykL+nYN8RQWwTEvvtotimFujZ3zFp/u5c7Zv5AKKeSQr3HaNA72H2TykK0G7l2F5MDhkVpuNdVUwcQQajnHEnmV6fushT+4WYVfmAMiCyq7o7P6qLdw3KwyYF025iQI6HgxQd783To8n/nfFnlcfCOa5Rbh/zMfmcLfXAz3/+czpy5AiXxcqFK4aKLPZc0ORCfwVMCqSQ4iRsNhwWfRYD3Hh8kaZuNDjTie50YNL4Tv6Oby7s1NCIFTWpcp9Il9PRbahTJAagTl2ZKiOh7AJNKl5oMAQJU7RivhqpMpxu0IEcIDhULiZH2xqq2nx3SmzzKHmPPsbfAybpMfuki9jmawhQjG2b7qDgwHFFj2e2WNaiKQp1ip+LuFHia15BxifQdEU5l372yZHfbCWLC1BanVS58fa80vaqweoaxZ4rmWa04fyFUlju9ZzvFkD5Dllkdf3CvMHF4VAi6zQHbJox41IuwgqIA2jeP/PMM9zzKReuiDsLETwcDtPg4CB1dnayoBuOQh++Vaf1zmSxCL4QMrpf1soFbKObNhE79yoFzr3KekUIMlLmmV5N70LGamogN6+AxqmrY1uGPz2cKikaSu38N8vrn5Wxoa+f2OZ1fIiLIL4nMAWxy+a5miWb5SevrwSosb6WbASYDTV6nq9vR8uK9NS6+JyKylLYfJHgV49rXpk+XiZYgLKqgWp2v40C3a/qt6gq2YiBrhz0ctZUtPkv6+MSYAM3a1BenywBDTYNopXlHKA8fPgwz99s2ybc62IQfOmll+hf//Vfea3VIlkzL4NLMTdK/BwTrxMTE7R161ZqaMgViMuG3arTBLrJIjTRi9w0bCK25ob03zHR7Dn0MN9s8ABBD2BeLb6mpCp/etyA2P3HvROsFu1cujndONc3HJTX2ZLfF7w3Gpfy30WxTe/hRzhbs1bU8WCqtr6aUui3I1V3jeOxwqKBgAIKtMnuJkfzwtwMjnsRCt4/97e85ES/R0NvKzozTrbmDqreUlgnTGvPpRBisMFASctmJ9cSdWwpwVgswkOhgMVi1rXnUlHGzOX222+nkydPZvzbBz7wAVqzZg196Utf0iWwzJvgUuyDHhgY4LLY9ddfTy6XsiHBmsoKYXK8VIqq2Zzy4lbXh5CytbCAQXfKc+Rxzq/RRNckt69nlqDyaVBDh3mYdMcb6j2acgCcERhGOpSYdKNHC89W9BHyYpsnmApscVUz20n4/nU8q7iOBAg11wMGec0mgY2FRTWZJDvPsJjzNLoLf59Mmx7qJFv9Em2BZXqYnEs2U8W6m6ksKDC4DJo0vIhglsbWGoWeJuszxnkn44kMM7d8Pd74PLQ4xqDmhg0bMv4Nr4fZm+x/v2qDCzIVNO4xnITgojSwAI0LaikxESZLicEFOz2xP6EVWMBQcqncdKdQ4740yL0aqLZaa1p4mE7xnIZuwSVZUknN2bqaDwgJQjo9wHMZs7wgs/KxzNCb0ufWDSpVEfKJbYZHe1h6BwKj9tbVbDNQSp/JpJFeKwvYDCvNhBICzVc0wIOQZd4hWwTmApkL5FzAOAT1ORkKqLreWCdssp/Mjipe3PXamOS8ZB6qvdgngVUEKgxFrzmWzRE+C1zvTPVvyGSnWmVcKLUGl6tBEXnelsXw/+B49/X18ewKBou6u7tVPWdjfQ0lR7DjLE2fBxeeLlTb1Pvjyfr6xXwAqPUGeg5xeo7eAE+fVxUv+80XYKFErT7dq4EM/WCn4ChoNrHNs725tMVYO5K6iG3imN3/IFkbl1IQds+dL7NkC8Qgne1K2YJlAi98Ch8aj1AinCCzxUr2PA3o9GP5v3l242E/RSFA2bqGKBahpIoMXPRxqdzyZnItWs2Zz+y+XzL1Gf0vZPncv9Ga2UshE1ykfZI0ipX/mNJsEQzCLDb+3rORL3NJqDA5fC29XF544YWrM7hIAUVRZCv4gK+55hpO4TAoqVZyv62xgZKx4dJPyKJPcMnXU8JOv2LVdRkzKIHzB3nRQJNVmF2Q8u1LPhXhtXTqbbAVtCSzYxn6lLSJyERi/bNIgKxQPZBoP+U5Mf2goywN+i9yYpsz+37JGwdkASh3WuvyZwNzT6bbaQmsLgWfGWjLmB+xVDUqMzfL09BHNhedGU03vxMSJmWRJxSUIyb6qerad6XlbaRurWy/fOBBFsr0d+0V9MKqm8i1bFumoZhGWrvQJ4mm+yTi+yzGTkMGhDIiaOxWqUGYwszFrLJ3dzUoIs+74DI7O8s0Y8ytgGYsqoWCLaZWct/lcpD32JNkq2sle/NKzbtn7Mx1yVwU7MLEGRQcAG5iQZgSHt/1LEzJHhXzCShn5Ck/5VgGQ/9s4KTg/Gexk3Px+lzqtpKVch5AKrYpbAq6WWI/2b2fLBU1gloA5iXKLbbJkvGFH8KLaiLGtPNSSAoxH/oU0+RsXZW5OCu4tgXJ/D6qvfVPyJZn1ojp/I3t5F65mw/hNafJe+wpvgfBwgS9nC2alRieSf4fzEd8UCJBRfqoomUxDJbCMTZPYAFsOjb0fUZZTF+gad/V1UUrVqzgqVTp7k+LWVh7eztVrLyGbK1rKDxwQjCpslfwrs2xeINiyiRLrujgoaIlxYdas6jYLC7MKCNgZ2etbmS9MJiJvZbEAHhjKPW8Yf2zFbtSL58QGHVQqI5HyLagjewtK4oyfNRAiVSOHhA2BZL5J+8k64NNv/RjDi6weXAs3siBVPiu9ExdEnmfTyhBXWR1b5hzgVSiHKbcclIkkLZ/mHuNuX5E3lOMx3iD1PCmzxcfrsz6/kH3r9n91tSPEmzGxsKcYGFWNZJz2TbO/uWfS7guIX4JEVq5chayJUuB8+fPcHqIrFX5AwtgyzPwGJ+HDf3XVXBBUMFgD3jXolqoFGJwUUO7hHy14KFtZhluHOIuDn4o2K2gbg5vF+xC8yIapKQe/YIS68fiwowhR4urkhKxMHmPP8k3I3ZUGHZEI13xnIFexACzNnVlbp63rOADQMlm5pWf80IBCXX0Mgp+L5ebHKCiXoeeWeW6W/hgsc2BE+Q/9TyLiEISJRHwsFyIlpmQnLNCQz+PJTGCN14v43NU/DaSmeyoRIIcKfp2xqO4H2EuLEA5PUKN939FYRaX/wTZHrxjGx8AdP98+FzDfibNsL+RRMqINzDjvVxSy5t12Bx5rxPhM7zAgYntNwrAbrPo2nNZuLBwT+xKwLwILtDQWbx4cd5pUfHLQYBRKonQ2NjIw39yelSQPRF3Lf7OFykRCvDiDfaIrSlrONPq0sdQK09zVDVS54YbzSy5YSLDZ3kAjReTmmbe0UGXquwAVVsHAUw+74o6qtr+Jl4cYEcbuLCfg6ADTqILV2ko6eiXIcB+WgtYbHPZdj7EzY3vxNPkOfCQoKTrhoXAVmV9EDnITd3Dg2SoU/CJl0r5qPk4Ums8WHIYILbXt+Z5HHou8vcH+8F4p6j+jdAJs+o+JAz9v5qUfQYQHDhFs3t/xoEA/kagGkMRvJDkD6uey1xXnLGMdLG3EOuGFbn2YF4mF1iSyaSmzMUoi+kE9FgK9VTEgKImuPCXU0SnCjVeyIOIF0Kk7whLlptsqK/CgnarsGPRY5evwAJAEfJkUVhE7KmFJB6cSfmfOAX9s0XrShanzAduVuo5esOyIw6W0ccBQI5G2AT4OAixKZqWBm8JMBeZhVAKbG5galWVEqNE0PKfeYl8p35HFoebbPXt5GzPtEdQU0YSpOK7uC+RMXHPP1QTYJIURubjrimsx8azMzJS8yE/S6rU3fMplQ1t7ReTa8kGPoTXDzAxppiWHH8kWcQPBARo74GkAbO1xPRIwSwYj7fbc9eleKqUr6WhbwSXywTs8HCo7buYFPrWixeAc9kOPsQdJoyHEoEZnm0oGTpN2yppZGKXiOE4IDR4huKeCSY3gClkb2onVwd20Xo2zhO6Se3IBXLY2FaKvadIkEuDIDvghocEfX475PlPDoBXSNWmOWHU8Fgvze77FX8WoOYiAy1ETeeyWCpi8OzJ2PksqXjJY2MhRZkBnjMemOV5nmI9Eu6RZX32YJThOerv/ljR15J5cdID2BSysnPR18sMjjjv8FCXkPWJFHNsUguVWJMJqpExCkukAr+RucxjYOHQ0tQvZZ/O5bPdb6VA935uzsY9kwJbBeKUMo3BYtBtzkON4RLfqEmebwBbyOJwshd58MJhdjz0HHqEXMt2MKNuPuid4QYuZgcNeqpr2XZySWYmhIHUME/To4emRy+jvMoB+QEL37SNbyREvtPPU8I/TSabkwkPyEIzBg65LGWiOFQgJgdypeIlYIO4Yn7xUF8Y7iaT3aVM2TiroY/emcnmpgU3vlfpW858Or00+OJR5USX1PkL772LRU2lWR/3lQrcv3EQbMyteWnIJpUbSyO4vIbKyJezEoXdDyilED1M2yKf2ys0CesWMUNIUeNYL50ghUGKb5SR85SIhMlSaSFHU0d6cRani6GCPAsWndXK8wQopbCro+oek067TZQnVLDFBJ2wdj7EgdQ5/TO7rjIrr4XTJRa46pQLJxAaPicMHFpsZKmqI+fSbYK2V8gv6HupFF7MBkyy4L6I6x0qEoqQCm4iS85S1ZRmd10OVYW8T8M9MgX3HDOpTanAcpY15ZS4fopABo3AvmqFZCizhBkXwGCLXWYUcqPMBz1U97n2nQzI2iKHhs4K3i4Y9qqsKzKtffkm1IXyyAUewARjKF+zGBe+vU5kpSQ5S/OefIbsC9q4FOVaviM/zVMK3ZSa8Rlpfy5hIFXQP/Odfo4i4z00s/fn/J2Aso1hPa0yI7rKk2h8i5gvEWdM0FPwnX6WF7dEOEjuDsHjRSvikSBFx3oEmj6TNBQu8qnMBWVka/1iqtlZorGVjpmLog2dSdKnWpgvsCQLzg9hXKC5qVEXGnIymeTgguHxKx1XTHDRVBYzQQy8NLCoXZ7dFCaycYgDZr4Tzwiv66oUymfSRV0v8zJe5JIFfdRjl4bnDI9UBFjMFGDmxGyzU3RmmPy//RbPnwjlpo35JTn0KovhuXWac0EWZG9aTlWbhcZ5aKhL2PXbHIJSQKH5CNkn1NOzpvSnMDvdVL39zSyzgxmuUjBXUpszySrm4Jg5B4LJd+HexAwK04KhwaZBWbqYDbNSsE1Gke8MmRrKqZyxLFzDm0f5J8v9J5GejfkheNE0NTboElxEKrLb/RpKCr0ey2Jqg4vVRFRqYUSp3Ssyl+oULVIon+2hQNceLp9hUcZFzBe8kiZjwRMy5T2fyKVhHnQTh/lSv6DyuRN800VHe3hgDmU0lM8wG8Tvs7qR3w/mhnQvFSnouSgFbvxkZE5Q0dm2mg8AooXoZeDnvBC2reU6e7kkzssKBUOM6YfKXDYx/yzFZ+fkXOYerPDl41EOShQOprMWNLLDAydpZu8DwhApGIvLtit0p0zqVxYrENhAL0a2glfD1H9hqnSWKvLUEN8r9nqhvIySGubq9JhxAYzM5TJDiwSMLmUx1O5VznEI5bNb0n/HVH148DTrbCHzAAcfrDQt5lTcl8hagEVpDdzIztRQYhoJNUZSJqbGxka7BemS1M3JMzWSLAzvxX/6ObI3drB7IdQD9ADvcvUqsVmsXK6UAxa5mrTJW4L952e79wvlzdpmweq5kP7ZfLKsAdFAlZ/L3IKLGRQ04JFlaDlFdmmNRcjR2MG7fxHC4LKgLzc37PgsK12Abo1gBHJCOcVMMUCdj84tlo0RVFA2Lj6DY8qwccZcjy1dTiYyJWJUW1urS88lGo2yWZfR0L+M0JK55JH70RBcSttNo9aPqWxRLwn1cu+p31Ey7COzs4qckAZpbFe2c8bFKjkdoRGZ4uTL7Axx86tRNsCu3t1e2DgJrwPzMyzGJlcNJbzTXA7Bv7MkvdaFQyZwagZnYcUfxlPfy3fyIcqxg7aNQCdkNes1sQMvFwQLbjXZqfAH92oiobRCgvrXTTLz0OyoTDGzzEWGHbOymj0/Y1Yfyxghq5EOe+oAHnyU6ZPFwwGe2sfmif2eVHx2rIpstaUlmUSg73LhwgUODFAYWbBgQbpHrEVXDDAyl3keXGw60MW49FNkGFNLvTxj59y9n/woodndZG9cwnbCeYfopLTPcICi4708vQ6NL9mHO1yp0knxixwyHcpvcjNLztjr2sgpkS8HyQF2zyZ42CxoUZcFmHUOLhpSBCx2aQWHGKyrBXYgpr2h7ZZhXT0fUheljpEiTCZeJPFnhjqwCmCzFZnoE/oNmGnB/aFwkc7Nama5V8lSTc5K7mVYeg6xiVgpJWRkSWZz5u9jqBMW12JWnojGlfV48JlN9PNmyiYjI2NOJtkhF265CDLBYJAHw7FmcXanYnOHfgtgsMXmORVZj6DAwSVZurwJdsLIMrJpy7xzXn0tH0B4vJ9m9/2vUD6rqifXsp0ZxlvsL5MiEMRmJzKasLKvm+qjEBWeMGbTJJtT+YwIdvYyQUNKcoj6LrHMCYIGDwTCGjlr15fzGelFDtChMYzyJlwqAWQzIGrAuhqA6jHr0oEE8RqcWxpcslWmSgzxSKgc2OoWFZebyfM9oAwHIUioC7OoK/4RlgsaS1xWd81cME8kyH/yGRaknIVShslCZnc1OTu2pi21lYLdQyUNelC1Y1MXM3pLguhm8c8OZV/0jaDake8eg9wUS05BhiYYZJuQwcFB/v+9e/dyRiNmNaLae75+C0wR9bIaptd7cJEzDNMjuHgnh8lz6VEWrePhOg11dB48U5kxyYKfJ1Z0JsbR1M4HgIXAe+J3QuPZVcWMLSwkYAglYtF0g7rIOxB2TgXnYbpZQ8laUSOYfCkBbsoin4utso5sKVl6zgJ6DpHPP8MsLTlqsFw/SSvK0ZxHjwkHAOKE78xLlAx6eRrc0baO7C3KpOD1zFy4H1hMlRhyJiPdHDCYkKFRx4yJHtODZAdrUGSVpai8esxx8cChxcay+zgy5HE86uRxhIa+dc6DZnokh7TA96Oifqopb2Dh88566wgOixYt4t4JSmVNTU106dIl6u3tpdOnT7OzLgINSAAof0mvVZTFkLVckeSS+RpcigE1THxZSuHxeKiqZgHFVr2ZG5e+40/xTSgoIW8sqjkkgndnOniocJDCBa9iehxlgppdc7XqYPc+Cg0cJ7K5lJc0CtB7pfMwagbHxOflcoiaLGCF0HMCwuO9NLv3ATLZ3em6OwcaXcti5QNKmNVb7kkv3lBx8Lz6a2YHMmGjfdNlcagU5FcKqBKnenIYNMV9AL05hc+cMwcTnx3j4CoufLwZxHWA3kUZdOtk5XE4s/+loGpesUAQ/ZQpVeF9I1gJbLgx+Y1YIk7JIpphUEUuthkw5ym/x1M9FwQRHLATCYVCnNUg2PT39/M5ioHG4XCUdYDy7//+7+nBBx+ks2fPcgC87rrr6Bvf+AatXq2DvNXrpecyNDREZ86coQqHnaZZAr2eqsWGYhRKyC9zVoCFAAsr78QKLEam4EzJ5887rRL8RXARVqy+nm+IqNLp6YyyWJF5mBSUVqWwQ5c6UKoFFANwRDwT5Nn/IAV7jlDSRGSrbiD32psL6IUpxeXb+eE8XUs28pGeeTr5Oy5DCRnnpqz3o+O5cTYsv7DnDAciuGh4bfQq4r4psjVkk04QXKxC9qSXW2uRLCwjs8e9fOYl8vsmOdiDFCMoTNj4Pon5p5mgkWFuJn09lKnz9HWYsDB6nsxV9SzpXwjmPNdpPB7ngCEFlN/b2tr4wIYRBokIND09PfTWt76VgwxKafv376edO3fqWh578cUX6eMf/zg/L6pAX/3qV+muu+4S1soyBLSrqiyGLwveMMPDw7Rlyxaqqngw5zGg64oOgsxc6T9Gnp5DZEKgqW0hx5LclDvp1lJXzwQkVvQwr+KbAWUIxZlGbnBBiQB15Mx5GBHKogsorNjNloLgSBeFzu3jXWV6NzzZQ95Dj/Aiw5I0TUsFgoPa5i738/Xk/CrPqHjmKU3YAClgP/k7XxIWwPrFFJsZETY3ujCk5PsGsiKWCl0jszchyZBfxsExJfdvtQrfnU0H6nYipooswfdyakg2nQ2z6KeVy7sQ6nQuXFXw9eSCGWcsoxfIjBJiRS1FwoWvc0ue4B4vwhbDpg49GBzLly/ngPK3f/u39NRTT9Eb3/hG/jkW/29961vU0lI6Y/HJJ5/M+PsPf/hDLtkdPnyYbrppTnnkqgsupcq/oGR27NgxrnHCIhkTrk4rGsT5ReeYudKxjQ8AjUrfgYcoyaJ9leTsgPxJlS6LlFAW0yO4ONSJKEqCtkAf7edadLajoFKIpYIkmfPu2JTAf3YvRacGWHlXiniCyNYwdyMFB46znzpsntErQPkMi3dxlCYlkwtt7xULe8Wa6/kAIlNDFBm/QN7jT7N5GKi8qqjocrvvrOsbE/cRiZSL5NEqtOkSnIGhlJtX2JTtESCGqZdkC4KLreRsGJg99DCZim3msJ5kfR5ifwrEE5FIU+xryRdcEiqHKOGei1LV2NgYPf3003Tw4EEOCHIzNHoAWRMgNwD6ugouhcpiMzMzdPToUd4BbN++Pe35UlNdKUzFK+xzYHcm7tAw7+E/8yLvbuJhnyo6oRxw08SLpNeKg4tacy7IsqeELKEZhsZ9gQfn/wl7xZ8je0M7JeIxClw4SJbaZmb8qMHs0ceYKiq3aCWyFnF+7tTzQxhx5qX/4QUZpU7Hkg35/dT18s/RGbBCCFfWzfm5ZFDRXWyFrMZRVGjoz71XDCxiWNclM6vE7pduhbIuKHMl4gXZfXxPsDySvOGWWvC8jE6qD2wCVuz1EBwldGUhsJxjgzFlagICwgGv7L/HNQxRitIvWMOwScZRDuC6+8xnPkPXX389bdggeOC8roOLXFkMdL/Ozk5uli1dmtk7aVhQQ8nRsKomevr1XFVUvf1N/P/TL/+U9ZtQP8dMSbEejSzgNe8LvwZzNyb2QIlODSpr3Oe5J+PhIEXHe9h0DM15sKTsrasoOtJNQd7hhsmxaD05JDMvche0Z98vmNKLJr7syxdQFMAsDwJS7NIIhYJeCvQcIhtYbtWNZG1YIpiISax09cxbkmXKgrKp6OwjdPA3/P8w6ipKw5U09GPeS9wbEang2YBmnJIMLALdrBSzrGip0GJXPEdVFMhcSpVHEqFyAyYahEHSBdYaSgH/Hadd/tqIaxiivFxy++i9nDp1ivbs2VO215g3waXYYp1dFsNChaAyOjpK27ZtY8ZFNprqayl5MUJs/lECzA6XsNO0uzN6NFjYnEtSDUSlbLESgSxMaebCi40flIYkOUDFVrSLyr1RYv4Z7hNkCBvi+0IjO2WuhnNCKQYyH1DpFWd0RDFATIPPvvIzsi5ozXVIlL4/U+HMCZPlOEV7bRNFE5H09Hx05BwFz6dsnqubmRyQ1EmWhl+7xP6SGh+h2uveOUfDPf0C+TwTzDxjS4RsP5dU3yA6O87S+/CRzwuuihW+BnjAEtTbSgXZKHqWF0/xYlyq3D+fHgcXfTIX9mApmr0m8xuEKQwsKJ1VV1muqODyiU98gn7729/SSy+9xJTpqz64qCmLgc6H/goCDGqUoNXJoa25gZKxgdJfPMWMsjgzezThyQGaPfAQlzMsFTXkbN+aN53m4KIXpVlBcBFnYeD7Yba5NPlK8POwpHuAZ1Jy51zmatrsCrlwZXpxi3omKHB+HyWCPi7HoKTlbO4o3rDN0xNgP/bZCf45dJ2EeSFJBuCsIHtqxxkPzVJ4tJd3oZgkz2U5qYe+tsom5TRcScM6NHKOZvb9kjM49KAQ2Lk3MjsqbCBSJmMFX7nA54DPymR1csCGhlZRJJP8WJATIKkCCaCK9bdygNQCUNu5zKYDuORVYHBYLJ2lA0vTUtk5OKGfZJLR8kNgqSVrVR1ZLd4rIrgkk0n65Cc/SQ899BC98MIL1NFR/Hp5XQUX0PaOHz/Omcr69esLfnlNDQ2UiHSV/NoC7TY3MDgalvCR7tGceo4g8m9xVnGJSHqTCcOYOmQuWJwLzTWkpu1RwnPUtVFkalDT7IjY/MdOUr7UhfmG/EHOBqZNdSMzwvxHn+ChSa2yKfGgj2XNzfhsFVCU0US3uiqpasd9lAzMkP/U7zjQWmta2GNd0+5YT+aZRoD5JLKfeMD21LMUHTlPSRA0GgRb68LIXSilJA3O+tLzX0qm/hN8fVWsvIZVspGZhy5C1PR5/n9ozLlWXaNAGFLa0NdpSWJVjQIzLDBZw4bFN0KuZdvyZ9NZqhri/YVZJlGdwZpnDUpoUEVGcClXgx2lsAceeIAefvhhHt5E1QeAVE2+DfpVEVyKLxjCgnro0CEe+lmyZEnR30GDn2SCgupzg+RKEeYJ92hEyX2mn+5j10rQTVmDq2WVPmwxqP3mWefEuQbs1MF2S/+7muCC3RzKHTy135xfuRkBrghrzX9uH0Unevn9a0XMN80ZHwKCtTYzhTcXzOBAwCDuxYivj0ltkBDi/lkuf7B8S1V5buRygwdsd9xH3hNPUzLoUfhbuVTkdBO7dmGGzJCi4AI/k4Z2Diz8G1Z7WjMMz4tSqvfAbzjzRTm3cuMdhYeX0dCX9MxKQgGxWS7hTvRTMhknc2VdwTItVwlSwSUdhKvqyVoxN55gs+anIptVVgzKmbl873vf4z9vuWVOsR34wQ9+QO9///uv3uBSCPiSzp07x/+/adMmxZzvhoYGFsQrGZjSV9EvEeinN6b/Djly78GHePgRfQBz5QKe3dCkBIsMSKYvgoGyyMQAqxKbpbu/eFRVK1ooE3Ryfb/QTSdMZucPLrNHH08xwtq496N85z+3qEVRBkti0M0uGwQShaR0uOmS+ZpYPHkQNR2Iz1LwwgH+O/xc7AvLKwMvObnX5KmECo9Jdno/u9egpIoY94yTM6X0nQ1s/MC6wgEgSwhdOJCiN0eZJu3s2JY5wKtj5pJPyVzURsN1jg0fTNKKPBEz4eYCS2MO29Imc87JZFJzWaxcisj66fZdJcEF/RXQjEVAl0cpWEguUnpwKbUZ72hdwwemtrF74xLa6Rc4G3I43WRdvImsCuvUcjcfmvZR7xSXIbJ3SpbqZi6hKAUCQjExzLT3i0w2l2aEQRW5WnDnQ2NVjW0B73qnR/j/8TyZO2rJORTaXZuKf46Y5sYh9pbwnUAzjM2t2jeXz9NFT5a02gVDHFbl4HqOA6pa6R/RPwizRBaFvSh8lmnyRzJB0cmL5N3/Kw46+I4rNt4pbFb0KoslonkCSz9/AZiH4WpEkcVf1G6LjJ4nS02TLO3ebrPI3geA2uBytbhQzqvgIlfiQn8FjXtMka5du5aef/55VbL7kFrQR9HYogvTS1wHpDRnlNACXa9QHCW0lGulY+GqvKwek9masTbFPJMUD3lzTcLSSLCwohKAFYYbTlEqz5lL5mfLjLA9PyFL3SKyQOpffCipCS5Jik0N8YbcWl1feIEv8N2COq1m4cU8hzjTgTIO5PXj3kku0zgWrSsbFfmypy4mSM2HebG0t61W3A/Jnl63VNcL1GFQkVUC2SGyJRwAWG6BMy8wXR6ipuxL37yM3KuvU31+c+eZ9fdYJG01gOY991FRbjUVfn4EpNilIVZWyLfJscvYIyc0BhcIV14NXi7zKrhkX8AQdevu7ub+yuLFQhNXixulHgwt0im4ZLh8iU9ttlLl2psyXCs9Bx7kbAkDj5Cpl85u8LmIu3soGENFNmvKPQM8/Fk8WGC+ApPdin3l8ZySgBHxTJHv8G944j47uwJvR0nfB+USPA5/2hsXFaV451uikYUwpVljGQAlIveKXcI5JRJsVx2bGWPZfSwycG4srXzzGgUXhEjIwkxdVJSd5psFwawRNkigP+fzEVIDHnKOR6l6x5v5Whf6NaPkPfAQZzYmC/o1t6czYWUnO7fxwPWEkjE2ctAZE+8HaT8lL+IxzljyBRacq8MuU02IC6+vpedyNXi5zMvggi8FstRQDt2xY4fQlC/BMCw8eo6isagw+bxovbZFAbs9NZIrJawDoPyKtF92RTz6hKAAy2rOcw1oMFbQcC/atymiJ8WsMFi3mq3kXLiS9ZmUy8oIn0lo9BwFu15JTcvnvhaXxYos9MgW0LwXFt64otmhbEVbfi+XsPutSQUzHWR7zKA+t/HnWLHuZiY6zL76Kx4EBbtKU+/sNSiLoRSLDCES7ifH4vXqAwtIHhDBbGpnjbTUP/LmphRg0xbofpXcK69Js/iEfs3CNNsS/UTYNWBAlPs1i9axTXjB95D6XNi2G4xJi4WcbIkg7TnFCgZHDnJQgm4uIJWUTFCNTKk+nmrmq6HA4/XK2XN53QYXfAmoN6IMhi8Fsgdc1pJAS3CpWrKeLKtvYXaI59BvmEfPA37tW9RJousg3VKSK2IEas4v8iLMvuepSXllEhfW/I6CaFJWN6TZL8pvBcHPRWSEZWuE5Ty2UAkrMMuDl7yQNyzhGQKttrvI9lBKQxambylLgHSWh73hTzzNgdbiqORsAIGo2IKirzBN8fcIdeD47ATbGzhalhUdpMx5BW78dwk9PWl/JplQb9UgAQeN8wfIveq6gps+ZDPuZdszNkPcr4F7paOC+zWwUs4+Z5T/2J8IpTA5VQ2sJXmCo5ilYb0odG4om9XXLdCFhgwYPZcywOv10r59+5gJhv6K3K5Ei2GYJXU9SWu8scAMN9dxY5qd1axRhZmMgoFFhSREOQDmVtXmu/n/IZWvJLAUanxjxxgevcBBoSArLN9zmkwU9Ywzk4Z39kUemw/w2kj4Z8lUicn6Rl4U1AYFkVoK211RPgRksTLEllxv+F1vnfPbOb+fgt2v8oJnrVtIzrb1eeRM9AsvxQZqY54pigemydG6ikLD3apVkbHzj4x0y1tpQ6pHY3DBJgnZiHv19UUN9LKvJakGILKx4NmXmF6OzwIMNMwy4fqOXhrmqgPue7lrkKnIFod8YBk6y9dTzH+pcOksEafmxtxyXVwDUwwwMpcyAHXGjRs3cvNeqzKyHMwmjDVmPY+7dk4SHWn52ZcpEMDsQyU5Fq4gm8QQieGs1McZTicDK5PdoW5uJeufYPkaZi/xdZom97GQxiYvkrNpGbOrsLBba5rzByk2Fsv93qIzY9y3MSFzkiodKyz1sHUvegiQpsECIlkEOKBeRuol++2smhMZxIT77Kspu2qUz5bt0GiJXAz5ryl8vuhZONJkD9wJJhWadCGKZMv2Zy3OotujGoC9GOg9ShWrb1CdRWUDygzulAkdZ+LjvTT15L9xULVU1gp2zPnuu3hu+VXIWLp4fsfsdBP5pgre+7iuW5qbdJlxiUQirOpuBBedgShfKLCIj1EbXKymJBVqxSOtr9xwe3rRjPQdJk/PYf53lGgcizfyjk2XAUi9gouKWQwha5lbZDFzEvNNkStFwVULNEXj06NUtePN6VIazzAMnOD6NE/Su6qzFtLMhV6gGkMcURBnlA58IhApUbTl54GsjGc8j5Ao0x7otQJ2vfYb3jNniXzyOUqEvEy7xXsPwq2Sja3KcwsyMwrN5izHUiXXIAftWJhiYxcKb0DgwNl7lJwdmxWzulACBRMPFgR6zxQhUGErlYgGWaSzYGARsz5JNsYzXqBnNyxRXjJPxGhBbS49Oa5xxgW4HMKVr6vgogSllMWUADeRc9lOPgDsgjwHH6ZEcJaHE0uGXjeTiufBzZb0jHHTOTo9zMQENO61ljKw66ze/fsZkvDoccztHiHt3839jzgG5kwmMrvRYE9mik8mkmStbcxkwglvDrP1Rc+Fh/EScXkTK+GN6xxcTKVZIqep5wnyn36OzM4qwa7XYmNaL2ZAFDP1pJAJxMgk0RzP0fhSrBScpIR/hhyY9Sm0+2adt1YKnN3LrpvIHF0rr8lrwRD3TVNouFMohZXBhjo43EWh8/s5i8UgcNHXQM8oPX0vaoxJCAvCD/L/OuZmxvtk/VbiGoILaMiA0XN5jdwoVWcuJfh6oB+BA5PcgXOv8mIJsTrQgzUtBHrV2tVkLvEIxc0OCkMPyVlJjtTEdIHfkP1XMLmwYFXvelvBUgYWGEi+4xDYNqMUHjxDCauNQqM9fO4mi5nsda2yu3bBlrnwdxydHWNXscJiknge0gdgNev0ZAKDyMxmbaJhG5hcUJPGACsyG1XmYVkZYWS8h7NBDIJmA/pqSoCyKSbRi5d1kpmsrnCAwoOdFPRPUTIS5gFNKfMRm7WKVddRORAcPEOhnsMcWISZKhUbsHRgkes/yn/vosIDCCRyiiEJjbpiaA9oFZmdb5hXwaUY0HNBTVLV7+jwPWFQDBceqKhoIPrOvMC8fCwEKBvkdeork4GV0jp1MhqhyMy40OjEJLZGW11oRNkWtJFbImmj6DxBKa1dyEe6+Zoqn2FgDjI48rvcAn2EqSGmAZvcDkqkpvjlXzxFldUBCCyYu9APme8PMyM1O++fMw87f4DdN2H1YKtbxNpdxcQ2RQdF9L7ymcHlZom5iPlnmc5tUzNTIj6/w02u5dsz+h++U89zlomJeWzIwFyT6nLpgWD/CQoNHCd7YyqL5V6QkntNqoqsnNgiavihF5WcHZcVmoxr6Lkgc0FwKUdW91rgigou2AlADkYNbDos6LixxYY0GojV2+6dE6js3EOB7n28i+ZMZ+HKvLVk3WrMCi5alkGfHCBrXVt6R6wIWRd25NIQuZZsSsuklAJ8dmLTW9z5we7YZHdymc0CUgDemyyzJ0nRyX6yVjfxIgaaaSGALRTsO8YbgpJlXBLx4sZZalDAs4bNw1Zdw4doi4y5Gnzn1oo6weY5Q/wxMbdAoldQkNVYOPuC2gP6cSibojdSFMnCGyBkZvjszZ4xci/dyr05lKuC3kOs+Yf5EXsryALa74tA31GKDJ7JKI8qVoNIpFhhTcsKBBZTnsAiqBskkgnZHklcQ1nsaqIhX5FlMbU9F5semQuCi8wumAUq188pjKJRCcdKk72CfS64YSvdcerWwCz8PBg2Q+MeBk5osMdVufKZ5hhhl4Z4cUZzWm+gJAb/kMpNd3JQxjxCZLiTop5pnl9ACUekvs5RjRfNfZ5cPsu/iEC8E9P0vuNP8XtiCwKUm2o0BAmzJe+s0OWwRZ4jBoTId/pZpm4jiECvjocbITTaVERotAhQtkJ5ztm6WgjcOuyeMY+CTAWBJa0vlvJCYn2xiQEKpGa3THYXVUCeX9rvKILA+YMUGe3i7zlHJr9ICRrXVDw4ywOZSmd1sgOLOCAsFxzjGnsuRubyGkELFVmXshgWOQWv61yykQ8AzXPP4Ud5MRQnuXWjIhfg3YPbj6Z92pFQbUAzSRhh2+7VvYQB4Pm9Bx8m99qb0vNFCBw4gFhglsIDJ4UFDwOW0SAveplU47n/yr8PE1kqF1C1WG4C5bwTlPMZppxzltmyQlGJsdhCpQbC5knbRYngUb1VzJoTFB44IWiEtcjMoMi/eH5DuGhkzrdHxiBLFgUegkZ3POLnrFf2VzF/0rSUD3EgNdR/gr9vZJ2O9k3kaBDm0uTg797PpJGcwMLnD9vlwiyxyGAnD5UWDSym/IFFfK2uri72l4KaiBhQEhp7LlcLU+yKCy5aGvo2NXSxPGB3PJUCmJAar9n9tnSJynf6BZb3hgEXJuKx68SNoWmXkqdshBo3WEgOaQ+IF0914oYJ73QOI0wvJEIB8h57nCq3vIEseUo46MNY19wgnA4MqAbPcGYDQgVKaJaqhqJzLAn05iQ/Z8r5RoFyDoQunhKyTIdbUEHO1nArF1iOp/SnwW4ZvRgoLIBfpxXoYaGn5BD7FXyOCUUlXPTQ5BAePc+aXK5F61UNpFpXXjO3kI+el1hm15Fr2a704DCrQkwNpC2uswFBVSvFC6gNnCV76yru+xWHKX9gSRM0TKyDGA6HmTmGQBMOh1VrhF1NumLzLrgUW2i1lMUcOqQuyFwKuS4WA/odoKIGzu0j96prhaZtzyEKnj9IZruDrPVLyLl4veJJZZMJj4tn7sSGu8gK5dYsm2VeJFQME+K5oMxcjhkRDPVBRwqmakq0w+YMqLYITocs1T7AswjoDUDiBVlQ9g0fD3poaZ2DZgo8r1RuHxkSKOfIDLCbRaCxVReeudIOZUKilyNYoSeH78GeTVlWoEfHEj3x3LIkFmFky462NdpOSrRDwO+nngNKEGyZHfJxXwjfk6hgLY8Exe2VOT6UHFjQY1m4UoVsTWqoMo+CtNVsplWrVqV7JtBEnJycpOnpaZqZmeH1Cr5SCDrFektGcLnCMhcEF9bXKuWGxkWVEmksCakblpu2UN1NKe9il+Y58BDvytE4hkBlwSY0SAqp+xpNUtzo9hbcMDILNvpYCk8vOjsplBmSCQqe+h1VWOIUstWQdcnmkstjoeGzHBigfKv1uxCk2pfyAYCFFL54imLeSYr6LjErzZyI0r271tBb7rqVPvcoPEeKA5957XXv5P9Hv4EVG4KeFElDzuK5BKRk73V8QoWWxNmU5T6mpltlelDcX8wTXKSS+4msxRYZJhZ+vT8zBHocyP4TvilydAg9nHxAHyq7lCkElq5MGRsFbEL0oRyLIEclv1TiXsZkPTbGDoeD2traWMX92LFjrI2IjWRnZycHGZTNkNXgyNZNBIyy2BXWc3HZbcyWMik0NdJCNCgVkOcQJTqwM/Mee4pMyRiZKwXTqhzZkNTihPp0dHq0MOPGZCZLNFD0HCLTI+RoWZkWCATYZmC4i4IXDgnT5fYKVtRVIs4oRaB7P9/IVZvuIj0ByRjr2psoNHyOzGMpMyffJA1NzNDJU6cgKqT6OVEKhKGbiGD/SQr1HiJzZb0+Tol6X0cK2yNiJpoODrDqzSNHk28zJtKdMdeCDDkS8GaQWTAsm3eotUT4Tj3HOl/oo6kN4FzWGjmXCixz31+xjw2/hzJzIfUBZC7Y9CKIiGsT7o14PM4yLgg2otoxspqxsTF21QUrTAw08LDH/YuGvhFcrpDMBV8qZLVnj/yG6/iWynrBYVCNGrL4XCqcFIudU6GFGZ4VNbvun2MHnXmRkpEA9yfsPFPTRgRpDjS7wz5ythVWDsAiEbc6C37RkalBnrCf06BK/a7VniYpYMEBYysy2s0lPTCoMOjnbFtXcMH1nnyWbLXNulCZ5RC4cIiDYNXWN6b/7UIiQcefeJbcqwRL41Lgat9IZoeTm80oncF7BHI10ArTZFOtc1mMA0FOAUgGCZGy3CkYX2WVT7OelFlQ2a/D0ij1iyV0Z+ExoHwj+ysmYKoV3hPP8GAnyB+R8eLq5MLYgCk3sGRdp8kCxAqxz2IrosxhxUCw3c7BRbQ2RiDx+/28GUZWw/0xl4szmvb2dp7VgxEigs2pU6fYu+pXv/oVl9U2bCjPfSLi3/7t3+ib3/wmjY6O0ubNm+k73/kO7dolVFDo9d5zwZdXbIEGkIYeP36c6qrdvGPGxY8pc9+JlBqyuybDH6UYzFBHLRG8CCdg5WpTzg7acnem6u6ZFygyO0ZmNglTUH5ARpNnt8y7rakBqtx0d5EathCkYEomGpNFPRMUxoI79lt2r7TVLSZX+6Z04MZze4/+lpxLNpMjpUatNxB4LRW15F6+I/NcodS8QN+FDtdPRcrULW1THQtzsHEu3coEDqW6XXoN06aesfgjuIl9jvXCnAtX5yVSSH4hc+cvSu5nzYMkE1GaPfoEuRalNj1lgOfYU5SMBtiVNPWqCn5L6BmlA0vrqjzZR/7p+8jUAF/LliKZqiVFGBIrB2jknzx5klpbW7nXwhtckGRSm1NcI3gsLNibm5v5Z9BUxO888MADtH//fi6pvfGNb6Q3velNtHOnIEWlB37xi1/QZz/7Wfr3f/932r17N33729+mu+++m9luxXQdr/jgUgzYCQAIMOL/ywG7hqNHj3IN9Lod2+mhx/pTZRRQU1NqyNEQ+c8IHHvsQO24QQosEAlntaKgVghonkIAU2kzW1Z1d9W1vIOW8wiXf1F57Xk2UfJOspyLlh04dpG2FPsKulKot/tOP0fxcIDLVXHvlOAeKCNDogc8R59gBWuU8tS8bz2QbVMNmf3guX1M3LDVL2ImYP5sTjsVWRZYtAokLukdOCi/kxeLBxbxOVPXecEmeDJBrrY1zORDTw2v5Vq6laV99IDn6ONE8UimYrZSuZ5EtEhgoYKBBX296GRxNplVQjdG5nH48GEOGqtWwfFybmZMzGqk5TPxvl65ciV94xvfoOHhYc5c4L77+OOP09e//nV6+OGHSS9861vfog9+8IP0gQ98gP+OIPPYY4/Rf//3f9OXv/xlel0HF5E3Xii4gKmBjAU7B3xJqGMmol05jwPtVPRHSWcF514li91B9uYVZJPYoWrJOuTAwSVeuroyZyOKq3ToF2X+Szzg4UWjdvfbdVHlRePbvXxn+uYMXjzF8zaok2M4DhI5jmbYGJS+qHJGdOhhcq/czZuBvOA+GZUdPEi7WqBNA+GxC+Q5+BuBeZb6XDLUEYowsVSjIB07QpHRcyxTIg0YxZ9SeCyuVc5Y2Jgu97pnpllKf49/Lx7l/pdv6AwTTay1raoUk6XwHvoNBwlFPRbpuUM/LRGn2PQIOZdtLfLamZ8dzh9WCYLKtkIKf4oUEAwGObAgA5AGFmlWI/ZmADHQsP5eigGL4HL99dfTH/7hH/KhJ1Cew/l95StfyTivO+64g320yoF5FVyKZQUip1yu74IvCbVL8M1hNrZokTCQh4YZRYOqvDh4BuKVXzBjy9oAmvBGXtC1Zh1p6CTdr0q4MuszBSMMPhdV628ryyQwBiAx2Fd7/bv4s4JOFcymwv3H+FaF5AfmH+RNtAoD2Zbn0MM81Q9PnkIQ5mD06ZOpgaN5OR/iYKD3+NOUjEfI4qwi59ItPFCra3DJ81xxeLGMdpNjkWBpnIhDNknp6yZTvvPnyb5I3stF7jrE9+1avJ5o8Xph0ZwZlSgmW5mGX7DXk8LsIezWTWStzP2OCxFr2CBsdpxjAmwfigY1KYMuJ7AUB+aurr1xEweWQ4cOcakrO7BkQww04p8IMDhefvllrrbcdtttVA5g0411E1mVFPj72bNnr/7gogTIWLJnXfDlnD59mj9A1CilEtj4wiHgqAbSGQhoO2HSHjIWKKFpIQPonbkwe03VL0gYYc0ryZ0SF9Qb4bFeHlCDO6M4+c6+JqkpavS8wkNneIgSu2ooymJ+RcmCg5kWSLlUb3+zwmHHy2BFqcSpcrfoVBnjhRaqxRgMBC0bfQr0a0oaVpVZbFGaBNVYDCxzj1P4ebDoZB8zA7XqfrFoaZZiMkqncf8l9uHBuaUVASSYPfgQByJLlm2xCEueYWYhsEzwW7TVt3GPqSjSNhDqA0vCP03vvWs3/cNff40DC/orqJSo3bCZzWbus7z73e+mf/mXf6GPfOQjdLXgigsu2YwxCFki4gPXXnttDn9cSeZSVNup/q180ftOPMW2yOaKWnK1b857AxTUKIsVFlxU9kTKb3hOvWOoIw+Se/muOVkYnRHoPULJkJ+qttyT9wZDz8u6+vp0zys8eJr7XtB4ApPP1b6FrLXNudnW9CgFeg5S9Q4MXyq8ZAsQGbSg1KfCLrpy3c0UX7adB15dy7ZTdHpEmG8CXbyilpzLd6jvL2QFDJANkC06F63N/BxTrp2KnjEeIxvYVTpKv2NTJhIveOh3rIfLpsmQhyn3rhW7yHP4Ed44FNpsxMmcs2hx/3B6lLM49LxSb0KZ11GhwJLnS0fGctPaNnr3W9/CJSWoImsJLMDBgwfpbW97G/dXEFjKpSuG4Ie1E1RoKfB3OcuAqy64KPlgpcFldnaWjhw5wgFk/fr1slo+oAnqUR5BMxP0U9A4IWHi63yeCGUyRwVnOTnGTHkyF0wZlwylu6tEjGvPKPnBVwV9EEjZ2BoW6UqHZdaWu4bca5VL8mMRcXVsJ1dHarEZPU+hiycp3vUyB2HHwjXcsA+PdlN08iJVb3uTyhtPPz+XZCJJce+kTk82N4OBawblwzTtHHInsNuGyOaitSxGWfw9S1xGA7MUnxlNe6hkP87iKK4OHQ/5uZzlLOr7o922G0oU2OSIG52Yd4ouPf09stYJ8zOFkfmlYujV7Bkmh9lEiTrBA4eHKBVc38losYxFJiv0z9A7b9tBX//al5nVhUoKKiZ79+7lBRwHgo1Fga4YNsX3338//cVf/AV98pOfLKtgJdbB7du307PPPsuvKW488fdPfOITV39wUQJRAgbNL5TCVqxYQUuXytnczsGsvPudH2Zrul8Cb+20gGAM5Y6XWNoFtFRH62ruK8idD5fFikjFKwGeOlGEuQZr3UTARzWsEYZsbpPAWJkZJf/ZPUxOsNYuZLZVKU19z5HH+D1nz8ioXmzwHK2rU7X6MS6vhYdOcw0dg50C7Ve59lcS3zkIGHogESezyixVrVwL087TVg4JCvUepplzP+W+H3u6dGyV93RJ7a6hgo0dNT7DvK9bpOcCogeUjDl7vIyGVb6Tz5ClokaZInIyM7Bg6JjIljnYy34uhc+fy9PxMNkb1ynvsfhn6B03b6F/+ru/TvdY1q1bx98X5F4QZNC/QPO8rq4uHWww45INUI/f8pa30Oc//3n63Oc+d1mUkEFDft/73kc7duzg2RZQkcGsFdlj9HoPLkjVBwcHWbdny5Yt/AUXgx7fGxZgNGZzzsdqpcoNt2Uo1UIQEQwqpqW2rU0v3mhiI4UvGQhSyTiZTNbCrpG735qpJGwykXXBQqpMZVloOKPclAwF2bgLysNKe0qCsvEj5F59XdEZGfW1+hY+fF17OABicfdhkC4SYtFKV8eW4nI0iST5zrzE0josfMjDsxpVGswWFVpUxVBc/oXlgZbvTDPw4KkzC5FNs0VQ2F6G8tmCdMwQ5fKR6eV91SIstXTWs3i9oDl2GRY73C+efT/n9xQPmsikSEU4mS6rxjxT/PdsxQgeeC5AvBFZbU4E7ALfhZQ8EA9M01tv2ETf+of/H7OuMFWPwILXxYZXDCQoj2HBnpyc5JITZkgwjY91yuPxMNX4woUL9OY3v5kzhq9+9auXTWL/ne98J01MTNBf/uVf8hAl1s8nn3wyp8l/VQaXYh8yJlvxxeFx6K8oFXlTJ3xdIHMpQgwQlWpxAND84qluiFNWNwr+GxHt/R8RvIMFqcGe+/Vh149GuTjwV1yJ9tr0LhDT29j9kt1NrtbVeWmgWOS9Rx+jyk13KWrGa4Hn+FPCjh3soxSQOYaGOllOJpHS/sIgLIJ49rVjttmpYv1N5GxdQ7HADPlOPssrMVwsHYs2sGqAUuh68yuVs5fAXtdG9uvfnc5I0avAxDoozvDuAXVYrjmu9HVBVkGAwuZi7rFKYCopsMzufYCNz7ChQVbAGn7FkOodQbhULrAITx7PGzSwuUNPymKzF89YUh9DIjBD9127gb7zf/+eM5bq6mouw8tWJ0wmlnCprKzkioo4jY9FHRkCKi5476AAf/zjH7/s3i0IaOUqg83r4FIImFdBfwULOGQU1KiHWkylO6Dny1wKQToDgLoypFCi8LnwT5Olso7nB7TYyXJwkTEAi1waJtdiyLWol5AAY0kMimIPJNh/jHftWLisC4SbOOqZpOC5vVS9/S2a6MRKMHvoET6XbJ0qvB5UAHAIZlOQozlHgQsHuBSC4D0nRzPX0AdtuXrHW+bKmF17+MDibG+Ee+gKfZWKC6HECX2UjtB/Argc8+x/kl3RNSRfjsN1ievRuVBQ9lUKnjoPF5diyRtY9vyUrDVN6Yl/nq1REFxANmDbZLDC8mncQRJHptQrBJYhYUByQhisLvJqlPDP0JuvWUvf/dY3OLBALyxfYJGDzWbjzAAHJF4QVJYtW8aZw8KFC5nd+l//9V/8nFcb5l1wkROJRNTHYCSCCuQV1IpImimZx91BzYmZ+cLWCuzQane/lWZf+TkzqoIDp8l/5DeUNNvIUtnI5QhbwxJFFy2CC0vNp/6edo1ce5MuwoE5PZDpYZrB3I/NwVpt1dvvK0tgEUptv6GKtbewxlrBc2SzqbngDRoqaM7oAaHsAel8Vp6WK2NK3UMvnqLZff/LixE+f1akLoOPjbQXJFgmlA5stBSfK5NasmeextmTRW2/TLRVhoq3WuBanXn5f5jMkEEpR1ZZpE+CwcxkSnnBVldATQNlsSz7irnA0q54I5GMBumNO1fT9779TS6FIRtRE1ik6Ovro/vuu4/e9a53MeUY7xUB5oknnuCB76sR8y64SIGFrbe3l2uU+FLxJUC+Wq0yssUsdT/RBr6g9KC2gslisZG7YwsfoiAgfE6Sp58XMhoM4qFXk+dmM8O8LPUZCIyw8rlG4n1DsBLMHjTWY/4ZCqJPEw3zuSIAlexRnyr3eI8UNhErBNgX22puFp4rHCAfSAsKWILSmSb4zQjT9W5u4LP2nMoJ8aLg6pTOfi6KHpZJABHcJ8OsnKDq5dBXZJ2xDophYFEFcK3OvvRjVlZQa8yG7xSlMwRDeL0UXOBRFpP0XKQZi/h7xTaoeK3t61bSf37nnziwoG+CfokWevbQ0BDde++9dM8996QDCwAKcLma6fMB8za4IIBAMRT1SjAb0EAD0DxDHVMNPMO9ZK7pI1uDQFXUCj2YrWjES4FdFG4WNkdKDW2GLhyk4IUDZHbVcD8BJaIMphCyhkRMwgh7W9lcFDFhDvMwZ6tQNrFW1GbMqoQGTrH0P/TJHG2ryVJkcl4OUe8kBc7uEeZYdMiIUMNHJqgW6MOkfV3Q2zj9Eu9ek2E/2ep1kpLHIq/PMwlPp/SqlPRcsNCCXp1fUDSPoKMoYNm8XMhiY2FWLE5GQ2z74CwwQ4Vy5MyeH7OVtRzrzVSA2ScEllk+K2wiit3DOE/xOsKwbnQ6M7AUeIvC7wRm6e7tK+gH3/3ndGDZuHGjpsAyMjLCIpS33HILffe739V1dmi+Y94FF1wAkFMQ+yvXXXcdC1CKQHDB4KQaNLQtpbGZcfYlYRZXcwc5FmZqhymqMYfm/CvKBWFoU1CYRW05cP4Azex5gBdMNOqdHduYuQTaKGZsshlheoE1vI48Sm7M9uRRvEVAkw7GQSgw2HOEmTooteB8iy0E4fE+NvziHo6ON57gwJkorbex9R7+/9BwF4V6j7DPjr25g+wtpfRo0HO5/JmLqBSMLBQlQHvDooIPzfkn0epXImCJnlXVpjs5m4lMCEORrGLhriX3yl3pxyFzmNnzE7LXL8m7eUjmKRWKgQVx0b6glc+/+FtNkNlsyx9Y8r3JlEfSnZs70oEFQ9laA8vY2BgrG2Nz/P3vf1/R7MvVhHkXXMAXx5cK6h5KYdlfqharY5vFRBXLdxGtFGrwocHT5Nn/INflUbtFWaTorAdmHUowHEvDZFGsroxp7eot96RvsmDPYaakit7lQumsDIElFmFxyMoNd7IOmRLgPHh4r20tvz/4k/s7X0zLcUCuPftcA/3HuWGKkt7lZs2opkfXtXFPC6ZYs+g/uWq4L8T+QGp6NHoLVypE3DfNdGMwz4oP/OYKOgqBZU2G2ZYIbAoczSv4EEkCUImGDA0TL6aHyNm8rIgun4xyd8hH5tkRSlrsZGkQsixFfc94jBLos+YNLPKvhw3b7Rvb6Uf/8R3e3GJTu2nTJk2BZXJykunGKKX98Ic/LKjifrVi3r3jnp4eWr58OS1ZIt/c1uJGacti5zgXrecDwIQu6uwYgLRWNbJ/ulwPAY50ibAO0/VYYMH0Ujm4iMylYu2NfERnRijuvcQ3brBrD1mifopXNZNjsbYbQQrQdv2nnqcqxRpeucD3Zm9YzAc/p29a6ClFQ2SpbiR780oK9h7h54ckSjnATX0dFJ+zIZqnzfVoRPmWBeRcvpPLhoVPLKGz5H7he0GwNO7hxZQNvRQoSeQoK4905xGwzCPzA5fLdTczZXj6+f8ms8OlWvAVGyjM7iQcVZwBS95R0d+Fzlh8doy9h5RuWhBYbl2/mH78/X/jyXlMtMNMS8v9hA3yfffdxwPeP/3pT5kx9nrEvAsukCgQZan1cKMUM5d8yBBWBF342JNkozgloHfUsY0srur03EQiWPqkP+uLlbjwmW0uiiXiTMkldolMMrUSfZoEl8sEppTawb/w5EWKXDzJtF09MyKpptjswYcp7plkGqu5ppniQU/6M9YLmNvwn32ZKiSssHJA6NGI8i0BnqVhO2goIC/ZKNvj46VRz8ylQI+KbYlHz5O1uokoGmKzMDVAcIiMXSA7e8ibVf/uzN6fstSQWskjIbB4mPgAtQApil2XCIb4XXz+BQOLdEAy6KGb17XRA//9Pc5YsIHVmrFAkgqBpbW1lc25WH7qdYp5F1yUuFGqLYtZFV4j2HHV7Pq99AUOrSeu37qqhJKYDhpl0PYSlJG1M6w4MEnUlTlTaFrKBxD1jFOo9ygPREJ6Ht4nGZ4iMggOnKC4b4bZWuUoUXEP5/DD5F5xLU/fA4JTYBcFZ0b5cwEjzVLdVNLrRy4NUqjvOFVuuJ2SKjchpYB7NNvfPOcP1P0qBc6+zIKc0KNLKzXIWAiXgny0Zg4sMAmra+NB1+h0QNXQIyT7owgsbfKBRZj4zzOoGArQzL6fMaOMZ2GUUK9Ti3086BOCkcmsatCVXzfVY8G8TNFrKP16Xrpx9UL6+Q/+Ix1YkLFo6Y94vV76vd/7PZZ++fWvf53RK349Yt4Fl2LQkrnYNdzM8AmfG7yLME02EfGTfXq4sElVEZhsQuZSElBiKDDQaatuIlvKCA1S9aELh3gCG9RT97JtXB6Rwte5l8xOF1WuKz7VrwXsw3LwN1S5+W6yugXWH4DFlsuTiwT/D8jQh868yGsg2FlcL1exe4TCAAZJq7a+UZhcL2EuKRfKryH2B1p9HREOBLyxHi6f4dqFbzveq9m9oHgJTWNDH+XSyFgvzzyJcj4gXCjlqYFJhlIaAmLe3TteV2YBxvU2u+8XHFiQZeC5lH6Hc4HFpDmw4JqBLp0Slh0Cy3UrG+mXP/o+l8Lw/WgNLFAO+f3f/33WEXvooYdy1Nlfj5h3waXYjkNTz8Va2k4R5aWKVddQoP8ET64HumBpW0H2hauEm0jFTpvFF0s0DMNNq1SjDBRhsTyEWnSw9xhLqPDw3MJVFBk7z832cknxQ7/Mf+p3TDMu1Pjm7KuxnQ/+Pc8k+c+9QhSLcFnHAWfQAmW+wIVDRLEwVaWsl4VdtZ5+Ltqfy968jA8gNNjJ5wahU+5B4TpqXcPZjbaMLav5DnWF4XNka+rI8LtnxJWVxZKJCKsdFCwLYQrenFmSA2HAs/9XKfKGWSIiWXyxxnlzYDGbyVaT389dbj5FGlgEKPgcIyG6ZnkDPfiTH6SZqdDa0hJYwG59xzvewf//yCOPqFIPuZox74JLOTIXlx07KNwM2hupKNvgkhU1u1iksv8YeV7FdLeNA40Dw11FbiSL3UWJUt0oeUeovuSDxRkUUaJd/Hn4Ol/knWZ47DzFQ15ytm/RlYcPwUWU53h+RWUPB0ysyuob5phyfccEPa2KGl74EDRF+DpfYqdHV6qvI7zZXKUHrWCVAs+ELs9lcQnnXb31DRkW2wFYbLurWE9NKnaq4OQy/d8n+sjWsjyn3wYDLrOzeP0f1wPMzIpeByjvSc4Rw7Xe/f+bS9MuIiLJrxnwopEozMukSrv5Xzfzr9l0Y74vitDE0WNZtriFfvPADzljwe9pDSwYi4DRFwLMU089xfIwBq7w4KKUzgssqK6iZDjMfu5awfx8yaAXi1R2bOMDCI2cY4oqJDFsC9rySqTj56UahglqASU9BQdaCBWiTAU3RC5J9Rxknr/J5hL6NCUoAWOHHv3/t3cecFKV1/s/u7O9sDQB6QuoCIoC1mCKJZoYk59/S2y/EBJNjNEY4y+amFgSC7EisaBirFFQsAuKjV4EAQtKld6Wur2X+X++Z/bO3h2m3Jm5y84u7/P5XGXbzJ2Ze9/nPec85zmFO1yRGeugqUYrF3W03b5G6kt2a9HYW18t6b2GNJku+l9gUrO6VFzgcdwcmWxb/PwjthvHbFfvWu9ToKVmNro5Hx/WqdoiUB16tXuTL2IJRUwRrhk+eyTkTtJ1pN4sBVhNyR4pW/Zu8P4fb50keTLCqrQQQ0gDlj1OUklNLyJoH4tGVKHJhejoxH6d5d0p/9V5LLx/I0aMiIlYsKJi1j2N3h999JG/0dugDafFAATjVDt+WOeO4t1aIxIXuaSFjRYw/rPM/6wJg0QY1DcyB57oXyBQeuGRFD/i35UTjVGHCUxJ1Zbs8QsCuFl19nkEQYAduBZzfv4UlYtgQUvvPURKl65TwmG3i0V8WVGBeoP5vaMaRCo3falRTzrKrYA6U5TP6pqxpW9TFPrn6Vj/dB/ol3Az2pk/0AFiDKXLC6xFeH32Jns2Syqd82EjDm/YRb6uaLfPcn/3JgcvpEGvn5qiXVL2+Xua9gt276pPZwhDSiIIJZYk333CZ+XgifW/oRok1W4/RJQMsRzdJVWef2K8Rix8FsOHD4+JWHAJGTNmjI7/mDlzpnTq5L71UltHwpFLJFgXQjTk0uOwLuLdUB7nEzePXMKBXoK8RhsR+kaQN/O3ydmd1M7FjVHHbqR8fO7KB+7IWYhTjzvbf0NWblgqlZgcIgjIHy4pByxwTSj7ZqavX6ixF8RtYCNSsvQtVYNZvl/YkYDa4l1SvnqBRhp4gxE9ZvQ/XipWzZWKipLGOtkR6oTcak2bYVRWgeD1dbDUi3W1UrFytlQ0jhpI6z5I0noMUI837HMiEkuYl1tXXqyTNtN7NtbdnLw1an1fKeVfQCxh3s8Qiz0z6L0lBZKU2UVS8g7zzSByUpvheWsZa7wjeINkCLt9aozHdMuQxx64Wwd1kY5k/gpd9Pw/GmUXatUrr7xSPQ8hFh2lbtD2yYUbiAuKD9jpBdGrWxdpqGX+Q+zQi7gh+gUdu/e8ky/Qf5PGKfl8mvZ5EN3gGRbKWiUiXCgnQC5JDRFm1CAIGGITBGz6QqpWzdWblTSI3U+qZPl7WneKOFskHnPLZe9K7ojzxBPELYFdvbWzZxdeX12mqb2cY89qqpNt+kJKNjDMLUtSOveWjN6WRX8kuEVGsX1wySmpkjPsh/6vKzf7htJR60CMEalG4qmvkQbvga+BRZ3u/fQePoJ2+lohu9rdG5S8wxG1z0rfc0D6raGmRpKyuzYpF502FkOmYTrvfem65o+DHPr4ntky481X1F0dd2OGepHOwlRy5cqVOqMFVxAOfh7qNbGpZdY9U3BnzZol3bqFFh8c6mhz5BKLYgzdOemTeKE3ShzQUbYjf6bWGJmDR0nFqvlSvmqu7kR1Znp3ctZOFzEXagCeVGmI4n1UQQC1D9JRLNTbV6r7MEZ/dSW7JWfYjyStc3Qd4E5Ri8/ayjnS4cQLHJlb6iCt6uZecFonGzBCD1Czh2Fub+njYbhpT1+2GKKoFYaDNdem/uOnHIkwGjxpB0S7KPJ0gmWP6DYDbJIgJEnNcNRPYj+/+ooiaaiplqQUj6Tkdm02iiA5OXyNj8gZy/30kJYujSRlS8ORaju2e6afWBhBTI2FrvmOHTvqbBVqJ9i1cGCNz/oCyRDRsHbYsyXMuv/ss89k9uzZ6mps0IbIxcmNF61ijLDV6yifG52jcSzQInldteahrbkivpnpy6Vk/iTJyMkR6ZwvaX2Ghk8TuBC5cNPHOkZNBQGNdvUsWkVzX5TafZulasuX2lCYdeQpro0Grtm3Tao2fxmdc4DOCgv/2nRQ2GGNw9zKCqX0yw90UmhqTidJw7AzrjpN/GkxRw8Xxs3iANgt94v3iLe6LGrLfVJhSizJSeKJkogxoPQRS4o2LDd/YArxKWGJhTYAjTTDRUpqt5/iJ5ZjuqXLR29Pka+++qoZsdhBBqRXr1566AC2wkKdIbV69Wr9G7zB6H8hwlmyZIlGLPyuQRsjFyeIpkufi4ULhb4ChiMxf8TpUK4DUBLd/IqQ5xSQdvDNTD9BpNFhmPneTpRnLp1M3OC9RDqcO/wn+nVd6V51oFZBgHgl64hTYx6H7FedDT83ys+saRKl0/qG352htkrKvp4l5eWFGgGpmMOtnhklF3EPdU4jct+QLf+QsNpK9d6KBnbrexo0URhGRmMnPLNYakMQiz64l5RE8OfVVNgOtTWKbLeP0CBVz3VI1xT5+J2pWmNBMoy1VCSfL+5FNqMcpM7ouv/kk090Dsu+ffvUiPK5555Tt2OI6lCy0I8WbfKdcRq5oOjAYZkLMqvfMZJ97Fk64IhcNUV2hnRFk+pqSMlwp+s7wnMyO6XjaZdL3kkXKBGiPCv+9DUpXzmnSVHj2gLlVi9I079JdzBtk9fQ4cTzpWbfFrVjL/58upo9OgWNkfUVhao6i3ozoDd9jPWN1AztQ+H8c0acp7WmutI9SnTxpkZ9JOVi5OL0QmjkFt5/Xk96o8tw6F8O4vdV0Wh9758C6eC5vT6vNyUWTwhisbICQSIX/q6ucGdjjcXB+8bnU18ngzt7ZOa0N5RY6EFxQiyB4DVa9Reim0WLFsnNN9+sAwvPPPNMTbO1JObOnavOyviUcQ5vvfVWs58Tmd9+++06LhlnAEYor1u3ThIFCRe5OLKid1BzwY4BYqFbdtSoUSLeV3wRwqATRTgaR9xCNMxFwbwyYvMazYtuuO1GsaMOpTwjKmC+SMaAEfGlb9zq3wjxmqgn5fgFAbVSuelzKYMkK8skrSeCgID+FHtjZFYH/7yYmBBNyigEuGa0u76+Tkc8F82frLUz3xC3GCJKtyMXbzR1kn2q9GNgV1gEnB91GSncJsLwOrv1kRNu8TaIV1NhaZKS2zncLx4QBVjEkqrycodvWl2NDOreQWZOe12HDVZUVMRELL5T8srdd98tkydP1lTY0UcfLaeccor2tpAua2m34/Lyck3H/frXv5YLLvCJguy4//77NaJ64YUXJD8/X2677TY555xzNH2XCPYzCUcubkQuhK80SJEXPfLIIzU1lhxhxK3P/+ktbbRMyesmmf2OO2DhYOfEri+efpl4FnS78qwEkklNk7IvPtAVBoPEjL7HxGEjEh+SHOTXSFc0EwTsWK2CAG9FkXjyGgehJSdr7YNaCJYviRSUZ/Y9Vg9AmoaNCRsOT25XFQM4S/25Pc/F66hmxWyV5Kw8h+rEpAC/r3KRrE6S2sz6vvnvBQPD7hhfwaYoM7DJNQJiIRbqQUce3knmffC2LrAszhBLLM7EEMt9990nzzzzjMqNIRY7Dobb8Y9//GM9Qp3f+PHj5dZbb1UXZvDiiy9K9+7dNcK59FKfW3drIiHJRW0cwuzuw5HLli1bZM2aNXoxQC78no9cvI79n7QJ8tOpIuy28rr7VEQQCufl0NOrpaMFzofhXClDT9fdISm+ijULfLPtc7uotBTPqoipBJcil1CTBMMKAnoP0UNNK3EzXr9E6000DKZGsgFpwbSYE7CDzxt1mb8XSMf91lWrDU1G/vDQ5qY65vjgTaKs2bNFr5XknFTn70ZSky2LuhqH8vsK1ztTtl+8tTVq1JrkSMLvdUAs3rCR2aAODTJvxjtKLGVlZXLCCSfETCwPP/ywPPbYY1pvYRJlomHjxo1SUFCgqTALOAScfPLJmr4z5BIjSIsFFvQhEEhlx44duluhY9ZPLMnJiFuiS0WddkWTimj5dP13bVGBK+SSHma+jFPoDPNGexMIJKPXYD387sL4Va1bortV8tU636IFhmf5EUdTpzoENM7Vqa96Rfs5aNysL92n5Jd5xCnN3JSdQFMsLnmLRXyujJwmMUBdnVSsniNl38ySlPQsSet9jKT1GGgjeffSYr4NmDf0kLA9mzWaos5RR63LccSU1NQ9H9ZIMvjjMReJ2iQD+DzZec582bwOIhZvaGIZkFMn82a8q/UQivDxRCyQykMPPaReYXTwJyIKCgr0/0QqdvC19bPWRpskl8DIhcI9xTUUIaeeeqrmG+3EwkXqSYpN76MqolMu0n8XzX1BZ9oz3IoUjtUhHi0433iDatyVvUFs94NZuTBbpGrT55Kc2UHTIuys/VMmXVuAXXqcJN9cndzGkQG+8c6fSdWGZVJfWymZ/YZrQflgQm1/wow4sIMxwLgHBDY7onRKyevhs6F3y/NMo85glvtY5m/U6Zj2a9RxupSGy6pKSfL4bFlCI0hTZuleSa4sFsnKk+ScTj4BjKNrzOsgFRbMEblK8rNrZcGH01Q6zLAuIpZYZqnwvk2cOFHGjh0r77//vpx0ks/PzuAQS4uxQAMKdhTuUUtwMdiL/Rax6L/xMYz3vNKydIfKDVO1faWmoagj4CYczfyJOje664lcHLgrq5VL4xArCrOMGy6e/4okp2eIp+PhMbkrtygCPnffeOfvN5lWbvrCJwioKtVxyRm9Qufy3XJFpi/FG6MU3Gp2tGofpZ+/L8kZWerVRlSZ0XeYpOSEKXRHJJekA4ll13rx5B4mKdlN0R7vBIPjnIDG2pQMiKWpyTEYAtd/K2JpyO7SZH6pHfqRlxn80aKusdRWSf/MGln40XQllqKiIo1YYiUW+lnuuOMOmTZtmnznO75ZPImKHo0NnNjXoBazwNc4PCcCEpJcIgFyQV6IfQMGdEj1KNwDi1i4QO0XKZFLvMuotVaRXsrsO0wPLUwXrJPKDcuUwaghMOgq3A3iRlaEyKOefHgUIEWS22ghwo1JL0r1ni1SOO9lFTFg5RGz8sythTyMwgvTSupfHL460xopX7NAJbLqZzZgeEiTxLigdZL4gUore/B3VHRB9Es6p2zlbPGWF2qdjKmPWO47XVy59uhYbzpNr9TuXCspHQ9XpV3zX3Z24WmtpLpSUqKc7+Mjllq9Lj02V2WfHUuk0cTV4q0ul1RENGGtZJrXZfpl1Miij6drOpzGRyKWWFRSPC6z7v/617/K22+/Ld/7XssMzXMTqMMgGGpCFpmUlJTI4sWL5ZprrpFEQJslFwp2RCw0OvXp08efBuPiDNbYxKjj+KslDSGt6zl89Y7NqnZikdSi+uFHBLEhd8F0ksFb5YUx/z2LQPbg06S+vFCyB39XqgvW+5VnpKXUgTcq5ZlL5OKwKc1XZzpaD38X//rPtMmPlGHWEaf4rEASDbYOfbUDOv5Hzea6VK5brDUc0pe4P4d3aWhqx1Wy3blO0jr3VoPOA3+1TpIi3O4QBEX8A4aMRQCpMG9dnSSnZ4onsDYWwZFAU2H7t6vowHnEUi190irl00/el7Vr1+omMx5imTp1qtx4443y2muvyRlnnCGJgrKyMvn222+bFfFRwWJJ07dvX7nhhhtUKn3EEUf4pchstM8//3xJBCQkuUTavdBxb6lBeKMD6yvBEOcwysYnD/9jX72jv38iHqqz8hWf6M1AMyR25rpYuKDQ0pqLC+7KluVG1sCReljKMxo2sanx5HXXiZVBSdIO12rnSTFHBVb/BrtvRjszYweXA2buqNovERAiCvLPdWlE1fbVPpeG1AxJ6dTD9xqsOpntsXi/rM8s7bC+ar0TDB5vXdi3trZkrzSoHQxjgtc6fjn4k5EK0zRrMNGFbviCXzdWjcXT6XCpK3JQhPb6/qZ3aoUsmTVDiYW2A1JhsfZ1INu99tpr5dVXX5Uf/chH9ImCpUuXyumnn+7/GgIEv/zlLzWFR0Mncuvf/va3mhI87bTTZMaMGQnR45Kw5BIKKMQo3EMsNEc6JRbgiUYuFgpRRhyozjisXWE5kx/L9qs3E/USJwaMocBC44osOmBOzQHKs31bVcRQsWahJOd0lLSuoZRnB0eZ5QTUMHKOO1uqd68Xb1WZFM17yWel0/FwyRhwgjuz61vYW8z6DABqq5Kl72jNxJPTyf8a1C3ATyz9w0YcGFcmh3heRB8698Y/JtgZ6J3xJHmCRyz2tFiYzntqLPi5OfJba6iTnikVsnjme9qJjtEkG0zqrbGA2goL80svvaR2LomGH/zgB2Hrhqx3d955px6JiDZDLhTumXVNsY5U2IYNG/wTKSMRC0h1g1ziWEBJNeUMPUN31QyxorCOQ6wnu7O69Ea9s1Ypcvxpn6Qwc2o0EmMAV9e+zZVnm7+Q5Ixc7VKnTuPbUScOuVhISvJIjqU6q63WuhhWOhAoxeqMqEYetJ7lPoqtjqf6ZrQjDy5bMVP7TyB4PhMEA05MQoMV9OuKdmo/SnqjulDP0Okmqr7BJ07IDKjvHGC5H77z3kdA4cmF/q2OGcny2az39N4nexEPsbDD/9WvfiXPPvus/L//55ORGxwC5BJIFBTrIBZUERALhSvIhmYp5ilgMheZXFw4MRdqJaQtkj0eyT76u/o1O0Ycf9mdqsR5wEhHUx+TkbS60YyZGn7CZmjlWYlPebYAO5RM3cWiRovVoLJl4G3WF5R91Hf04PVWbv1Gyr7+RFM6RDpY/0RM/blxRhq5JMV1/XQY6dtl15buk+o9mx0RS2ZyvdQEPK/2bdXX+2XrTSfpwLevcIdK4cMRiz8tZivoB5Mbh4pu/KdTVyM9kstk6ReLte6AIioeYqHjfvTo0fLUU0/Jz3/uI22DQ4Rc7LCG+aAGo4hFtIKZHM1Nli026TLmL1hEE2xsaWp9hVRtWi7pfYbF3kyIRT3NYfE0I5KGsvU56Hx4is+NN1HV1hVSu3+nr1bQf3hIoz/fH7gzjdKJpDkQLCq5wxqnVdZUSuny9zT9RHqEnXZ6PMoztxDidVH3yuo3TA9N/e3ZJOXrPvXN1snI0eFbyMtbpOnURct91manrrzZ6alSbRsWRj0QtVlQn7EI51e7f0dT1BsJtmFhSixFB8qN1ck4hHCBa7NTzV55981JOvlx9+7dSixZWVkxm0Fedtll6sl1xRVXtN5E0kMACUsu3PQU7LZu3apEAmlYaTAuCOotHJAOkQwXHb+PoRxDfiAa/m+NQv5wyvOy6NPFcusDj8um4jqpze2lC6CjG6QRzAyP17hSZ6iEkNuy0Gfmj5TMfDaPdVK9fbVUrFuku7qMfsMOtBRxQxigNZf4nJ6JXNJ7HSUZ+cdLWtd+mvYr+5zZ7w3qh5bR/zhJiSDPbhEEFsBDpf665eth2dFXrJkvlRtpOs31SYNdHXfgYvpQbVWcvad7y2okOTurGTmkdYl+JknN3q16PaZ06i71Vc2HsQUDUQlDwJBdU7QP2seiA748QYmla8N+ef3l/2jEwr3NxEg2lWwmoyWYhQsXaqTywAMPaErMEMshSC6QCP0rFO5xIaV4bycW+0XBv/HU4Rg0aJD+DURDXpZRpBAQlgiQU25Ottzxx6uUrPAgu/X+x2TN7gopS+ssaf1R46Q7K6IfBONKCAwjSg5u0JqC9dqAx3KinmLUCtyIXDwML4tfGABJJzVGdc2UZ9tXS/naReKtmeXzPIukPHPLpblRJh4tsDph1AGoryqTyrULpWrbN1q/4WsnKcuw0GvYpdQb71WSs2vAm0RdMllq923XyCQ1xMTQcPWW2n3b9HNO7dTDl0p14jpNL059vToyh2qQ1Ps6QNwCsRzmLZRlcz/UDSZAFYY6CnKhoA+5WKOJuf/DkQXTIy+66CK555575OqrrzbEcqiSCxcPqS5M2LC1dqoI42e5ubl6DBw4UC9EiGbz5s1KNKTLGGuKKGDo0KHy5gtP6N8x2vSWsQ/LinWFUpzcQdLzTwg67jYpLd0dhZYjIz/760rWVA2H5R1W+MnTWt+o3r5K0noeFfOCxa6cWfNxw5OiaY/A825mTqnKs898yrPsji3veRYn90IkOcPOFuikaMErUvbVh/r5ezLzfKMO8rrHcE5ueouhFnPYcFlfq3UStQAK5yahhJUclFgYi+3/28ahXBGft66mcZQy/mohzlWjm5Rm59qloVCWz/MRC6lxiIV0OJtF+tpYH5Ahs1bQ+wEsoglMjbNRpfeDPpDrrrvOEMuhTC4U7nXuvdcb1MrFKYh4SI9xcXLBYWYJ2dCYxPxsfsbRv39/mTzx3/o3FAv/ds+DsnTVbin0Zklq/kh/0TI5Ldsdcolj/KPlHebJ6ayeZ/Wle3UQl7emSlK79paM3sdEtVjjWivl8XtdkSppqA/tGHCA8qw4uPLMTbipX9OGxxN9zWkNdbVSvnKWlJfs1YbFjD7HSmq3fIfXp/NUVuSHolYR+bFwRqYDHq+xiDZFjdmBA1JhqenNDCyV2CJsaHSGTHmhNuSGfW9saTEllrr9snzuB7Jt2zYlF2osEIsdpLvJSHCw8cRTzIpoGBDGZhKLKCZHXnXVVdoTQp+IIZZDnFy4WOzGlLGOEqVzl76Y3r17a8qMC4tOVgwuIRmrTkMeF5KxLtZnHnlA/57GpNvGPiQLVm6RffXp4vVkqm1K/HCpEN9QJykde0hu45wNemjKVs/T3g6dSeNgmJVVR4r/fJA0O5dGp+YdJqkn2JVni1V5hpULDZwYgyaW8qwJySmpTWKGhgap2rBUytcuVKJJ6zZAZwSFLFDHqRZrBtJSES6l6j2bfKm8pGTxhBvW1XSCzc6vZu8WTQdzPR3we2FGB9RDLMUF+l5Fun81xZaSonXGzrX7Zfm8D2Tnzp2aug5GLIHg8dk4clCDJWMBySAz5v90rRPpQDrY5xuCOYTJ5corr1RlCKHsz372M53LEu0Fwa4Hz6HBgwfr39tBByvKMw6KhBbRENFwIVtEQ3Tz6P136d8gff7rP++RDz/9VCp3fyvJfY+PLS2iN5MLe2oWcxxnbZkJopncoac3mVRih1K2X3esmQNGBu2lUZJyYXQzufhYhQE+5Vmj51lNpeyf9Zwuisme1Ebl2XBJjWCi2OIIQZy+6aYn+Yag0Vm/c60UL3hFyRb7HB2AZq/luUguuiiHWLh9zsib1GMMxWFNNfPuIz+vPSKxZsGk5B0WVdRkEUtq135Ss9PB2F2iJa9Ip9q98vm8D5VYSGVbqbBoQcaCznYmNf7hD3/QWffvvvuuDv8aM2aMWuofTNTX18s//vEPbdbEDh+y4zwY9NWeiS4hyYWiGz4/b7zxhprJsXth2hpHv37hXVO5qditMNeFwj3ptXBg5gORDQdhNKE1RIM6BR29RTRc5I/cd4/+DYT0wL8nyDvzp8uuKo9Iz2Mij45tfpYSL5I94UmBXX/2UaP8C3bV5hVSV7xTc+4QjZXq04jDDQt4cuYuPI4qz7r1l9zh5+rr8ynP3pPk+mpJ6thTazTOPc9cTIw5TDVmHH6kHqCueJeUfv6eLtYpGVmSMejkoE7GsUJVh0FSU0osBTgjd2my3A+S7gr+oL60HbNgiMRScruG/r0gxGYnFscLp7dBOtbsleVzZ+jiaxELtdNYwMaUjnukxijD2ACwmJOxIBtxsHHffffJE088oeOIqfVi64JaDRHC9ddfL+0VSV7XfMndB6fGLubNN99UokGjPmzYMD/RWKku+w6B0JewGKdQdjCxgjAaewmIhv9DQpAMZEMazXpe0iKPT3xWXpkxX3ZUini7DY6Yfy/57G3pcKJvNGmsKPtmpmT0GRbRFj0QqHCqtn4ttfu3+4Y5dTxcF4PcY5sm2sUCpjFCBNmDfYQWD8qXvyvZI3wpMwuWC3LVpi8bp212jqg82z/zGel8xpXiBrBf6XDCz2L+e51WueITqd2/VV0Z6AdSeXkULsiBqC74Vsq/+qhZZOGz3N8gng5dmw1Yq969SaXHkaT32tS7baVKs8P1WBEZN1SWSqpttk4wYqnasUZNXUOBDUTq/g2ydvlC3dih8oRYuMdiAeIcRgP/9Kc/1V6WWFPqbuK8887zpdufecb/vQsvvFA3r0Qz7RUJGblY4AIlhMRY7ve//70u8hbR4AZKyssiGlJdv/vd7+Smm25STx5UZvGAgiGW1hyQFsoUiAanAJQo9tTZH353lR4QzX8nvyrPvP6+bK8QqesyUNJ6BFv83Ki5xFYrIVLJzB+uB2mVwlnP6Q639IsZvqjAsR1KkJ29Sy7EDKUO54LsV56tX9KkPOuW76t1NIswEmffpNMqT/wfqVi7SLKOPFWvlYq1C6Ri1Tx/42bUqr+AtJgvYvlWR3MHWu576qsjFuD1fS3cKUnpOeGbd4PYuviIZdeBEUuYj4Drr0P1bvl86Xy9t+MlFlLhP/nJT9SAMlGIBTAbhiFk1HepCVEHnj9/vowbN07aMxKaXOzggkVmiNHcb37zG7WEeeedd+T111/XsJObFfkxi32wDv14YJEJB8+DUACi4SKxzguioaD4yysu0wO8PW26/Pv512RLaYPUdOwn6b2wUHdn/K723MRZK6HobI3o1V6aXRuk5Iv39fzYbaZ2G+B8V+1JibsZ0ylCKs+YtulXniXmeFqr3sLClzPYZwEEKrd+LcULXlV34ZTOvSUTh4AIUt8ktWmxLFS8Wt9I6dwzaC8OxpWeMOk4q0ZDNJvixHK/wesXLYRPhXlDE0vlLvl87gy9n0hlURuJlVjIcEAs1FomTJiQMMQCSO3T6M1m2JqiS+qftF17RpshFzusDn3yqJDJ7Nmz9cKqrq6Wc889V6XMRDMIAqi7uHmh8Vh0/nNwsZDDhWi+/vprvUHtNjT/c95P9ACz58yVe594QTYU1al8OF4bGZ1E6XD0ruNemh6D9OB11O3f1jiXpl6jgvReg8PuqrVPwaUMa7QDqYMrzyZJQ3WlpnmC9SxFDdd8K4O/tsw+x+hhSX+Ll7yh1weChswBwfuufAX9JD+xEHUGm+Xie9rQQgKNWAq+1QiWtBkpvMivox4VR+iIJUxDJuedW1kgy2a/r5tEi1ioQcQC2ge4/+mLe/rpp13fXMaLKVOm6DCySZMmac2FvhxmsZCVwT6/vaJNkosFIodf/OIX8uKLL/qdTenQf++99zSi4YKDhFCcQTQnnniiqxceRGPZ0GCoidaeCx2/M8QBFtFARD/4/vf0AAsWLFCiWbO7Uiqzumt/R7QWIzrPpdYFcgnSEc8iQdGcA9QV727qpencK2TjozeO/p1mzx9Hes2uPNs/50VfQd3r9VnV549sNlM+UZHWtY+kdb1E/11XUSSlGk02iAcrnfwR/pRVg75PSVK9c63+TahZLgrlluDd8TW7qdEwFrmj1JcXORrYpsThrZcGJZYQ1j5BHJEhlpyKAlk+533dzSO+iYdYSKdRX6EWy4yTRCMWQKqe6OXSSy/Vr5FDI1r417/+ZcglUXHcccepqSUduxZQdeEfxIF8+IMPPlCioYBGgZ8LEaI59dRT/b5jboCbiyiKg7xqaWmpEg3yZqIay+8MwiEH+2DXrqqM4XzHPvasrC4ok9LUjpKWP/LAoVDBni81XYc7HQzQ42AV/GmKY7RwQ2WJ7qpJP/mltolT4lAke1K00RToSOEVH4lUlUpSVief3X7jrJ2DiiiL93iz5Z18of6bHquqlbOlqqJIGtJ9SqraPZslvedRUU+PDFX8V4diB3Ufmokp6Kf3PDJs5739sSCW7PKdsmz2e0os1CDILHDPxALSadzPTGKkMO7m/ewmKioqDsieQIKk2NszEvPTiAJ2YgkE3kNENBzIED/++GMVA1x++eV6IXJh8jMmuMUrALCDm43cMQeKNtRrEA1KFjqHrefixuJ3Xn9upH5N09jfxo6TL9WGJkfS1IYmeJojOTVT6mpdkBBHSQj0zOQM+X6TQmzDUu2l8dmBuGPwiA+WG0i2+W5ph33juICGhjqpWDlXmzVJIzFOmObHRO85YNORdVzTWOSi+S9Lik6fzIj6g/YRy3pfxGIf9KVK5PC7f02FleyV9L7hO+9VKt24qPqJZdZ0vR8sYqFOGQtIR5P6poXglVdeUTVnouKnP/2p1ljoqyMthh0Nxfxf//rX0p6R0FLklgIpq1mzZmlEw5hTCmyk0IhoUJrhPdYSoD9m2bJlKnOGYEjhcXNZYgH781LH+fvYh+SzdTtlf0OWpJDSsS0CSEGrtqzQ+STxoGjBZMk79ZKYTB6bPc6cFyW9z1B13FVLFNI3MU58LFn2rp8I4jqnBZOk46jLw/6OdthvXK6pJU96tqR2H6heaIHvR8myd6TDyNilyBaYgWONWIj/sRZLTcGa8OmwRlQXrFd/LzuxqKoswAWBscWIM0J9dlaNhemR1OHCgWixtmiXpHXtLVnlO2TpJ9O0LkramFaBSD1ooUDUw73KxgxRT6KM9Q2F0tJS9TVD6cp9Ta0F2//bb789oUkxXhyS5GIHCz2ywKlTpyrRsKuCaNgVnXnmmTEPJAo1SZMbgt0LYXFlZaXfHYB6DXlnVGekzuzPy810+9gHZd7Xm2VPXZqk9BshyZl5UrFmnuQ0duTHiqJFUyXvxPPjGrmsj7NgsnQc5VPJIZGu2vqNz0U3Nc2XguoQYB8SBm4t5EXzJ0nH08KTSyCqtq+Rqo3LJCktU+tLPgud1IQkl/I1C6V29wZHkYtFLn65csceQe11mGxJhBTsZ03F+776GMinwwExBUPw8jI8suSjt/VeW7VqVVzEwobsggsu0EWZMcWxznUxaHm0+bRYvCA9RrTCgTZ+0aJF6g5AEQ4lC5p5iObss8+OuSmTEB6FCDsW8sNWKgECwXGAgx2d3e+M7mSrlwZCGn/vnX6SuuehR+TDJZ9Kyc6tUtvraElt9BaLBUmNEuIku49MnEBxlNn/eD1IhxAVVH77mU+R1hc3g9CpTEUrbncymEvTy9f0h4uwpdqi0O2a8swtoNhyGHHylvqJpdPhoUcHaCe/JyyxOE0fUr9JqSqUT+fM8xMLddJYiYVrn1oq9QsiFkMsiY1DPnIJly5hBgREQziLjh6CgWjoAHZqTWHJlCGVcPWhwPSZZUND86bl7gzR8G/r5ub3xj32hLw1Z7na0Hh7Do28cAdJQWUPPT3uOSVOogSfMmmj1Oxcq6SjjYPaZJrkuoOBntO8l6Tjd/837sfRx1r4qq+vo1F5hjzYE0Paz9XI5ZuZUlu0W5IjFLJ536t3rPWpAMPIlUFt0U7xZHVqFg3V11RKffHuZsTC41HMD/2cDZJWtEU+eeMl3RwhvIFYkOjHAmqml1xyiUYuiHRi7YcxOHgw5OKQaIg8LKKhME/KDKIhhRZqUBEFetRi2H5DDrHWh+w2NOSXLRsaCM5uQ/PkM8/Ly+/NkZ0VSVLf7ShHRWoGkGUd9R21I4mXXPJGXRbFrtYrdYU7dBAXkupUZrs01jpcI5f5L0vH065w3f6FWkL1Nx9LbUWpSFaeps6cKs/cJBfk4XWle8P2cSmxQOa11ZLefZAkZ4Tf7VMzQz2W3CjOCEYskcgFYsko2S6LP3xT/4bNFcSCYjIWENXTcMiG68MPP4xZBGBwcGHIJUrwdqH4sow1KU7SFUyBEaJhZ8ZC/9xzz6lSDEVMrBr+QCA8gGBQnll+Z5YYwE5wPP+rU9+QJ1+dJtvKReo654e0FsHvivRVJLuPSGCYVt6pP49ZGEBuvmrLV1LHbHeMDEddHvcQsVhqLqFQsfwdyRpxYM2loa5OKlbP1V4gFTL0HhrWW85VclnxsdSV7Q9JLurHtnOd9sDU7N8hGT0GRXzMmn3bJKVTT33MUMRi1aas9GHgc6YUbpaH77hJ5yRRL6TGSGNzrJur0aNHa1/IJ598EnPkY3DwYcglDvDWUR9Bdcbx1VdfaQ8L/SsoRGiWJMpoCUA06PwhGnZ0dosadnb2xWD6jA9l3DOvyJbSeqnO7aOqLsu6o4zZKYxNDpzXESWKFk1RG5lIxoiRULZ6rqTmHa71DnppPLldJTPQtr4VyMWJgs0322WZVBesC6k8c5NcSr/6WLyVwV1+1c5n+2of0aVmKMlkhEljWajZt1VSOvUSb111SGIJRS48Z3rJdln0/mtKCjRIEmkTeXBNWk3FTtVd1GmQ67KBQ93J3xu0HRhycQm8jVhpX3zxxRpVoAQbNWqUugOQPqOY31J9FCxqiA8souFcLKKheGrf2c5bsFDuefRZ2VhUK5XZPaS+ulLSug+Q1E5N7raxoHjxG5I74icxkYAdDN1KOyzfn2ZqqC6Xys1fSn3pPk3d6VyaEL0/LUsu0avFqravVplzUlqGuh+TPqvcuMxFcvlIvJXFB3zf5yC9VsdIUztRe5dtX0tan2MjPibDweh9CUcs1mvLsEmRtcYCsbw3VSX1bLToROca5F6waoiIW6yZSZAF/w72HGyemHVPTwjEgoGsQdvCIa8WcwvUYcgLM3sGOxoIhmjGmkmD9YxlQ0MzlZtEA3mQLuBgIYFouJEponKT2v3OvjvqOzJj1Hf89jk33jZW1q/ZIpVdB0h6P1u3ffQn4YorsiqVbJY0EEn2kb7zbaitluotK7ToTG9HxoCREXtpeD9cea9jcKBm8bUW4Jp926V4yevqcFCzZ5MOmssYeGKcQgpv0MZFtYNpJJbGb0q9w2ZwPO8iEYtvP+pt9jURy9x3JvuJxV5nRBVpH87HvQHZMDOJ3+f65KBTX9Nx9fU65AtBDb6BhljaJkzk4hIYTsa8hr///e/NIgXeXn5mjQqYN2+e+iBBMkQ0ODm3VETDc5PzJqKBbLixLRsa/m/ZZRD5zJgxQ8Y9/bLsrEyW0tROPhuaIJMrW1p1VrlhmaboLF+zkK+tvk6qtq+UWqYlelJ80yoD5sMXzZ8seaMuic7GPgRKlr4tHU6IX2RgWe7TBEvNBNLCyTlz0ImhB3OFAMai3qpS/9c+2fe65sTS+F4x/MtqogwFaiw1O9bqnJnwA/l8kRHEyTWWVrxN5rz9siq42LBALE7SwVZql2sTsrnrrrs00qbXjM3anDlzVKZv0DZhyOUggreaG4lmTYiGcB9nZYto+HdLEg0yTotoSFUQyUAy1IjIbyM+YCe5fft2ueXuh+SLzXulKCnXRzQRSMMt1Vnlps91mFbaYc4XFd2tF6yVmoINOnoXO5fULn2leOGrcYkM7GjJJsqGuhop/3qmNFQUSVJGruMhYszg8Tb6yymxkArrMdCv9LJAU2vNnq2S3mNAyMeyivf11RWS2fvosM+rz7WLpswjlFhmv/WSCkqIWIYMGRJTpMH1+dFHH8ktt9yitRo2Puecc47eF0T8sSrN4gH3wV/+8hd5//33tccGgQ5CHbITBpFh0mIHESwW7OjIJTOXhvTV22+/rekz5n0PGDDAPyoAhY2bowJ4bqTLHNwkEA29O2vWrNHIhR0ju0eiml69esmLT/gGGZHCwIZm8artPhua/iFsXXCjdcOIL8nj86SK5k+SkyWj52A9tJdmz2bd1TNtk54an1IuXtJ2ifSD7OUgg9zjmzzD/EPEMnMjTNv0RiQW/3OGOX0fsezRVFjDjrUOXkODJEmSEsvMN17UdBYRS6zE4jtFr6bAiLRJ57LZ4d546qmn9GdXXunORFGn4N6kZooSFHIhbQfpGRm0c5jIJUGA/cu7776rREOTGAu8RTTYZbg9/IjIBTsaCqqk5qxeGm5uFgvLhsau7OFn/7h3nMxZsVH21KaJpy+2Lof5ey7YcUeb2gkEfS9M2WSuTLwoXfq2ZAw8Saq2fC3e+mqNZjJsSrnW8Duz0mJOwejo6m0rJSk9S6M5+7RNxgk0VJWGJ5bGWhXqu/Ru+WGIpY8ScGChPujj1dVI/davZNHMGRpR0AN29NFHxyw3Zgm68847dcY8BEMEH/jzg20qSp0UtSdpbIPYYMglAYGM2ZpJw66JG9hycEYYEC/R8PiocCCPwFQcndCQDOkzCI88utW0afc74/fGPvRvmbH4G9lVnSKVVdWSc+SpcUuaq3es1igBG/l4UbJ8unQY4RvWBmg4rNr8pdq44K1Ff49T6bRr5BKHFLl610ap/PZTJd+UTj2krniXChxwOUgO4w2nBpKFBZLevX+z76MUrC9pXryPRC4sF57CLTJ5wgNy7LHHKLFwDaGGjAU83r333itPPvmkpomp1yQCiMJIyzE6mdoPmz1GrTMF18AZDLkkOMj1UmyHaKZPn66RhqU6YyZNtMORCPdZECiU5ueHbvYD9CeQKoNo+Due2yIau88aKYzb77pXZny6QgolU7yHH6MF+Vh2mxSkUZ1FctyNhVzsqK8oUaKprygST04XycwfHlbAkAjkEth0WjjnRUnt3DMssYCGmkp1J07v1j+AWJoiFrtNTLDmSOvnKUXb5KMpz2iUwgYlXmJ5+OGH9aBBkgg9UWBF7DfeeKO2F6Bc++Mf/6gk2J4HfLkJQy5tCIhkF9oAABpfSURBVEQLFD0RA5CPpkPfimjID0eaSWP5nDHMjDkY0YCmOIto7H5nHPZeBWoGz77wkjz/zieyoxwbmiMkrfsgx0TD8CoWQ9JX8aJk2TTpMPK8iL9HJKPuAMW7VZCAxDlQ9ZZo5KLntHy6SG1lxN/zuRPvVhVZKGLx124K1gdttlRiKd4mH0x+WnfxEAvTV/l3LODxHnvsMbnvvvs0DUxEnkjg3qJwv3DhQv/3rr/+eiUZzG0NIsMU9NsQ2E1BJhzIiq2ZNGPGjNFF/bzzzvPPpAmcE0F4j5tArD5nEBc7VA4iFcuGBsko52URDWm0q341Wg/O6bU335IJk96RbWUiNZ36a0QSVhqcTEE//n6ZaIDTsbXgM2GxausKqd2/U5sfaXyM1xqnxeD0faJvyJsUllh8vxe8tmERy3svT9RNCbU6NijxEMvEiRN1zC9p30QjFkBkRmrMDupK3G8GzmDIpY0C8iAnzDFhwgQtPDKThrwwxXprJg1qF4qlEAI9OG6oXZCJogrioFeBSAaiYdHhZxbRIAz4+YUX6AHe//AjGfefybK5uF6qO/TSjvEDiuv6deuNf2WaZmb+SMnM9/WHVG9fLSVL3kDSpUXxeJ0MXE0UOHwsnhPCRmbMBMmgxGI9XsD3LWKZ9tKT0q9vH41YcPiONvK1Px6z7u+44w6dx0JqNxFBJgAlpR1szkzfjXOYtFg7A4s9obzl4EwPCwvJ3/72N7n22mtbdAYGkQpEYzXF8bx2vzO7EGHhok/l7kefkQ37a6Qiq5uk9/MV12sLd0pd0U71E4sXbqWycETOGvoDqS/apb5hIKPXEEk9rF/UdaXytYskOwq1WNjz+uxtpGARf68OV4BdG1XJF5JYGlVgDHhL7z6gqXhfvE3efv5xOXLQQN08IGN3OjoiEDwes+7//Oc/6zwWNj6JCtJf+AT+85//1BkyS5Ys0WI+ERdOHAZtnFwef/xxeeCBB3SBxLL70UcflZNOOqm1T6tNgGL8L37xC1m8eLH88Ic/1BQa0QX/JnXGEDSnM2ni8TuzBqBxmdltaOxEs2LFCrntwQmyZleFFNUmiyens2QdcXLikEuA+4B6de3dIlUo2+rrdDEO5TrdouSymBSNN2K9RRV4mXmS0T38CIaGWlRlO1Wy7COW7fLWc4/IUUccocSCZB0Ll1jA402ZMkVtXUgtEXEnOoisrKZOxC8U941arB2Qy6uvvqpW26gzTj75ZBk/frymfQhVY52NcijhV7/6lTajcYOwqLPYk9KwRgUwa+ass87S1Nm5554bciaNG+ASw7DQIhpSdMirUZ5BNHbFG6mHm/55v6zfXyPFng6Snn9CzNMfW4pcAlFbVCBVW1aIt7ZKVXL2XpRgxpyWV1rc5/XZW4QbIX+OMKJm9ybx5HWXJG+9pDT2JIX7/dri3ZLWta94irbL6/8ZL0OHDJZly5Zpg288KSGuOZqHua+pDRq0fyQsuUAoFPpQlAAWR8Jxdj40OBmEB6aAlutsIPjIUY1ZRMOCbp9JQ7d+S/udWb00RFgW0Vh+Z1aDJz978bVp8vmmvVKYlCOp+SdE5V12sMjFjvqy/VKx+SvxVpZISsfuKgigjmOhfO0CyT5yVNznpOf12Zshi/oWsRBRYStDPSWSMEFVZaV7JSMlWaY+NU6OPWaIEgu7dmazxAo2OGx2SImhbDQ4NJCQ5IISitoAix8LngX05eyAkeEauAM+fqJBayYNKarvfe97GtGgSiNKbGm/M4toIBUiKL4HMaLWsZ4bg8Nbxz4oi1Zvk331GZLSb6Sk5HRKOHKxA3NK7aUp26+pPsYFVG5cLtlHuUQuS95EdRCWWEg/1pXuU9fqlOzw71dDVZnU7/pW3pz8nAwfNkyJBVKJh1jo0SI9iycXtQuDQwcJSS64CCNzpDBtV5PcfPPN2i1LHcHAfXAprF+/3j8qgMWFoqZlHtiSM2kAJAO5Eb3QV0MEZQkC7NJqyOfO+8fLzM/XyZ6aFEnuO1xSgzgDuGU26YbjMwt+1eYVUrl+iQ5A8+R2kcwBJ0QkyEgzdJIClHWBxAJqS/ZKUkqqpEQwFa3fvUEeH3uL/Pjss/WztxptYwWNkZdddpn6g11++eUH3cLFoHVhpMgGfnDzowbCCRYipy5jEQ3fI00J0XC4PZOGiJTx0eT2WdCIYohm2GgwiRBZs71p8/47b/VHufeOe1SmLZwmu6s9ktQLR+HY+i9CwY3dF93/WUecJDW710vHUZeqJUvZio80FeXJ6iAZ+SN0xks8ZxaMWHy/1hBRbJBUvEMmP/GAnHLSiTr0js83HmKZO3euEgoiHEMshyYSMnIxabHEgjWTBpLhmD9/vqr3rFEBEEI8iwfyZVx16Z8IJnO1/M6sSYY0alpEY5dWIxR47KlnZMpHC2RnRbJUlBRKh1HxL2zFy96V3KGnRxw74ARFi6ZKx1Mvbva9hro6KV85S+pL9+psF7Xcd2CfU/zpa/62FB+xbJa0nkce4D2H9YsnI1eSM4ILI7z7t8qtvx8tZ591hjpl8xmgDIsVZBwuuOACefDBB1VdZYjl0ERCkotV0Ed2zM7HKuizm7ruuutMQb8VweVCRGHNpMHFls5li2iwBIlmMbFSYdRXnLjqsvGwiIY6jDUy14poLHC9PPXM8zLpvTmyoyJJ6roOUoPHWBY6N8mleNFUyQsgFzs478q1i6R272adwkkUgolnsPPmsZhfE45YAJM7PVmdmg0Qs0csT//r7zLk6KNkw4YN+vnarX2Qq0fzntEPwrVw9913a1+VIZZDFwlLLkgWiVTI10IySJHRyZMicTLlzqDlwaXDAm/NpPn44481rWaNCoAwwjk4WymvWC1pLL8ziIboB9dmHofrI3A2+2tvvSMTXnpTtpQ2SE3HfpLea4jjIWIHk1wCUbFxudRsX61Ek9otv9nIgOJFU8RbVx2WWABWNp4OXQ6w5IdY/nPf7fKD743SVBh1TuosViMsFj/Y/tgdF8KRBQo/RCC33Xab/OlPfzLEcogjYckFIEO2mihxTH3kkUc0ojFIPHAZ2WfSfPjhh2oRYhENaTT74odwYPPmzfq5UriPF5bfmbUoIgCwiIY0mn2h+/iTWfLAxJdkY3GdVOX0lHRsaEL0pbhOLp9OlbxTnJOLHVU71kjVhmWSlJYpqV16qzVN7Z7wxAIYmubp2F2Sk1OaEctTY/8mZ57+fS3eEzWyMbC/T4FjiAHvKUq+wEZYplAiY7/pppu0PmeIxSChycWg7YKZMYwIgGiQo9LDguIMsiGdxk4Zexqkx27D8juzFkWaNO02NPaFb8lnS+Wf45+S9ftqpCLzMEnvR19KasJELqFQs2+bFC2YpE7Hkeb78LspnXo2/V7xTnni7pvlnLPO1M8BjzjqXWG79xsatN5lRYpEjaQziRCJUC+99FJNWd9+++2GWAwURi1m0CIgV8+Cw1FeXu6fSYPtDIs/0QyNnKecckrUM2kiwU4mLIrW7pvdNQsfO28iGojmpBNPkOkv+2air1q1Sv5+3yNqQ1Oa2knS8kdIcuqBdYq44NK6m9alt6R37ukstef1NiOWCXfepMRCxML7EIlYAH9PhMmBIzKbh08//VSzC6Q3iXpIqxE18v4mAhhChn0Lc1hIqxscXLg7O7cdAltwJLgslixWLIqBbqkG4UGBmPeNXS7pF1yceT8vueQSXahuuOEGFQawG3YbLIpETeyuaQ499thj9XsQGz1T/J/dOISHMOGN55+Qb95/QeY+coOcVLlM0ldOk/rdG9V3yx24t6v3Or59G5MTxQXy6B03yo/P+aESC9cz73+0kQa/T6rRaoqk+54Z908//bR+vqTGEsF4knrtsGHDWvtUDlmYtFgEsNNm9w3BkNfHXZgFCd8u+zRGg/D4z3/+Iw899JAOO7Ps2lF+zZw5UyMa1GfAmknz/e9//4CZNC1RI0L5ZqV57DY09mgKK527H54gS9bukCLJkbSBJ4ons0NMz4t8OO+Ui1x5DUXzJ0lyauT3qGbvFn0vx9/2R/mfn5yrqTCii2iVfXYwx4d7g8+KqMCKjLZv366Gpa05rpgm2xEjRugmBtUadT0TuRx8GHKJEuxy2fGx62UnbOAMRAZ4ioWaJwNx03iHOSlEQ28LREON5owzzvCPnW0JcAuQ5rFsaHhuCIbPmf+jmLKUbVihjH/yOZm/covsq08XT98RkpLbuXXIZd5LQeXFgagtWCvj77pFLj7/f5RYKMYznjhWYtm6dau6GkMuLOCRaj4HG6hMSd8xPpnBeYZcWgem5hIl2O0CNxROhxKIBMINKsPyBRLhII+/YMECbaLF5pz33NolMzLA7Zk0VpqHg+ZBakTWlE1cA3i+iooKTbFAOI/cf5f+Hd+764Hx8vHShbK7JlWS+x4fQ5d9y8JbXCAP/+OvfmLhuo2HWGiyRBXG58RIjEQjlldeeUUl0aTFDFoXJnKJAhSHUTyhmqFL3eDgvOd4yVnDz4guzj77bCUads8tOZPGkkxbo5yxpIEgLbFAenq6//dI8T34yAR5e97nsqsqWaTnMZLW5UC3geLFr0veyRe6cm5F8/6rtjLhiOW+m38nl150gdZYOHfqSrESC4T74x//WFPETJN0W4gRL4iomHtP6tWqtZjIpfVgyCUKXHPNNTrzG2KJdcyrQXxEw67UGhXAYsJMGoiGmTSB/Szxgj4cutaHDx+uDYSQi+UOQDSFjNoiGho47ec5YeKzMnnGPNlRmSTeboO1AZJzc5Vc5rwY2tKlZJeM/dNv5H8vu1gjFs7f7jIdSzqYiGXo0KHy8ssva6SZaCCdiqW/nfRIx/KaibAY4ZBohNieYcjFIdDw04lOXSAeQz8Dd8ACbp9Jw7RAUjXUaNyYSUMRn4iFwnCwXhwWKotoKGBbakIOu9CD85z0ylSZ+Nr7sr1cpHTvTsn7wa8cTa2MhMI5L4onCLlALHff8GsZffmlGrFAupBCrO8HUm7Im5QhLhnUoBIR1M3YENiBko00II2drSkyOBRhyCUCeHsYUEZKBrksPQEGifcZUWy3iAbSQW1mzaRBGRXNwkoqjKho5MiRjtJupMTsNjSWNxfKM/5tf+5Xpr4mE6dMly0lDVKT10fSezfZuUSLwjkviCcj+wBi+ecffim/Hv2/GrHESyykgHkPkRjz3rakgq8lYNJirQdDLhHw+9//XiZNmqRRC9JNC+xm7akQg8SaSWMRDaOd7TNpWCRDLbTW3yKnhViCTfGMBCTNdhsaajUW0QSaQM6ZN1/+9fjzsrGoViqze0h63+PC2tAEonD28+LJzGlGLHdcO1quGvMLJRaej916rMSCuo+UI9c6139LKvZaCoZcWg+GXCIg1I3JZL0xY8Yc9PMxcA4ubdIk9NEQedJRjgmqNZMGa3nr8yV9RXMspEBR2I0eJvL9EAyFcLsJJETDgm2/tiDBO8Y9Kev2VElZRhfJ6D+i2XjkYCic/Zx4Mn2RVUPJbrn16svld1eN0VQY5w+xxKrmolcE23wiFWx8zEbKIFoYcjE4JMBlTkRizaRB6syOlp05aR+cGKijTJw40XWpc6AJJIfdooZiu50EILm/3fuIrC4ok9LUjpLWf0RQVVjhrGd10BjEcstvL5Frf3OlEgvnbzkRxAIk1hdddJG+ZxBLLBGcgYEhF4NDdiYN0QxRDS4BLPYMtuKIxRIlGhAlIQLgHKjVcD4W0SBEsJMC00D//q9x8uXm/VKUnCtp+Seo/T7YP/NZ8dRXyV+u+rn84Xe/UWIhwoiHWGggxZbH8oOjZmNgEAsMubRhGGO++KOJq666SoUayMz5P3PfEW1Qn0HWSl9ISzYKcvtRNLdsaDgnBAgQDZ30duksP7917EPy2bqdsq8hSyq2rJC//OYyueHaq5VYqInQ3xHr+RK5XXHFFZrCY2QCEZWBQaww5NJGQQcyxoHsLE8//XRDLjHg/vvvl2effVYJBUdfy2/snXfe8c+kYfqpRTTxLNxOwPNTRLeIBhWa3YbG3lvC71G0/+53v6u9P9RGAmfmRAOea/To0aqS4/0wDhQG8cKQSxuEMeZz730k/RNqsikLuH0mDYu8RTSoyVqaaDg/i2ho4CSSsYZ1IQ7Ajw1i4d/xEAsKN1yNqfWQIkwUy3yDtg1DLm0Qxpjv4AMSwp0BMQCEg9oLokEQwHTUlu78hmgsMQD/xsoFwiEVhoNArM8PQV199dXy5ZdfyqxZs8wIcQPXkHgeDgZhYYz5WgdIe1FQcbCokzKDaEhNssCjOINoRo0a1SLWKCi2OAYMGKCd6F988YUSAwV4ZMyWICCaXhTqOzQIU6+h3mSIxcBNGHJpQyAfTvEeY7622NDWXoAiy+qVoVbx8ccfK9FQs0Blhv0MqTNGMrjd0Q6h4EaA3JiIlZSWNSpg7dq1WoOzemnC9aagWPvTn/6kPnlELD179nT1PA0MTFqsDcEY8yU2WOitmTR0tPN5QDRENIgu4t0Q8FkTpfB5QyyBnzXPh7QZokHqTKQDyQTzO7v55ps1vUfEYrzyDFoChlzaEIwxX9sBREBUgA0NmwLEAdjVQzQ4OUfbqGkRC3BSY4HoLKLB7wxComZ04YUXKvERaRGxGK88g5aCIZc2DlPQT3wQKWA9YxENi759Jk2kDniIhRoLj4NKMNrolFTaihUr5LbbbtPIytqU/Pa3v1Wrm5ZsGI0EnBEgOlJ9pPHwgbvvvvua+fgZtE0k1hg5A4N2CFKWLJrjxo2Tb7/9VuW+RAx33XWXjk2+9NJLZfLkydpjE7jXg1hQckEssarCEBiwAeEcUJk9+OCDKkogguL5mbbZWmBc+LXXXqvkSy2RiAviRZ1n0LZhIhcDg1YChPHVV19pHw27d4jnzDPPVInzeeedp2IAogu65olwYlWhcYtDbES3EBs9MVaNhoZJ6kGJYkxJVEeNCNJBEGHQdmHIxcAgAcBtuGrVKv+oAKIJ0mUs+tRKBg0aFFP6isd99NFH1Y0A+TRpsEQGBEtURxrP1BDbNgy5GMQFnIYRE7AA4qbLIsg4gkRfxBIZRBRMfqRjnm55hp+R0qJGQ1TTo0cPR0TDrf3UU0/JnXfeqQ4Dp5xyiiR6JMfrw2sNMYRB24apuRjEDOSuNA1iPwK5rFy5Uh566CHN6xvEBmosuBJTf4FUaJilf4UmTaIaCt3UJB577DHtewq1N+T7kPw//vEPeffddxOeWAC1F14zjcIGbR8mcjGIGX/96191Lsq8efNa+1TaFZ555hntZwo0j+RW3bZtW7OZNKjHiGho6KQ4T0TD7/33v/+Vm266SYkFRWGi47rrrlOJNGo203fTPmDIxSBmDBkyRAvNLHgUYHEWZiw0M1EMWhbctgUFBTqTBqLh/adGAcmkp6fLPffco98nykn014EFDa+Dhk7Td9N+YMjFIGZYHec33nijXHzxxep3hj3Nk08+qeaaBgcH3MI0SrLznzRpkirCXnrpJVWZJTrYjHDOnLu9twVj0ERRsBnEBkMuBjEDqSyF+4ULF/q/d/311yvJLFq0qFXP7VAf59y7d29pCwglTKBeNGbMmIN+PgbuwRhXGsSMww8/XFNjdjC5kb4Ng9ZbrNsKsQCzt22/MGoxg5iBUgy5rB0om/r169dq52RgYJAYMORiEDOwbMe2Y+zYsdr8Ru584sSJKik1MDA4tGFqLgZxYdq0aXLLLbfIunXrVEJKcd+oxQwMDAy5GBgYGBi4DpMWMzAwMDBwHYZcDNqdfQpzS0jR0ScxcOBAtbY3AbqBwcGFkSIbtCswaOqJJ56QF154QYYOHSpLly7VwVg05dGDY2BgcHBgai4G7QrMQWFuPP5cFhjtSxRD17qBgcHBgUmLGbQrYE3PACz6bQBTHLFvZ369gYHBwYNJixm0O6fmkpISGTx4sI4EpgaDiWNb8NkyMGhPMJGLQbvClClT5OWXX9aGTmahUHthZjz/N3APjz/+uFr8Y1568skny5IlS1r7lAwSDKbmYtCu0KdPH41e7C4Bd999t9ZbVq9e3arn1l7w6quvyujRo9X9GmIZP368TJ06Va2AunXr1tqnZ5AgMJGLQbsCo5aTk5tf1qTHGKFr4A7GjRunLgyo8DAuhWSysrLk2Wefbe1TM0ggGHIxaFdgHDA1lunTp8umTZt0CBWLIZMdDeJHTU2NLFu2TM466yz/9yBzvjZjFgzsMAV9g3aFRx99VJsoGUK1e/du6dmzp1x99dVy++23t/aptQvs3btXRRLIve3ga5N2NLDDkItBu0Jubq7WADgMDAxaDyYtZmBg4Bhdu3bVGtauXbuafZ+ve/To0WrnZZB4MORiYGAQ1WjrkSNHaqOqBcQSfH3qqae26rkZJBYMuRgYtADmzp2r4gJqPowefuutt5r9nA4A6kCMisaahoI4M3HaApjZ8/TTT2vv0KpVq+Saa66R8vJyVY8ZGFgw5GJg0AJgsT3uuOO02TAY7r//fnnkkUdUxrt48WLJzs6Wc845R6qqqiTRcckll2hjKuR4/PHHyxdffCEzZsw4oMhvcGjDNFEaGLQwiFyQRJ9//vn6NbccEc3//d//yZ///Gf9XnFxsS7Ozz//vFx66aWtfMYGBvHDRC4GBgcZGzdulIKCgma9IowEoNvd9IoYtBcYcjEwOMiAWECwXhHrZwYGbR2GXAwMDAwMXIchFwODgwyrH8T0ihi0ZxhyMTA4yMjPz1cSsfeKMIMG1ZjpFTFoLzD2LwYGLYCysjL59ttvmxXxkex27txZ+vbtKzfccIOOAjjiiCOUbPBDQ0FmKcoMDNo6jBTZwKAFMHv2bDn99NMP+P4vf/lLlRtz291xxx0yceJEKSoqktNOO00mTJggRx55ZKucr4GB2zDkYmBgYGDgOkzNxcDAwMDAdRhyMTAwMDBwHYZcDAwMDAxchyEXAwMDAwPXYcjFwMDAwMB1GHIxMDAwMHAdhlwMDAwMDFyHIRcDAwMDA9dhyMXAwMDAwHUYcjEwMDAwcB2GXAwMDAwMxG38fwOTVJjyGp+YAAAAAElFTkSuQmCC", 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", 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", 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" ] @@ -239,7 +239,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/generators/reference/bundle_of_tubes.ipynb b/examples/generators/reference/bundle_of_tubes.ipynb deleted file mode 100644 index 35ff2cbe9..000000000 --- a/examples/generators/reference/bundle_of_tubes.ipynb +++ /dev/null @@ -1,172 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# `bundle_of_tubes`" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create a 3D image of a bundle of tubes, in the form of a rectangular plate with randomly sized holes through it." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:26.958834Z", - "iopub.status.busy": "2022-04-25T01:54:26.958312Z", - "iopub.status.idle": "2022-04-25T01:54:29.315883Z", - "shell.execute_reply": "2022-04-25T01:54:29.314950Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.generators.bundle_of_tubes)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## `spacing`\n", - "Controls how far apart each pore is. Note that this limits the maximum size of each pore since they are prevented from overlapping." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:29.321351Z", - "iopub.status.busy": "2022-04-25T01:54:29.321002Z", - "iopub.status.idle": "2022-04-25T01:54:29.746618Z", - "shell.execute_reply": "2022-04-25T01:54:29.745989Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "np.random.seed(10)\n", - "\n", - "shape = [300, 300]\n", - "spacing = 10\n", - "im = ps.generators.bundle_of_tubes(shape=shape, spacing=spacing)\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", - "ax[0].axis(False)\n", - "\n", - "spacing = 15\n", - "im = ps.generators.bundle_of_tubes(shape=shape, spacing=spacing)\n", - "ax[1].imshow(im, origin='lower', interpolation='none')\n", - "ax[1].axis(False);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## `distribution`\n", - "The default size distribution is uniform (i.e. random) with sizes ranging between 3 and ``spacing - 1``. To use a different distribution it can specify using a predefined ``scipy.stats`` object. If care is not taken to ensure the distribution only returns values between 3 and ``spacing - 1`` then the value are clipped accordingly. " - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:29.748971Z", - "iopub.status.busy": "2022-04-25T01:54:29.748775Z", - "iopub.status.idle": "2022-04-25T01:54:30.123453Z", - "shell.execute_reply": "2022-04-25T01:54:30.122913Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import scipy.stats as spst\n", - "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "\n", - "dst = spst.norm(loc=8, scale=1)\n", - "im = ps.generators.bundle_of_tubes(shape=shape, spacing=spacing, distribution=dst)\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", - "ax[0].axis(False)\n", - "\n", - "dst = spst.norm(loc=10, scale=4)\n", - "im = ps.generators.bundle_of_tubes(shape=shape, spacing=spacing, distribution=dst)\n", - "ax[1].imshow(im, origin='lower', interpolation='none')\n", - "ax[1].axis(False);" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3.9.12 ('sci')", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.12" - }, - "vscode": { - "interpreter": { - "hash": "b58bd5559424689280ce24ff6229e536533c877108d283a6d2846312dfd182d7" - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/generators/reference/cylinders.ipynb b/examples/generators/reference/cylinders.ipynb index 0c1de7157..7f953734a 100644 --- a/examples/generators/reference/cylinders.ipynb +++ b/examples/generators/reference/cylinders.ipynb @@ -29,42 +29,6 @@ "import inspect" ] }, - { - "cell_type": "markdown", - "id": "ea41173d", - "metadata": {}, - "source": [ - "The arguments and defaults for this function can be listed as follows:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "f952e1d8", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:15.930140Z", - "iopub.status.busy": "2022-04-25T01:54:15.929973Z", - "iopub.status.idle": "2022-04-25T01:54:15.935881Z", - "shell.execute_reply": "2022-04-25T01:54:15.935375Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "inspect.signature(ps.generators.cylinders)" - ] - }, { "cell_type": "markdown", "id": "1d1014b0", @@ -76,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "132b711c", "metadata": { "execution": { @@ -89,29 +53,13 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e63e4e934e054467b995a192ad186520", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ @@ -190,13 +108,13 @@ "\n", "r = 8\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, ncylinders=100)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "\n", "r = 16\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, ncylinders=100)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False);" ] }, @@ -211,7 +129,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 15, "id": "b72a28c9", "metadata": { "execution": { @@ -224,43 +142,13 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5ee579c121964b169606a35715a762a8", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "f716dc8acef949d9bd24d04f7c97dd89", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ @@ -269,13 +157,13 @@ "r = 8\n", "ncylinders = 25\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, ncylinders=ncylinders)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "\n", "ncylinders = 100\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, ncylinders=ncylinders)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False);" ] }, @@ -290,7 +178,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 16, "id": "5ca4e92f", "metadata": { "execution": { @@ -303,43 +191,13 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "3453255d52244e08934414ddc2be42af", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/3 [00:00" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ @@ -348,14 +206,14 @@ "r = 8\n", "porosity = 0.4\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, porosity=porosity)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "ax[0].set_title(f'Actual porosity is {im.sum()/im.size}')\n", "\n", "porosity = 0.8\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, porosity=porosity)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False)\n", "ax[1].set_title(f'Actual porosity is {im.sum()/im.size}');" ] @@ -371,7 +229,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 20, "id": "c9224083", "metadata": { "execution": { @@ -384,61 +242,31 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d0acb6e3405344ebba53f84e1a90c6c5", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "im = ps.generators.cylinders(shape=[100, 100, 100], r=5, ncylinders=100, phi_max=0)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=0))\n", + "im = ps.generators.cylinders(shape=[200, 200, 200], r=5, ncylinders=100, phi_max=0)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=0), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "\n", - "im = ps.generators.cylinders(shape=[100, 100, 100], r=5, ncylinders=100, phi_max=90)\n", + "im = ps.generators.cylinders(shape=[200, 200, 200], r=5, ncylinders=100, phi_max=90)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=0))\n", + "ax[1].imshow(ps.visualization.xray(im, axis=0), cmap=plt.cm.bone)\n", "ax[1].axis(False);" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 21, "id": "3d0c18c1", "metadata": { "execution": { @@ -451,55 +279,25 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d342349915f24f36903d566137fafed2", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5e47657af03d48b7a29fd784cc7b8e26", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "im = ps.generators.cylinders(shape=[100, 100, 100], r=5, ncylinders=100, theta_max=10)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=2))\n", + "im = ps.generators.cylinders(shape=[200, 200, 200], r=5, ncylinders=100, theta_max=10)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "\n", - "im = ps.generators.cylinders(shape=[100, 100, 100], r=5, ncylinders=100, theta_max=90)\n", + "im = ps.generators.cylinders(shape=[200, 200, 200], r=5, ncylinders=100, theta_max=90)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=2))\n", + "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False);" ] }, @@ -514,7 +312,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 22, "id": "3deb603d", "metadata": { "execution": { @@ -527,55 +325,25 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "82b63f9cdb4848a38299f2b7d3bfa1b6", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "4a39dd6c4a3b425f820743b51f189936", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "im = ps.generators.cylinders(shape=[100, 100, 100], r=5, ncylinders=100, length=10)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=2))\n", + "im = ps.generators.cylinders(shape=[200, 200, 200], r=5, ncylinders=100, length=10)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "\n", - "im = ps.generators.cylinders(shape=[100, 100, 100], r=5, ncylinders=100, length=50)\n", + "im = ps.generators.cylinders(shape=[200, 200, 200], r=5, ncylinders=100, length=50)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=2))\n", + "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False);" ] }, @@ -590,7 +358,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 23, "id": "39085fba", "metadata": { "execution": { @@ -603,43 +371,13 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "7c6487c2f7b049e895b5a147690ed937", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/2 [00:00" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ @@ -647,13 +385,13 @@ "\n", "porosity = 0.5\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=8, porosity=porosity, maxiter=2)\n", - "ax[0].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "ax[0].set_title(f'Actual porosity is {im.sum()/im.size}')\n", "\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=8, porosity=porosity, maxiter=5)\n", "\n", - "ax[1].imshow(ps.visualization.sem(im, axis=2), cmap=plt.cm.bone)\n", + "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False)\n", "ax[1].set_title(f'Actual porosity is {im.sum()/im.size}');" ] @@ -661,7 +399,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -675,7 +413,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -1207,11 +945,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_dbb984d208d54e41b0c9c741b7ef9671", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_78991b8057d948a1a2262f74bb925c3e", - "value": 1.0 + "value": 1 } }, "2b98fc36136e4d099bb3ec63a540d280": { @@ -1460,11 +1198,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_2297aabc8a534d60b1b53719da085045", - "max": 2.0, - "min": 0.0, + "max": 2, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_77a1626a1d604d3ba15df78fc07ae5c9", - "value": 2.0 + "value": 2 } }, "3453255d52244e08934414ddc2be42af": { @@ -1609,11 +1347,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_9168d31c814c4dff90dc183df3fa17ea", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_aa6f8fa93f0b4e33bb89b8b7e6517de5", - "value": 1.0 + "value": 1 } }, "3a77ea835cb74c2ebf43de23985ae110": { @@ -1871,11 +1609,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_bf65d19e2769457c825e9404943b05a6", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_bf023147f0b7493a8b868c75287a3d2e", - "value": 1.0 + "value": 1 } }, "46ed51c8bfa6445aa1f9f725b2e08955": { @@ -2581,11 +2319,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_ce9825bf22b94f249d33dbe19ae78a5a", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_f657e88442814dc5a337abd1e87a8c14", - "value": 1.0 + "value": 1 } }, "78991b8057d948a1a2262f74bb925c3e": { @@ -2694,11 +2432,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_58285bdf9203427591d98e4117756377", - "max": 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"max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_a4584bd48812455380bcaeb45663c7e0", - "value": 1.0 + "value": 1 } }, "ad2f4ed1f41147bab5ad1d6ab22831f8": { @@ -3846,11 +3584,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_ce6a45d6944842c88849f4f9c887ce76", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_b34c2955c2654712a84ce36e76924a46", - "value": 1.0 + "value": 1 } }, "b064c20dc2664c44b6e13e00327c2363": { @@ -3922,11 +3660,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_2d28f6ca625b46a88017ed91574aa71a", - "max": 5.0, - "min": 0.0, + "max": 5, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_a1617f923a2f4a7990043e0d59144d8d", - "value": 5.0 + "value": 5 } }, "b34c2955c2654712a84ce36e76924a46": { @@ -4014,11 +3752,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_3e1f33077d194bfb9fd867e8a0952380", - "max": 3.0, - "min": 0.0, + "max": 3, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_69f071570538486d8551c1f97cfedc64", - "value": 3.0 + "value": 3 } }, "b871182369cd427792b0e9c639f97071": { @@ -4920,11 +4658,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_e3a000430b2645a4b47cdc5522c5fd38", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_00c15609a16f4c2e9e41eb8054372606", - "value": 1.0 + "value": 1 } }, "e3a000430b2645a4b47cdc5522c5fd38": { @@ -5210,11 +4948,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_b6c23f41a6df4e79879fc2989c5c330f", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_b064c20dc2664c44b6e13e00327c2363", - "value": 1.0 + "value": 1 } }, "ea93c839aee34141a36a8d8b2c415624": { @@ -5516,11 +5254,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_b871182369cd427792b0e9c639f97071", - "max": 3.0, - "min": 0.0, + "max": 3, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_ea93c839aee34141a36a8d8b2c415624", - "value": 3.0 + "value": 3 } }, "f716dc8acef949d9bd24d04f7c97dd89": { diff --git a/examples/generators/reference/cylindrical_pillars_array.ipynb b/examples/generators/reference/cylindrical_pillars_array.ipynb index 765bc5983..b8e9fe978 100644 --- a/examples/generators/reference/cylindrical_pillars_array.ipynb +++ b/examples/generators/reference/cylindrical_pillars_array.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:13.285228Z", @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.533000Z", @@ -51,7 +51,7 @@ "outputs": [ { "data": { - "image/png": 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whz/EY489FhERY8aMib/9278dMr0JEybEYYcdFhdddNGw+bv22muHXSYvBx10UIwfPz4iNkzN9uc//zkWL14c9957byxYsCD22muv+OxnPxunnnpqjB07tm4aq1evrn0ebJmB+k67N3BqNQAAgOGoV6tX99XJevXKlSv7/b3TTjvFvHnzNipXY8eOjTPPPDOefPLJ+Pa3vx0RGzogHHPMMRuVL/VqAHppvAagUIccckgccsgh8fjjj8d1110XN954Y9x8881x8803x1NPPdVv2f/4j/+IN77xjbFgwYLYfPPNB01zxowZw653xIgR8brXvS4efPDBiIi45ZZb6layV61aFWeeeWZ85zvfabgXeb3lHnnkkX4V1wMPPLChtLKy1157DbvM1ltvXfs8MPYR/R8eTJ06dch90Gv69OkNVbKL9N73vjfe+973bvT9NddcEx//+Mdj2bJl8dWvfjVuueWWuOKKK2L06I1vn3obvyMi1q5d29B616xZU/vcaK9yAACAgdSrO0O9+kXjx4/v14B94oknDtkh4vTTT4/vf//7sWbNmnj66afjV7/6VRx++OEbpdlLvRqg2kwbDkAStt5663jHO94R55xzTsyfPz9WrFgRN910U3zmM5/pVwG544474qSTThoyrcmTJze0zl122aX2ubfnc19PPPFEvP71r48zzjijqenP+vYW7/XII4/UPo8bNy4mTZrUcHpZ2HLLLYddZsyYMbXP69at2+jf+8Zg5513bmi9O+20U0PLpejAAw+MG264IV760pdGRMS8efPi61//et1lN9tss9rnRnt7912u7+8BAABaoV6dL/XqFw2sw7797W8fcvmtt9469ttvv9rfN95445BpqlcDVJvGawCSNHLkyJg+fXp84xvfiMWLF/ebmut73/vekBWZTTfdtKF1TJgwofa5XsX4k5/8ZK1X9Lhx4+KjH/1o/Md//EfcfffdtenNenp6oqenJ+65557a73rfv9VX3/SLqFBlMZVa3/dHtRLjMtp6663jtNNOq/3d9/1qA5fr1feBylAefvjh2ueJEye2kUsAAICNqVdnS736RX3rwC95yUtixx13HPY3r3jFK2qf//SnPw2Zpno1QLWZNhyA5E2dOjXOPffceN/73hcRG96DtGjRon69dvt67rnnGkq37xRXA6fq+tOf/hQ//vGPIyJi1KhRceWVVw66voj6lfS++qbft7JaJn0rzK3EeCjf+MY34u67724pX4M57bTTMqm8HnLIIbXPjz32WNx9992x++6791tm9913j1//+tcREXHfffc1lO79999f+7zHHnu0nU8AAIDBqFenoVvq1XvssUf84Q9/iIjGOxL0Xa7evlavBqCXxmsASuHNb35zv78feuihQZftW3kZSt/lttlmm37/Nn/+/Ojp6YmIiLe85S1DVrAjhq9Ybb/99rXPa9asiYceeqihnskp6Ruj3neaDadeb+p6fvazn8V1113XUr4Gc+yxx2bSeD3wvV2PP/74RstMnTq19vmWW25pKN2bb7657u8BAADyoF5dvG6pV++5557x05/+NCKG73TQq+9y9aZgV68GoJdpwwEohfHjx/f7e9y4cYMuu2DBgmHT6+npid/+9re1v/fee+9+/758+fLa51e+8pXDpnf99dcP+e/bb799/MVf/EXt7/nz5w+bZmqmTZtW+7x06dKGerovWrQoxxx1xsAHOvUq7gceeGDt87Jly4Z8CBSxoXz17RHf9/cAAAB5UK8uXrfUq2fNmlX7/NRTT/Xb14PpHakd0f9d6b3UqwHopfEagFLofUdWr8mTJw+67H/8x3/EU089NWR6V111Va338pgxY2Lfffft9+8jR754iRxuKq/nnnsuLr744iGXiejfy/2f//mfaz3Qy+KVr3xlbLvtthERsW7duvi3f/u3IZdfuXJl/PznP28o7Wuvvbb2nrOs/uv7UKMdV1xxRe3zJptsErvuuutGy7z85S/v9/6uuXPnDplm33/fa6+94mUve1kGOQUAABicenXxuqVe/YY3vCG222672t8/+9nPhszb448/Hv/93/9d+3v//fffaBn1agB6abwGoOPOO++8uOqqqxpe/vnnn4+TTz659vf222/fr7fyQM8880wcf/zxg/77qlWr4thjj639/Td/8ze1ymOv3Xbbrfb5l7/8ZTz//PODpveFL3whHnnkkaE2ISIiPve5z9Uq7wsWLIivfe1rw/4mJSNHjowjjzyy9vcpp5wSTz755KDLn3rqqUP+e1HqTfs9mPvuuy9OO+202t9vectbYpNNNqm77Cc+8Yna53POOWfQMvHwww/HOeecU/v7k5/8ZMP5AQAAiFCvjlCvLtLIkSPjU5/6VO3vs846K5544olBl//yl78ca9asiYiIHXbYIWbPnl13OfVqACI0XgNQgJtuuikOOeSQ2GeffeL//b//N+RUULfffnu8+c1v7lcp//u///t+PbgHGjt2bHznO9+JY489tlY56vXQQw/FW9/61rj11ltry5566qkbpXHQQQfFpptuGhERf/zjH2POnDkbVRiffvrpOProo+M73/lOTJgwYdjtnjJlSnzhC1+o/X3CCSfEpz/96VixYkXd5RctWhRz5syJO+64Y9i0O+ULX/hCvOQlL4mIDe82e9Ob3hT33HNPv2Wef/75OP300+PrX//6kNPQFeVNb3pTfOhDH4r//u//HrSX/rp16+LSSy+NmTNnxqOPPhoRG0YSnH766YOme/TRR9d6ej/++OPx5je/eaP3xN13333x5je/ubbPp0yZEh/60Iey2CwAAKBC1Ks3UK8uzjHHHBM77bRTRGx4L/fs2bM32o61a9fGSSedFN/+9rdr333lK1/ZaAr7XurVAEREjC46AwBU18033xw333xzfOYzn4m/+Iu/iL322iu22WabGDNmTDzxxBNx6623xrJly/r95u1vf3t8+tOfHjLdf/iHf4iTTjopzj333LjwwgvjoIMOiq222iruv//+uPbaa/tVvL/+9a/3m5aq11ZbbRXHHntsbdTtJZdcEr/+9a/jda97Xey0007x0EMPxbXXXhsrV66MUaNGxb/8y7/EUUcdNew2n3nmmXHnnXfGf/7nf0ZExLe+9a347ne/G69//evjL/7iL2L06NHx8MMPx+LFi2sPHz73uc8Nm26n7LjjjvGd73wnjjjiiNr7zaZMmRL77bdf7LbbbvH000/HddddF4888kiMGTMmzjjjjPjiF78YETHkg5FOWrduXXz/+9+P73//+7HlllvGq1/96th5551jiy22iNWrV8cDDzwQixcv7vdQZfTo0XHJJZfE1KlTB013zJgx8ZOf/CTe8IY3xLPPPhu33HJL/OVf/mXMmjUrdt5553jggQdi/vz5sW7duoiI2HzzzeMnP/lJjB7tdgwAAGiNerV6dVEmTJgQP//5z+OAAw6IlStXxqJFi2L33XeP/fffP1760pfGU089VduOXu973/viYx/72KBpqlcDEKHxGoACzJo1K2666aZ+PXLvvffeuPfeewf9zSabbBInnHBCnHDCCcNWSl772tfGv/3bv8WRRx4ZK1asiH//93/faJmxY8fG2WefHZ/5zGcGTefkk0+Oe++9t/berRUrVsSvf/3rfsu85CUviQsvvHDI6db6Gj16dPz85z+PL3/5y3HuuefGmjVrYu3atXHttdfWXX7UqFGD9kguynve855YvXp1fOITn4jnnnsunn/++Zg/f37Mnz+/tswWW2wRF198ca2XfcSGSmUK+vZaf+qpp+L6668fcvlp06bFt7/97ZgxY8awab/61a+OK6+8Mt73vvfFPffcE+vWrYv/+q//2mi53XbbLS655JLYc889m98AAACg8tSr1atT8NrXvjZ+85vfxN/93d/FH//4x1i3bl3d6exHjx4dX/jCF+LMM88cNk31agA0XgPQcR/5yEfiIx/5SNx+++1x3XXXxcKFC+POO++M++67L5566qno6emJzTffPHbYYYd41ateFQcddFD87d/+bWy11VYNr+Ntb3tb3HrrrfGd73wnrrjiinjggQdizZo1sfPOO8fs2bPjU5/6VOy+++5DpjFq1KiYO3duvOtd74rvfve78dvf/jaeeOKJ2GqrrWLy5MnxN3/zN/HBD34wJk2aNOQDgoFGjhwZ//AP/xAf+9jH4qKLLorf/OY38b//+7/x5z//OUaPHh3bbbddvPKVr4xZs2bFe97znto0XCk56qijYv/9949vfvOb8atf/SoeeOCBGDNmTOyyyy7x1re+NT72sY/F5MmT47LLLqv9pndatKL9z//8T9xwww1x3XXXxe9+97u4++6746GHHoqVK1fGuHHjYsstt4y//Mu/jNe+9rXxjne8I97whjc0lf7MmTPj1ltvjYsvvjguv/zyuOuuu+Lxxx+PrbfeOqZMmRLvfve748gjj4zNNtsspy0EAAC6nXq1enUqeuvAP/rRj+Lyyy+PpUuXxqOPPhoTJkyIXXfdNWbNmhVHH310TJkypek01asBqmlEz2AvewSAEjnggAPiuuuui4iIa665Jg444IBiM0RERJx00km1ntVnnXVWHH/88QXnCAAAgHrUq9OkXg1A1aTzkgwAoKv09PT0m1pu+vTpBeYGAAAAykW9GoAq0ngNAOTim9/8Ztx1110REbHjjjvG/vvvX3COAAAAoDzUqwGoIo3XAEBTbrzxxjj66KPj97//fd1/f/bZZ+OUU06JY445pvbd5z//+Rg9enSnsggAAADJUq8GgMG52gEATVm7dm1873vfi+9973ux6667xrRp02K77baL9evXxwMPPBA33nhjrFy5srb8fvvt16/CDQAAAFWmXg0Agyu88frzn/98/NM//VPt71133TXuvffehn9/9dVXx9y5c2PhwoXxpz/9KcaNGxc777xzzJ49Oz70oQ/FHnvs0XSeli5dGt///vdj3rx58eCDD8aaNWtip512ipkzZ8aRRx4Zs2bNajpNAOhG9913X9x3332D/vvhhx8e//qv/xqjRo3qYK4AoFrUqwGgvNSrAaC/ET09PT1Frfymm26KmTNnxgsvvFD7rtFK9tNPPx1HH310XHbZZYMuM2bMmDj11FPjhBNOaDhPZ555Zpxyyimxbt26QZc54ogj4vzzz4/NN9+84XQByNcBBxwQ1113XUREXHPNNXHAAQcUm6Eu9sILL8R1110Xv/rVr+Kmm26Khx56KP785z/HM888E1tuuWXsvPPOsd9++8Xf/d3fxfTp04vOLgB0NfVqALKiXt056tUAMLjCGq/XrVsX++yzT9x22239vm+kkr1u3bp485vfHFdffXXtuz333DP22WefWLVqVVx//fXx8MMP1/7t1FNPjZNPPnnYPJ188slx+umn1/6eNGlSvOENb4jx48fH4sWL44477qj921//9V/HL3/5S+8ZAQAAoBDq1QAAAHSbkUWt+Gtf+1qtgv3e9763qd+efvrptQr2+PHj49JLL43bbrstLrroorjsssvivvvuiy9+8Yu15b/yla/Ueg0O5uqrr+5XwT7uuOPinnvuicsuuyzmzp0bt99+e/zoRz+K8ePHR0TElVdeGWeeeWZT+QYAAICsqFcDAADQbQoZeX3nnXfGtGnTYs2aNfG+970vDj744PjABz4QEcP3EH/00Udjt912i5UrV0ZExHe+85346Ec/WnfZww8/vDb92cyZM+PGG28cNN3Xve51cdNNN9V+d+mll9Zd7jvf+U58/OMfj4iIzTffPP7v//4vttlmm6E3GAAAADKkXg0AAEA36vjI656envjwhz8ca9asia222irOO++8pn4/d+7cWgV7ypQpcfTRRw+67Nlnnx0jR27YxAULFsQtt9xSd7lFixbVKtijRo2Ks88+e9A0P/rRj8bLX/7yiIh45pln4gc/+EFT+QcAAIB2qFcDAADQrTreeP3tb387brjhhoiI+PrXvx7bbbddU7//+c9/Xvs8Z86cGDFixKDLTp48OWbNmlX7+2c/+9mwac6aNSt22WWXQdMcMWJEzJkzZ9g0AQAAIA/q1QAAAHSrjjZeP/jgg3H88cdHRMQb3/jG+OAHP9jU71evXh0LFy6s/X3AAQcM+5u+y8yfP7/uMtdcc03Lad54442xZs2aYX8DAAAA7VKvBgAAoJuN7uTKPv7xj8czzzwTY8eOjfPPP3/I3t31LFu2LF544YWI2NBT+zWvec2wv9l7771rn5cuXVp3mb7f912+kTTXr18fd911V+y1115D/maPPfaIP/3pT/2+23TTTWO33XYbdn0AAADd6P/+7//iueee6/fdTjvtFHfeeWdBOUqferV6NQAAQK9urFd3rPH6xz/+cVxxxRUREfH3f//3MXXq1KbTWLZsWe3zdtttF+PHjx/2N5MnT659XrFiRTz22GOx7bbb1r579NFH48knn6z9veuuuw6b5vjx42PbbbeNxx57LCIi7rzzzmEr2X/605/i2Wef7ffds88+G48++uiw6wMAAKiKgY2TvEi9Wr0aAABgOGWvV3dk2vDHH388PvvZz0ZExMtf/vI46aSTWk6n1/bbb9/Qb3bYYYd+f69YsWLQNFtNd2CaAAAAkCX1agAAAKqgI43Xn//852s9oc8///wYN25cS+n07WG9ySabNPSbgcvV66U91PKNpDswDQAAAMiSejUAAABVkHvj9ZVXXhk/+MEPIiLiqKOOigMPPLDltFavXl37PHbs2IZ+M7BCv2rVqkHTbDXdgWkCAABAVtSrAQAAqIpc33m9cuXK+OhHPxoREVtvvXWcc845baXX911ca9eubeg3a9as6ff3wB7gA9/vtXbt2obe+dU33UZ6lW+66aaZ9iSfsU9rvezJ3tLFEzJNb+o+KyMi4vY718azK3v6/dtmE0bEnns09iCor6zzOFBvntuVWj7zzk+jGsl3luWl0/KKc1blsq8s85pH/noNl89n46lYH+v7fTcqRsVmseWQv2s1zykcS3nGOwV5xrheeWnm/NLJ/Z/Xfm5lG7q9zA2m3vWokfNLFqoa817NlNM8YrVw8ZrhF2rQpptumlla3UC9+kXq1TSrzPUkOk95oRnKC81QXmiG8lJd6tUvyrXx+qSTTop77703IiLOPffc2GabbdpKb7PNNqt9brRX9sDl+qZR7+9Vq1Y1VMnum+7ANOrZbbfdalO89dX3YV4zD5FuuGKXhpclP7MnTYvpIzJO9OaIecuXxL6HPrDRyWrPPcY2ve9zyeNA/1+e29GJfM67YklTy8+eNC2XfDSrkXxnVV46Ldf9fvOG/7VbNntlntcMjpt6Gsnnop758VT0f6/kZrFlTB9x0NA/bDLPvcdQ7uegRmRcHlKS9/mzXnlp9PzSkWtQXxkfV22V4Ztf/FhEuWvkGpZHvupdjxo6v2Qhp/Nqyvru56bKaQ7lc99DH6j7/VCN6vU6x0RsqDvxIvXqFw1Wr271YV7q98q0r6z1JIqhvNAM5YVmKC80Q3mprsHq1UOp19khovz16twar2+++eb4f//v/0VExIEHHhhHHXVU22luvfXWtc+PPPJIQ795+OGH+/09ceLEQdPsTXerrbZqKt2BaTaj78O8ZhvWAAAAUjDYg5ShOlLU6xxDf+rVjfEwDwAAKLtW6jT1Ojt0g9war2+99dZ44YUXIiLi/vvvjxkzZgy67GOPPVb7/NBDD/Vb9stf/nL8//5//7+IiNh9991r3z/66KOxevXqYXtz33///bXPEydOjG233bbfv2+33Xbxkpe8JJ588smIiLjvvvtijz32GDLN1atX98vzcMs3qvfBTpEjRgY+XKra6JVG5T0id/akabG0Z0VEtH7S6fSo4VbLbyfzOXvStIbzl8qo64jm8k0+8ioPWe/blMot+Ut9fxeVvyzup7LOe6fO483mO4V7z6xV6ZqZVTnNK2apn6PKQr0aAACAqsl12vBef/zjH+OPf/xjQ8uuXbs2fvvb39b+7luZ3X333WPkyJHxwgsvRE9PTyxZsmTIynvEhp7qvaZOnVp3malTp8aCBQsiIuKWW26J2bNnN5zmqFGjYsqUKUMu36xOP0gc6sFSvX9L4YHgYHlOIW+krRsf1JdRqp0W6v02b2Urk2VvGCp7/slfnp1VIvI71tvJd9nOQ0VoNL4pdlJoJs0sX7VB9tSrAQAAqIKRRWegGePHj+9Xqb722muH/c11111X+3zQQfXftXfggQe2nObrX//6GDdu3LC/aUUnRve2so4iR1INl+dONjSlrMg8NrPuVGOZYr5aPV4bTbuTiohvnvFLQYrbl1p+8tT3+tSpfZFyfFMpjynkoVOyHIHbrqHeb9wpWZfBZu9tqlT2KKeq1asBAAAol9war+fMmRM9PT0N/XfhhRfWfrfrrrv2+7c5c+b0S/ewww6rfb7ooouGzMODDz4YV199dd3fDpbmVVddFQ8++OCQ6c6dO3fYNAEAAKAd6tUAAABUTalGXkdEHHXUUTFhwoYRHcuWLYsLLrhg0GWPO+64WL9+fUREzJw5M/bee++6y02fPj2mT58eERHr16+P448/ftA0v/vd78ayZcsiImLzzTePI488sqXtKLuUR2oa8QJDqzdCtNOjRssg5fNc0ZST4WcDEaPyKeOoeeUsf63Gt6yzpWSRvjJZDurVAAAApKp0jdfbbbddHHPMMbW/P/OZz8Tll1/eb5m1a9fG8ccfH5deemntu7POOmvIdPv++yWXXBInnHBCrFu3rt8yl112WXzuc5+r/X3sscfGNtts08pmFKpsDzpTe2hId6hi+Wjm2C/beQKa0e67gbvh9QgwGOd/qAb1agAAAFI1uugMtOLLX/5y3HDDDTF//vxYtWpVvOc974kzzjgj9t5771i9enVcf/318dBDD9WWP/XUU2P//fcfMs1Zs2bFl770pTjjjDMiIuKrX/1qXHzxxbHffvvFuHHjYvHixXH77bfXlj/kkEPixBNPzGcDAQAAIEfq1QAAAKSolI3XY8aMiZ/+9Kdx9NFH13qH33bbbXHbbbdttNwpp5zScGX4tNNOi3HjxsVpp50W69ati+XLl8ePf/zjjZY7/PDD4/zzz4/Ro0sZvkqZPWlazFu+pOhsAFBhrkXF6R1BnFr8lQkgBerVAAAApKi0tcQtt9wyLrvssvjIRz4Sc+fOjQULFsRDDz0UY8aMiV122SVmz54dH/rQh2Lq1KkNpzlixIj40pe+FO985zvjggsuiCuvvDIeeOCBWLduXey4444xc+bMOOqoo+Lggw/OccvKI9UHwgAAAAxPvRoAAIDUJNF4PWfOnJgzZ05Lvz344IMzr/ROnTo1zj333EzTBCgjowM7S6cgAKBV6tUAAAB0g5FFZwAAAAAAAAAAkhh5DUCajADuLPEGAAAAAKDKNF4XaMuYGNNHHFR0NlpWhkaWMuRxMH3LRpm3g8644Ypdis4CJVLma08Zlf0cXq+8zLtiSecz0kXKXiaG4vxCM6aPOCgW9cyPp2JF0VmhxGbsM869MINSNmiG8kIzlBeaobzQDOWFZtxwxS6x76EPxMLFa4rOSqZMGw4AAAAAAABA4Yy8hsR18+isIlUxrr3bPHvStELzAUVr5/h3HJVLFc/17RKz/uYtX9LS8S6OAAAAAK0x8jpheT30mrd8Sdtpd/KBXKvryjN+qSsyj2WIT9U1so+yOE/QOZ3eX8pH4+e6brwWVX3fp8SxWF/WcWkmrbz3Sd77W3kCAAAAimbkdYW1OpKkCM3ktZseunXTttRTRBlstOE2tWMj67JQdMNXivu93m86mc9uO95TPI6y1m37LCtlHZ3eqXynXG6yyFu3Hvsp77fUdGsZAAAAADrDyGsAAAAAAAAACmfkdWI6PaqjTCOai15/X2UYVdbpPLY7vXvKsaTcUjp35K0To93KHs+y57+vspzni9LOdals16R285zH7B5FxbBs5bQVeRz73VQGAAAAgHLTeF2gqfusjHl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WLbVjjjmmFhG1iRMn1pYvX95Ski1eyi3pJFu8lNv999/fLyl95plnOlqeeKFd8urqkVfTKXk1rZBXM5C8mqHIq2mFvLp9I4NUvPrqq/3uOX/++ecPOf173vOe2GmnnSIiYtWqVbFgwYJUy0e+fO9736u/Pu+882LEiBGDTrvXXnv1e5bGd7/73WGXOXv27Nhzzz0HXeaIESPivPPOG3aZpO+YY46pv37qqacaTiNe6LXbbrvVX69Zs6bhNOKlWr7xjW/EXXfdFRERX/7yl/vFSDPEC60QL+X2zW9+s/76ggsuiDe96U0dLU+80A55Na3QztBLXk0r5NUMJK+mm8RLucmr26fzOiV333139PT0RETE+PHj48gjjxxy+rFjx8aMGTPq72+//fZUy0d+rF+/PhYtWlR/f9xxxw07T99pBouVn/70p20vs2/80l19dzibN2/e5nPxQl9Lliypv54yZco2n4uXann22WfjkksuiYiIt771rXHBBRe0NL94oRXipdw2b94c1113Xf39Oeec09HyxAvtklfTLO0MfcmraYW8mr7k1XSTeCk3eXVndF6npO+Bz0EHHRSjRo0adp7DDjus4fyU22OPPRZbtmyJiK0J1qGHHjrsPM3ESt+/952+mWVu3rw5fvOb3ww7D8l76KGH6q8bXeUkXuj1/PPPxxVXXFF/f/rpp28zjXiplg9/+MOxZs2aGDNmTFx11VVDXn3ZiHipltWrV8cNN9wQn/nMZ+Liiy+Oz3zmM3H11Vc3fQwqXsrt4YcfjldeeSUitnYYHnroodHT0xNXXXVVHHvssbHbbrvFuHHj4k1velOceuqpcfXVV8eGDRsGXZ54oV3yapqlnaEveTXNklczkLyaVsirGYq8ujM6r1Py2GOP1V83umqvkb322qv++tFHH028TORT31jpbbCG0zdWVq1aFStWrOj3+YsvvhirV6+uv28mBseNGxe77rpr/b0Y7L5nnnmm3xVQJ5xwwjbTiJdqW7duXfz617+OK6+8Mg499NB47rnnIiJi//33r18Z3Jd4qY7rr78+brrppoiI+MQnPhHTp09veRnipVq+//3vx5lnnhlz5syJr3zlKzFnzpz44Ac/GAcccEAcfPDBccMNNww5v3gpt1/+8pf111OnTo3HH388jjjiiPjQhz4UCxYsiBUrVkRPT08899xzcfPNN8cHP/jBmDZtWtx3330NlydeaJe8mmZpZ+glr2Y48moGI6+mVfJqhiKv7ozO65SsXLmy/nr33Xdvap43vOEN9derVq1KvEzkU6exErFtvPRdZrvLFYPdd/HFF9dvabbXXnvFO9/5zm2mES/V8vOf/zxGjBhR/7fDDjvEW97ylvjbv/3bePHFFyMi4uSTT46FCxfG61//+m3mFy/VsHLlyvjYxz4WERFvfvOb45Of/GTby+klXqrtoYceijPPPDPOP//82LRpU8NpxEu5PfPMM/XXI0eOjLe//e3x8MMPR0TEtGnT4v3vf3+cd955/a64fvLJJ2PWrFlx//33b7M88UK75NU0SztDL3k1A8mraYa8mqTJq5FXd2b4e27RlldffbX+evvtt29qnr7T9Z2fcus0VgYuo9F7MZh/11xzTfzv//5v/f3ll18eY8eO3WY68UKvCRMmxNe+9rV473vfO+g04qUaLr744vpJl6uuuqph29EM8VIN++yzT5x55plxwgknxAEHHBA777xzbNy4MZ5++um49dZb4ytf+UosXbo0IiLmzZsX48aNi2984xvbLEe8lFvfK6/vvffeiNhaz/PmzYszzjij37Q//elP44wzzoiXXnop1q5dG2eeeWY88sgjMXr06Po04oV2yatplnaGCHk1rZNX00teTSvk1TRDXt0ZI69Tsn79+vrrMWPGNDVP353iunXrEi8T+dRprERsGy99l9nucsVg99x7773xoQ99qP7+zDPPHDRxEi/Vsscee8RFF10UF110UXzkIx+J97///XHUUUfFqFGjYvXq1XHOOefE8ccfP+izRcRL+f34xz+Oa6+9NiIizj333Hjb297W9rLES/mddtpp8bvf/S4uv/zymD17dkyePDnGjBkT48ePjwMOOCAuvvjiePjhh+PUU0+tz/PNb34z7rzzzm2WJV7Kbe3atdv87ZprrtkmwY6IeNvb3hY/+MEPYuTIranlb3/72/iv//qvftOIF9olr6ZZ2hnk1QxGXs1w5NW0Ql5Ns+TVndF5nZK+95sf6iHrffX09NRfN3uFA8XXaaxEbBsvA593IAbz68knn4x3vvOd9R3FQQcdFFddddWg04uXatl3333jq1/9anz1q1+Nr33ta/Htb3877rnnnnj66afjvPPOi4itV+bNmDEjfvWrX20zv3gpt7Vr18aFF14YERE777xzXHHFFR0tT7yU34QJE+qJ0GB22mmnuOGGG2L//fev/+2LX/ziNtOJl3IbuC6OPPLI+PM///NBp585c2a8+93vrr+//vrrB12eeKEV8mqapZ2pNnk1Q5FXMxR5Na2SV9MseXVndF6nZMcdd6y/bvbKg77T9Z2fcus0VgYuo9F7MZhPy5YtixNPPDFeeOGFiNiaUN16660Nn7HUS7wQsfXK8blz58ZHP/rRiIj4/e9/H2effXb92W69xEu5ffKTn4ynnnoqIiKuvPLK2GWXXTpannih1/bbbx+f+MQn6u9/+tOfbpPwiJdyG1iP73rXu4adp+80d99996DLEy+0Ql5Ns7Qz1SWvpl3yaiLk1aRHXo28ujM6r1Oy8847118vX768qXl6D7QjIiZNmpR4mcinTmMlYtt46bvMdpcrBtO1cuXKOPHEE+Pxxx+PiIjJkyfH/PnzY/LkyUPOJ17o6/LLL4/Xve51ERGxZMmS+OEPf9jvc/FSXvfdd1/827/9W0RsvbXQueee2/EyxQt9zZ49u/76tddei6effrrf5+Kl3AauiwMOOGDYefpOs2bNmlizZk3D5YkXWiGvplnamWqSV5MEeXV1yatJm7y62uTVndF5nZKpU6fWXw9slAazdOnS+utp06YlXibyqW+svPjii9s8Z6CRvrEyadKk2HXXXft9vttuu8WECRPq75uJwfXr18eKFSvq78Vgel555ZU4+eST45FHHomIrTuJn/zkJ7HPPvsMO694oa8ddtghjj766Pr7u+66q9/n4qW8HnzwwdiyZUtEbF1nM2bMGPTfZZddVp9v2bJl/T67+eab65+JF/oaeNJ35cqV/d6Ll3IbWI/NXEk9cJq+SbZ4oV3yapqlnakeeTVJkVdXl7yatMmrq01e3Rmd1ymZPn16/fVDDz0UmzZtGnae++67r+H8lNvUqVPrz8mo1WrxwAMPDDtPM7HS9+/3339/S8vcbrvt+j2Tg+SsXbs2TjnllLj33nsjIuJ1r3td3HrrrfGWt7ylqfnFCwNNnDix/rrRQbB4Kb/HH3887rnnnkH/PfHEE/VpN2zY0O+zvgeb4oW+1q5d2+/9+PHj+70XL+V24IEH9nvfN2EezMBp+t6uVbzQLnk1zdLOVIu8mqTJq5FXkwZ5dbXJqzuj8zolRx99dIwdOzYitjZSvQfUg+np6YlFixbV3x9//PGplo/8GDduXMyYMaP+/o477hh2np/97Gf114PFytve9ra2l9k3fknO+vXr48/+7M/qV/HusMMOccstt8Thhx/e9DLECwMtW7as/nrgbVrEC60QL/Q1MGEZeMW4eCm3ffbZJ/bdd9/6+1//+tfDztN3mkmTJvU7MSNeaJe8mmZpZ6pDXk0a5NUkRbzQl7y62uTVHaqRmlNOOaUWEbWIqF144YVDTvud73ynPu3EiRNrGzdu7FIpSdKnP/3p+no89thjm57vS1/6Un2+qVOnDjntM888U9tuu+3q0y9evLjhdL/4xS/q02y33Xa1Z555ZsjlTp06tT79lVde2XTZac6GDRv6tQljx46t/eQnP2lrWeKFXi+99FJt7Nix9XUxb968baYRL8ydO7de/1OmTBlyWvFCr/e973319TB9+vSG04iXcvubv/mbet0eccQRw05/+umn16c/7bTTtvlcvNAueXX1yKsZjLyaNMiraYa8mnbIq5FXt0/ndYpuuumm+kocM2ZM7eGHH2443dq1a2v77bdffdpLLrmkyyUlKe0m2cuXL6+NHz++Pu/VV1896LRnn312fbqZM2cOudwjjzyyPu0555wz6HRXXXVVfbqddtqptmLFiqbLzvA2bdpUe8973lOv41GjRtW+//3vt7088VJeK1eubHraLVu21M4666x+J25eeumlbaYTL7SSZIuX8lqzZk3T09544421ESNG1NfF5z//+YbTiZdy+93vflcbPXp0vY5vuOGGQae9++67ayNHjqxP+73vfW+bacQL7ZJXV4+8mkbk1TRLXk0a5NXUavJqWievbp/O65S99a1vra/Mvffeu/bggw/2+/yll16qnXjiifVpJk2aVPv973+fTWHpWLtJdq1Wq33qU5+qz7v99tvX/vu//7vf5z09PbVPfOIT9WkionbHHXcMucz58+f3m/6SSy6pbdiwod80119/fW377bevTzNnzpyWys3QtmzZUjvvvPPq9Tty5Mjadddd1/FyxUs5/cu//EvtiCOOqF1zzTW1l19+edDpfvWrX9VOOumkfuvrH//xHwedXrxUWytJdq0mXspq7ty5taOOOqp27bXXDtq+vPLKK7XPfvaztVGjRtXXw5577ll79dVXB12ueCm3j33sY/U63mGHHRom2rfffnttl112qU83Y8aM2pYtWxouT7zQLnl1tcirGUheTSvk1aRBXk2tJq+mPfLq9oyo1Wq1IDXPPvtsHHXUUfVnp4wcOTKOPfbY2HfffWPFihUxf/78eO211yIiYtSoUfGjH/0oZs+enWWRadIpp5wSzz//fL+/vfDCC7F8+fKIiBg/fnzst99+28x3yy23xB577LHN3zdu3Bgnn3xy3H777fW/HXTQQXHYYYf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" ] @@ -59,7 +59,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.667128Z", @@ -101,7 +101,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -109,7 +109,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -145,7 +145,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.872537Z", @@ -157,7 +157,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -204,7 +204,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:16.010426Z", @@ -216,7 +216,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -224,7 +224,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -260,12 +260,12 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -273,7 +273,7 @@ "metadata": { "image/png": { "height": 328, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -298,7 +298,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -312,7 +312,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/cylindrical_pillars_mesh.ipynb b/examples/generators/reference/cylindrical_pillars_mesh.ipynb index f146eae97..cf6abe08e 100644 --- a/examples/generators/reference/cylindrical_pillars_mesh.ipynb +++ b/examples/generators/reference/cylindrical_pillars_mesh.ipynb @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.533000Z", @@ -51,7 +51,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -59,7 +59,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -93,7 +93,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.667128Z", @@ -105,7 +105,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -113,7 +113,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -143,17 +143,17 @@ "source": [ "## `n`\n", "\n", - "Controls the density of pillars along the edges. The default is $\\sqrt{a}/f$, which does a decent job a keeping the edge pillars the same size as the internal ones, but this can be overwritten if needed:" + "Controls the density of pillars along the edges. The default is $\\sqrt{a}/f$, which does a decent job a keeping the edge pillars the same size as the internal ones, but this can be overwritten if needed. Or course if the pillars are very close together they will become smaller:" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 4, "metadata": {}, "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -161,7 +161,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -175,7 +175,7 @@ " n=20,\n", ")\n", "im2 = ps.generators.cylindrical_pillars_mesh(\n", - " shape=[401, 601], \n", + " shape=[401, 601],\n", " n=40,\n", ")\n", "\n", @@ -195,7 +195,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.872537Z", @@ -207,7 +207,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -215,7 +215,7 @@ "metadata": { "image/png": { "height": 355, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -242,7 +242,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -256,7 +256,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/cylindrical_plug.ipynb b/examples/generators/reference/cylindrical_plug.ipynb index 3054d3a29..be968953a 100644 --- a/examples/generators/reference/cylindrical_plug.ipynb +++ b/examples/generators/reference/cylindrical_plug.ipynb @@ -29,42 +29,6 @@ "import inspect" ] }, - { - "cell_type": "markdown", - "id": "ea41173d", - "metadata": {}, - "source": [ - "The arguments and defaults for this function can be listed as follows:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "f952e1d8", - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:02.635287Z", - "iopub.status.busy": "2022-04-25T01:54:02.635028Z", - "iopub.status.idle": "2022-04-25T01:54:02.641323Z", - "shell.execute_reply": "2022-04-25T01:54:02.640673Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "inspect.signature(ps.generators.cylindrical_plug)" - ] - }, { "cell_type": "markdown", "id": "1d1014b0", @@ -76,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "132b711c", "metadata": { "execution": { @@ -89,14 +53,12 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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IsYFeSiXiZPPWkLOumewI5hbl+5aKRWhs/1PkW3g7OWqbDLteu6+GYjYnBS1esiy9i76/f5i+967Pkt8SpeYqBz1y7230sQ//IW+CJrNsXgziM5Mv+FPMy1wpmJv2pyaMhlk2N6GrTI4gi5L0W9/6VkPODeWwPXv28Llvu+02Xsy/+bf/QP/3xX1k71xLSIERmCzD55mRPb+lnr72x3/EAi1KQOl9x44ddO+99+b8P6797vd8nPr9c7Nlcj1Ip1MUv9ZHNHSGPJFBGhm6Sp61j5CtqtHQjU3oxDaKD/eRq2UheTpWlvyZVDxK8cHzlBq+QNHACFEyQfbqmeRqXUT2mqbstUUHz1Hk7EGqWvUAWSXVByMwfvB5stfOkr1eDn5jA5QaOE3Vtjg1eq1057pl9I2vfeW6WqViRhySslo2ptKeubgJEYO51GTFDOYm9MLMvE3omt3G4lquiYgUWOjguw11MBhSYOEEbn/kQ9RLsyaY2RYiZ2MnUWMnjRPR3mScHvmLH5Ej+B2a4bXSyrnN9F+/9Cc5jGy5zBtl8k//zfco1ZVbJtcDUfgkNNpPV8dC5GqaT9ErvZQ6e5DIZie7v4FnqW2eQhU4NUhGQxQ49BKlUzHyLb6DHLXqNhxMLmueT9Q8nyCamoqGKHq5hyLnD3GpnXsCVjtZ7Q6qXvt2Q7PeVCJG43ufJO+CW7gMLwe8nqOmiaimiaKZisa/Heqj/3v/h6nGkaLZdW76yHvfQe96h/pqixEoJ68plZkrqb+ZwdyEVpiZt4myfbdxwAEK2cl9991X9rmxqGEEDGVykNLQQ3/iqWfob//9SUp2bCKrc0KnuxRSsTDF+3uYkd3ks9Hta5bQ5z/1R9w7v//++/l7Pv21v6An9veRI8OWNgppBKrDLzHJzTNnHblmToxNJQPDFLt2gUlmycg4WexOslc3kquxi6yu0iS82NAF7mfb3X7yLb/H0Mw4GR6n0V2/IZu/ntKxKFmsFrLXtZCrdQmXu8tF7FofhU/vEjJ5hzwnQA3SmGK4doEs185TrTNNHQ0++sPfexs98s63VzToQVNg586dnHkbhfzMHDCDuYlyYAZvEyWBhQZBW45NjnGa119/nQNjORkbAjbY5LC4XLFiBY/kfPpP/4x+t/8iOTpW684CEZjAFnfFR6m9zksDV65QYPZGctS1kJGIj/RTqPsNsjhd5Fv6VrK5BR1xRb7A2FUufSOox0f6OBt3zOwid/MCDuxShHr3UKy/l5wzO8gzd0MFMuMnyLvg1mxmnAhc48wc15bijYaLHDNayd2ymAl8ahA6tZtSsSD5Fr/F2OvFzPmeJ7jCYU9GuHUyt6mGvviJP2TRHiOBjenu3bvpzjvvpEohP5BLHdXEYC6y2U2YkMIM3iZUzW5L+3dSQNjitdde48xbS7aA82EcCLPPKHF3dnbyYnnPez9GF1ydhgfXxNhVChx7jey4fn8DpZIZEldDO/di9SyO4bMHKNLXQ876ZvIuvLUoIUw5s7xIsYEzlAyNMmnM5qliwZbolVOcrXvnrBPkSw1E7NpFCvfuoaqVD3JpXfbaMv3oWP8pSgZHyBIZpZTLT44ZHeRuWSibUY/tf4ZbG+42YUbdKCRCoxQ8/BL5V9yb03oAQS925TTZA1eo3k20sK2BvvbZT9Dy5foqK+BKgM/xlreUJjIaBTOYm1ALs+dtQtfstrS3pxYoi8NQBMEas7yYmX7h5dfoE3/5v7gH7VAIJOUifO4QRfuOk71mJvkW3cEzyxinil89x0EzcvEYX7/dX88BEn+qAYJG4MgrHHC9XauFvnIZwPU4Z7TzIZ43dvUMRS4co2RohDcZFg2tAzUI9mwnSiWpeu07Szq8oR/NPWkJKQ8s9sChFykVDfNYGO6bo2E2jR96gfyL7+CWgJGI9B2n2JUzVL3+kYLRN1ama1lIRAtZyvXNRIze9l++T47wIKu/Le+aRV8rokynBNEBbzIhktvyg/nFixdpcHCQli5dyteUT4Azg/nNBzN4myiAmG0jcJea3RYXN/yMGrlSeFCjTI6Afcstt/AC9LEv/hd69uhVss9/C1kNXISE4PoqJcMj5O5YQe6WRRPX7XBnFnwBSYiKXD3HI1jh8BhZo+NEdW3kaVvCwSkfifEhChx9lQOHf+X9ZPeWR0KTA86ZDI5ydlm97u38e0T7TlDkwmFKx8JksTnJM38D2X3atcvZC3z/05w1u5oXlE3KY0cyrhokmckeGzxH4XMHKJ2IU6h3L5/b2dhR1ox5PsaPvU42p5uqVz+o6vvBB3DNXppVpns1FKYXPv8/yQllOo+V1i3soK98/tPs+14MU2FkLT+Y4+/i5xObYNPL/OaFGbxNZCEVn1AruqI288bXT58+TWfOnGFdciycUD67+72foAuBNJeOwxgn8s8gd+cqsuocEUqMDXKZnIPrivvI7i1OvLK5/WTLLPj88+ND3PcNdL/OZWuLw02ORqFUjBJt5PwRHrMC69soxTQA9z2w/1nOZL1zBQcv9MA97SgBC2VgsMUjl7opHLhG6ViErB4/eeduJKu7OPEtERqj4OEXuSdv92tTiCvuRtZFyXCAA7dvyVsoPnCW4lfPMpsdJD6br543So6GVk0tBd5o7HuC3LNXkKtpTtnXCMKjq10YURskomeuBek3H/oqpUcu0ZyODrplxXyWcoWewFQL3tJ7IR07k37mRKEkqf2pGcxvfJg9bxO6JE7xc88//zyTepRUxtAXR5kciwvY5NXV1fTrJ56mL/2P/0vUdUtWzlPor16l+MAZSsVCXNpGYHDOWqCpfBk5f5hL4fbapmyZXPe9GRZKxcnANYqPXCFXYwf5lt9raFkV2X/g4PPkW3IX2avUle6BRHCUYuiNB4ZYkAUla2EDNEF8Q+Yev3qGfMvu4Q2NkQgdfpFsVTPI1bladsY82n+SkiP9vHmgVIKcVQ3kaFuaM2Mufy+e43tcauOlFZGL3awV4F9+D28+mNR4+Th5UyGa5bfT3RtX0Oc+9XF+37u7u7lCdL0ByWBoIEDbXwnSYC6y2s1gfuPCDN4mdEucInjffvvtsrrj0KlG4EZWA4MHLCAf+uM/pVdOjfMCXpLINXSR+9LpeJjS8Si5OlaQs76tdJm8fXlOmdxIwhQY1OhFs/BJDGaeFvJ0rVGcY1YbUGKDZ6lq+b26gitvgMYHJzZAsQjrjDub55NXhaCLFmCjwDPc8zeSo16dcQuqBrG+4xQfH+SgSeAa1DQxuc1e1cDfE7l8kmL9J6lqxX2GbzQCx17n0TzvXGXd9ERgmJJXesiTDlOtLU7vfeit9MmPfbgsXX2jAHInOCLoeauFNJiLmTtgBvMbA2bwvokhlslFNnm52uQvvPACZydSnWosFidPnqTz589z0Ibz1ZUrV+jeD36GrtUvyy7Umq43Eadofw8lhvt5nhsZu2feRpYslZbJfUvvJLvXmLKwiPC5w5QYvsgl+Pw+LkrDKLFjXAxlbL6u+RtVXwNIXshcvV3qfbvVjoEFDr1AzsYuni1PB4cpmYizspqzaZ6uqkF8ZIBCPdu4329TMaeuBARwVAUSgUFKhQM8BUCxMFVv+D1dM+byJfgnyT17uaYSvLgZSg2coiprjFqqnfSeh95Kf/jB9/FY42Sht7eXK1d6/NOlXub5wVxqsmI6pk0PmMH7JkWx2W2teOmll1ietKqqKituAVIaXgNlcgT1H/3sl/Rn//wLsnZtNiybEnu/0QtHKG2xcU/Vj7ligxnCYwee46xajRSp9LpSgWuUSiW55+qdt5GsTnfhjPXB58jbtVZ15qoW8dErFO7dS/6ld+WI3IBgFrt6VqgaREOc+bo6VpFrhnw1Qw6hM/soFRzhTZLWsbhSGN39O86M08m4wDWwO5jF7m7FjHl5m4RUJERjB58l/7K38kZPDziYj1yh9GAvVdsTVG+L0Ufe9y764PvfW1EpV4xU4rMKvohRyA/m+Y5ppv3p1IYZvG8yqJnd1opXXnmF1q5dSzU1NdTf389qaS0tLbzQ4Nzv/fgXaFtfkpwSdrcRQJl8/MirlAoNk2NGO6WjoUwZm8iDgKijjD2x6D/DfXNHzcyyz5MIjgg96UiAy9iO6kayVs2g6KVjQnDVoT4mh/DZ/VyZ8M7fVDK4CtWMk5QYvkypeJirCp6568leNUP2+4MHnyNbXSu3JYwENjLBvU+Se8Hm7Ix//ow5lOsE4mAnuVsWqLpvUUwQnD9MVavuJ4vNGKtUEaGTO7md42iaSzR0lmodUH/z0sc/+Hv00AP3G8qHQBULgLtepWAG8+kFM3jfRFCSONWLV199lTNsBG44aYFUM2vWLJ5Nve9Df0LjTavIVsZYUzGglAlyl91mI8/KB8gmKVEjEHApFmXseITI4ebMV8s4F+bCo/2nqWrlfYYu+ngPxg++gKskq90tkPIaO3ljo3exx4IbPPIyk/wg8FLWOWJh4d6NXRXundNLvvkb+R6M7XuSqhbdRjYDTFykiI8OUOjEVvLjfSySXUtnzCk4RIlYjKzuKuH3bZ5X8D5xcE3GyLvwNsODDaoxmMvPF6IRR+csIxdY/a2zsYq+8LE/YE6IHkDzH4FT66x6pYI5rgVtAzOYXz+YwfsmAT58w8PDbP6BjNjIrADBWxSNQBAHsedrf/7X9INfPEG+De8hq8PY3iDmnSFgonZUCxkvCGHJ4DBnSrbqJvLMWaOoDx44toXsHh+5u9Yaet2Q9oSwCRZ854yOCVLe1XNMVuOqQQpl7JXkmjFb27kjIQocfYUV3ux+4zZKYH0Hu7dSMjDEZWtUDdxz1hW0AMpF6NxBSo4Nkn/ZXWUo003MmLMyXTzKs/GYMccGBON2KLcbiVQikZGT3ayqsiMK7tjHLlO920Lzm2vpTz/zR7RmjTZ+A1jvLpeL5swpf2ROL8RAjnUEmwkILGEdySfAmcF8cmAG75todhve2yhpG6nVfOnSJTp8+DA1NTVx4Abe8aFP094hC1l99TzvCxWuVCJKrlnzyTVrbvm/C9jkR1/lIJwvuqIF7HPdf5qzTGS+jrpWQdQDBK8jL7GpiFrHLvWvOUShkzvIt+ROnilXAnq90cunKDHcJ5DybPZMGVuZ4Ad2Nu6zHz3oCpSGcY94k2Sx8Kgc1M6SoTFKJ6LkqG8jd/vKsubyxw+9yKp3arkEpSDIpPayiUt88ByL65Q7Yy6HRGiEgodfJv8qVAh85V1jIs4tFHvwKs3wWGhpRxN99U8+QYsWFX+Wjx49yvr/kBG+3sA6gh78hg0bcrJyQG40zQzmlYEZvG+i2W34V+/bt4/uvvtu3efGZgBOXRgFwwcUIyzDwyP09o9/lUKtawtsL5koNXg+G5QAT/tKsteok9GESUb01Db+fXgOWifxKKcUO3yZwqf3cOaL63a3LTVURxzyrKnwKJt/aCXTCWXs48ymZ3U1uIqB/JYxPsHok80BxTVjTTlYLObAs+Rsmkvu1kVFyFuXebOBfjRK1NigOVsWFa3sZLNXDSNmasHz4QeeI9+Ke7knzv38kSuUDI8q+pirAY+vXTkljK8ZoBonAtWC8X1PkdPhoPZZ9bRyXht97XOfpo4OoTIjAptu6CO0twsSutcT+MxjdA2ZtxT5JXZAFJXJ12U3g7l+mMH7JprdhsgDLA7vueceXefGeQ4cOMBlPDiBYUPw/Gs76P97YS/ZujaoClDI5pD9JoLDRKFhIk8NebvWyaqERftPMenLmoiQe/5mQxdPIHBiO5eBPRAZ4U3GWUoMnmf/bCIreeetL1ure/zwy+RsmE2uFu1SpHKA/3YUIiOBa5QYukiO2ibOBI20CMUmJrDvafJik1QtT1xTnss/zwYrYLJjY+SevSzHGhXz3eFjr5Fv1YNlZ69KQNYd7ztG3hUPyE40iD7mIMFhRM2WTpCltpVL68UqG4ET28hqtTEB0Gig+oDyO+6TeI2xyyfIkxijRp+dNi2dS1/53Kd5zLKurq6kpOtkANwWVNxAUtVifypViJNm5mYwLw9m8L6JZrfhkrR9+/ayvbdxPvTM0e/q6uqiuXPn8mvd9vYP0AV7K1talgv0LJFhsqhILMy9VdfsZSxDmrakyeFvYGKS8XPQL7IamVMhA8QmI3rpeIbAFSaLKzfzVTx3JETjB54h39K7NamlqUF8bJBCx7fwzDkCbbzvBKWSSSaY2Rva2Ie7XE5DdOAscwqqVz6QVb4rF6zJfuU0Ja5d5NZJMjJGVruLqte/y/BxPnidY+wNvWi1gUCYMT/OLQ22PrXYyF7fSu62xdnK0di+p4V2j0Gbr5y58z2/440hWg+K3wfN/csnyBkdpUafle7ZuIq+8MefoPp6Y58pLQApFZuJ1asLFfXKDeZSkxXTy1wdzOB9E0mcYv56y5Yt9MADD2g+N86L0h38t5FtNzQ00IGDh+jdf/LnFJu9Qda8Q8/vAcIRrDYB36JbOXs1EpA7DZ89yH1i6Ry02swXFQMovjnqZpG7E+S3iUAHe1BWCDOYqS7OWKOFgBGz/AAotgDi/SeFYJ5KkLt5oeoWADJMC1k0BUC1GD/8kuCO5nBRauQyJeMx/rtn3gbdgjoIsM5Z81h3Xg9Yzx5SrpjPjwRYUQ/Wp2DYlztjXmxj5195X0F7qeQ1Bkco0d9DfgqzlOv9t6+jP/74H+UIJFUamCKBwRDWAT1QCub56m9mMJeHGbxvEIjZdjGJ03K9txGwIboCwgw+sBgR+Ytvf5d+8PxesneuNVyoQyyTozzubp7P2RuzieH25anlbEXJf1oNgqd2kYXS5Jm7QVeQ4p7v6ACXYpG5IdNEDxNuWr55G8hojO9/hhwNIIitUE/gGjzHI3OoaFiSMWbQgyRWqD72FGecyDKNZtiP73mSvHPWkyNPCAYiLEx+gyY7PMy91eSdt4GsTnWBEj8ztu8p8i95i+EWpAjeODcy8VRoTJgxd3oyPubqZswVPdTP7KPqVQ8ZIlaEDQekXP2WGNXbIvTbn/yAN9aVBFQTwZ8pprNuRDBXknI1g7kAM3jfRLPb6IFDUAU9bzVqUDg3iClglmK+FExXbBDufd/H6FRqJjkajCXPgNQWOrMfTyU5/DNky+ScHWHBD48z2xnSnyivq/lA86jW3qfI3bmaA6yRYLW0vU8KDlvYaERDZEmnyNW1WlGLXfW5EaT2P6VbLIZNQi6foMToFZZxJYeHPO3LKHhiG/kNdBoTgb586OirgoSqisoMqhnQPYeBCVoAjppZ5O5aLdvPB1EueHInVa16UNdGTg7Y8MTOHeK+vBhgJ2bMz1AqNMLtCvYxb+zk0TQ1FRZWpguNsfOa0ZUNvIeRM/to+3O/MVSFTQ5wBgyHwyx7XEmYmXlxmMF7GkNUShPZnaUeYgR4SJmCbV5KlxmBHiNg6JNjBAz+2zt27qZ3fuSzlPTPJN/8W0taUGpBInCNS+VksTK7GSXWUhAW1EuZsa8gE6bcPCPdLi8Ecnwrs4VhoWkkYtf6KHx6J1WtfCBXihTqZQO93C8nsLEtxNm+Fh9uoQd9KNODNnZeHm0DMKgRhHhG2lfHhh1GzHBHLhylxNB58pXJzs6qq13uYQY59OMdjV1M7GKr0fFB8i672/CqT+jUbuY2eBfdXjTAijPmiYHTlIgE+f5ZMzPmcj7mgSOvkK2qnjwdq8hojO55kigZRamF9j31E/YRqCRg7Yt1p9R4m9HIz8qB/J65yGa/GWAG72kucarFCQzfCxORYvadAPpZKJMjYKM0hg/GV/7bt+inbxwne/tqNrmIXT6ZkfsMk6OmiVwdy8lqLa8MyHPKQ+d5JtfTsaJsNjnPSKPkfu2SUCbOGJfEQOiKhTIZj9FEqe08glRqsc+yna9kpD5jYc5GIeOqFCwDx7fy9VakB80jZm4e18rdQKGqkcl86zvI3an9fYWzm9VXY6jRirhRAzvb5q4iq8NBzrZl5C5TSU4O49Cwh466xNdd9fUlMb99mrNzVF7wb2yGnM0LKXJuP7mhH290tSeVotFtPyOrt5rVAxPDl+iFf/8nZqRDqlj0/TYakyHVqmUd7O7uJo/Hw+N1ovpbPpv9RkTllPRNTAopTYsAgpiZS+cw88+NXTXKYii9YRFAeeyORz9M5x1t5OgQFmO7p5rsc9ZKZn37KXx6N6UhxpKMM3EI5US1ZXIECiiOlSvpKQKlS1bUyqhqJSNBGn3zF2T3NxB2qMHj2wzLLLN94tZFnG2pAUhPHkm/GmViMLuTYwPcn7bXzyZ3J75uFRyw2pbpErWRv27MWD8lBJM8IpvdX0/2BbdMvK/DfRQ6vo03PmkVbmRifxv2qEa3JRC8MYtfveI+7vuzbsCVM5zRiroBxaYGioGvezdU0zZlddXLefZcLYv4kPqYR/u6udUTPrWLbVrLmTGXveZYhEa2/QfZ69vIlnmeLek0BysEM1TOEMAxXoYDM+JGlZfx7FfShEUtLJmsG8+qmHmLSQ1+/xvdy/z6vwMmVEN8MBG4y1Utws/JBW+Q2eC7jT/hEIYP+0uvbqGP/cU/UKpzMzkUCDq4BsypilKRAknqLAWOv0Gp8DhZ7C7ydK3mwCAFVNIil45zmdzTvlxVmVwLEBiDR16h6g3vyrKZsYhGzuzlDQYbhNS3kqttqeZFTTy3b/k9ZNdx3Sif2zO+0mKwDBx8gUlwRrL3CxTCVtxbkuXM72t9a1ZERXQjix1/jWKRQg/ziXPfTzaD2xLZc0t656jOQM8cB18f9Oz7T1IAbm6outhQdVlf8NwpebSzrnqJ8T8tQB8eWTyqPrW3vJdZ/OAbRM4d4pE5wI6efokZcznEhq9QYP+T5Gyak1OlwnKAShmeJWy6IWOKA+xwrBliMMeYGdjp5QZznGsy7VDVXI8tE5Sl1QYxM0cgh53qjRbMzbL5NJM41VIml8PLL7/MykgIzlLFJPS3Z8yYwSQUPNif+dpf0O/2XSL77OW6Hm5kRYnLJygWhPZ0hIMGyuMovbODlY4yuRJCZ/dn9LLvVjy3WIaFrjgW/lQiTu7Zi8lZgoQXPneQg2uxc+vyDB/pI/9yQUQH5Ci27kRmabGQdw6Y4k1lnRsbpcTQOfItu8eQ6xY8zKFe1k8xsNnDY1R7y3u4ymEkwEZHhs1jdxqum5Xp8DuPS5XpckcaI/09FLucMZ8x+L2MDZym+KXj5AVXQebcPHLY1yN4hWOKwkJka+jImTGXQ/j8EQqf2cOVrfzPZXr4IvUdfEN2/QgGgxzIMTmCP/F/aIuJmTmCudrPOUZGYf+brwJ3vbB3717u88MMSQlimBN75iIBTgzm0K9A9g7tiukCM3hP89ntckxEIK6ADy4eZPSvMPqBoI0PAEZA7n7vx6nfN5czAyOB7G380EucbacCQ+Rf/lZDR3xY0vPgs8yCRzavuWc5cJZ9sNlNK5USMjcJuUyrr7dmne/qRvJ0rlLNFPct2KSKxR08vpW/D2VloxE4+hoL1kBSFh7mGPvC/bO6q8k7X/3Yl+y5u9/gDBq/p16wIMvFY5zF4/4xV6O+mf3fjQa7maXighyuys+qMGPewzP84JKAnOiYMZvcLRM+5uNHX6PkyGVy1CuU9kcu0aUDW1StKSCiipk5AjqCmDSYw1xI6dpRoZsqam/A7t27eRKmsVH9WpIfzL/xjW9wNeEf//EfabrALJtP89ltrcA5cD4ItoCUhr9v3ryZd96/feo5+vzf/YCoaxPZDWY2C2XybrL5arlPDIEOsMTxf5wZOTzknbeu7MWeNa0PPsfGH0pe1CV7ls3z+RDJZbi2MOZoI0FKjF2h6jVvI2eDvrEv2REzKG0tvLVovxVlWGm/HL8vghE7pYH8VtvM7QnpWBU0xAOHnmcTF6NFbrjnv/cJ3hC4MvwGVAZEYE4/gioFyFsQs6ltzojZ2FXyCZ5m9zWjev42T1WWnDe2/xlyz5hNqWiAN2RssAKiWseKskmXIsYPPi+YtWgkvaF0bq/aLNEPuMKfD6GnH+L7CQW5fJ6CFGrXB3wfMmcc0Ern+z0+zoEcVTiMhiIbFQM5DhDCROD7K0WGKwfJTBtRC8R7Jf4eqExg8zKdYAbvKT67nS9xqhc4F1yBzp07R83NzTzugQf4I5//Or1wfJgc8+8gowFf7ETwGgdoaZlcusDxYn+xW5ihjQTJMaOdXO2Y37arGkuKDZ2n6nWPGCJ8ASDbQTDCtUcvdVPNhkdZNS1y4Yiw2GfGlvSQgNgQ5ewBqlr7ds2iH8ikIWiSfV7Qzz97gMVEWPDEX0uJ0atUteytJaVctQJz2MHDLxbtncM4xp4xSxHFbMInt/NGyJKIkh2So62LC+4fMuLx/U+Tj+fO6yoyi4/JAOm8/AQ5b3vGYCXOmzgwxdW+v1kxmnkbdJutMN+gdhYfAlFvN/kW3c4bEGwoMUKXCo5ROp0ge+2s7IbNWuYagd8R/XAcyGARDFGBQzC/fPkyyyHDx0AM5FiXptJsdTLT89YDBO/JVKkzAmbwnmLArhYfjl27dvGueObMmYYFbjGTh/DK8uXLuUeEnfaGB99DI5EUOWZ0kg0fTIOYpMwmP3uA1czQC3U1KXsR82IvYbDHRy5TGDO3sZDQj25dQs7Gwn70+MEXuNxcvepBqkhJ2Omh6rVv43+LC74o2AF9cWw02ICjfYWmUaDQ6T1sglK16gHd7y8v9tUz+ADC5w9TcriPx4dCp3Zm7t9i2funFZi7jlw5TdXrH1HdJxaCURMfUgOTUPfrApMd8/ntK8his1G4dx9Vr32nbl31fMAQJdT9BlWtebhgoyRHzgPXIHTsNUrFw9xCcXWsIFfGgz0fKHOPH3yO/CseMJSsB14BSvAQqhHbI5iWyBG14b7+EI+n2WLjTDgtNgaqBgiEYqAW1w2xV47eMLJ0ZOejo6P8PchYryeBLWlQ8EYlYjrB7HlPwdlt/B3BG4QQZMdGAA8nnMDwJ8bAcO6f/OI39I3/8zOydG0msto4O4pfPTPhv92ygFwzlQNuMWCWOX5yKyV9jeRuXUg2HfrVzGAHeWvkMqUgm2p3katzFYVObCUfys0Ge2+j3Bw88BS5OtQpsbEBR3a+PEQWGyw65cVY8B4ja3Ui8yyymdGz4bBXN5B79vKC+wfRlGQUHuE2QSxGI8s5cOw1sjs95J43MRtuBHB90CendEpQKoODFzzMNTialRSMuXaRfMvvLcsQRdAPOM1z1Phs4ByeOevZzjZ69TxFzx2gqtXGyJ1KCW0gR/rgoqfivEL15SqlBk5RtTVOLTUu+uA77qMPvO89ho91vfnmm5xUIGgioKN/DulkMeAjmIP8NVl47bXX2Fscffpy8dBDD9Fjjz1GH/vYx2i6wMy8pygpDWUp8d96Afs+eG+DYCKKGLzn41+grRej5Jx3e/b7crMjYTQIZCeB7YwFa40qdTB2kgpcIxtsPueu083kxeIl7Ucjswwdf4OsnioKndrFQciD+W0D+vToNYZ695J/+b1kVWlZietjz+uM77XYL4+ASZwpcUOMBUYhwaOvkW/Rbdz7N9wh7eAL5Jm7lvvL+deX08/PMLGhsQ3yFhTn0A9W4hsIPegneUNQiQ0HbFMx4y+2UUQnt/BZQQPA4vJmnNy0Z7WB7i1cPcGYWbkQ9AMk7y9f3wkaP/gsf3btdc1sH4tKhxFAOyU2eJ58C2/T1Md2VM8kqp5JUSLqTafpL57spj//tw9TjSNF7XVu+vgHHqW3PfyQ7pK3yFQXnc0wiiVm5tCJAJ8GWawYzFGOr9RceDqT9OjNvMVrnk4wg/cUnd0WBQf0AOV3BG2UxletWsVszKeffpo+/LVvUah5DTlblAMxz9E2zeVDqg4WPbOHkokkL1TuOetyAqaWMnm5CBx+iazeGqrd9O6J3xMe0ad28fhZOh5jhym5fmopoGSLioNQyrbq7pdnry8wzGVVCJ2AeIZNkcuzwrC+odA730f+Ffeo6p0jmIHclksuO8R/Ck5pLaz/jvZJlgi4/F5dM+1Fe9ALQNabqJ7gd5Cy7sEUj4ApzuS8CBureOasLbpZ4w3H/gzpLfMMGwVcH545CN2Aw4GyOZMbwRTHOKQX5jlg2msvX6OCg3P4JMp35UBsBVB9K0HC5ngqRZ/463+mur/4a+re96auc+cHS5TMkYnj4N8hGs0y2dEvx78xmioVjDGK8JaUiFXpgVg9mE4wg/cUnd1WElNRC/SlUCbHB+vWW2/lPti//NtP6K/+7xNkn3cn2TRmwwXqYOODbIQAchT7SNe1cP+XrFZy6SyTK2eWz7M2NEZopAC73L7ottx+KvqVrLyVJs+cdUVL69lSdtNc8hgotykicvEoOWfO4YVesO2EIt1OYWQpHmXVLZGxrRXh07soGRqnKrhUldk7F8hlm3KYzqGT2yk2dIHSoXHyLb6DrO6qCvSgt5B/1YNkK2G3yUzxHHLeIEVO7aSEqHk+o5PcTG605bqNVcBLXWTZo5LizDyHqAjk9KID13gzJcjMqmfaYwNl9VaRZ5axbl1A4MhLTMarmjGj4uxukNvApxHnrqWCMfACx5qHbFzM3pHxlht8U5k1Us9mQJyDNzNvE4ZInJZbNse5QSrBjhfMUbiB4f/e8YefoT3XbORcIAQ5veCAmRnJQrYQHTxHqfFrHMQtOmZ75QAmefTCMWY3l8os0Y+EgIUoz4rFPdJ3QmCJx8JcGuYScaYEC+Y0iFPexXdUILPMjGrBWSwzBoaM3lnfwke2Hw1lsCMvC8pgVrsqZTBgbP+z3JP3zzXOflRkOkOAxY3NzNz1FB88l90M2SxEzs4JZbVygPcC1QKeDihjxMdR3chHDnmw+w3mG7DefiRMtbe/35A2ihQ4/9i+Z/g5LPasFMjM8mZoB18bnkcoo0mV/bhidWoX27Ea1eeXYuTNXzIBEO+rzRrUfT4x2VALjJnhaGlp4fuBErVU/Q3nQyAX58wRRNVuRJPJZLbNqAe4Jj098+sBM3hPMkS5vlKz2+WUzbEhgPoR+k9r1qxhX99Tp07Tw3/0pxRqWUPOJmOD00SZnMgFa85lb6XE+DWe72UWdmScHLPmaRq5yUewZwf3HNGzLCezhNiFINiyfKIEC1OV8DjFRy8zAanu1vcbbisZHxmgcM9Wlt0URTZkrw/96NbFfGT70Re7Kdy7VwiWMiVYwSL0ac6IxSBmFIRyMzTbl2ZnrFE1wDGhrNbDM+ZMzsP8+byNqjc+mFvGxqlqxb2GXC9vhhra+AidO0jJ8SFyd7axg5zA1SDydKHyUp4ynYjYtUvcmqlZp40JLx37mqgMXeCqA1pR4EHgOj1tSyrAg0jQ6LafkK16Zlb6VW+5Wuwxl/t5xv1AeRpHW1tbjvobDkzC4HukgjH4XqXPftIApjlgZt4mSpbJRTZ5qdltrWVzBGyIruBBR5kc5fL/8X++T9/91Wtkm/MWshk8l5nMzGWTzUqulokyOcqUYqmSF6prFymMrAMLaSLOvUr0LNUsPOOHX+BSvZHCKFyC7VpNgWOvk6dtKdmqZnAJNpmIZ+Z7F+ju1cNAIxUepSqMU2nsnXM/es6anH65tARrdfm5D12z9u2GW4SmIiEmYflQblaYscZrYr6dcDAXIsjSqxCz4X6vr55Jivn9XqHc/CS5O1eW3SIoBrbc9NVR1bK7hf/ImMWg3QKrWRjAoPJCcFKbt0FTlQWbgtT4kDAep3esjytDHdkpBtjJYqMRH7vKRE9sjqy+ejb3cTS0ls29QJY/sv3nrJcg3Zg6DCCrAUb1rHE/MV+NA4RaVknMqL9BjwIEOOnomigYY8m8D+UItORDNDIxg7cJxdltLU5gasvm+DBht4q5S5TIRZGFdfc8Qr39w2T1N5AnFlIlo6kW0UvH2MPY4nSxVKgSm5wXqhntfADo77KqWt9xSseiZHG5yQvSm8QDG4iPXKHwmb1UteTOollrOUDWCtKbB2IamU3ERFYEhv05Cp7YSmkEy7SFv0/tSJUgz/ocl+x9c9cZcr0IomIJFlUIBEv0qMHQRtaGQOqa2aX7daJXzlD00lGqRmapYeQJjPwcch4ctM7s5QqHoFzWzgTC4KHnK0N6E3vQnfJjfda8ygsqQpFLx5hclo6HyOqtL0ou41l/bw1r2RsNjLBh/LFm87uzQZo3G5dP8jx9qHc3283aq2dqciOLDl2iIJ7DPOMSwG7XF+jEhKJSIi04LwhtODDOitcTBWOuXLlCPT09nJjUZQJ5vhlJOcBmAZhuIi3mnPckzm5r0SXHQ4rdIFyClICvw1AE5DSwyVFqOnzkKL3rM/+Vom3rOctkGc3+k5QKjVMqFiRHzayyvbezZfLBM2TrWK2bxQvpTPR7U+EgOy3BFjSJvi+lyDtvo+FuP9GBsxQ7f5B8qx5U1Q+dMLe4Kuh1e5RZxJy1HkDW+pay5FmLXofInG5eyLP3OfPlGMsDsYybF8Qsba3z28ET2/lPo33DWR3s5C4ee4LKG54fEMvK1Q6Qu+djB0r3oIuBPcyhyS5uNiBt2rkyY8v6FLnblxuyOZLTbcdzJCW6yYGnPC73UHzoIm9+LRaMprWQq2WxbHUkfPYQ+4c7Gjtk38vl9Wl67jc/L/u6wRzftm0b3XnnnddFZQ2JCcRhhjNldgR2/J4gx4kBHYQ5LQBHaOnSpbxOTwWrU7Uwg/ckSJyWYyiCchH6MCtWTDC8pbh27RqXyRGwEeAhivCXf/dd+tdn95C9a51suU303saokqBchsxtiSrd62RohCIXhDK5e9Z8sqkgVGlBCkIdu35DtqoGDkMY+cImw1lvTMk8eOx1zig9C24pO0DxQt93nJKhMV7onejzz17GPs3wba5CXx4iI4aXsp9RJReKzUYsI0XL89Eg53Flw63Mst//FDlb1HuSawEqBRBe8WbuOW82BnopCbEYmKtYrBkxFu19e4ijRM4doOrVDxp2z4XPx2VuB0FhDVUFd8dKcjbPNzRQYSPGIj1l3PNEEBvejBsZDExsdmHD0bqEgr27KTncz4YrSljTaKUnf/kfZV87mOMQabnrrrtoKqCvr4+NleCIiGCORAbEM2mZvZRgzPHjx3kzgp+dSrKvpTB9thnTdHa7XCakUtkcCwwC+5kzZ1gpDX0ivNadj/4h9SRnknOOMvO40Hs7znaL6P9ihy9mAvliGNErvRy4SpXJywVKrcHjb7BKlVjex0w0FnpkKByIbA6hl6qx/M+a03uf4kVYbwaVyyIWLEVHXv8RWV0esrh87LPsmmFcf5511fuOq9ZsR/sBma20Xx45i3E+KObFyFHTxDKfqLqAbDa+/xnyLTF+nEo0/8DoHXq3OWI2CFhiPzojdhI+d0BwSnN5ya9CjAXSsunoOFWj729gpYDPhXsDe9PbP8jPOTa62bHDdJrcXavK3lDys7g7Y0JTpiqg3VeT6wE/PsTVq9F9TwmTGBYLt35QYpfbtNl1lpj1kNUqBZfLxS1DAGuhKBiDNRIEXpTDpepv+dm1OOM93Xy9zeA9RX235Qhr0C2GHR/+3LhxI/eFdu7eSx/48l9TvH0jOTX2h9lJCxKomVIsSuyxvuPcz8bijsU+id/DYuGsz2ixCwDGHMggqte+I2dsCIxeXvgzi3+WJT7aT0nMztbPJnfXyqLl//joAIVOvEH+5fcbqjkNCIYRe8m39C52emIJzcs9FDh8nBd6gYW9qWzVLS6r2h1UveZhQ/rlE+Yb2yg+3MeEQ/+ye4yfg07EaGzvk+TH6F2JjFoQY5mwV+X3GFKmEGPh+ehZPGYnbXGMH3pBEJExiFNQ0IPGCNv6d2YrV1KhIt5Q9vdQ4FLmPYYMrsqxPha7OfA8+Vc9kGV+6wXWFrRI4gO95IfZSmb8UOzrCwYmo/yswsAEmyen48YK3sk8tjmybIhRifagaC2KJXbYH2PtFNXf8HsgYzd6TGzLli30ne98h33GYezy+OOP0yOPPCL7vZ/61KfoX/7lX+gf/uEf6Atf+IKm1zGD9yTObmtB/qgYVNLQ38bDhjEw7B6/8t++RT/d0s2iK+U6CuW8pttPtjnrsmVyBBBKE6WstpwMyghwyfbIS4J4iQqfaZElLi1v8jhQRBi3YWMQiV0isjNkUNXr3lWWnnVJgZFjW8i/4r7spoAlNNuWEuHILKAg9kWQ9UI6s6qBs/9SvXa+L3ufIFf7cs5cjYKouIX+M9ok3k2/L1Q2MF+uQ+9civhIP88zwzq1nNE7qW0nv8djVyl8cicHPmwKUoFr3N822pYVCEBu1+GmqhX3KH4Pbyil7zH60SC/9e4VbG09VeSbi8pBbiCIDl5g/XPeFBiof442ROjkm/ysSHv+4BfkisYMC339wBDtPd5P/++//Ct97COPlWUmYgS720gkS4yK4XdsamriA0DwFoP5D37wA/rhD3/II2toUW7dupWTIr0mKzjXypUr6aMf/Sg9+uijit+HoI4WBObfy4HZ857E2e1yejkQ3MeOEX9fsmQJtba28k7xnvd+nM7Z23TbD8ohWyaHAUPHSoG4xbPRY/x3ofxaHulNJKpBmxzWjEawj6XGIMkovLcHyDN7BXnnGydeIgKEveTYILOP1W4KRFUw9MZ5tjce5n65o3lBzkKI+xI8/BL5lt9TEVZ28OCz5GiaJ7sR4/cYVZexQUHMxlvNpMH8SYBi9wXB1bf0Tl3SsooWpIde4M0PWhU8X55KkrNjFbny1PbKAUxRuAI1a76+6wyOCJUreJjHIoKlp91G6XCAfIvfYmhZFs9RuHcPeedv0jQyKNqzpgdPU7UtTm21HvrIe95Bv/fIO1QFZXBtIAC1ebNg93q90dvby2svrI3L+Ux0d3fT3//939PLL7/MCRH63rfddhvdfffd9JnPfIarm3qA91wu84bfBDYKzz//PD388MOcdZuZ9xSe3dYCnAvl9507d/JDhg8LejevvLGVPvpf/yelOjeTQ6MHtBbRFWmZnL2jpVnvcB97DKejYZ5Lhe+22j5g+MIxSo5fpapVDxrWOxeNQVINbawhXrXyASbmjR98nkfD1Ghhq8HYgeeZL1AsO1OlCgbLyaELwvx7PCKYg/gb2Mtci9WmtvG4F8m3YDPPtSvOl3dK9c7RLz9AyfAos5y5TdEp9MvzETj0AtmqGysyToWNJPf9N6CCYsuaqwhOX6cocBjKdGHOinmsT4VxTo7k7p7fkXfJnWWR5krJzEKild9Li4XG9jzBlRRX2xLdmSv63Jhd98K4pByFOgjW1DZRhIhOplP0lZ/vpq/+n19RnTNFHTN89Ndf/wKzr+VghAmIkUjqqATg5/B73n777TQ4OMgBHMH8lVdeoddff71izmi4hx/60IfoK1/5iuJ9VgMzeOssk+/Zs4fmzp3LWr1G7qwxAgEiBQhp2FXiA/MHn/oCPf3qdrLPnEceSwVEVy4dYztGV/NCRbWnAu9jLKJXeilwfCtnlOgDYu5XjnQ0fuQVDn7+JW8howGGcGzwTJbcJZZW88uvlmSUnG3L2MVKU/Db9yR5Ft2hW6kLwIIulXBFHzcdGePSNZjIFneV4KJlwIx7bOgiRS8eFZjwGjYvCIL2BZtz++XdW8kaD1I8keT5ckdjO43veZJLtI4KlLKDJ3cQpdJUvfohBaevxUSiMl3GyS0cGMqM9dVkKgfyG9w45tG7XyP/2rerMnPRAiFwwxRlaVbwZ0JZTeJhXsaMPs4BLodvocBlMEahbjZRw2waCY3SuW0/o+/96/+l//3d/zltet4OnUEWZW6RsIbqJo7PfvazVCl8+9vf5iz/c5/7nK7zmMG7DIjZNh5klLCRIRsVuHFulKVQVkHvBTszBPK3vvfjdNk7h2pu+wPeeSMrypZgZ6HkV35/FMHX0neELLVtmtnkvIjKEctQYoegSF0zOZvmM2PXs2ATOQyegQYgWILNRvWqh+Q3GzUzs4IsLMQyeJ6CJ7ZxUGbjks7Vir1eaLZHzh6kqnXvNF4rO5VgG08s8lKBEYwDRc4f5D+F2WPlrLcYYG0KkQ/05vU8n4UbtgR7TYdObGNbVqiXWZxuQ+fbWbe9qYvcLYvKc3LjysF+2cpBpK+HYgO9VFUBPoRA2HuC/MjmJfcjX1lNnNEH5wCbSivIb3PXFa0AINsG+Uz6exqF6NAFbk04Z3ZSY+OMadXzdrvduoP3ZAm0gMT2j//4j7Rv3z7dMcMM3jpmt/EQ63X/yn+I4ASGc2J2G/OHTzz9HP3Jt/+VqGsz2TPBA4FGDDZCMDpHwePbKBUXfbfXquqZ5pTJZ84nbyaL0YN8YhnUyoJHXmRXqkjvPkrPRom9PIKGvKXkU0xyUtv759LrzK5sxiPORiMAYcNhq2rMltgDJ7aRhSyGjyQB4BSETmwn/7K7CnzDeRxofl7Wi/c3GhSETlRkbOOHX+LMXkuFQRMnYmyAam/7AN9PYeSrm8Jn9mf8wUE8g5iNt/z3lMepyq9yFFQOmOC4nWIDZ5jgCF14kH2MfFcToREKHnklQ9hzl271SDa9WQ9zcWzO6SHf/E3cssL1Y7OOlocRPX5ZYZfzB7isD75DQ62yxvpUy7xTBpTxJzN4v/HGGzQwMEDt7YLqpLgB+fKXv0zf/e53WS1TLczgrXF2WwzUougKHpxy3L/ygUwb3tsoky9YsIBL5v/jX35MB4Yd5Jj/lhLBaE5WtYoZsP0nKRIcpVRomAUcXGA557Fck6FRtqoUyuQLWBfaaEAYxeat5jGWnFGb/pOcUVqgM92F2W3ti3xs8AJFIKG65iFdZU+52WiMr8UuCi0EBHJRHc8oZPv+qx8qmfnJZb0Tvd6QMK40f6LXK/a3PQs2V6TKEYZ0rNVB1asezBv5yvcHPygQt0r0y/NL2Sgr8ziVgbK4gr5BC4XPHiTvgk28oYkNnKXwsVczYjH6zUuE3vwJQV62DM6CnIc52h1oZ+E+YnoBFRpwUbRqHRQDNB6wORQrAqlUkmbMUB59u5F63tcjeKPXfc89uZyZ+++/n///Ix/5iKZzmcFbg8SpHJtcb/BGFg+SBHZjkDjFfCIE+e967yfpWt1icrQ1avfd7lg5ce1jAxQ7/SYlYtGsohqCKMZGEDwrIbqS1Q9HL1SyIGZHbTKA2Uakr5tSYdg4jrIvMxTLSn0YOSNOp7mUbbiwAsRxRgeoesOjvEiyNzj6lNEQE4+gWKbGWKXYYonSaLl9f5GcRzjEzdpFjKSFKDk2RInAINXe+n5DteyzEq37niJf+1Kyz5yrgriVn/VmKgfJhNALzmvzoF+duHq2LJtQVSY3e3PFUfD64jUUmpd4MuYl6pjGsPOkRISqVj1g2PMoeJhvFMR09j7NEwgw+REElQJkcXjI0Yi2woKyHfFG9zxBlIxn58MZqSQ11NdPm8w7aYCrGII3RnCNAhIveE2IgFgMKqrwLkfGDbdHKdCzh7wrRLe0wAze18l3G8BYAt5U9LbhBIbezU9/+Th9/X//lCxdt5Bd50woVwZqmvgQF6nRXY+T1eMnS5rIv+p+wwM3Mhpk1/6V95XsEds81dn+Hd/r4csUPrWTF1AQ4TC7LfWNRo84uO8pcvLir2+sRw6Ri8cpMdpPVZDczNwXKbFMWOS7ud/L41S4fpXlYWY2H3qRM/ly1bUUN2tz13HJGvwD35I7uISNTA2lWDaGaVmka8HFZowD99K7NM+Bi1kvjmybJ9PrFSw7cV02slfVkV+SzRsFcfxOyOblxVEKzUsCTIAMB69xvxy9a9xjuecZVQ57bTO55xk/lghbWZ6bxwSC3UHOTMlc9DBHCwBM/ySeRbi9gTsxs6vkLDmbfez4OVnc/kL/8FSqqLvWVOx526ZY2RwkZql87Je+9CX+87HHHuO5cqNgBm8VEqdG+24jUEEMH8Q0uIBB2g//9/5PfpFePx8h5zyhzGwkhDL5MSakuGct4IU9fGo3a5ynQfpoX54TKMtB4Pg2Lnf6l9+rOQPB96MXLvbDucQO3+i+bs7W0qk0Z5lVK97KQd9oBI5t4cDkX3qn4vcIi/xKonZJefhspjwMYhkyIZnKQWL0KjtEYZRK7dy0FkDmFFrZngzXYIIPIUi4Rnq2UjIS5IXZ3bVG0/scg6Vr7z6hHKzBx1oJwrjXAj5Em1Cbz8fPJ8apWOhkPljiXuPGzDSO36Hi4p03IXISH7/KXt7JCMxLYjyjjw1kYP9TgptZxjXPSMB5Lz54garXgW9hVfQwn9gQ9TITHa0wXCPaYK6WRQW2othEjmz9D1Zck2tNpNPJooHsRu15VxloBwqddC3yKVr63FKYwVunxKnWsjk2BEePHmWFHyiloYQCQZb7PvRZGpmxgpwtxjsYYYcOZyyW7MyUyfG4ZzXOM71o9hPOSHsKnszqFlDOKg+/SO6O1YaR0bjEPhsl9qUUPn+YkuODnCWEe3ZQMh4hR2MnuWdDKEanxSFnxC+QZ846zRkxl4ezpCghGwp1b2H3Now4QdoT140sWCipVobZ7Ft4u2y/VrBknT2RsSViFOHy8BEepwIpyj9/k2IPNXR6N2+YKkHYy8qoLsl1YWOm/blDvDES+uVtJWVwZa/95E5Kp+KCnoDOa3dUNZJjUWZGP53iz9Po1p9wgASjHcHTSOex4MmdZKE0Va24V9X3i/Pv4gy8aCsavXxC0GNIJ1nr3F7fToHDL5CrqUu5KpZKMlEWa5qoB45gLt7DqRa8kwZk3kbLo04WzOCtU+JUS/CGYD6cwDBTeMstt7Cg/q5du+mBD3yCvKvfrkojWQuYTY5yqoXI5mtQHCcr6EVjAb1wjHtrKG3CqlOp9BpDZnf+EPmXViirPPwyk7X8SyfKULmBMsTOVZ6utZorB1ymP3eA/Mvv0T3rW5ANJeM0uu3nZEN/3GqlYPcbivPv5SA+3E+hU2+qYjZnr1EsD3OJWEZLvK6Z3J1ryAqlqQPP8u9SyrKyHCRGBijYs01WRlVg2m+S75dDBre1sF8uJ6aDDYu7bYnx1z5+jTcX4BUgAEpHvoyQmYUfvL0B116+eAdXiLDx5c0veBFBJutFz+zmwA1XvHg0wJuP/KkUSzrFaxOSF9HcA597MZBDzczjMf5zXi6SBpTx0aM2MvOeLJjBW2Z2W4tSmppRMSxCKI1A5nT+/PlcKhfPj/K5d90jlAwOU3TgNKXC42Tz1mV0sMt/e1CGjJ7cQWmnj0u5thJ2klLYfDWceQvXLpReWQ0MzFwESnhGVzdS8NQu/j2gaGZ4ZgYrzKMvk2/BLQULYUGg5BL7CaFkiMqBy0e+BZuKVg4wA40AW5FrR494/9PkW3kfS8kCmOWN9Ivz7xFWW3OVMbstXPs+SoVHqXrdO3Rl8wVa4qNXeLQvdrWXbA4PpSvAKwifO0ypsf4c8w9t/XJBjz2NYA6nuTkTs9Hs2gXRmHnrOWOvTCn7fM61y498YWxun/AsioI7JSYqhBbCE7wJFSslRgHBGxvI6o3vzj7r6Ux2DhIcfAwwnmavncmfb5CnsK6BXMXXNT7OsqhXrlzhBAQCIwji5fpnT6XMO51Oc+aNhGq64abXNpfObpcjcYqADIN6zGXLAQ85DEXwAQCbHJZ0UkCK7w9/sH3CuSiTbbCRQGice9Ku1kWqPLdzyuRjg0TJGHnmbTTUDEFcnJB9IEhikfTMWWOogAmsMGNXz3BJtRyvZvY87jvGFYSUxHdb3GihTM5lxgq4pHGP+PReJr0p3RNuzYz288gXNh6p6Di5Zq9QVXrlrLK+hTkKRoMNV7q3kH/lA5wRi31UHkmz2AQHLR3jZ4Gjrwma6V1rDLle0VI0MT7AnxVI4tZsendWkMdob3IEbHGzo+1Z7BbaAOBF1E5UN3JaCHueIP+y0p7tWgENiOT4tSwfQgmCQt0xvocLm+vozvXL6It//MmC9QquhiDYIoBL/bPBpBYtNyslK1pwzakUvfbaa0z2LXcDgc/i4sWL6ec//znLpE4n3NTBG28+grZY9hZnt7UK4+MBhotMPrBbRZkcDzSCu9xDvXv3bnrX3z1JrjZ5gRSWH710nOJDl3iRBzDGIpdVCqIrB8lCKbJ5aysi0AHyVfjkdh5dgbgIFvz45R5KgbRFFiZO6VF7g7uTzV2dYxWpB2LlAEIsqG7ERy6zFSZGbIwG91kTUTZc0fIcSY1Vsjrd8zfllDRFHW7Pwtt0EwsV7TCvXeIWgtyoFgfKi91kCQ1RLBIii6eafPNQ3XCrHjNzd6wgV4a5bySig+cpeu4QeRfeQrHLPRPGIPWt5O5YpauCBYwdfJ7noNWqvZUyBUGVCIx2fLbt9a0UvwJZX+NlWlmRjdJlXTdaKUlMjVCEWqqd9O7730IfeewPeKwVPB04cUn9s7HWIZgji0UJWgzmkI2u1Fx4IpFg+8077rijwKNby3uCCgN0zdeuNV65rpK4KYO3dHZbFOAot3SKcjge2tWrJ3a2OOfp06e5X4TZPQivKJ0fmfudX/0BuVXYYgLJwDDFLxwkCl6jSDhEjobZ3I9OR8aZTY7RGzdEVwzewWdLzQhOcDKSKXmKam+Ja3282Atqb2vI7lVWbMofpXJ3Gkd6yy95IpNE75wrE4FrbKwCWU/v3LW62M2czaNH3DRXmMHWCc6CLh7jWXyU4C1uH2+O4O1t9AKfzYhRQtcgu8k2k33dPKvP/XIFAiHPKe97RnBKU9DL1wNuIUTGWTFN+hkTKlj9ghteVAiUrtYlvKFV+1nPluGh4Jcp3RuJaH8vRS4cIpu7Svi8pEFyXKP7+Z9QZGswhAkvtlTSA6fJSxFq8hL99Pv/i5qbCzeRqEKKgRwH1lg4c4nBHIHdKMJbNBqlbdu2Mbu73HPis4sZb5CIIY41nWC/2UlpegK3HGENfrEoLeFPWL6VspTDA43yturX89eRbbEwzuSCFenAGRagwBbManew9SB6mYbbSR5+QdBQzxgtqFZ7g6c1Zo5hJYo+r4zaGxPHTu9iDe5KkN4CR17l2XbR4EJKZEKWhpleZEJ8jfWt5GpbqnoxyAanpbla1nrAOt0ZzgHkaxGEHNUzKXDklWwQcmeYxXogZMRPMr9Ca0aM8q59wS2KTHu8z9jggSRl1JiZHJlRSfBG6Jc3T0xUYGM5cIaCR1/Jzpd756wne428CBKeXfAW0EIw+vMkbjrSsaBwb7J96IwCIeb0sxWYjao2vyIwHhg6tZNH8fR4sxc6kc0iqp1Fgcs91H/gOerp6ZEN3ihf4/9xYK0Nh8PZYA5bY/yf2CvHIRqClINkMsk/q2czgA0AMniTsHaDzG6XG7yvXr3K/W3s5DAGpqaUwz2lRLSs1wb7FkQyz5z1TN4SfbdRHgbr1dHQzj1pPYpVggb3NsE2UeMixgIic9bllAwjvXsE5nA0RM6OlZTEjj6VpKq176jAOFKCgxOuQYkEhNK0PSsUIwQhCMVwWTMeLVCJkyJ65QzFLh6uXHA69AKP+FSveiD7f2IQEkVOhF60dnYzfj/Yp/qW36vbO1yWab/vGfbcxn0JHH01E4SM8SjnSsee35G7yPsqu7GcNS/bSkKmGxO1xOMRgeSINoDbSzHeTO4W5sPL4Fyo2Uzaquq5vSI79ZFhmotOaSF8RpIJJrKCjKfUqgAJLXTyTXLPWasoSKMHwdO7KHb5JG9wOekoAXye0Q/HgTI71gAwuxHMoSKJ6iTWSGkw18JkTxo0JgaYhLUbZHZbC/r7+/khRMDGzhJ2cq2t6kwyRLQ++GlyL7pD08/EBmBGsoWzDrlsVbDCHKAY64gn2BjE1TyPbBoWUCiJoVwLWUnDJVSh9rbzV2SvymQ+FpsgzuE25kME28TQia3kX3l/2QuZOBcN1TVWVHNDUQ0CIh4KnNhKFrKSd8Hmymw6IOc5f3OudKXc92LDBnIjVw4iXIIFOalYLxqbDrYJxey5gWRGEeOHXuRNh6djhXCNkaDQBoBiGVjN1VAsW18WyRGVjrH9z5B/2b08VmYUUP5nmdn+U0TxCKv75RPLjAA8vrl8X6SCVWwjDdGZbKuioZ3cHWhV2HkzBoa7d8EtlXlP4X42PsgZOCpBu373Q+romHDCKwdYi0dHR7MldrgnInMXS+w4QI5TwujoKB05coQJa+Xi3LlztGLFCiYWl9s3v16YXldbBhDEQKhAxi32W4xcbLEhgEIPXmfz5s1lyexBkEELYEqBwMIezQq/i2CF2ZQdVcLOHYEcARmAwhLYzXKZBZfJj7xCzsb2rE46Gey+BG/oqjVvI3tGLY1njvtO8KhcKh4iR10buWarL1/n9+Z5lAqZk45RKkuebCYYw6Ez+yjWd4K/hnKz0aYl8bFBCmFTtupBVeYc2Eh4JOxt9KLZIU2UR4UNZfPC7H0Eaxo9lqo1Dxu/6UCPeO+TXI6W+ntjQyYqluX6q0OxLM4lXmfLxDUqIYaqSO9uqllrfKUDqn2pRJxbKlBNQ483dHI738d0MsYBF5yGsnurmQ0ZevPFbD+LAToQE62KCbc5WARb0klKW+xcMi93Y6SE0d2/5REyUcQIs+BqMu9SkM6Pi2sp1moEcgRV9KGxnorfgyqlNMAmDZJGRdY9lYRn1OKGDt4IQthRwbELvRfssIwEsm6wL7EIInCX+yBZVQZvLABjO/6TXG1LsiVKtcBu3NW6mA+x1wvhBtHkwDWzk2zVMzmIonfpXXRr1qnKSLCj1tjVHP3w7MzxnDUT5WvWOX+TSWUoa7LXcWYjUjKzaewk75y7Db923MPkyGWq3vgoL/aQr5wwLaGMaUn5zlRhKIvBFEWHOQf3ov3rc+RRhRn9EMWvnCVX+xLyLSw/U1ECMv/AweeZt1CsRyznrx4fPEehY68KvWiycL8//z5i0wkCX3UF2ivA2P6nydW8MFtWR6ASgxW3Kq6eZU96oV8Og5q1qt9rvjcHnif/amV9da0Q3eYQVFnONdP6yUq5hsd506Ek2asGExroVWT3StaCdKoiLlwIzKhgiiYhWLvFrBzEXvCIwCESg3k8HjdEoEVP3/164oYsm4tlcpFNjnI2dnRSRrge4NzQJYes6Zw5c5hxfvfd5QeLjgc/SfZFypraasrkeoBgGTy2heLDFykdj1ENXKkqoZZ29FVy1Mwit8JYXLESewyjVONDRJFRIpfguCQtDTNxbP8zTNgrN7MphkhfD8WunKKqFffJliUF0xIYm1yhdFT0tFY3SgWMHwL5qj7HWtMoMJN/75M8fpYIDFFi+DJRPEwWT02mDaBPGpLL8JeOCZUgnSVbGIFELx9nFTaxF8164tWN3Ms1GtkWxeI7mFCp6RpHB5i7IQixbJBVz2Nt+TN7yL/qYcPL2dD+Z3/3zIZccUzyymneYKLKweN6KvQEcF9Gtv5YVgM9NXyRLh98gyYbSMDEYD6cYbIjYUL5XmSyaw3CmBP//Oc/z63P6RbA7Tf67DZ2ZkZ5botlFjiB4byQEcR58cbrgdWipkweLVomLxf4gEfOH87ag9rr2ih64YhA2IqMkzMzXmOIRShGbsoIrIJjkoQhHrhG4TN7M72/OFm9VWwrWl2BcioAG0ZsmES2utI1etpX5MzJRs/upSRU+yAx2ygvMYtFMgBlrfkbKqIKhv4kSqn+jBQpZ2uZ60QbAN7lKcijsrHKHHK1r9CUzfBsO5Tq4E1uwLOJaxTNX5gNv/txsvpqKTZ2laK7fyfMbnetKkuZLh+J0BgFD7+oukVRcI0ZZGVmoVSGXnTtLO6XMxchcJX8a4yvFqASwVoOGR9uZSLh7KzAU4GUq1VeeAfqhiPbf0qOGR1kdRSW360oM10HgMyGo6WlJataCdU39L7xd9xjKfkNRLlS9306Z972m2F2G+UYI4I3Mm30YTC3jZlALHJgK2p1FcuHlVIlyuSLNSmsqQVrHp87RMTGBvOyH+KJsqswtx2EtjQyNauN3F1rVfscA1gssPOvWnkf94mNAPf+MqVfBFaw7m1uH40ffIEsNiuryhmhEy/M+T7FwULzKBV0oxfcWigxi3neVJI8HasxqkChE9vJB1KdQUQ9KcCkTgVHqYqNRawKxip5417HXqN0NMD/5+KZY+UNxdiB53iOuBIa4tjwoQUiVR3Lap13b+VrxOcOSnPlmIJEr56j2PlDmh3H1MnMDtDItp+Q1eljkx+Mfzmb5hvSV8X7BP9wqANqrTApS7nuz0i5+snRNJ9Ch58nZ9McxftisL9OWbBYLLyuI/AuX748K+OKjBxTP/DThiiWGMhBgpNTYTPaDnQyYb/RJE7lZrf1Zt44L3rbAwMDrKQ2c+bMnHOLG4dyP5zBvlNksfl5IRJL4jBAGH7lB1SD/qpBIzZSQNMYBCB8oD0dq2Qz1sK57SCPokXGh1h2FFKPrgzbVQ6BE9v5/pRjEaqOHAXVrpU5izeyXDCbw6f38IbDXj2TR8UwA68FyJzZB9qAOd/8DAhlV66mxCM88w4SllelWplaoNJhq2smn8wMtPI15uvF99D4hWOUjofI6vILbQC3f6LUvOBWctQZ502eOymwjbXbpcSrAq3zAlMQuzCSVoKrwTPW0XGuRhj9XOJ84bP7yDf/FnK1LJDpl5fPjUCFg0fBOleTzQCDGwj+SNs0oXMHaXzHzzkbL3ZfrFMhelOuKQn+hJobDnhH4Gsikx2cJ6zfyMSl5Dcw2UXCmlGA4tt3vvMd2rt3L12+fJkef/xxeuSRR/hrSCz/7M/+jJ555hlW5sS13nPPPfStb32Lqwk3XfCWzm4rDezrCd7YzaFMjjcaIwlud+4CK5LU9Ljb1M6eT+HGTtbcBiA7SrDlhNzj0EVKXjjKRgyuWfPZj1u3+hLK4vD89VRrUgTDdcGURDwPSrKCJ3iYFxZIUWImmhd32Gx2rNBMrFOD+PgQhY69niFH5S5i2PyI5B2+RhB4Tr7JpCF2pZq9rGSmFrmIfuZlqt7wqOEjcgBmiJ0NkO5cmVXNE9oAYF9HmdUMdnN5JCOU4Z8kz7xNumRURUtWwZY1Y6wCK9GRPoqMXuVJAFuNMaI0BTKtw33qjEvyM8nMXHQ4o0xn89UK3AiJc1l2xnqxuk2NFnD2twcjfhP3njfAeD8zOvpCv/wEhc8fYglXi9ObGZH0l66S9e4VRhMrMHseOr2Hs3BbdUPJDU2pNt9kIVmEbY7/R7aNAxBd0kSntH/4h39gEhwCKD5nRgVxnAcJ3kc/+lF69NFHc76GKu2+ffvom9/8Jn8PrgX99ne84x20Z8+em4ewpmV2GzcJGuOQ0dNyfjh+gZiGndzcufJjInjtF154ge66666yxfGXvuMTFJl7V56i2YtC7yyzwHOW0XdCMIoIj7NLkLdrXUm3opxrjYWZYY6fhc2nkvhIORBdimIDvUwsc8xoZ0cwI7NJsdcHfXX/srs1M7LFTA0a4ig/imYb0iwG1p1QsUOQNxocWA++wONnkLWVvUZsRofOs5TrBLNZWQlMCkwQhI68TL4VlSnDg7SXHuwl97J7mZiHkTlsKlPws25XR4QqpWuPbNAoG1I8h8JcNMYPo9zb9y2+vSKGNGKZH+0hbIrVAteGmfusHnsd+uVrc+bLhd/jBHkXyMsSG0EkhVgSNhwY1+QNURG4g1fo9O5X6Hrj5MmT/CecGrUCa/tzzz1H3//+9+nixYvMbMfE0Fvf+lYmHyNR01uVwc9LM285wNtiw4YNPBoHjfUbPvPW6rutNfPGudHbRtCHUhqE+JUgvraesnz+ThbnhCcwesU5WYYkEwLZCMQyFr4IB5jIo+S5zb/T8GUebULgBjEt30dZL9DPRgCHnjJmiGFJCiJcOnSNUqk0OSXqVrrY6tUzqGrFPeVdY36mFglStP8k+xsnoyFKjg2Qb/lbyQVSV4Vm2/1L7mSpVsVrxMaqsZOPbKaWVQILKxqCRPt6KD54lqqg9laBakHg+Da+Nt8KQe2toHzdf5ICh1/kKgzZXQXGKqpG/FowqmWcDSlU58CNEF270JfGZwABHRKunjnaPeAVy/w926mmDKU9oV8u8S8fHWDjn2RmvtzirqbEtYtUu+n3KxK4R/c8yfLME5WC0iHBOkVS72QyWVTEpRjAW/r4xz/OQRMs9q9//etsToLjqaeeop07d9JkAKV9xI9897YbMniLs9talNIQvMV+uJqbiTI5Sihgk6vJpnEdeoK3XeZXsLo8XEJV/BmQjRbdls3WEOgjIChB+CKZZJUt9P6wIKAchiwOYhmYETe+/wxRl5fIOXNO1nqQCVvzpMS38wLxLRZighwWTrWLe5atPm8jOVRkoGqB+4E2QAJWmCd3kn/pnZS4epYCuI9WbJaWG2KSAlMUjGflz7arZjZLHNZymPaJGAe7+NgA2d1V3EaoBMb2YQZ6PoupKG6KMK6UGVliTfsLRygSHOLNh626id9vOeEQDqx7nyB/hUb8uMXS/TpVrwXb3p29xnwPeHJ6yDd/k+ZeMjYCsavndHurT2iIN2UrYsiCwV73dq4Q3nN8tsFmn9HBCnB6CXAj239OFpeXFe8mULoQGw0JhMbrjaSOVqUI0QUNI784ENAnC5hb/9rXvkbvf//7S3pgTOvgnT+7rUUpTQ2pTBw9AEsRJfKuri5N59fDOLfJXZLNSZSIq/p5ZETC4jp/ovd3/jCFzx6ixOAZstW1MiPYWZGMcowVwbyLblM0UBCIb13ZsioT3/pOUGR8kO8bZr9dHRCSKHwc0fNHIPCvvM9Q1SgR4fOHWQKWAytIWxkXJmFxP07jl45lmbi+MmaiIaNqd/nZzcxopn0KpJwd/8ls7EQSPIMXeTNiVBAsN7Cypv28DXmKajsonbHBdLQsYUtWgbvwGlXzGJvxbmmoBsAbXk70RujpL8u2R9DThzwqiIogEgrjXrnl63xgw0fpBI9wGg18ftEHh/IcIL7n2amA41uE2W3MeaNlUWRkTK59M/rGT8hW06RpRA7vJZKEaufUybxtBiisyRmsVBqIY+95z3v4nn7ve98r6xz2G7FMno9SpDJk8jAUATlt/fr1mksYetnsNpkyFK6zXDICFk9YXcLXu/a2P+DFM3a1l00FwFx3Ns83hK0auQQxjctUtVKbRjYT3zKSnlni28mdglJZOpUlvgVP7UbLl/XJKzGHyWX42lnky1QwChf35XwAieAoRc4epER4lLMf58y5XMVQ2gxyf3vPE8x0R//faKAaAY9s3Ht7Vf2E2Ub/aSZtoX/KlYUu2J26y5RpfUN3YJVTVEM/f2TrTymdivN4ItoXRgdvnj9PJ3NMXYoBnwevdMOBUnhWHhVObotznNywUULbQGxjGQUEZxAaYbEqShsXN4ERvOAxJolKDMhsPLutMCqJyhfuPZ5J2daZAgUK14XWDNpzfpe6KmalkTRQHvV6BG6U7F955ZWysu5pEbzFbFuPoYg0eGP2Two43IDMhoANkkL+19We3+iyOSNdXjY/tud3ZPPUZLO9HGvEDLEsHBhkwpa9roUFRLSWczHqZK9t0p1RFlg3wgyEF6PneBNir23hYInNiKGKYyCOzduQDSqlABMM+4LNE9kPpFF5/AfSqFYmWYnZKRPHDj5PvlUYMyvvg1kMsWsXmXmc72aGACgNJqxzjsoCZqKx4cjTOVdC+PwR3lCpYXxrBZ4zGOZgjhi9Xp41hiHImT28IbH66goY4loxfvBFNnQpN7Dml68nnNxe4V40NqzonxseuJMJCp3cwZtXteOJQstiUXZqhI1qLnZTGO59YNx7wbjfwBu42NgQBfY8XnSGOy2TMohkWdZ2d7rJRqM0FZDSMZ57vea8xcANst2rr75alE81bYN3/uy2HkMROVIZzg9lNIwNQHAFTD8959cTvB0GBW8oI8Gpi4k4CkGJDTWkCzxKl6d3ZzM1kMpsReZkhf7zi6w1jjlvo5GMhSl+pZeqN7yLTUtAzIuc20+p0BgHTR6jUui9qkEMcpXwDl/1YNnZHmc/CISZUqUgdnGcwmf3U3zsKpeH6+54zHCmvTjSg7aDGo1v1jnP8g5SFL96lsLHXqFkNMy8Ayzq+eparCbn9pdNCiyFsf3P8rijKOnJs8Y5xipDrM2NOWxI9TpmLSBnqzIRs3BU6wnWRpcao+iFaCeKbBXEN9x7OM1xtouWiq9GlkSoBag6IeBiQ6NHzIiNajIeAVmOxNl9PGueGLnCnJSiz01e7E7GIhS/cirzHgjhwm6fOnPeNgMsQY3MvKHYhtarCMQXcKgwsoby/Lvf/W4eFwMpDtcPfwwAX9dKvrNP5dltsY+cL7pSDqQqayAKHDp0iP/cuHFj2WULI3reKNlHwkHZr2kpm6NUGjl7gKqWv1XTh58ZuRkvaHYeG+jlPjB/rWYmuWbOzWZ3saHzvKsHMcpotvrEfHV/DrGLiXnzMxkvC16c4wwIGa/F6iDPAvWs5tCp3Rz4qtADNbAML4hdrOLA58YsftMcXojTKLFbbIYw7YGxg8+z4hmCk1Ywi71pDh8TftbHBH/1WJQs3lru93qhfV2GXWUpZIVdFt6aNfyQg93fQPbFt0vG5s5R+NirbFCDTxjcyeQETrKKbCv0+5MrTQvAaU8kvknFaVDhQIDE1ALLzGoklGHOH8JC3oW3lW1IowSUz2NOb6Z65VHx3E+sOqgywDQGEsnS38VegWmG61k29xuYeWNeG2PDIr70pS/xn4899hj95V/+JT3xxBP871WrBL0MEcjCtYwyT7ngLZU4Ndp3WyxtQzoP/W0412AMzAgP13LL5uL8uSxhDVA5go9sBkpdVcv1ZUvsPNa8IJvZgozGu/aBs2StbiK7x8+BuxL9ZwQ+iGqA8a14fSx4MScbXJiYd/EYhQJDAsmovo3cnStliW9je59kwpxoTWkkOOPb9yS526H2Jox4TUwCZJj2J7Zm5rbBtF+jSO6TPX9W0ewWQ0absiX2zjUTgW/Xb5hZH+s7TpHzR8jVMl9ViV2bhrg2Vy1hbK6LD75OtHywST2zjzcfFk8t+RZspGQowP3pGjC+K0BqjA6cZeMVblPIBC6ucOTLzHZvoVQM/fIUP5MuBd4Dvjc+fIkFmSrzudrC1qFQ94sOnFH9c6h4IVOXk751KC5Y0yt4p9NpDt5gmxsFBOBi0ilGyqpMqeBtVJlcDjgfCAII3osXL6bW1lbDNwZqIWW2Q2CgrrqK+mW/sXg2jwVsdPsvOOszalGXwoZxNbIweQb3Ctlu4NCL7JilNPpTVv8ZLOmuNZp/B/TExSxUqnuNRVOc40ULgDOyJZUZRRKtMH3L75HN+AqZ9iFmQUeCh/h+wqjF1b5SkdUcxxhbt3p/b63IemRvenc28HHGO4gS+6tcYlcysNDiOGaEhjibv0C0KCNchAAztvcp1opHJSh88ZghI1RSwL8dJj1Vqx5UtV4UEsriTCgDRwSbN/aIh4Srt4YFgyDrapQojdyIH7QBHPXNgqa+mvufmQ6AToO7VV6sxYiEx6hNs22KZd6TianxLmSQbyhiFDCEH41G2RYUKjpGv1lYLNSWzeWY7Q7rxO+egyK7NLCKQW7xL7urImM2mH0GsQ3ZD/sBSxS70CfnvmQizhrn7pZFZcm2xof7ObOHWppem9MC3etEnALdr/NChHNzWTLPRlQvIlCU6z8pZGQq2fY8RiWq5omiHD3beG4bQcjdtZrV73KkQnX4exdDKOMolt8/54x35hw+siV2kMpO7yZrKkEpL0hlG0pu3mCgAQKiUY5j+cCMNsRscC2c8Q5donA3jFVClMLUQgljlVIIHH2NpzP8i+8o+xxgf+fOwAf5WQwMnieb08ufn8S1CyzKJLavjMDIjl+wU2B2w5pKqdo8YaOSdHqKtnnstqkzKmY1gLA22WzzGzJ483iUwWqtsIxDsMQObd68eRXZZanNvLF5AHkBZRoIwIgEhSTmaXf9hnt5MCcRjUggkxmHbGFejw+CJdjRV6qEDUMKlDrB8Ib1YX7g4D65WBZGnxzCJse3CuQdJkLBwKJ4lhju3UepZFR1RqMVIOEhUNfe8j4+P/clM+ImFI+Sq21pdi6+HAS63+DgVcwmVDOrOaNUhjEkyODi6zVQ1qpA4B7HtED1DFXTAlxil5LKxgd588aiIYk4uZoX8vihdCEFmYvtOzPjV0ZjbP8zTF4UpTyFGf3ZfGQz3r4eClzEnH6ECFUaDSIsLEzTushwKVVomQM+Se+fGeIgPJ7Zm2GI15S90cSI4sjr/86TIDm/K+SAS2wwUcInq73kzHgoGKQjR45k3bpg0znZSKVSHCuMKJubmbcBMHIRRzCFLjlsPJctW8b6tZWScS8VvPG6KNljPAAbCGilS3/XtpYWqqq5hT9gCArM/HZ5yVo1gwlioeNb2V7QDuGI2Us4uNprm9lNyd221LCSOcqlKBOy3Z6/XhVxifvkEkIWgn6kr5v11+V8rHPU2Awgccn2n/c/zYu6lJXOfUlR6CLbh4biW4T1w9Uqvgn97aeYsW/4wm6zc58Z769v6d28SWKf6MAQbzgcKL/rLAuLjGz8vmKg0wqUz6XqfvGrZ4SxOYiGoL0SHuNslb3DDQa7ye16nLwLby/qaMYZL6YqJMYq7FMfHOZKgh38iK7VBfwIPv/u35EX129wm0UYBXuTXO3Lc541ZohnlAmlDPEsAa6xk/UGSr3veJZHtv5EdoYbgj5KwZvFV/pP8feocd+rq6nmbBWJUU9PD6tQiiYgCOjljNtqRTKz3uoJ3qjI4vNgZM/7pg3eRgG7KWS4eNiR4cIKDvZsRnh6ax0VA/kOu1TIrq5bt44f7nzU1/gpPRbnHXf16gez/z+2+7c5BK7Y0KWMVOVC8i9/qzATfeEYZ5kIlhYWP1ldVi8aPx878TpZfI0c9GDOUQ7g9W0XXb0yJhvsYx2L8PWibOhHf9inXctXTckPjGw/Al+R65ftQ8PqNDTCC7ujeqas1SnOP47+NjymK3T943n9c6lPNDzB4aaWio5zpumes16TuYxw/ucybmzGzJ8LLPa5fPD59z/NmxpsOkK9e1lABiVhQ/gROP+B58qyaWURFqmG+MhlCndvEUrsGWMVBGs+P/gFBhu7sCnQ6d2s+V7qXrCKnpQAN3QhS4ADl8PVsYpcM3LbAZgUGHvzV+ScNVe+PJ6SD94srTx4jjnmzpkdlByRZd9MfH86TV6vjxUocYCjhLUNehkYi8Jah2AoZuVw7dLbl5ZDKtOm1HNujIkBZtl8igCZNkxFIDyP+W1xt6pXSKUYcG70skvppCvN8TXU1lD6jIwUat6HEDaSzoZ38agUwOSXLowcCGMHKLFHLxyjJEaUYiE2enA2lFb3wjhIbKSfe3DIyLSopRWD1GQDpB2MoaFUHTl/kIk6aAcU8wPXgkj/SYpd7hHMITReP/ehM/rh2YX95K6MqQrxPQG5LHbxqKb+tmZG84UjiudHNSTXbzvG2tfQs4ezl7WqkYlPSqVWHvM7e0jon1fi+gcv8LVUb/i9nPPH2ZJ1p1BiZ6WyReRsyi2xqxem2ScQ33Rev5wveLDnTQr3bOegHTqxNUMqM2aDlgyNsPANSuVaSXtCO6Ajy4PgdsDlHgocPi5UjRwuctS1UfjkNnI2z1MW1UklifKyam55DZ5nbo0LpFS7g0qukOkUVft9OeQ1CI2IYiPgFonWm/DQRvKCAC4GcwR2IyqsyUy/W8+5MJPNJlDXoex/wwVvPW8EdoB4WAYGBtgrdebMmWWbk2hF/sYAAeD8+fNcUlKjkz6jrobSyT71L6hQ/kcwFPvjQs/vBAV7trPYBT643jypTPb2Pn+IUskEK7K55wlZntFAPxyZUpXEOIO16hEke97k0iBK2eivo1en+fzdW8hqd1H16od1X6sc8W101+NkcTh5M4JSu9HEN5byTCXZjU3tZ4A3bu3LiXCIamoXj3B2iraLc2YXOWYJQTJ8Zj87VPk1nF/T9YO/EBlnKdX88zuqGsmxuDFHqSx09BVh1ItZ7BsVpTylNrDJwDWqXvv2yhDf+o7zM1hz6weEqQqpsQp60DUwVllXVvWA3fyGLgiB24Br53ZA21IiHKgyntpN4/uf4hHIYudPpxNks00EKSjuoZIDgGw6sakofo3wAbCQcrsCJfRZs2bxgc84StPIynFgTQTEQI4/URW93mQ1awU4JTdd8C4XYG4jw0VmC4lTt7twYa1k5i0tm0vtRNeuXZs1gy+GxoY6SifOFvw/Fjt5lO7dCz2/CeMFMMQj6PmFRikVHiV7Qzv31CwV8PbOmU8+8LTQX81j/XJfva6Fj4lMsocil08IPX8V42jcv937hGDMUAlhEZz/4HPkmbM6a1U5IcgxKpC1WheSu7m4/3Ep4pgLFZUWQd6yXHBP379O0q64yO0KBEvIt1ateqAy+vAi8W3JW1QrlYn8CEHK85gg5RkNMzMayn3S95wV3zxVhhm75CNwYhv3eSFuVNRYpWcHpSEzm4yzaIlbhcof7j167aJmuuHXfnwrJYbOsz5CqfeW15JMhQutq/jIAD8XLI0s/dkip8Eagtnvzo57VV0fzovgjKOtrU34PI2PcyDP75cjkONQqzKWnIICLZONaR288cGCqTqIaSCBIctV2kXhjUZgrQREhTWUySG6gjIMNhFqH0QovHF2rDJGY3HWCpCfxAUWpLTImf3cB0xbrJQMDXP2o9WLuBiw4GFUqGrZPTljZsUzyWUTP4/NBkaZIkFhHA3l1ozHNX89NEpB9LdX3p9l5xsJSM0GDjxNvmX35PTPcwQ50C+8KmheI1vD/VPrYy3oqz9PngWbyVHG/HQxYENmb2ihyIXD5F9+L9m81TzSFj2zhxIcJGfqntMXNk5PkqdzNTkb23VIeQr8CADSstISO3gY3gWbDScGihg78Lwg1ZphrKs2VhnoZdEZKJDxc4vqQd6YF8bYLPA1z1RGDL/2/c9yEAYpMNl3ovQPcNnczptOEOKwYbHXy2ldyEfv+Eg/VyEQ7BtnlE5I5IC1GSV0HKhGIgBjAgfBHIReJD1q++VJg4J3uZn/VMCUCt5aMgNphgultFIC71J5VKOBhxLkh127dmV9YbX8Lpj1lvPutihH77KvFdrMCHZQoxKRDI9TGH3o0BgHWjDBbVUzys7UwmcPchlVtNksBwWyrVdOC+NomEMFOc/houqNv6db+EMOsavn2Q60ivurjuJWrNBazwQXVny71E1hWJ3CCKSuhVxdqwp6+uxY1bunYjKzbIxy/A0m7iGLBFCdIFqR4UYMZIKkYNGJ8USRvKfF0cy3AsQ644h7IIzhSGFGf89vyd2+jPXYoapmsdo5Gy5VYle78Qjsfpw88zezgYkWCNWD+dlKjDDmlZGZjYfJ4qnjHrdr1lxyV2CaAhh581e8Ucx626sZokmlKBVE1W2cN03FJGrzERu6wKsR1AMxajlzhjHz6Ai+0n45eEMI5Gr65SmDBFpQNq9EReqmC95qkU8EQ+mlFCpVNkcfHdk/dNLBJi/HJQYPKCUKM2/l0TbtI29YcEd3/ELWtAT9aO8cacn1PPfL8Xd7dQM5m+apDjIoo2IESSSAGQEeR8PoV8tCFl5xeKo5cGIeOp2IkAvmFZJxND0QbEgtnLFq/VCz4pvItBeJbzB9iYZ5A4IgmRgbolR4JFPGNr7XFr3Sy9UAnp9X2NjkZ5ITCmAh3hR55qF6UK0orBM6vbPA0cwocEXl8EvkX/1wjqJctsR+eg8T9Gy15fWhjdZAF8a8xOmKJAWPvc6+78nhy1xZQW/fys5e+nkSXN3b+hOyVTXkzXCXXg9S8Ril0mNk91apVsrjETJII7t9E2tGMqnbC0IJqFTK9csRzPP75UmMvukMuiCsmWXzSYIoKyrOS5ciglU6eI+NjfEmAudGn71cezceH5PJvJXr5tqCNxbn8KmdPF5WarGTMsQBlOai5w9TMhrgMiCIUBCTyb/vLJ16+OWKlIGz/fNDz5OnYxWz7kUIUp7ns3PGFpuNMyqto1zZ+fOm+eRqUp+FaiO+/YasvPGwU/DEdt4wGUl8442HzUpVy96q/jqtNqFsnCkdo02Bkm8oOFygFw/imCU4pMrRrBywlGpft6yUqmyJ/dROSoaF6gG81UtluoLU7BsV0UBHkIZwDTTK2bhEktmiTM2Wp6ExSibiXNlyzV6qabOJNsvIlh+TvaGNbAXPTLqk+Ao+x5ZknOylnu3MhhJrLdYN8BCknyWMrqFSWGko9csRyNEvHxkZ4fuHDF3smWt15TJ73pOEfFlRuXnpyQreeLAh+nL8+HHeQODhgUtZueC+Szqpujwu57mrBEGNLVFWJglYMTue1Q/PmC6AwZ6IcwYAl6rk6FWK9vdQ1coHKpONwba0ZwdVQUY1T99bkPLszMqzIkOD/CSXrmOZ4NMlb1aSb3PqXXQb2YvYoZYLCH/g/D4If2QEdeBShZ402OEgETpbFheolGnB2KEXMyV8fcQ9ZFkiwSqrF398q0B8S6eZY1AZRbw9rMOtVnFPLLHn+m2/zMQ3VGp41EvyXkLKNj7QmzEXMbbigT4ynPiURsF4bnvhbTlz26JuPP6NEb9iQkuoRoy9+UveOGsZk2NtAIyCpRJMEoTUbklYMtWYvh4msuYrJVpSCaFSOMmQ9svBbzp79iwNDQ1xO1TslyMQi4EcG4xSZXWz520glD60KJ2ACIY3BESwchR8jAreKJPjQcGDI/bakYHrPbdFJptOpxSCtNL/S78llaCx7b8Q5mobylPSKmW6AInKJIJkNMQGIImxK8weN7IcHL5wlFKBIUEfW8Wiiwwtv3TNZiXRIAcfDxZKCbM+NnSRohePVm7jgf5z9xZWTJMKf6BXbM8YUjDxjUeoXmaJWbI5M1antaoyMjDuvYvvJEe1wcQ3i4VsNbMofWoX+Re/hRwzZlP8cg+NX+oWpHBdPvItgI+11wDGemNZVqdFWewBYdQL/AO851Ur7yejkYC2wtWzqkfBCua2MWVx6ThFLxzKyLj6yTd/czZoRgcvMnHS1bJA+XMls8kXxVfQ6wapDRUecTSsKNLEUq28kZSrTmDOu0Jlc63weDxs7CQmd8jKESuQVOHfiBfF5svNzNtg4AaLvV78efr0aVbugeBKe3t72bt+I4K3OJKGHjt67eJIWjGFNbVIIrjkASVg7IILd/MlymTD/RQ49AL5l9zBmbPR4Ex1/zPkWXz7RPbDJhv9FMLcdjzKCm0g9ahhmisBY0JgRiNjNaZ0jXG04xQ7f4D3P4lwgJy1syqnEd/XQ/FrFzMbD1tx4tusuXwA+XPG9ro2cs8plPIUHceq1gge00Yj2x9mqVaBKOZsW8oHkAiOUvjsgYyMJ2bL57JmvNrqgWilyq2QEnraWiAtsQcPvUSWmiYmhIKhrbbErgboB4PA5dOhj8Bs9Y4JMiHImBE8n6FRio0OMHkPbY2iM9x5DHHBb+Ac/x2TACBd8pqqOHo6gWRwmFyz4d+tEBpSyUkpm5dCMo9tjpJ5U1MTH6X65Uj+YAltdPDesmULfec736G9e/eyoufjjz9OjzzySPbruK6/+Iu/oH/913/lsj8S0e9973vZDci0D94iQABDKRp/bty4UfduT2/wRpkc/RWUbNBvl36YxFExWWcwlYhf6aWx3Y+zcYEgNzmH+7woe3vmwI5xgmWLIKSEYM8OSo5eoapV91eEEMVKXRe7yb/2bTk7c8Fko5mPrPfy5R5Kjg+xh7WzcTY56meryp4Fm9AX+Pc2cv5cGEdbQdS+gslu7ub53NcNol8eLxxH0y1MY7OzY5pWFMwZs5TnG8KccTpN7q613D+NX7tQMccx9JRRLocwihJZ0e6ryZXxHLwgcA9iIe6dohysZMOa3RhAarZMKV41GvRwcJNuDLjEfqWX2xggcXGJHSx2je0STBWwyAwHXuPA5NEFtwif477j5G5dUnJNkU6l4DnGpoKnCNoWT2wakZ2XKLknwRlxeoq2mHApU8ESNFlEpCW/X47PkHS+/Atf+AIrcSJzX7p0KdtENzbq17HHZgACYR/96Efp0UcfLfj63/3d39H/+l//i370ox9xu/Wb3/wm3X///XTs2DFZbZJSsKQr5dZRJlDugEoa+tvYHS1ZssSQhwXMwh07dtC996oTGJCWyXFzBwcHacWKFXxNctf8yiuv8LnLHV/ofOiTZFt4Jy860QuHKdbXQ4nxq1Sz8d0UPrufiURY1GE6AEarva6ZGadgWaMshgf22uv/zv/nX3w7VQLBU7t4Q8ASqho3KQgGsDFFhgbSFrJyOX1qlCGhic02oRXKJgNQpFpyV85sruiOhnlWwR3NLjCES7ijKRqjwJEqM05kJJj4tvOXZHV4OGhb2IFqk7FWpxe7uWIAgmO5G0AQuFB+TYwNCCplvnryzhc0zkXiGCoSlRiVw+ZvbO+T5Of3uPhoGVc5Lh2jxPg1HvUqNQPPqoRn9/P3OTLtI6MBfXtIHBN4JXWzSsoHQ0ceJixYIzAGSCy8lFulRDBHUFdy0kPfHiNhNm9tti0mh/TwJeo7uIWuN7q7u7kCirFcrUCb86WXXqK/+qu/4hFfxBus7ffccw89/PDDdOedE34S5QL3Xpp547lpaWmhL3/5y/Snf/qn2akpVAp++MMf0vve9z7Nr3H9t1AS4BeE4AoICIsXL6bWVjkRAX2Zt5bsGAEfZXKUWaRl8nyIO0A9wgHWzCWx1m7HSj4CR17Fhef06pDNwqqzZv0j3NeGBjckRi1uLy/g6I2FTu9lZyfoHqP/q3eBZCb2oRfIVaZvdwHBCNKtYMCPXeXggI2IY0YHRc4d5PJmpcaoWB/79F6qWvuOgsU53x0N5cvoxUMUD4xwdo5FD6SyYiXh7PyzpMxcEcW3eRuzs+UwpAj37uZrTCeTObKoZVudOt1UtULbJjcf2Hh5OgXNfakHPPrDmNXHParUjDtGzarXPKxq88dVDnFMUlRTO/kmC7AI2evSbDsDWXvo1E5ytSyuSLUAGHnz1zwxAJlj6A0QlX4fkX1lxVcczgzvxFIo7KTQusHPwebVM3tZyb74VBmJTumY80YVF5nxr371K7rjjjvowx/+ML388ssc0H/xi18YErzzgdZvf38/bxBEgHyHqjKSymkfvLn06nDQ5s2bDScSiG80AqyaTP7SpUuccXd0dHCZvNhiKJ5bdLop6/osRPk/DT1tZFpSwPEL/VAAO3LfQqFsCYztejxHEjU+NshkLIhGpCNBwXdZoxoWWNHIkrxL7iS7RienotKtrYuJWhcLxLqdv+WSK4RdYHuKfh8IcEYidGo3l3OrMSakYgVCVQDzzh6V42hZ44wKjCEp9Z8BlHvti26XzOhfyLi4hbmgylanKsfm2LGuZUFFKgaocsQybm5w98phh7MynX4jkOjgeR5rlBs1UwNZNTWIAx1+mQVteNzK4eJRSaODN89wb/spS51OVKTSqjZhILolA8NsLKToDYCyucw9QaaOiQc1cq+AdYpE76QBCmvIuhFnUDJH8CwngKoFAjeATFsK/Fv82rQO3gAkTvUEQb3BG19H0EYpZdWqVap6IfjQ6yWtWSldELxBvJHrbyt2OvI+nGAfOzKSqCgLQ3iFs/LIGDOaOSsvUm6NXDzOJLRShKtyIWwMtlLV6geyohNcvh7opTA2KOk0L0aumXN1OUmBqIS+J8wbykGpcTRkvOj/Vso4A6V8+EBjY1BsTl+Y0e/I9ni5JNx/kisauGaHv4FcMsQ3gbH+JBMDlXrURpSCHQ2zyd22hP+dww6XKtNhvK+umdyda8iqoV0WgpRuaFR4Vg16D5jF3ryA7LXN7JjmXfs2/v8oAvqRl3lDjOqW3o0Hz3C/8WOWK7U5tTlcQWscxkJWj7+4+AoTX3M3AvGhS7zqiOOFwrpShBiHihnK8lMASQONSaYrplzwrpRUnbS0XapMjuCOMrkWqzi9hDixbC6FxSEfvJXlUZXpCwh+6IvhyGqHn9nH2Sh0vF3N83LIWoFjWwQ9dImfuJFAXxX9UJZQlWwMuHzdvIAPKaM5FQ3wZgZqb/k60sV7n0+Qb9EdBapyeiAdR4N/uMNbI5TM9z/D/4cyrFFEO3bUGh/KVAy0LVZcEu6YsDqFV3Po+DbujeIZcnetYoIkKgpwNKsIx4A10H9H3rkbmJuhdJ05432Qj+0RrjOdTpK7YwW5MqNVSlMJ8CdXY46iFbiW6EAveRfell2bOEvNPJ8TG48hwQu+toncneiZq1takdGPbvsZOZsww61+VJHv03Afk+5sKJWXEEYCodBidUzMf189RxaHm5x1rXnZufwzloxFKH7lNFXVGfc50oPkNDMmgWocAMJcc/PETD/+jSTxhgjelQLPrBYJsKIPOMbRQN3XuqvTm3nbZF4OWbFQ/syDUuatgXvIgTnT1+Ss/HIPG4mgd4a+l2/pXeQycHxHiiAsPP31qhZbZjSLIjEoYw6eo8j5w5wg2KubuB8pV6aGFSP6k9VrlNnSuhXfEJSgKJcZRZOOo8GznKJhstaUbwISOPoK2bx1ZTHW8yG4uDWTPyMGgiwqcPgVSoZHeJOIET+Us40kvmFjOLbvGapaeR8HV7XXiQAobn742ew/yVMX/FlwesiP68xUanB+odRvvI44njWMTvnmb1L8noKNxxh047fz6CdL4s5epqgbH4OE6r4nyTlrvvzEgMLnWSq+gt54PFXa6hjXwqOnkDztP002CMfk8zJSKdkNIvr/8cFz5GxdTPboVZoKSOnUNsd9QPDG/PdkAOxyBHD01sVgDeLczp076dOf/nRZ57xpgreSOQn+DeYidkByPuBqIY6LlQubTNaMhSEZHJVVWJMl3pU5OMBZOWZfMyXN0Z2/4f4eJDzxpxMzyDP1W27y6BskTrvWFFWUUrxO7pnOyV4LenXITEHOQwaJ8p+teiaz1dPhUUFNqxJlbCi+db9O/lUP5uhv54+jybqjqSD9TTh2GTv/LAU2ajZvFY8U8nUGRyasTuMxDojO5oVllya51H9qJ9Wsf6emjFL22czwIybmoA9TPDjMtqcY93MY8GzmA0x5sLMwg66tZ97EB8BKZZkS+0RvX3CdC186zsQ4Z/OCIs+onHATNrAI3ClyNLQK1RI1z3iGsIbWGVjyOdro4rmh8pj3foMAmBjuz64NtgoQSa9nz9tnYNkcldtTp07lkNRQycVsOZJCjKj99V//NSeH4qgYGOjSWXAtuKmCd37mjZ0Xbi4WKK1l8lLn1voQJWIyrmJOL49WFfw/yl/YbectilpkU4vB6p0oQWZ75SBBxaO8AHjnrNecoSXGBnkxhy9zvsRp2dfp9vMsMZBKJml0+8+4Z4sMDZkYmOsoDRqJyIVjPEaldr66wB3t6lnBHQ3jaHbwDtbnjKOhhTF+8FnyLYdjV2VkKMcOPMusdGwkstfpq82xOo0PnqXQsVf5XuJ588xXPwsdPn+ER/4EDoCxiz3IXO72lRQ/8DTV3foBJmNCqCYVyyjo6dQG4FGwcwfYVU+vMiHrxueU2KEbf4xGUTmCrsDsJSUuJu+fGPcavMC/pyi+Ilxz6aQhnUpQbLCPPG1LlD+7nHlPBERsPEGEc7dOWKbaKqApcD173n4Dy+Z79uyhu+6a8J3/0pe+xH8+9thjPA721a9+lV/zE5/4BIu03HbbbfTcc8+VNeM9JYN3Je3ZpAEWCjhHjhyh2bNns3qb3geh3LI5iHEQo3HYrZQfpi0u+Z43Fn2w0AsyGqNG9tNFeuWBYWa7J8eucL+NTRYyozRK4J51JKDLIrRU3zBw4DmqWvv2bMATVMoEpj339mCoUtus6/kKHH2NrO4qLgOXA7lxtEhfN4vqINu1+Ov5etk4Q0e2WrzU/wSLgDjqZpUg6M3hQ0rQi44P4maTpbqZ3HPWyM4fC6NmHqpart4cRQugHhg+tUNglNscZPP4s3PJQsviBEXOQ2o0TFaegVfv5oVNC4+CNS+syKgf1A4RDJmxLZP5FgP66YlrgjY5Kjc5BNISH3tsulGlcDUvKnovkNWLmTez0KOYUMltR9gwFnMDZN4pjL8aHLwxYlZMNgVrD2bLcRiBKRe8Kwm82aIPOII3BvPzqft6zq2lbI7vhTsapPuWLVtGXpeLxvO+B4uj3K4a5TfswgtgmN6O8u+BERl7RgSGy4KXT1KQy9Tj/MGHPrVU63r8yKvMevctEowZjAb6obgGYTG3583vTvQi0ccPdr/BFQtkVQigaisAglrXE+RuX8WexkZBsGLNyHhilG18kBwuDwUOPMtVlXLc0ZSQCI1R6MgL5F/5YI7GuhoU6MWPZohvkPRNCcQ3Z30ba91jHr4So2ZZ8ZjhS1SFqofMJkxoWSwnwpHZaHIrIDjKgb1YKwBfB6PfPWddQSvEKIzufpwjra1mpmw7rBDp7CYPvXSy2gvEV0oBqmkYy7NVN5bcxLAUs80usNDTadlevV2OnDPJwLWldPa8Ue3EeSar510J3FTBG0DAFLXJjXSU0VI2j0ajXK7HRkKcabcrfSZkAjJmTeWCt2FiecnSBJhsWbB1ER9i35TtQ8cGKA696/AY+ZffYyjTuyDLszuoevVDxa/TYskxVGH1L0i3BoZ5scKCiDEduaoAKgZjB54j/wqUsSuj6QypTlQFfPMenHhdmGtA3xzjU/EI2evbS7qjKQGl+ujlU1S17l26R/7yZXDxHIJtfe3gi9zGiA1dYhlcI4lvAPgXeK+qlk+IXJQCbzRzWgGZWX34lkMpcN5GbmngPQ6d2Ue+BbfoGklUAgLN2PafsbKgzVvNfWSQx0qBN0rjEFC5yhsTxcCtUDbHhg2MdM/spYIrXKnqYjpJieGrZPVUsea/7O+STLJeOARG9FYrywXuSzqd1h28AXNUbBqUzTEIDzk6iOrDUtToB09t8BYd0kBiWLt2bXbmfGywnyLxA+zzKy2Zok+aD/hq54u38P9brQpGJhqhwsBADtw3zWTlyViYxnf+hkVDouf2E9mRva3TLDdaTLcaJJpyWMas/pUhlAmZ5BUKndzJpWssrnBUAqEHQS9y/gir2VVmUU/Q+MEXyNuxsmCMis01RNcx1jfvo3D3FkpHg5QiC/fKFQU5JAif2c/9TkHq1PjPFpdk+05Qzeb3cEZvNPEtOyM+oyO7STRkVh8buIvdFDy+NTMiZRH86DX09tW2Kka2/pjFh7IZfTq3t6yEdDLGNqaYjy/+XltkOSaJ4LXsPcMzVOo9wJqCDZjUizwfKPmjcgnZaNHoA38iCFay5SmFuM5adTxTKJlj7UUiN10x5YK30cBCD4s4jIJhtwht8krsGHHOYmVzfHjAPoRL2sKFC7nXLn3YG2fNoiFrLY3teYJ32eitumYvo9jlHgrAdaptafZDJQRvmV443IOScf3B24B+K64RrFZfhviGxRws4WTgGveoMbeLhV0rkCUFDj5HvqX3kN2vPxMWMslZ2XuL+zq66zccvJPRCHnmrq2IJiSXscFYz7MKVbzGulY+xGuMXurmTVEyHiUr64ZvLBhHQ4/eUd+SnZk3GtFBbMwOUNX6d2U3N4rEN/bZhjLdJtXBkTdpe55gcR2lGfFygQ2cPWOh6ulaLe8FXzdL08x2wfVHgjSy/WfkaOzIfW9gaVcia4T4StpiY+360pu03IpbfOQKl8ulqmmlnmDWARgf5LG1YvB5veyGheCHRAQH1jQEQgRy8YDLV6WDt01H5g1mODYc16t6YARu6OCN0gjK0wDK5L29vYZ4emvNvFEeh9EK5vo2bNgga2bvtMFMoDMrlILMAK5OcBfzLnoLhXq2cp8RmWsyGqZw715yNrSSraqR3O3LOFNLpZJcZnPWT8wdlwUV7NVSwIdCyn63eWuyfW/2Gr5yikuVrMGeTpJ3LkxAipNHYKyAHjf3PCtU3gwceokJXShRZt21YHPKhiq1TODB76IH/HtA8KJM5Tps7twQX8kIsCDLCp/ew+x6ZMIgXEX7uoWRvCJZlB6EYJYDRbM1b1PMuOSIb2gFhDMmIJiPV1JSy+rEr7i3Iqx7tE3wHIqBW763D7EYjEsGuKLlbl+hWvsgNnJFmOFumlPwHnN1zOEsLb7Cdr7aWmFoW6DV5m7K7VcXOwvuA/zP4ZlQ6nOFnjfeb7T6cGAEiqVdR0c5kF+4cIEVKvE1MZBjvdM71iXHNLfo2FRPd3W1KRm8jSq9YG4bARNzdIsWLeI32whPbyUonRsBe//+/fwwYwOhtCO1WwozA/SLxw+9wIubf8mE0lnw1E72+AUDHAt34OALvLUWyr9vUhhyrexA1sEEokpIm6pCuoh/tURFDX7QkQuHKTF8mbNK54zZ5JiVOwHAjmZWG9+TSpTnmLF+5BVWlJMKiuQaqghiNuEz+3hkDsEHmy0tGwnMoGNxhfCKUb8HMkgxi0SFY/zAs2SvbeFKB67X22VMu0IEDHNs/tqcZ1INCloBeF5zlNRWk7O2ieKhUQof30JVJeRgywW0AaCd78ps0NSLxZzi0rogFuPOEYuRInL5JIVObCXnrFzr4CzSKbLKfCaz4ivJBG+60FZJR2VEmgp/MqOadpYsLp88x0RJ8IVHQXvI2bKA57lh5VoMDhnCGj6nKJ3jgLw1XBbRF0cwh4YGkhcEcDGYYy3U8+zrJasBZvCegsAbC2cyGIvAq1UqRYc3HA9WJYAHWHpufJjgAY6SPWzrcBR7YJ0OG++AC2aHUWLLg6uxk+KZsREs2tXr38l/Hz/2OnmggpT58GI+G2YlIA9hbMY1e7kq9rJhxDeV50Gf2bfwVklW3suztikw2CktlABbFysqVekFMuFYfw8T34oFYlHMhjKCFWAzh07vpnQsxGQk+LDb/cojRuNHXuGMvhJqYPx7DF2kyMWjbCMr/h6JzDhaKhygdHiEHcdgI1tOuRCfrfCBp8nRujSrh21YuyIZp9DpPRS7dJQDiNVby6Y6YK6XqsioBSY3IE7jgsRuZrOjTSxmEVGmh4zNXuTCESafwdHN0dDO1ZDwmb0U6zte/P5wj92uIL6S5HYTNu+p4LC6jXcaUxenWCJVi2EKe3/3nyRnK54HXE9xx0VWZ4sV6k7kAwkKpnhw4GdQAUUgR0A/e/YsP3vSErvWvrORuuaWKWK0Qjd78A6Hw1wmxyIDFnf+zqrSmbfY8xbNTWDyvmbNGmpoKK3FXeP3ZfrV+Q9yWkG8pXATYnd5c1jorpaFfIjiHwEQnuJhzsqRMWqVZdQO7eV3ISufl50vjY9fo/E3f8ElTCyKqCaUG3zkEDy9m01h/Cu0z24LbObNOWpaMAGBzYy9LmOoYndklOWeI8/cjeSoqYzxR+jcAc7Sqlbcl7MgwQnOni0F5zGuIb6yQJ2pBnTig5CDXXoX2fzaAp8aYA4Zz6Uvcz/F14TSGXqxZHdwzx+Kc+VUkkDGCp16k8v0Wkfl5ABOBORkpaOIw6/8gMmBYHcXRZ49Z1Z8hSC+0jFBWC1i45n92VRScAWD+ErR3ystO0Lmal2izrksneYqjmOuNuEaPItYh3GA58PM+7ExDuZIsJDcYOpHDOQgFJfKqo1QVwsEApOma37TBO9yd0IQO0GZHPqxKJPLvbmTUTYXVdtEcxO16jm11VWUHoyzS1EO5Oa8WbylUJGNsFuXMzJhNTIvVa9+IPtvVnra/nNWU7N5a7mfhww486JkCAzYBMAi0dW6mIlvCD6xK2coenonE75Y7W3+JlmpRzUYP/Qis4+NmEvOV9PC9aHlgawslYiTb9GtmrM9tYDuNzyc3QuKS3liPIo3bSKvQkrQQvZY30buzsJxNHiGB4+8QlWsE2+8eUnkwlEmOIomKiJQMvd0rJi4jnGo9L3JFphqKh0iUJZHq8O7YFNFxG+wZkV69/DcPu5jKQgypBmXw1iY20WAs7ErZzPNlTiF3rhU/RAl/OKBO7eahrlxqATic5UbuBVK69iY9vWQY0Y71dTp4x/g9RCgcaAaiZK6WGJHxRRjtNISO+aw82OCUdKoXgNHha8Hplzw1grs5Hp6epgogTI5etxatM2NAh5KPBAwVm9ra9Os2tZQW03ULxd4ZTTPsbjKBHVeWBWCdz6kWub4MAePv0HpeJRsNjsTkdiFSKcamhFbAL6Hmd8J1wM1N1HRDaVLEPeSGTUoR2OnzIJEsmSowKEX2VSkUgE11n+KCUdezKBzL/MchU5s44XQXtXIevF6DVOEkbknWX+7HA30AoLWyGW2aGXxFVRumubyPY5D6rRMj+xiwGuGT+8mBzgOmbnxYuCycMY9S/Tajpw7JHytZiYH8/x7ConP6OUT5F10a0XU/TiT3PGfZHH72ewjNSy0s4oiM7bF4ivXLrHZiuwMdxrlYXsRl69TXPKO9fWUfEmLZCOWGLsq6MXLXJfSBgHjk3j/je4TOxwO9pMQPSWkJfZz585l++liMEcyZGbeUzh44yFW03dFmRwz05g5FMVOiqFSmTc+wCDI4YGAuYlo/6YFCN7pxLAuAzELGOfBwnOUAjIGUeiEF6M9v2ObQiiRYUFCQCwruzWo/J5WyJZwTVkNdmTl/acpfGqnwGAnS8YEorrAbSx8cgf517ytImQoMaNHL9ct2qlCJGZmFx8AgiP6ucnQOGdWLN1a06Sp6oQNyNi+pwwTjxHG0VqyDmlYsBFcWMQEJjXdW1g3ngOkRs9pOSAosKJZxwrVjmNyXtsi6RHZNWRRRZMabGbgsw6BE4ivVALCDPdPeJQLM9yQ5LWoFNFJBkc4iIJgBoKm/AvIl80nXL7UlbwBfBLxenhPpSNkpXvi2CBgTt/OrYfaGu3vlRYgG8aBBIg3p+PjHMyhiInMHP4T6Kkn8d4mElmdjKlsB3pTBW81QD8ZmuAgRSxevFjVTqwSwTsSiXCZHH9iV1pO4AZmNtRSKjGgfmxLLvN2elgnWw+wGEDOFDrMWKij5w9R4M3/JPLWcyDHoojymaosxrDeeenzcFYOac7m+ROOY2f2UuTMFV7YkZWjpQC3MZ5LroRgCURX9j7JZikoQSsB9xZjXNk+9NBFnvlm1ShRurVIgIS+d+j0TqqBa5rd+DIwWOq4RkjdAtlNB0a9Lh3jwMN68TM6yF7fojmjxWYAo22ofMjZuZYDlI1Fkxrcx9Ed/8mTGMgYYcTi7VrDGySjAM7A6Nb/YA5GNtvPiL2UBMRXxod481nUXQ/nywtO+S5fqoH2TSykmmiIcVQIxMAGVNwgoNxfX1sZsxw54HVRQscBFy4Ea2TkkJQOhUL0xhtvUHV1dTYrx9/Vfq5Ntvl1gFQTfMmSJdTaql68wejgPTQ0xJl/Y2MjP1y4rnKBB1S2j60YuGTK6Q6PvOa5VlhtfB7MM3sX3U606Hah79V/mhdvlDqtTh/Z/HWcOWGhl4Xs71MGytgDgKHsWyzJygd6KbD3GbJVNXDJ3DMfRK0aY0fNDj5P/hX3s1mGWnAfekZ7dq5cCJDd7CPNAbKxg/vZYoAMnztMyfEBql77DsM3IGzMcXoXz2XLjRvxqFdXbpmdFcqSCR69EpXpioHL2H3Hybv49oqUsYGxN3/J9w7Buu72P+AMEkTCyPE3eIIB/XLvvA1lV15iY1cpsOd3vLmVthIEm157SfEVKOSloyFylDD0wfsB8mOOy1cw1+VL+MYS13v1LKWScXLPUNda4VbJ4PmcwM1IpaihrjISwWqALBtrLSqcHo+H11yxX462KSAtsRdziUTwhmDXdMa0Kpsju0WwlGqCa4FRwRvXBsEXHMj6UeJBINdzbhA4ZPvVMqNi4jUUwOmWZaFrh4UoFiokZLUs4EMck4qc2cczxRabk6y+WiZCQcoxG1TK0OGWh74MnrPypnkUmzWXqtY8LFgznjvEQRKLOXTFXWDrlslgj17p5XOxf7hO8RghQK4p6EPHRvr4Ptvrmsm/zHjHLgQ4tBzcc9ZmxEG0ldlFR6/k2FVW6IMiWj4zHKNQKN2KY4GG/w6pBI2+8VOyVTfwJiIx0s//j8wYwZpoQ9YxK3p2P1cQkI1iesGtcnwv0t9Loe7XZGe4OdgqPEP8Xl67xORF6AbE1fTGaULSNHatj8mPsmOGCtU5Hu0aOENWj5+scTXrgoUz++SIfGaPDfzMKRDwxJ63x+PhAzwn/K5iiR0tTPCg0B+XstjRX5cGbwT/Sl3fX/7lX9JPfvITluXG9X34wx+mP/uzPzN0wz0lg3exMjmIDQiY5fQ6jAjemOUGqx1v/saNG7lUU46rWD7wcGFeuBDqm96samaAOpolMk5piTOY0pgU9LKlAhbRC4dZXIOlJ6GqZcC1GAlxw8MlYXHEi8enznFmlsLvnUyQZ84a1X3k4Mmd7FTGamkGZ8I4HxyoEj1vkn/RHVw1iF3qpsCRlzEXKIjZ1M9W5SteDLAhRUaPoFouKS3r6CVlhp/MMMO91XxfMTkgEuSMBioWI1zGbs+WsSEvKgdUFRwr788hZAV7tnM/GL+/Z+6GAq4EEOrdx1wFVk1TEF+RMxzJiq+kEuSomcUlflGnoSgyn5/Y0AXWQsfryp1bTr5XGO06yf14VJiSY0OlXy4Z582XOF5agFSS6uuN0303UqTFYrHwWoyjs7OTS+zwzEYwR5KFMjuY62+++SaTiRHoK1U2//a3v03f+9736Ec/+hGTqOHz/ZGPfISrq5/73OdunuCNN+rUqVPMPBSz3HIhBm+hvKV9oYUEINTS8IAg85fu5PRuDPBgQUAiPjbI2Ss+QMjiUkqlZy1MNo1Iu6tKaiHLCViIJgjQL4eARWx0gEZ3PU4Ot5ccrUvIXt9W1n03YkOSOZPC+FQXHwBIR+j5xs4fYWauvWE2j9HJZeXopaLvq7n/qLUUv/L+bDna3blqIpMbg3znNs56rVAMmzWfyYdagAwQM8qQrjU0KwAzfOEMQTpz209ZRQ8tlvH9T5PF4RV8tg1SfZsoY+dJkar4ffL96tlj/ew+ipwdYK4Eevru9pUUPL6FksP95GxsLx5s8zYMueIrs3ljoVoEyWJhNziMcIrCS7Kvmfdscovr4jFyzJwzMdOuYlPGErBFzF/wdTFZuZ7AOmsvkbzh6yiLi6VxVG1RYt+5cyd961vf4tI7/C6Qnd977700f/58w57/7du30zvf+U56+OGH+d/YTPzsZz+jXbt2kZGYksFbvIlimRzZ7qZNm3R7ryLAinZyWt4ofD96KmA7zps3j9+M/J/n0Q8dwZt7NO3LybPods5ix3b/jpnI8WuXaXTnrwW3n/q2iaDOjGrZiyW94N9Nx3lAbPMtvoNjJfqgyfGrFD57kNInd3IfnUlZUHUygLVsNCAUApMPQJScjJzeTYnwKFmghQ0DEFcVje/5LXkX3VYx7fDo4DmKnjusWIrnsnVNEx98rYk4Ra+cojAYzBYL2VUImiAzSyVjWaKX0QBBcHTLjwVSm91JNRvelZVw5RE/zJdHg4L+eZnCOyWlSDUCm58JrkRmxO/4Fn4OSin8CXPZ9jzxlfP89xwZXYVsucAoJDRGdtjVFlNFzNswZEe7WhZq6unHuKRforQ+hYK3TeOoGII01DZ//OMf88/DXAWcqccff5y+/OUvM9H4K1/5Cv3xH/+x7uuDvsf3v/99Lt0jy0cM27p1K/393/893fDBW0oGw85Jap2pB+IbjpKKWtcbfC8s8FB+wXUgyCqdWzSJL2cRYqH9TGaIvpbY2xrZ/p9Us/H3+O9iULc6XdzP46AOLeP6Vg6GEKBA1ltuZSEHRuxCM+8ZMlccYjkVohzj+57m67U5XeRoW8a/g+I1G0Va13giS8GIV4gtNkOnnmLPY2SttuqZhjsTQSYULRT059W+j2Cd8+xuZn4X5KZw7x5280LPEz1/lK0BPB9oE+Dfngw732gkQiM0tuOX5Gzq4vc5FRrJfg0bOGi7F474jTPdgsvWKmR8oXcP1z1lBrW+Z5jffwRdu5O5ByUh0SzHKB/GEnENfA7pM4LyepFnRhRFwes6StwHoc9uK5j9LpgPL7IZR1keH42S9zydFLg51xl657xtmZ9973vfS4888kiWuW6UaMvXv/51VpETxcJwvX/zN39DH/zgB+mGD96wzkSWi18eZXKjyhnim6Y2Q0ZpBWNgCPTYTRXT4BXPXW7wBiDTmQ8pI1ca1Mf2PU3Va4SyDEgpopVoIjBEY2/+miwwJqltYn9w7apYIAwa4CxmcxZ4g6Ocmp3NTsQp0necImf2U/jkm6zBbueNyJI8sQ2DyuY6qxIs37noVi4z12z+fYpfPUeR3t2Cd3UqyaVgNYpfxTB+6CV+39yZMa1ygflsHGI2xoImcAJjKc8+Dp663ecUEBk4Q6Gjr5KzGdlwZsxIoQJQMOLHG6R9WQ4CyIRyqm+YpU8GrynPSBu0/xQuCs+wmtFIQbMcY4rx0atczpYXX0HmLX8/kK2zUUjzfErAIUzFa6K6gtlvsMrVyp0Kl5FrZiJItCrDkk4xm/t6Q68xSTqdZs6SWMlF0L7/foEDYQR+8Ytf0H/8x3/QT3/6U+55I4Z84QtfYOLaY489dmMHbzwgRpTJZQlAKnvTEAU4cuQIdXR0cKm81AdCujEot0ogZt5S4H9KZdLS7BCSnNC3Fn19x/c/ywskZ1+tS9mjuOR12OzGsNah651MKL+O3SG0CjJEJ1wv3MVie54gq8vD5hQohxqWeRuYwQtZeScfImEKWTn65RNBZ5Wse1Qx72rPnLVFA1I5wPvJ7ZaqGRTY9Rsiu5NL1oG+43zdKLGqZVur0YqHBr0iqUvVBum2ieAydIEivfuEDVIywfPaoRNv8GagdMvCmOgNhrgqUmA6xTwFBG+rw6noQZ5WmAcXMufTWVEUdReXYlJgfOh8cU11S7qQid5/mkmQWTOTEu8XzG3Uyj1XEkbJo/oqRFhD+R3Z9/ve9z7+9/Lly5mz9bd/+7c3R/BGuboSKBW8sYhCLB9kBqilibJ9pSAuVHr63nL6DtwnQwDMF+NQFG+Z+CsyOLHPCDUoKItBohNEIdbCbl0iK/LBr6lCo7kUWIAjpX7uPMeCEaNHl7opfHInxYPXKLDnt2SDc9PsZTqEPQyL3gVA/9638BZJ0DnPvXKUTyFuAQlTMRPOB0xjxg48Q/4KeVeLvWFMAiAbBvM4OynAJVop29pOPvT1y1DUw8YRc8jizLpe8AZJOgMfj7KMbxLjXSVmlgUWtiGXITzDKoI3NkKpWJQcHl9xQRgZYpv8bHXp5zUZHqNULFiaxS+pOmHzEO07SY76ljyCo6Vohg5xmakAo1zF/BVSWMPGIP/69E4jTZvgXUkUC96iKxkeVpTJtfRAxKxezxskH7ydgttYQfDWxjaHJ7hv8e3Zf8eunqPRXeiZe8nqribX7GWsrMZA8DaA+AbCTEkSTLHRo46VfIztfZIcLYs4C0PP35aOU9rXwCxgNZUEw61OVQWdjmyAYQOQC0eYUMZz5f4GcnUs5+wKfdFo7x6qWQ9imvFqaUDoxHaKXbsoVDF4hMqSO78v1bkPjVH47L6MXnxIqOqoIJONvPkrHpNSzob1R1K0UtDXj104qu4HDBKBSSORUChzS/vGqdA4uapqyFpKyS3PNyARHGFlxPyphXSJ4I15dczNOxtUVGoypxI3a3hf8wmjcpUSztCvnCabr57szso8n5OdeacgRhQKVSx4v/3tb+ced3t7O5fNMaEEstpHP/pRQ1/HDN55c+TFXMnKPbdqwG0oDxaMliAAurwqP9jqAhSYyKKZBZyQgt1bKRQeFRiqXGY3oGVhdxFF5WbXtQGOUxiVyfZFIShy5gAFDj2fnR/GYuSevbyoXKglr/8+WWADEIl0J3rm0QtHKD50ice9qte8rWKBe3zfU5TCmFKmolEKGEvyL7lTlkxmtVrIxTPQNXnCKP9BtuoZZbu7aYLMaJTS96nVGS95KqgWFhFf4b6x00v22pmkpjvOrPRMOwUSrmgJyM5WF/kogywJ7XZkz2o3RtJ+ujwTPS1vA1rbzM+FdVR/NW4q9LyDQcF4x+i2rIh/+qd/om9+85v0mc98ht0u0ev+5Cc/SX/+539+4wfvShqk5wdYPKCYI4dJvFa51XyUOy4mKrZhh5//m6N3Jid5mtfCkpxMe+YPQlvVinuy/4bkJTIJa+/eMglv4nldlEzol2tFYINPsvS8vgUb+RCDIbSyMX6ESoKtupHcHasKJD7TRrHCdWTwnJU3tPEBgReM1CVG+yl68QglwwGy18wi95zV6nueRd2ufs7Kd/D0Lu9a88lkQVbVY+IbZqBrZjKxTCqMUuRsZASwWVPLRDPMBS2VkD0XB7f+U+xMZ/fV8XOoBqISG8azEIBFlzyZF5D9b1TNUJEDNwKOb5CCLfp66VSWwa62n579/sYO/kwB2LzdCJl3MBO8K5V5Y1Pw3e9+l49KYkoG70pCGrwxP45xNJTLjZoj11o2h9QrFNug+ON0Oighl3nL6pUryKYa0NfFYoxF0tHQxkYbKBnafDWqCW9Z2J0Keu3awKpVClmzNBiKVYRw734a3/8M/wybqXBWvtS4lrfFuNPg/fVmXK+EjchFimIGGtKdqRR556wje02jpvOizz66/WfM3NdrOyoFK9NB6z5zrcjqYedp5GuUglqr2mRgiFJRoUcOPXYxAJUD8EXyCWssvoLy84xO7WIz6SQlR68KwjrFRF9kS9i9XGnKThLgGS8RjLHpAonSA2EcFRtYYVYcGfq8nAzdWsGkSi14/l1nzzsYDPIEkVRkazripg3eUNtB4IZkHfrbRs2Ra8m8EbDRD0FvHYptNstPZIK3h1IyusSK/VsDAhQT1hJRJt3UbPr9CcLbqR2s6IWFEBrb7talRcvUVrsGNalSRikqN0WoEvgWbuZDZCtzVg7yWCLOpiTurtVZX+iyYNAmgAOC5P4IG5HZ2R4mG2qc2UexS0cpGRknW3UTubvWkLWIfnp8+AoFDj5LjhICLbqvHRwPdxUzq9X9gEEvjE1ciYU7hpJyJMiMd1fbUt7IISBBltTVsoi91DWZojBhbeKe4/OI+XJnywLN5iasjDd6lSwePzlnFFeLTEtGJAWSWQ9/7nJIjbgfRZ4HkBBjV86QraqxaMATP6f8u/WfJGczRF7sBdMwEM66noxzMTmy6ci8MQIMpnklK7w3bfCu5E3FAzw4OMhz5JDEwyiYkXPkaoM32OwQf4FaG0bRWBXLSpSfpzKpRC571WAVqhXoFaYlohpZwlsm6wJQVh/b/Rvu9VndVbmENxFY2IqMiqm+HvSDy+hX57OV0Q6ASExg92/J4qnhPi3K1CgL6zUUKQscQJR3AmyokdVgT1NiuI+iZ/ayFnkqmWSGsZTVDPGbyLkD5JhZqABYCSiNPMnDoOvh56AIK3rwPD8vUCYjq4Pn7ms2vVv40VSKLW5Ht/6UCZFQ+sNoHkRjigKf6Uzgy1pllmFkwwH48imyOITrKgWRoyGSzLAhKzCNKRK8Ie+LDN/VsoDiGZMW5YtLUSqZoiQCd76bmAQ7duxgMxDR8AOTQXrHtiY7eAdvADvQKRu8KwWMn0H5BuXydevWGS44gAe+VNkcX8fG4dKlSwWjaCN9ZylddS7jly0sUAiOqeC1whMpZrQGyKNiMfAWvzecIW5+b7ZUDYnK0PgwL4pgNYOAI2SIKWN63gZsApCVowyNdgAHw6ELbE8J8pjF7SO7r55crQvZ3nJyUm+L6ooCy6HWt2ZnhzkrP7ufjUoS4XFBAz9N/LupOBtNVyCQybHIs/1nP8Rp6vmZhLtZ/ufT07mKDwBVg8CRVygVDQhKhY1dzPjO38jBThM0NGSx8F4vFtyKXbfA8u5kRr8aMl0ask0lSGb4veW0BBJgoodG2QUQUwMlN3OYUQ8MkrtjpeLv5nI66fbbb8/acEL+MxqNsuqaGMzRR67kxlFMjqw6y+Zm5j2NgBK1OAYG9l8llIJKZd4oOeEa8D1yo2iNrR10afgyhU/t4mCCsRtrdTNFLh0jZ/OC3N5iBcvmwqhYSlNQ9C+7J0czOyvjOj5I7tBo6eymxPXwoq0XOE9mE8DBcEY7H1lDkotHafzwy2SJjpOtrk2wtYS4Sd7iCKUpQ6BjlImz8vmbiHCwjO7Pi5bTKwJ+Bkv/DpDyRcAa3f1bcjV2cJWmXHa9XPDOkqtAnBONOCBsVKSlA2CWvXrdO7L/jlzuodHt/8kbUKu3hpXdWDsessehERa2cbctVr42BclyoRSNACyU2ZOBUVVGIciqI5eOk6sNmwWl97bwAx8f7ufNiztDNMT9KXW/k+GgsN4UCYp2qyXrqY0Dayn4QgjkOED6xRooBnIcamWo1ULsd1t0BF4z864gjN4RSUvUePON8PTWyjbHw40ee0NDA8/+yZV9HDYr+bqwGG/KjoMEjr1BNpeX+3bokXKJum0p+xCjdA2zkpz7ZUTZHB90mbE1tZAylOG8BdJQOh7jxZJNKGZBfUt94OKMw4jgjd65wu/FhiRz1/Mh2ISeZ8/n4ImtfM9Rnka/GfrPaYPmh4WV3pgsvpL9bWWUvnbWzca+yVdLNesf4ex4dMcvyGJ1kNWHALm6YCqgKBCIJM87KhBCjzav/4zgrXEz425ewIdw3ggFj22hwNhVtslMJ2PkynytKPKejWQsTPErveSUypbiGSxxbZA7TUaDXNYvmmXmvQWxoYtkIQu5Msp//C1gyxd5vURghEWFRNKnEmy23OvA+4AEBAdkrNlBbnSU1zoYOR07dowzcax5COTgF+kVVzFCXS0QCFSMaU43e/A2CnijoZYGQ/RVq1bxbhFjYSibVwJymTd2p5DGO3nyJC1cuJBmz56tuDnBzlYKR10L1Wx+N4VPvJF1OgLpCippieAoxQZ6KXxyF5f87LWzyD17CSUDI5xF6mHXcs/bIDUgkNZEEwruOV48SmM7f8PjLfBMdmNxyu/j5cMguVZewCQjZ4rfxzahnXzwdUcCFDq9m8Z2/Zq/BjWs6KVuJvXo89K2TJpwTCUglGyV559Z3MNby6NU8YyftFSffyJADvAzgNEnGNgUVdCTmHokoyHW9ZfV8y4jeBeMT64UZIZhY5qOhVX8VG7qrVRm589WkQ0gyt2J4cts51ky2Emen9gA5s09hTP9TPKTD3iJ8WtsZgRzl1LVrfzgnQ9cKyqaOObOncvrrJiVI3nC2iiW2BHQ0TvXmqgZJY3qNciE5HpiygZvvKl6Fja8QShR4zwoUeNBMURIRcOoGHrs0EdHj2j9+vUlHXlAWJP7QEjvg9XuIP/SOzOSiOuygQ877rG9T/FOP3DoBaFj5vIzsQabAE0fkiKjWXrAPUeJljkINeg54rV48W5ekNPvF4HFXN3iqSI7LeP3QsXAv/QuoqV3ZYVLxvY+QbbjW1nMBuVGZOU2T7Uutrku4DSq3+LKisWLZWyMkRUTbpEGyCwJcuevMyJB1ez/DRlf6fMgls2xeUU5XknPGyOTlRK+KQaxoiSSxeTL7MqbHjGYwlc7cvGYildM56qgVRUS4bhsLjMLDoU2zOu7mufx/Sy1EcXEiRagZA7RKxyiGQgCOQjDp0+f5q9LiW9qRrf0CrRUWhp1MjFlg7ceQNUGs9Pwb4VamvSDUungLZ5biyOZUuadRUrGbcwG5bU4Uea04qwzbEKr1z8i/FgKeuZvUrhnh5Cd15ce78ouQAYFlWLuZBC2qF779sy1pih6Zh+FeraT1VNDdgittC9jtj1LxMYNmBe3OigpM3ZXjnCJu305G8BAWxqjaKOQB7VYyVZVnxlHmnDUKnIyA8lvpb9FVAODTegYeuS+Oq586Bqby4NQxj5VRMWrBAny1vcL50kk2IAkePRVJm1CSQwldoiaILhxT7dVRpVMBJ5fuNoZANVJBDe9rSxZiqwbLG8tkAZTLeCNUoFOueSykK26cz/zkOWFdLGrKeNRnsYse65cqhSxa30UtpWvsIYNGAImDsiGYp0cGRnhYA4XSWTm8AoXgzn+LpdwGKFrHjDL5lMPCAAoi6NMvWzZMg7e+QDhopI9b5SKrly5wpsHlMgxjqb2YXPYlFbgwsVDSXlN2vMGycW3UHBoEjOb0b1P8KIKPXMERyWzDMPKuWkNWfncdXwAWADHDz4vfDEZJ5u/Qb9POVcUEob+Xsi2s97U2ID0naBw7z4KHns9w2DuYAavbAZq4Cap5OWij3/5JFlrZnJWW33L+1jMJXD0VUoHBoXNnSgxq7bcnHfpaCdA/cslw8bW+rZhNJGrHRmwQ96ux3nkKZWMlXRBw3uRP6dcNmQ2z3KwxMYpGR4hC7wCFD3G5QGpXMx1Z4OpCiCjBhHQ3baIrM4iZeC8cTLui2MTmpFH5nMlU0Qu+XUK64bFYqOm5vLVJ+USHZTOcYhkXrHEjn45ICW+ibPlU91RbDJxw5TNMbIAQhj+hOCJ0s6qkpk3FizsJhG8sXlAuUgLHFb12auS8lqxe5YjABKDnvkWDpLIvBwzO8g1a4GkdHZ9fTiReYPgJPYAx3Y9TsmdvxGCTE1jpjeqrSyadWgzBDLVEKuVy6RiqRSa1eEzeylw8Dl+bau3juUmhdZAhjE7CcEbzwmCqmNGB3umi/1n/L169YPZ74v2n6bRDGsddqyuOWvIUV2MTDZx7UKZeKC4LaUOsEPere/jTLzkzLJ4bYaVzYvzP7hsPXCWUglkuFVZz4Ci15Yvd2p3kbMuLzgWeTbEETILrHOLBe5sz9s+8VoOd2FfPA0iYGFQBKdA+MzNJLutMk6PAIIzpoBw4H5ipBeBHNbMGK0VZ8uL8Sy0lM2bmtRp/U9lTNngrQUikxtv7po1a4qqpVUqeGPTgNntUpuHUj1v2exS5kOMD6AsiSszO1yqf4WFW9pvjFzsprFdvxHEK3x1QkneCBjQOwfpDaVq38Jb+d+xwQs0uvNX3MPmkZ6u1SWCjMSnfBIJYhiP8y8Vs/IkM62jF4+x2htaAyAWai2RKkNe8AWOZtDchnBLKU1raGyLOtsoSyMrD41nsvLGTm4V5PSRMy/H2XA0LG+uYbS2uWpjkrRxDPxiQVSib47PnKqRyMz5JnrVdfIVMIXXxcabWxNtiyjWf0bNL8BrCq5T8bXylOvk+ugOx+RMNOBawUzH0dXVxRLSSIqGhoa4JQou0f79+7PEN60z22bPewoADxhmC1EqL8XkrmTwxoMl9rexgyz3wfB53EJZtyBjkCube3j8quD/WdAkTharNr1pacaYCI1R9MppChx9jTXBkQWXDQO0zVmpTbIJACvZOeP9E0EGjOVMkGEdcxmhDQZY9DpG4HKgcRPA1pstC/kA4HsdPPYGhXp2UOziUbK4fMyadszsKrM1gOww9+fQd4VrlbMJcqASG1AVpweZrHqVJCu/cobGd/wnm7tYvfVM0MNzGYOimdWuqdyrB8IUhJoGf8o4wprCez0xX97B+uax0Ji62f00SGaYvDhGjoZ2duxSiyzDPqvwVvo5BHkP2gv22iZFv3jp/LzgJlb4/Y5JVFKTAkQ2cbYcayx61vX19RzMy5ktN4N3hVFqARMNPVBe2bBhA+/S1MDI4I2HHP0ZlHUgcYqHRuzXlIOa6ipKj8cLFx2ZsS2Uy1Kh0cKTsCRpnEiHWQRGuNjGcsEm7t1iVIr7tzM6mISjKaOBLahO8CKl5FOOICOtIFw+KcwR2xxMHnN3reXZbOGbMSp2fWxB84EMyLv4VkqMCD7O4GtEevdQEORCp5vnyj3QMVc98mcpYC2nkdnLBNVyig84j3guVtQ79jpFzh/inj+yzkmDyrIpiF+RM/szJh46r0+mbSWrfKak0pL/s9gMXTrOm6p8T+3s9/CblPtG8ejZtYt5nIJ0yc1OMjhKbmiVFzNQyVT8eFNx6USu4E0Gk5V5FwM+JyD/trW1Kc6Ww2BKDORys+Vm8L6OQMBGpotZPTC5taj4IHij7KIX2ACAIYmxh7Vr1/KDgl63VlcxKeoRvIcLvbvlgMw7mbha+P8Yq5J1IdMGS2iYA2DVyvuz/4fFCr1nlOyxKDIRq5TdpFGsdZW9c6hKicpSqUiIAkdfFryooVg3o7OiPW+tsEjUybDAeOdt4ANIjA/RGDujJZjsxtrxM4ro8GcCB8u+oidssZKjhPFFuWBFvZX382ulo6WNSTgQGaa7VPq+g0kN/feq9e+k0KndlAxeI5vDzVUZV37pX80rcmCb+HcyFqE4jElmI/uVLqFpFeNWMXaM40mKEvPscPMTkQhc4/cVG73cE6ZKSrJirVDjfDYh4TqHN5A5X0unyOO6foYkIvIJa1YVs+X4GtZnJHzwsqh08Eb79Gtf+xo9++yzTI5DYvdv//ZvLMl9UwfvixcvUnd3N82ZM4cPrSVGvPH4MCLIlkt8wBuCngvOhc2DyITUm9XX1fhLMshFgKQi1/PmmWgDAlTaV8/nkWbZyLrF8RdkAcGjr/C1CTPa8zk4VkwvuIxYiQVLHEUDgmf2U/jsAdZ9RkmQM9sic8jFr8cI+zZlRTz0JWslhhqRkzvZWAWZGpylPJ2rc7O2VILSFhvFBy8wDyBbbZB72UkMpBMvOjle6oLXtYMrF9A5yCHkXTlDozt+BX1bFo9BVaaAuCX7mhOiKlA+iw+eI+fsZQXrB28wi/yeHPTRR/ZUlx6jw++Z+eyh9QHyY0HgLvJmSt3BYldV9MU54z6uPOKXSnFl8HoD62uxZM2ZN1uOEjsCOYS63vnOd3LCB0nXQ4cO0UMPPaS6YqsW0PS49dZb6a677uLgjVI/BLoqIcc9ZYN3fhDAm4aSyNWrV2n16tU0Y0Z5pTBx11buvCBeH2+83Ax5MXlUNfA6bDS293FeUOy1LayYxsFYbrzJKU9YU/b/1gY2TuDXlS97I+OuXvfOiRnts/sofGI7WUCI4Rnt5ZyhGWFMIkB/sPR0rKRUYIiqlt9DidAIE7LwOwqbj4WyAjHKl2PE76XutTgrX7iZDwCbDwjygCEMdrOrYwX3oiHDCT12pVJs9tINuHJtJ9I54qfiRZlg1X+abH6BkAUSXT7vIaf0n4gJ6m6HXyKb082CMu6OVfLqbpkNg6B8JpP9Si9N4ffEGB0kd6G2hll7tcQ8JgPGIlkioRpgkxC7fIJcs5er1gHHRt3ZulCR1IisvK5GmwhRJaBFpMVisXAJHQcybiR9zz//PH3uc5+jn/70p/Sd73yHNm3aRPfffz+95z3vYd6UXnz7299m7hUybREg3VUCUzZ4S4EyB8rk+Zmu3uCtxYwdiwNUgSAoAG1yjDTInVtP2byzs4N8S+8k18yurGIaxqFiV87S2L5nmKiFfhePHUF5TWajoMhC1wqLVXUGzzPac9bxkZ3R3v8clxBR6oNRgqNO29hcJTJdae/c7q0tEIgJn9whZG0N7VmBGEUYEYxwDpUzxFJgbKd28+9PCPH0vMkZp1MFo9xYqLt2SPZCzAaVA9bqLrG5KP6Sha8pztfnKLqxSIvyvUB2WbViwkyHP287f0NpC/GGyN25Kqvuhs9+cmyIkqHhksIwcsI8JYO+HFIp5rSg5C3VKVdFaLt6Nhu4+bJK/UwsIrSWij076RQ11BufPWqFHpGW6upqeve7301f/epX6Ze//CVn5y+88AIHdJS2jQjeTzzxBG8Gfv/3f59ef/11am1tpc985jP08Y9/nG664C0KnoCcsGDBAt0zfuJOVEuGjD4KrgGbCOzUsJOTg96yOZdwMoFXVEwDxvY8QdVrHuIP5die3wnjXN5atrMEWUgM6Pz7IXjrVBEDEHjLzeB5RnuDMKM9uucJXlhDR18mq7+BM0Pp9U4+0qoEYjCbzf1Eh5t7+7juXAMYIzJJnENfBs9CPItuY+KbxTL1dNKROaLU7KhrZuW58b1PclaJaocbffxGra2W3N9R0TITxDYNvW3+vN36vgl1t55tgrqbw02Ja5f4fRI12YteW97vAu5CMpAX9FVsRGFKRDYXOUvxFiTnEgltnrxNgqVUsL/Sy3P9RZFKUmOjvKDTZMIIkZZgpucNpbePfexjfBiF3t5e+t73vkdf+tKX6Bvf+Abt3r2bM32U8x977DG6KYI3drswFUGPuxzBk2LQorIGchz623izMb9dLFsXy+blKoFhZ5iWHa0SPqC5ZhkhlqLEIji257cs8gASmdVTSwn05Jrm6AuQuH4Deucsi7hUMFUBMOYytvu3bKtphVNX+wqy+9Xs6CdP8Q2bj+r178pmtqET25ldbXF5eZFHMDfkeq6TnbDFuMJ5UWAeH5wJKHmlEwneaNZsfs9EH//ULgqe2Cb08WtmkqcLJjXFiVXSOX3Bses0OVvRvsp/1otn3iXV3ZZMPLPXXv93sqshfGXkUaWqcJiz1zLLL85XY0rDXqU+081qqbcWaqkr7RXEUj7GzhKD54ueP5VMUn0Jb4bpELyTySSruVWKsIbnGsS0//7f/zv/Gy1e+Fv88z//880TvEEwAJMbAdNoKTu1GTJYg+izqyXHiQ9VucGbSQ1ywTstT8bCayBI4wAw0gWGck5ABzGnY4V2P20NZfOiyLt2MH5x8PXGwAbfwqYjVreHnDPnKduFGqBtLlyPtsCFoOBffEdBeRWL5fiB53jeWZOlZf49Nkw0Rv150jQJ/WeJ+Ag/R3kVM+7jL9jER5Zdf+AZ3jAKWflScjTKzLxn7pfg2HUh12pT+m2omhjUQlBd7ZMQ21juNJ1WKHkr37fo5R5y1DYz+U2tkxln98HhIlrqha8HLQc4l6kt5adDI4Z7c5cDvcYkgYAwHaFUPdULcKGWLMm9p4sXL6Zf//rXhr/WlA3euAlQz9FbJi8neOMBAbkBGwgt5Di9ZDgheMuVvOVLq/kLP5jTVasepOilY+Sdt3FiXKr7NTb2EFnhyN5LbS6QMckS5TRDuSwMxnz16geE70Lf8sIRGtn2c+5H2/z1vOkQM7G0Yb1cfWVqsbwKPoJv2d0UPPoaC8TAcx0CK+62paorHvwOTLIlKMwvoIeN6xfK1kXGz0ohXUy4ZLaEyV+chZ1l12+UsOtP76bgie1CVl49U+iV41lIpyg5PkSJwFDJwGPY2qGSnGhNRPlexgfOcLvFWdes4SUy962xg39PbA7l5ErzATIb+ATFSvr57y7OjdZQTim/yDMAhT54i8t5RUw29BqTBINB/rNSmTeY5tD9kKKnp4cJczdN8MaHoBKBu1TwRkkFZXIERqmVqBqI16uVDCeCiXgyIiJpRVKTnOZ5rvIaj0utfmgiQJ47QGO9e9mpSdQIt8oJunDP24CRM5Xfx33njhV8iHOtgYMvUDoRIWtVA2fpuo1J+IKMY78z6UkiEMPa4Dv+MyMxK6iQFW0J6LS9zTtZybuNTBUvh2vyr34oU7YuMn5WAmlZRzGMJy3I6z8Lz5NacFY+fyMfADLL8QPPsmRvYriPCZmuZm2OXXqg5j1iUpvFyhKkVl89OWSsORV/NpkQ5qulfXtUDkpsAuH0JWT3xdnM0svnsbPwGLlV3j/BlMROdn99xbLVySybB4NBXmf19s2V8MUvfpHjBsrmYLDv2rWLvv/97/NxUwXvSkEpeENuDxrpM2fO5FKH1je4HDKcFFAKkrfQVFg8ZBYVdlJSCFAcILvW8AEkRq9w/xmCDFaMHCETy5SAeVTMiJ53mcEJi0V1hvSGvvPIqz/kcjXEVtAfRdYoO9ZT+oqoUsjRBkdL4MgrlA6PMVHP2dgl2ITmBDEYkxil+FZcfzs+dJE3aXh/EQwLytZjVwvGzxz1bSU+h5L+czRE8YGzCmVseRa2WiArr9n4e/x3PK+GOcMZtOETs+Z0Ikn2GU2lhYskEym84bl8knXKpX179idw2IvyCVDNsLnUbLaE9yk+MsDPpVrHM56Zd3r4mUkO91VkVnmyg3cgENCsha4F69evp8cff5z+y3/5L/RXf/VXPCb23e9+lz74wQ/ePMG7kshXWcPihhEwjIJhdhtzenrOXc64mCg+I2vprbR4KLyO2mwOQha1t7xXOFUiRqHj2yh0/A2y2R3cE0OQ1It0XE3frjiwqGEGW8xyY0OXaGwnxDbsTNJzsTGJDv31clDiHnNLYM3bsv+OXDgiGL843UJLAK5oRhlnFPEGR2DBlALea1lbUglJL3f8bKdga4oKTX2LkJUrSO4mgiOCzOts+TK2UDGZHJEWERbD9AWKv6Y0awZru2TgFme4ecMTpMRALznblhZueNIoDzsUHcxsmU1s5IKMRLICex3PgvLYmSXvNXqZL5M1MUmnrrukqCiupTfz9nrVSg6Xh7e97W18VBo3bfAWs2MEcYyBIevVopGu5txqgIcRrHpY36G/brMUEhs0l1bLKA2jXOdfNuGfDC/tyJl9lI4EydW5SnHhngxtc4bkHjgbWsl56wck7levUzA4JPT0m+aRq3VRkcB4fcapUCnAAWBjFDz0IiUTcRaNSY5cFmbLUU0oe0JAxlEsEaM4rEDRR9VQpRDGz27lQ2RNI+N1WC2UhoFKhzADbU2lKMY99NHi88/CSckIgMilJmdKS6Rndb9mMXevK6cm2O5qP6cWq0C4Y9EWmcCdLZvb5IVoqhpUTmiI1xniYC/aActfk0XyGqfIVt2Yo9KHr2KNlNMKnyyISZHe4O33+yta2Z0s3LRlczwIKKHs27eP+9paNdKNCN6wD0V/Hd8PVj12hFa54MI2n0mZgFS5QGSzWsjeNIfsM9ppfP8zgv2mp5pcYAFPdpbLKGJMsmpCfz1yqZtGt/2cleZgSOGeszYnGzKOH5bWZfxSveFdXDKNnDvA5EKhXw5DFVQT6vi60TpQDbQ4JIEfdqPQ+HbA/ELnYgvFv4kKDWagt7LjHNouFquF7VqLA4S1yttz5nxbPMpSuPo2RNmzFfwP7m8U7l4KbPeiZ0tEeXYcjHpFsLvgxD0TDEOOcytDdCHjTUWJjTp68Lhn0Ckoigz/AuV/R31LQQUBy7FUKxxkYuiFa+EE6YW4ruolrPkMnl66XpiywRsQ1Y2MBgIsbDwxUN/Z2cnqOkZtFvBgqSmb4/URuPEhgGKbuJvE/HPBOW2CXnl+8Fa6N/J9c21IWexktdhYXKNmw7sm3KRObKVQcJR1o5HRgThU1IxhkkehMOcqzroiw4X8ZToeYeYzmOCGXY9RxLcMGbGwX/6qoLCFjGnWfBY4KXqfJc8v2OQg/GmR1NQ2A30n/31s75PqLF85dhvI/C7xWUU/OBUNMo9j9M1fMH8DIiSC73sZG8+8zzPub/LaRcF6VpKxqnlGwTcAoRQGKcUg+MzYcpnoM7tyCYW4FwobE2FcTxBfUTs1wtrmGbZ7PqxWCzOpkfCAGwTxLLCoEbxFX+3a2tqKEcGMCt6BQOC6l/9viuBdCYgWcuPj41ymBjnNSKjJvGFdh1L5/PnzeYRAunEIXj5FFnKyPGO2Rwl9c4yQ5ZeulQKREVKiPJaTLnSTWjYhKRm+cIxGdvwnE5yQJbo7V3LpeqoAGW5245EZP4Ku9OjOX/OmBMYUZbcDjNBoUegDC/3yh7P/Dp/HCN3P+FrlqgnCD9mzM7+peFiTpGb5UHsTjOx5K3MOs71adzWRvz5vQ4T2yqsUCA6Tzekix8y5GrLydK671/igzJhakQvLE22xetQEj4xFpxwTXWauPOe/OYM+TvbaZi59J8cGSr4aVOBQQcl3ExNhtVhztMKR9KDlCCMOGH9gPApKlAjgYjBHJdHICqrY79ZzzlAoVPGe92ThpgreKFNDIx3jYAjaRgfuUuYkePgg+jIwMEBr1qzhBzwftbMXUKRlBUszYmwMmRfmMhF0rFhsch5cpcXToOyyxIfEM3sJHyJpKXD4ZeGaPX5ytiwWSnVGZag6NyTi+FFibIA1zbGQcjvAYuXrdbUtU+cwZai2Od6p0vfH076Mj9xqQpirH67ZS8g5UwhQ8WuXudTqrK+MFWjZ7wmnkcZkZLhfFio8F5eVL58ke+0ssntrBDa2BAhKOQ5jaFNksnIQs4qRHlnwJTMjDyEk2TErfE+xWWmJaEuk77iq3zU7eierIJe5roK+uIwfd4mNE7fkMHGiELgBOSItlCrhmoUDvxsCIwI5MnNUNTEuK5bXceD7r+eM943k5X1TBW/sEBG48RBBdAWZdyWglHlL58fR31bqFdkoLfREs6YZCYpu+Q+KjVzmHTgkOh21szhrUDQgMaw0rP482OFXr3tH9prDJ3dR+OSbPIsaPndQKDFq9FGuCDK/EwJ1NitHH7f7dQode5XLjI6GNqFMXXH9dYvm96qgmnBmH42c+Ak7jdn8tRy4phogw5mM9rI0rnYtc7XCMCcKy8pFkJOVi6THwCBXnKDshn60+LxaUgnuUaP8rDhmVeR95JEru4ucojmPirecg3AfnMEKrUcnvimVI+RSzI9bCSA1Ri92sxtbMdhKBE28p+gl48C0DtZAtAYRzBHI0S+H/DOCOY5ySGNG6prfCLjhe974+XPnzrGnKoxNIEaPsrUeAxGto2J4gLFxwA4V0nnFHsD81iB23N7ZS8lW08SqVeLYB2Zyo1fP0+jux8nmqcmZ0TYkeOs4B7OVF97Cfx/Z8QvObMZ2/posLh+T3tTrmUsvp3K9c+7jLn9r9t+Q9mT9dZuDF3P33PUy/tiG1M31VxPmruMDrQC1muWTaefNim7jQ+RecAtvMMInthJh/Kx2luCnrtVhLO85ELLTUxlhmPI2h/mkRyEr/2W2V54Ij3NryDlDWSWLeSZ576fsyJUKwMglidI82jrFgiZmwUXnsKLldYUfz9w7V/tSSo5cKUlg1QKscWKgRnsQHtpYB3FgPcbvJZbX8acasrBRwdtnEtamPtCTwY4PDwzE4kWRAb3uX8UgPTc+vOfPn2diB+zmsCMtqY8u83WLy0Pp5ESW7ahroZqNj9LY7sfZQEM6o42eMxaM8Jn9bGupJ9s1Jlxa2KoRRJgc8ZJ4jNXfnE3zydkEDesS5TAD5sXV/lLOprl8ZOVlj74sWCa6/eyI5kTGZsjNgSWogfPIk65tXhzQgcd9YqlUu0NQTBNV08YGaWzf08yqZlGY9uXkaCj9+SgUhjnDHtlGji/lZ+WRC4fIUV9CGhSz7JL3UtApRxm/qbAaUmQjKmiO9zG3odTvJHh+2yc2MDJ+3IJZSuHrCaYuvXzv1GTA0bAgK1ouUGmEPSYOJDcwfEJ5HYkUWonoo4uBHBm63O+ud8ZbDN64hhsBN2zwxpuEMjX6LhgDc7kmiEmVDN5izxsHNg54QKUbh1KwyXzQ4OmbkmH1iu3k/Bntsd2/YyEQWImK9qFazUlQMjZCHpUZ8pB8zZQUpOIlgp75YSErRzZWDbnW5fLZmEHz4hbS9r6zvKzE9zty7iCNbP0ZpcKjgj81sscSTlhFLua6zZ1X3Jhk4AwTLiEkgrJ5fs8bDmO1m94tabPspGD3FkEUpq6FPF3QFpAp/bJ8sIMZ3/HhS8qB26D9Ca7BYlMxQooPY4bVzcI47C/ewfPVajGhOb6I71/pl0zw6wqBW+E+cEXAVpDZY/5f/BmhamAt2q93SJIHvcBrgtiGY+7cuUx0wzqJJAuaG3h+pONoLBtt9rynV/AutzdWygO80pk3iHE7d+7k10V/W3z4VP28XObt9FA6Mibz3QpZm9XGmW4225Wak7h9PN6FhaXo/UXGrtRT1wBxEyBXARD0zFfyIWZj4/ueFsrVTCJbyv19I5HW4cPNZequ1XxALQ1ZOGePmiRF9fW89YIDRHBY/8aDkVbo1Z4ke51AHMv8Z1E1OaHNcisfQJxle5/g84NVDwtWBHTxvrI+N4xJZOwvJ2BgdUHNe4QA6HAXL18Xaf8gaEO4JUuGU/OS8RgTLz1dq5WDGkrrksAsen7nqOFJyu/5iA2e581Lda3x5F4RKJnD9AQH7g/4SAjmEK4Cix3scARxbJ6NCN5VU0Cj/YYP3lqBNx69bfRUli9frugBXsngjV0kNg8ozUAfXevDZpdLIly+HLORLBSZ3PluY3nmJGf2Ufj0Hia/2asaydO5skAnnBdbI+KK1c6ZiBqw37OYjYFEdvwNCrHfs1eYj+VNgM5H1mLcs8ZOWBJJUfh+B49t4YCIUrG7HfdVuW3BwWgSgzdEVZB12X11wsYjY8GprWwtQd6lc+C63CNLmLJoKHc6WLb3PZL7uo3d2/C84ndIpZLkbimh6GYkVExMpJIJLrFjREuJHZ49V949jo/08yhbLhmu+HMhWqLyeFeRNSadnqh6JUKjlBzpL9j08OdTZhoAMqx4llE9sVvkkgfjgecPZXMc0AWPx+NMNkYwx5QO1m34T9Rn+uUox2t5ZidDHnWycMMEbwRNvKlgdSPbLVYaqUTwxmJ+9uxZthHFgwfhlXLgsBU+iFgIocpU+Jraz8/Z7tx1fADxa32Z8rqLrN5qcs9eTvaq+kymrL8fCwUuOae0ktcJEpmkFXDt9X8XSGQON+uZIxtToyNdgAoFy3zf7+jgeRrd+SvOemw1s5h/IEta0kgEKhcgjhHEQZrmUGL8Wp4FZ0bLvBucCQ856lpZZ6DkDDwv+sJfk7EIxaVSoVKUyLxL39e3ZP997fUfkrOIRnv25wxzjysdvIUy9FkOty649BUVLcotUSMA4/7kz+UXe0oTwVFKjl4RJGpl9M8LM297Zj59SH7Tw71za1GinV1mXZoMoO0pjvUiQ0fwRbl9cHCQTp06xe1QkRiH/y81joZxNjPzngSo3VFBdAX9bejuInCXegONDt4415EjR7hnA1IayublQi7z5vKb3PUicZMreWlYuCCFmM12YxEKdr9O6eCwYGuqwY9YEXahlKj7NL4aql73zmzWETzyMktUWlFWZV9qlSNIk5Touma085G9r8ff4BlhHkXC15oXCu9bha8HC3Hi2kWBU5CZViipZT58WXDvwmcFG7qO1eQQx5xyfhDVmaSQBaKH2iYvFSqQpowhlEEsRA1SBr1eqSkHgWB2iZyNnRwgS5PMJjYy4giZ3L1VUknExisJ9byWBcIse4m1DucB5wD9cbeSjC3mvDP3K6ufXj0jZ8Ki1KjYZADXhhYkJoba29t5jRJFYlBxReImFYmRcw8TXcVuBEzp4K0GoloZJE6h+qNmAReDtxH+0NjJYeOADQOIcSiZYyyiXNgVrkduCbHaHJROxsliVam8VgLI8KtW3p8tmYUOPUtjiSiLfqDMWk7JGtdoiIWj5FdCxl29/pEc5bQgl9c9LAzjLuKABWOLyQbf1xX3Zv8duXiMe+a4Xvglo6oC8xdHtY6+Iiozea0PwVHsPBMBbapUvQRg0zahZR6n0PEtzLi3O91kn9FF7o7lQmUGGwNs9EavcmVBGcYFb/XmH8a8nLARTpcgmC3mwK1qLWExFytFL58S5vKrZsh+m0WmWoX+djKCvvi8zLUlM8p6xZXT2E2siA0o2hDYUIgMebz/+VUtewVlT9Uif1TMZrOxZgcOQBSJwYEqqDiuhmCODB4kuMnseX/rW99ia9DPf/7zbAtqNKZt8MYbCQvNYmplShAfAJxDj+oPSjco1be0tPAoGHbderN6h11J+1FmJ84ZebxANtUIbXMEavus/7+98wBzo77W/tFKq23eXffejY1pBmPTS0ggECDtXtKAm0JuekIuaV9uckm7KSQhISQESIfchJ4QEno3YGNMb+4N4963V5Xv+Z3RaEfSzGgkjbbY8z7PPLbX2tFoNDPnf855z/seKsOOfJtqJMNgx+yj0JJ1qLLSc8+7KGOSlHKajiFZskaeo3161mN9L5uHSvDhRrDGlNdsW7FIamefpH+2te2VcFWdId05+bDCSs3Kxu/7bMlYr2Z2lWOmFuQolg1GvIYd2TcD371zY3oGuhfhknhMs0B3kG36lbnl//4IQsnuTummjD92ZmnSrImEJG1+H6W+eKdFbU3vOS+Vn4T+bnTCoRIZlq0dYEHWe2pfvLdHqscfYtlX0jXT517A8S2ab8yN+zNSYRDtRk3pU2azoDIyOIK32zx4bW2tbhCVWdSbIjGMol1wwQVKXuaZjWjMqaeeWlYd9ueee05++9vfyrx588r2HoM6eDutZFlhIXrC/5PtFsLm9iN4W/2/EV2xzg26yaN6QWdrs3T3rtU548yHjp24CIYlvTYHKP6wxFOLgOi4mbqlS9YrnmAAVuU5oxPnSOWoqY7fFUxVAknpSBaeNVrtQqMYfPDg8yd4+2k5SZWgIVXxAF1bV0nzktt04RMeNkr5CeEaw0nKC9DP7t27xRdHsWxUjZuhG/AsDKOy3/3jKqbZ4451uqiItzf3acI3jJOamQsKZtdTbg7ZBEWtllizWcNJJM+xJXQEjGy70i1wZ1WI0tKqY6Zm7c9F1W3Pm1xZhnBT3r54XHp2bpWqCYc4iuZU2vXz+hmFiLRUpERg2KjK4h559913y+WXXy6XXXaZfPWrX5Wzzz5b3vGOd6j3diHJXz5Qmr/44ovl97//vfzgBz+QgzJ422H37t3y6quv6ljB3LmQYwq/qMzfKSbI5vP/tlNYKwSjR42UFbtbUrPPdSrjiXoaY17ZoF9mG7z9CFBaFs39HFqyXtA3p9257hmd0SVDiyArOfmIDIY1f/fqauSKYsh52XahW1bog7f5mb8ps71m1nGDykjFBHO+bOZiSUVtejpSzmiHS6Vmk/aBgv6mZnbj/XPKKx39k3mn3bdGT1Wt/dqZC3QDlLVbX75f75cI0wBT5qkrXt5zpFWjvvekzYEkKT3urDd3Dd6mdGmYYOqFA5K0jmpVSrQA/gmtEqZH6KVzvecLeDDlEUpyU7uLlF0qOD9KEWmZPn26fPrTn5b/+Z//0fixbds2eeCBB+S6667TqaRzzul7TpSKz3/+83L++efLWWedFQRvc5VJuYMtO9stFNywxZS3TeEXSjdO/t+lls0bG4ZJdfWc9EOHmw8DDVipyZfuk8rhEw3d5UillrFts1qfyub51L9YBNXNMWRQzQdb8wv/0oqAlqynHqULDE8Pq36QRyXwdW9ZrgS9WEeTBkUl61TVSdWkuQXNaPvWO8+zGxZLjce9p6+/v+F5aV+zNCVmkpIYTYmZxNqaJNHVKlVjZ5b2pn4dvPVlZe5558xXdzRl/D+ud40nXNB3Htc9K+2rFxujUEi1wpOwCV4EXbQBlPi3a6NeK3YGNsb16cBXifcai4oJs5Vk6W1uPCndO3FIq5dIo4ONadZ+DJb4GylxHON3tGXl0hfnvMX271BehBuig6RsXqodKIDUhpsj5Obvfe974iduvfVWzfIpm5cbgzp4mw9SZv1YLXHyTzjhBB3FKhWUywsJsvTWOQYn4Re/yuYjG+sluR37T+OBbPppt77yoJLJkJw0AyRklERni0Qax2WQyfwIdLq/AhcB9MvY+oRhntCRFl1oRCrV8KHobNA3dzLjj0jt8Azzl851GKks035fBLvQSZkVBKf99Ce0v3/I8boByFKM+bEAiTXtUG9nU//eFf1gz2kF3tqdG1+UitrGPv39Yt/S5tq2G1ML5TuPc07ULX0erVKtVrEdZWKHDAZ2/ShnTX4HVzEmDXosx8bEgbL083xGXlc5doaObbq8MuN30OQP143M/B3tZ0dcFhWrpWLYcFd+BfuOVg58qChV27y93ZB4LRfbHPI05LSHH3644FZuMRj4byQPUNsh2+WEk+3CGvQDXjNkLlx62/S4jzzySC3X59tvKWXzkQ31ktxil00bN2p01GTdQOem19Srt+X5uzT7qqgboWQyXlsyk74AcRXbX1dhmHOld/8O6W3eruYUnRte0DltCGSwqwvx0rabc/cLOirlVEGorJLqmQs1cxtsIFsafpIhZlKIMYkvdqZePawhTbU3y7Bj3yldb7wsba27U6S8VIul4HJsImfGumfPJqmalD2mFirsPJ6YNfO+4gltqZCZY6gCKc+NpAmBMZS1wER7nR53xrGpVLDzM8xgfK/R81LpGrjFo446qmQRV7vR2N6t7s+KRFwaBsFstB/Bu7a21nceiIkXXnghTaC2HvOTTz4pv/71r3WE2E+S3KAO3pzsZ555RpV20MD1s4fnJXjT3ybbZgFx4oknehoxKLVsPnrkCEnGduf+h03GgY0fp8R0xFIy2fJFmp23LLtTIiMnqPRoMX1dL2VzT/she00ktL/Mlm4FIIMaiUhFNS5jCMO4E0a0/O4DQslYYRUEjFRee0wrHCotq8YkFsbvwYw8sVvnmMNRiYwYpwuh+qPPznTuWnq79nO5jnHQ8uI0l0z03Qf0tak41KSY+34ge+a9883XpKJ+VN7pChjp1ls0YSqgZWmOE2grHBYsaDZo6X/MNOnZ/Ub+g9VFOr+zRhf0cCK8wKhUrJdozoLH+XtMxMsnj9pfwbstNeNdLi7ImWeeqXwoKy655BLlZn3961/3nd0+qIM3qySvQbNQ5AuyfNFk/Mjv0RvxYllnzbyLzXzHjhouyd4tNv9jwzaP1mhZ2o5MxohXIt5j9HWTcWWGV0F2GjHR03EY8qilB2/tx2aR6rQVcMK/ZwjDUFplkcFoD65dueM9/tSpCxXvUCMVC0EvbUzS0STtq5ZIzcwibC2tKGHkbLAiLfQxbIQuynpbduWUijOcu9S5zbJAmnCoWnzakdzS+uate5WEZhL7cl/oz2eh4hL2OGpnHm9ahtRuUaEz1RUOhLZVEh07KyUtG/KWcW/ld9zIZkmHaoB1UeFmMLNBQtFqOeSQfDyK8qNUV7GOjo6ySqMSp6jOWsFiASZ79s8P+ODNxVWugXq34G0am6DigxdtIUHYymQvZgyN37FjkNv1+pCyxA40G8rwhlWb3ddds1Q6IDtRthw1RUlarrPEfsxEw4jv6fQkDGO6jDUvvUPCkUoJj5iobQAeTP75eYsvxiT4lFdNPFR91dWYBJ9yhFY8Lo7S6OePRXUm1rZfe9BKKCzFMjaZkJCEc7PH7WukctRkJU4ZP+wLbM7ObcYCycx2m5fcrC0WSto64pXaV8iiBe6oGJY6Dj+g6oAFlFn7FNActNdthFW097x1tUQnHtrnSZ5vJC4RV8GWGlz4XBYX1t2ojOueN3OqAXbXYJ/S2iipCEe1InggENbqyph59zcGdfAGnOhyPLgJ3pTFreB90MtFncfN2CTffkExfW/GFzBVUbUsTyIt1bbOX8pCz1oAGOXA09L/pkeGyleoskYdvGptxqb8YFSjUZ70eLPkuoztltaXH9RrAInP3ubdUunEvPUK3y6lpGFraRqTqJEKSmSPSxgJVMbmpuCnnucW68cHCdlqvL1Js+GKulHS/Mzf9fhUeGf6sXnIUfll2dOs6vGHZPIZuH8LEJwhILHpMXc0SesrDynngQBOqVzC0Rwt8Gz4NZqmCoYeZtQxDopTOahp0Hlp17K/JXjTe+7FzGUyAdVCOnUbiTOJZtHa/AI8qWdn2k1ssp0TWy5rXZXWho9TG2EqCePG2CvB9ReUxFdi5t0+AHagixYtOniDd7mQnXmbjHa+4FJK9cXMkHNhrlmzRtmKeH8n71/n+b3sbnKd/84jjIIbERsgE2t77VFDsYmyJVacIyb4lr0UC7KuxuMNGdT9T98qXW++Kh0dTUblYPQUqZp4WOEPab8Wgkk7I5W35fR06W9qBWEqfuq5UxK+LUxZrLksFCAO0kahVE0ArBo7TTdT1KV9+eNG8GFsbvwhqgCW79wiVGPG74SbMYmuUYoLplSP0i2WREL273pDKvMphhnvKL6d1zznAaW5WGeLhKM1aQEbR1hU0eLdndK7a4NEJx+Rm1E6XBdKNNu+VqKT52pmnB9JRzcx+8NL6gKsctSkdOUkxHnfv18tOikBe20h+gnzeVpq8K47QHTNQRC8sxjt9LdLYbSTJRYyLsaiAYlV9NBZNGjGbuej7dR/tiun6/y3dy9uiEINC9/dl0GuXiwdKx6XZOseX/Tf/QiYaKQPO/wt6Uy2a/NyaV5yi1YZGJUrRj2rnJ/J2tNFOAX2Mu0DyqJVU45StrWf5btspnPfYSald89mFe0wjVKyQVuiPmUZCzo3vyZNT98qYRYewycYfX0X0iNjTZAkHQlQWU5axYJ9s0jyBn/ObYL72KVqANMdUl5lg9fMNJUJd7Xq9xLNLmGnYDc5EO/p1MCNaJP+jofFdTIel7iy5fNbqCr5jfL9mGkZ9xIlevTDt2zZopLUJDamkxdju/1RhjYrmUHwHkLBu5xlcwIsFp70t1HgQUbPjwvR67gYPRgG+rmgCNwsGvT3EjY9b6f92ZwbSuH2ymv5oRnkEWf02XBia6nCFOONMnAxOtl+zJ2nRtfM4I1QDRuAuJT2pi6291zo8RRwnZDBNBx7fobQSsfaZzRo9jbvlPZwRKpnLujrERcDm951evZ3mMt8sg1qphylGyBLR2OAc0vZWqsyo/vkcNWYpGWPM3HMDKN+lbG9Xkp+xZMEZXN7pzQVRKkZphWiHh238rZLdSLbuzl9/dojlEs02/1GX+DWl7i/Yax1j1ZT6g4xpjzc3iutTqfktywv9mRcDjvsMJk5c6ZaL+OtzUYwB6aLVzmzcp7VXHOlPJ/bB6BsflAH73KBGwCp1a1bt8rRRx+tfrF+wcu4mCn6kk2K06y9o9m7spRNxsXNRxmzVLCfhhMu0IcXDyfIWZDh6OtBJLNaBpYdZD8Oc+cwgtPe1PGYdKx8KtV7LmWe2B1e+/j5hFZaX31YqqbPl7bXHlEJXJVAxeLUEiA9HY+EMh73PIxjEMdGT83ImgtdCPMdNx7fV7buXPuMdODgVlUrvfu3anvGbL+4Hlse9ytfjUnQNe9oMZjYDqx1z4jHckidBplrrYQbxmbeAx6qCyyqY807XAN39ndk9qtzR+Kcr49Y006JdbXZtmps3tFguo9PqdPl/HdCVckAwRmtCzaOs6WlJR3Iy5mVm2S1IHgf5MGb1SOMcobmKZP7/YW6lc2toi9OpDhMJZqX3an9Z0ZHouNnOj+0bH6Md3Oy02YBUCA041BRiQqJjpok0VHmeBejPU9KsrdTWeHRyUe660T7UTnxKBpDj3nYkW9N/7tr+1ppXnqbVgwi9WMKaif0C0IhidQ2SKPF4rRz3bJ0gIyMnKQEvkIqHoYAx/qUVGhuRh4q8utQOdxDTxZhg4ew+BYJe2kxIWDil6pbnuBtio8gWMQkRtqYpHGsISVbYHUDS1Rr2dwsLSubPmP2O78xiRIG25qk9pCF7m+aTEjSMnYW27/doV9tfy6wDoXHUD1+ll7/+YBka1pW1vYF8XTwtoL7HW8HNmtWjpMXrUA/s/JSZ7xBELyHOFgp0t/mQsDftRxfplPZ3DQ14RjcZF7rJs+VyrlG6bpz06tqUtK7b5u0r3hSambR27X2bXLfJxStUvZryaBlQeaRVZLV2ef57zDendGg9c9J5/rnJFRdl6G97idrPcSNW4TiG+NE5kgR5cqON16SpiW3SqRmmESnHaP+3wM6OpK004s/SYRN1d62Ssuz/9CyM3rxBCB7QRs+Q1Ln5TGzMIhj9gHTr48bCnsNyPizlt/PO00Am3S4xFt2S820ebqZ5X1Y69LbKaGaRr1GK8dM92BM0jcqpqXlLStVh8BurtptgdLbvEu/GyYU8n/GhDLc+/zC53o+F+p4loil2fj5vmrub+5PN9a62ut6+P7KmZWXyjQ3g7fp/X0gYNAHbz8frIxiLV++XFeJXGj0u8sBu7I5AgH0t3nffKIv1hEc8wHE7HPV1KOk7dVHNGDrSMrkI22DNMG12J53BlCN0v3UuI93zT5BN2DVXjfNSXzJvJX7UJqgCRluZeM4GX7KhySRiBt65isNGczI6GlSPZXRrspBNaCtFQ/T4rSnS7pWPi5dHU2SqBym5WprWTjW3qzkpHysYqazfUEhp6AQb/Ii3lRLy0qaMwhg2VdKpG5EBmu9a/1z0k51I1ojkRETpWbG/LTBS+6cd6TP+GTiHPtARxB0UAHUgArTf+wMFUjxNBbV3SHx1n19fuEegHUo94mpDqj7cvmS8Afv3r5KQtXupfXMhow3+J2VB5n3EAzefoCbdfXq1drfPuaYY2TMmDE69lCKjGkhwRsDeC7YiRMnyqGHHpp3FZs9P2vehMzjNpgOUylWePeuDdKC29jISaroRPDRh4sPTl7awyvwHFm11w1zkkUS27dVWl9+wHDuGu3BhtFRrtWH7yvFEaioCGdkuN273jD0wSsqJVw/UmpmLHDvF/oUuz3rkac4CLVHn5v+N9r2zU/fqmImvXvf1ABTNXG2p3ftT5BxMopYM+MYqRzu3drSFnGbihakORYtGTPMIXfewewTdNPfb95pGLwkk1oKh8/B/WQcfFzHxbpT41l2Y3AGmMrI/WnaQnT0NO8fsXWvXqfmtIIzLFalKetQRjy9wGwvkABwfxb6PCoUXrJyM5iTlWc/I0sVaDGDd7lEvwYCB3zwpq9N4GTlh7GJKY9Xqga5l543FymiK2vXrlW2Jo5knn7fJjYYwSuWZhWbrHB8nhnzQX+45fl/6ox3uG6EZiKlgowuacN8L8yc5DwtV9YddZbaMMKyhhEesSw2vB1LpT9z5w4ZIGVGs9SY6GqX1uWPSbIbD+06Jbx5KrEWgVLWADXTjtIN7EeVzo+nrI8Hr8SuPW9KordL6o48SzrXLFbtfWNOf6o3EZvsfWa9HtMQ+sLV2aNQBXxXjBqaBi/morh9xSLljiA/THCPTs6jAx4K55DyVFq0ssZzQDXn8bl382n9p9409T5vGPwIO8c2m++oz4Ut9ZlcThU9/t7WfeIn7LJyMnKCOW1FrhszkPNnVVWVL5l3R5nlUfsbgz54l/LAbG5u1v42ZAucXqxypeUM3qZ6GxciF+Rxxx1nS/hwQkUomVP2Y5YUZq9TsGM2kw1w8+9/4s8p0lutRMfP0RGQws+l0fMuGepslGnDSEZCtgMRK0x5fdrRrpmuYXAS75dwScBuTMvKGiVWQ1a2j0A22GAEloFwFXP4H8uYGmxtiG3DjugjEnbv3CjNz/zNYkxyrLfpBUsLhjG7fDKppYxKgqald0h02EgPWV8fYc3UBOe6zg7CtGvcyt58OoK97cSJzXt2c45t3seNF8CxZbqwOfiQp8h5tXXlzVbJyiHuslmzciqlZOWUunkN9yJbsRl4W1tbkHkPBZjlGGa3meHODlzlDN7gzTffVE9X+tuFeruG7YJ3Sq/cy6iYlv4mH26Yk0Ao2/SKMa8drZPKEcxrH+XuVW2+J1mqD8GbESh37+829f6W3h6pqIxKdPJRqqBm/c54yPuxkIgWeONnl1hNAhnZGONdGnQGoV2oO/yp+YclYbsnJXbtWCfRkThd1UlPd0fOa1AiM9XIdHrh9ce04qEKbxPnqMSq7Xx16h2N/q5IVWrBWko7wg3h6jqtbnmCOosl9bNHdIys0XP/uAchnXClREeMV+5CvooE7xPvaJWqSRM9j2wa2ubYp2YKw9gt6o2579VqFFTZ2yT9BaesnOcpZe/FixdrNj4ylZmTlXsB5ysQaRnkIFitWrVKe9rz5893ZBfaaZv7AWQEmeGmPAOjvJhVYoXNzURf01by1GKRaBfUlVA2Y75uwJjXvluDd96Ml7K5DwEz35gT4zsN8/tETDrXLtXSZbq8CpGMxQttgxIRK7H0bhLIYKzXHnqqtC9/TCpjbRKrqJHKSXMlOs7OEa0/4C1YkdHF2/ZKx7pnDdOXAjzVc/YlIW3x2Oqbu40eZUGnF47tc27rVmOSW3XMLTJ8gi6Q0opfiaRhNYov/PBxLjvtv7ly42Vk3qIBL8OUJRs293bvzg0GadL8PLDNXQh+hoTpanX7yh+4TW3zNrUotXU6c3I4S819h+MDcT1nZuWUvMnAaT3CIdq2bZs+5/mZlcHu9rxlH0Hm3Y8opNRLf/vll1/WoEzG69bfMDNvX+Q/U0CbnAuKEjkrvGLLO2TetnrltgxyJ+U1+x9nzGt3dUjryscliVlFw1hl6maMTpFJ9Hb1a6ZnzBKfIsJmIZIhuoFxBmpW9MyLhcNapyioI1pKVtS0C9WgU1VjBJ3p8z0ER58OSA0v3K9jHVfqaJbI8PEaYFqev0vJVBW1jXqs3iU+HQ6ht0t6tq+zIXZ5XzDpYnP60bqZ6nmtL9+vUqAY6MTb9+k1ml8xzp/zavUPd3f4apN4R5PKkLpaxFrK/kZrYYMSUTPK3jbOY32/Y/h3V46crA5hXmCIvGxzMCXJ/SyGuE3f4is8CFy4TJdGAjTbTJdeuVNWTuYd9LwHIZqamrS/zZd2xBFH5CU3WN2/SiVCsA9K9IyeLViwQC8mFhLFIhKyDxR2AiPOiln5H5j0wxutGe+6ZaqgpRnvyAkS6tgvyVLZwSXCJJLxkEPkom35ItUIpzWAVCTWpgMxp12RdX6tdqGAsnrr83cb/1eXkmxt8E/FLxv5TgFjVElJ6Iwy5WnkY4eflBpB6+1SIll7e5NhTOPRmMQaiNgnpV87YlcpdxcticYTLuiztd283JvUaz+JwpgOX6HKqFQOn+bZ29107iLbjtRmltchZtI+yvkdqhJbVxjVHcbaPIxgJnu6UiIvHrTNdRyOwD03Q0O+wvM8f/nA8ynbYjma1SvHo4JnrzUrJ5AjiHXaaaeVlW1+xRVXyJ133qnvW1NTo+Ton/zkJzpdVC4cEMHbzHiRGZ02zdsokhmwS2UxWrN9vjC+OBYSpfTTwzYPTZ3dtukdO37SAmer0+IgKdC36+5okQSiF6zCSyiv+qJNjyxrpFIaTQMVFhv4k6eUyBhBK4a9XCzyadfDYG48KSXZ2tut7OX2tv2FBccCkAzh8JW0NybZtVFCVbUSHT7eXk63slrqjzFEd0Dn5teNETTKsvVjHE1fQtrGiKZcqxjVshcTifsUSMnmGfHrV7h8z1aHr97db3rikWjXPpmQHvrJo6bYK75RNs+6jtOl7AnGnLmqDeZ5buEtzuKiamJ+giVqdD1Yk9q4wvX7FIMNeJ66zYKHQqF0Vj5jxox0Vr5ixQq55JJL9PnMdu+992oAZ2TNTzzxxBPy+c9/XsnJvM83v/lNOfvss/X9y9VnH/TB2y0Q8wDl5NBjhk1O1u0V1uDtB5sdK09zn4W4itmht6s952ehqhoteebAKTCWGDAJMLGmHTqj2/rivX2a5lPnFWRykToYKRXKtrcwdXWxMZfS+imZ7GX6pPWjpHrmQoe+I2IvKFiVGFAK6Kmy8Kk/+pwM1y4jONZIrGm7tIXCakzit1a8lmW3rZZw43iJDLPu2/1hXDPlSN1Mu1hm9BlTrKiul6qpR2rJVg2DQhU6k0xLw9t8uQ/wel37VY1x4Fng8EWvOl1p0PZbhbeMm7K0GoA4ZOkamC3e3qZAjAbuyr5Fhcv7xVr2SKxtT47JSO7xJNR5rGeb6SmeuyCIlFiZ9AOFJllRS1bOuO79998vF110kdxyyy3yta99TaWpzz33XPnCF76g+hul4oEHHsj494033qh+GS+88IKcfvrpclAGbyd0dXVp4ORmoL9NxlsIePiUwjg31dpmzZqlKz3rIsOrq5gTelv3ap9XH5YTZ0vl6OmaeSOV6Dmr9UVPPKykNjPwKCt4RUrTvKpOohMPlcpRHgw0/HAVy0NYs7KX6fF1vP6IJHq6pYLy+tSj0gHHMDhJqF77QMHq2tX68oNSO/skaXv9UWU14+AGqahUy1AWOj1bV0rluJl67XixD7UDC7U+ZTJmoJ+WzuWLJFTToDPWSRjf+TysfYJxree/llRprm2/dKx52iC72SineYZeL5nXXSLF2s6084Swlsf/PBGXRGeLqg66kfm0OpJaHKKC1rMjNyNWtUGHYKaBu6NZqiYcKt1bV7p/vkRC4q17pGr6MY4cnYiPFaJiUUqFNBwOa7Dmfnr66ac16XrooYc0oJeDtAx4D0DZvlwYksEbRjeBG6W0ww8/vKQvtdDgzQMEtTZG0Uy1Nj/2a8WYSVOla8IZBvP2jZekc/0LkghVqL9ycvr8rIe608PMh4DJ+1ge9MoKTpVXDWvLF6RjVapsXSb3roxRMY83Gv3w+oWm0UdMZ7Q7Vj0lFdE6ibfu1lJi6cfpm8SaIWaz0DJXvvEFwzKUufIREwtmhWsJVKU86V3aWIWGirtfCB7DDjtdJMV72vfEjRLxYvThF0nQgy84peIYpLaGcdobVi0Bjl2tYo8uXOEt2+Gro1l6923NYW3rwsJlsWX2xuGT5GXhp2aZmWHvYeTOTiAmYeif22uod6gpiYoa5TlflP4rGse5kmvDg6DnXWp7sz01JsbnpEJ74YUX6lYOcA9fdtllcsopp8iRRxoVrIMyeFsDFTcI835r1qxRIsCUKaWRlQoNsr29vdrfJusn23fqZZRaNq9M9ZiUeTtzgW5cEPsfv0FNSjRYjpyk3srW4GpFOTzQc60tj9MN4DWs7OWUwhsErXTZ2qfM26mE6X6cERk297T0v/c9fqM0P8M5rJFI/ejifbTLdH71vM46TjfQu3+btD5/lyp4wQp3NiYxEO/qkNhuyrlH2D+QOWyfKsrOUqFlAu0Ol6pBbwuBq1M1xAlKOcppq57sU3gbM83TYlNbLKm/k83HWnfbjluF492OgdLaG+/ZmV/b3LYsb9sXzwxmvbS5ervTSoHq5ubCEeA96HNHRk91PZZIZODL5qUSi9va2vR53R/kVnrfr7/+us6klxODPnibIBhSpoZNSH8ZR7BSUUjwhslIts8FQODOZj5m77eUsnnEhiDCDVw1YZYMO/yMvmD53F1qBNL5xsu5ZK0CSqOu8HixR8dM180sW7cvf1x7dxByEIcoGVk972KBcMawo8/WBzguY22vPqxZUbjaLK97dRnrHxIPrPBGkxXe0yXtKx6XeHuzQXybeGiGmAnl4ljTNr0WDkSQSTotmQw3rbiKthhOeNFc5bQj35b+d/eO9d4U3lLz25SWY+1NUuVgFJKI1NpeN4YU6fqM3riHD6oZN4tzp4xYS+uWzDvtJmYRrdHM2yF4x7s71CSFWe58i+LIIMm8S9E27+gnaVR66Pfcc488+eSTnuWwD+jgTaaLIxdfXjGKZaUGb7y/X331VVVqQ7Et38O91LJ5pdPuLTe+GSybnrlDQtXDNJAzPqJkLT/lO4vIMClbN6TlRWOy/5E/SPOTfzEsQ8fNluoph7tmBHbgu7djShd+cH0a6eqjffy/pY+TFkDHyic1MFaOmZHSXnc2ovAHocLmyo85N0fMBOKbzvz2duV1FCv0Pd3hYVQpmZBEZ7MKA6HWhTlNod99387sy8BxNeWI6Ox66k1hCbruCtMP0/hDDXSWPyrJ7nblHFRNnKsjdbooSiaUa4KsKCTOQk4p5etYyqI0ozfuAubF6VlTEXILVixU8K53chNLvcg2eFuV1pLdba52rSwY25q8SLUO7rJ5W5kzbyqdl156qfzjH/+QRYsWKQ+q3Bj0wZsv7ZlnntHeMuYepTrLFBJk+ULWr1+vc4IQHmAu+rHffIhGDJnFnAvNJpBWhKN601anHiywg8kme/ZskvZVS6Rm5rGeZ0/LAUqrkboGaTzlIv1319aV0rLkFvUcjzSMl+pZC70fnx/ldx5mduNSlNcPf0v6313b16gNqx5n/ejUuNTgkVbMFjNpevrW9MPcHT6W+/PYxep40/a1Eqqs0sVc19ZV0vz0bXqc4cZxxjktpGWR9b0ZGuJvSLi2Xr+jvp8nCppNVs6BVct+08vGoijl1saCIV2Kdjy2zH/q3PvezVmBW6TCZQEKa58MGiGivM85ni/hSkNWtSKiugw5oC+e7c7V1Sa9e/qU1mJktA49eLNqMHpeflW2odDzHlZGO1BK5TfffLP885//1FE0024amddCydQHTPDmCzv++OPLUvJwC7KwEMm2KZefeOKJBQ33l9rzxphENcWzyEa2mScznzxEU4Qm2MHYhjY/e5dUTT5M2l55yNinsq7nFaaipR7apT/sGSkyQWZoZoeIrrS+cI+EkjH1/q6auVAqG8a47KjkQzFGcDy0NPBRNr2UYx1N6oxGsOI8Vk/1sbLhUyJgGNb08xhVKOJO0KLPy8hhszElUT1prm7pc/rqQ1rirqgaphK4+QR3DAKWxfxjxzoJ22qIJ9Pue4XCENs5Vjew76mbJZLHazr9nlZFsyaEUXLn3hMOZEFK8oYX+6G6IMn7bomYxFt2S3jYSEeZWBjpVqczQ2ltS6bSGq0om4WC9sN3YmBymFRXFXcuB1PPu73MuubXX3+9/nnGGX2mNuCGG26Qj33sYwdn8AasmErpIRcavPmi6W8jr0eZPp9RvN1+izleU6kNtnAy3pMr+mCXebNqttM8l4SqU6X9v1HRWrlYOjpbtCzMzChld7eHpTK8Ez7IozrEFEr8jSe93zi+WI+0v/64dDCbyhja5MNtzCl8uAZCYWPMpgBEaofnlNd79m1TJrPBsi+8DZBGeXmFAwKDJQ1Bi6wz7HJO+0bQOtc8Kx2rUnr2oyarnkDu9Z/oUxpj/ynjkxxwn/g09VDhUaDENExR3kHL7vTCLxshG95GvG2fJBjXmjgnY19u4HdCNY2u+u7a+08Fb/gdhtJaZltF74Ws70j74bvf0MCt8/zxuCYzbjyfcoKF2mAP3skyE4SHbPAuF+zMSRC9x/+bwX0Y7cWU6dmvecF5/X0UgVgwcDyHzTlEnn+zRyS7TJv0rnmeLY+uKlrzztK/G05jL0vLhhdUeauycbxUTzsqx26UGz/R0SL9ARYh9ceck6ET3rL4Ju3nRkZOUWOVbElSP8vmno8zVV6P7d0i9QveKd3b10nz0tv1e6Dc6aRGVm6EeAh7EAlhlCrR0yltrz0q1TPml+SIZve4QtTHkEntI1tVJGN5z2nd3JNFhE2ke8+b0vzsnYaVaN3wPuc2vjeuXXW7QuTEgftCyylPz9szCngoc27RN6+e4NwbT2Y9D2KmyI0l2Ffks1rdtUHXsZWNLlUqoHoGEWPuvWWnvURqPJ6xQCZw9xK4GTOEZ8JseiIpTz31lIpRYfTEqFV/aoSbCVYpLdP2MpfNBwIHffA2LwxuijfeeEPWrVuns+OTJk0qer/mReaVIUlpHkIe0n5oo7/8+kpJbrBjaNtk3lH74O22ejecxo7Vre9h+Q/tPVOGw6+aXqROFUWKl0UtFqZOuKR0whmXwtI02dls2HDOXFi0GhnEJpOwVuJB6oO9euIc3ezUyHSueEQe9SafKtjMbuezwVRGcrxHIg3jpPZQhGEWSbKrRQmPVRMPk+g4hGGKf0AShGJNO3PKxYUmJVWjp+oGWGgwuRDvNBaRCMMwhmjV3rYN3n5liR4Wer0tuyXZ1S7xiohUjZuZZ3+Zv8diJ1vkJpnj1WYJ3NvXSEXDOEmGmvKq/BF4MRbCC8CJJW9k3hUWItubmaNwiYTMnHmIOiQy6cPGMxLSsOnmRVAv1R/CDeYzulTC2rAgePc/ysUQNDNvLg7m8tDCpb8OyaDU/QIvpXOTyQ47EbU2PuuYEY2SjNt46No9BSurteTs6bUeHpY6PrX8MUl0tumNiyVnySiRJa7jUqdcJK0v3Se1c07WAJ7sapUQblhT8P72oPKWgs7G+sFaTzGRrbYbGWpkzBWvflLaVzxhlILHztReY9Hl9RLAQz+2e6NIFH2AyZLo7U3ZcFoc0d54SZqW3CLhaEoYhgBZgCOaZp2MUtnIpCZLmAdnQWk6tyFA0rt/h3vgNheuRfa8c5BnPJHZahbPOrqXj9SWOjrj93bqfVuVGq/0bmQyXo1Mejr2500MUOyLd3dJzRSXCYSEIevaR2TLLauPGt6omTYb2ho8LxHKIpDjKYH+henkxebXNJAJ3o/7u9RRsfoDyA50yATvcoEgy5e6bNkyvTAwFvFq7u4G9sXFlo/JvmHDBt2ymewjRgyXRO9qm1+yYUlHayQZs3EwK7IHw/hUw4J3p2dhO9c/q8SiKq9SqGUGJekGizlJ19pl0rnySaP8P26mBnM34Q39Px/mxZXF63KOda74iL654q6tq5VpDfMa8RCqHv1RXjdsJ9dLeNgoXVyQjWULnWilY+YC3QDZc8tz/9TPqMpkM461JzqmPn9v807tc1eNt886/bpiqCyEvPSgybx9Ct5urRpsNiHQsbj0RDIzz5fOZCekavQUp1fm/J56pI+alGbn5+ux0ncns6+ZPj/fUaWIbKjG2QT5REIaGxs0yeHeN2WlKZ+zzZkzR0vSBHISEQS0CPJmICcRKnVCyA/nx/b2dt/NSAYaB3XwxhFs9+7d2t+mVO7nGJob45yf4z+L+xjlKMrlVlRWVkrH64+qKhMMXHM21q4UTgDAHCIbvLZUr3KkNfGlrj3sdJVC7Vz3XJpQpGSWAkhB/vimJ3ODzqEnibDBG9i5UVqW3q6azxogZy7MHUWqiCgBxx/iW9JzYKLfaPYcDY/q+/TByExvS2+3qn2VqmfuNKoVHTVVx6HSyJP9Y1M5/OQP9BEdVzwh7W37lBVeNWG2kh2NEaRkasZYMsRBytYaYPTJ0wuTtrKwxSCeDNlamsb2bBKJVEklTm0QRj21G5KS6GyVcE2jBmJHWDzE1b9762qJjpnmebFH4KaCppMbeb5rrhH1+rZhxpv/P2706DSHB5hZsPkn5Wg2HB3JwsnK4Q4hqsWzzpqVF5MclSrQ0h+EtYHAQRu8kVlFn5xVIv7ffmeUTozzbMEZu4uZxUTN7BOVccuKu+XZfyhxy85VLFRZY1s21/JsljtR4R+i0piZTUmhiimFunODkZmFRCINSIwe5/5g8eNYQJ5sg54tW7r8/8qDaqNaAelp+nypHDFBj6FQtrktsnTfC/eoNuxCqWrUHXmWdK1/Lq1nTmkboR1vFpP2IKBg64rYSF4tbRco0dHqiLbJdESr1jI2gjyVjeXzKc+Ah/OtFqhN2yWxPmEEJUxe8rR2x0UAAI45SURBVExVFPKeWsnYs0kldStTs+XcI+Gk3cRHrqe64PttN5NtfY/UItWwAYWch7lMtad7waptjoJa3tJ6IuHu9Z2IybhxY3Xihs9OIOW5Zk1MzEDORuKBmxabncc2pWszkJO0ePleSp3xBgFhbYDgZ2A1x7Eo8dBnZpVYjlKw3RgambbVUMXpxtJMPOXdzfiIOUKy58FfK7EszKjXxLmalaPRbevznZr/LsWAQ/vDNguQ6LiZuuWQtOhBEySzHuZaNaBcW2LwLmQcQ8v/J1ygf0/EY1pab3/tIe0BVk04RKJjZpTmp63B25/xEF0czT5BN9C9Z7PBtg6JhFHMm5GfoBfSnDTZN6qFsleKMZwBjrmEnn/NtKN0A/sX3aDBu9+QJQma89/m7HdVndrF4pmu5jlrlhZt8mK95kymd7huZKYtbjIpYbf59FTAr0D3v8pLAEn2+XePn+2w+Mq99nK0zfMQGJktT7Tvdz+SREIDrnkdWfk8ZiB3y8rtPLbJykmceI01Kyfwlyt4d3R0BJn3UC+TYyzCxUDW29LSohdSOZAdvLdu3are47Nnz9byktuCQW3kbPrYlD/p93KjUMLuXPesSGWNfYlQXbh6RUpQV9NxmzxZaiZJqydVYt2r5fW0zKSZeQ8QUPSqS+laMx+Mn3LLkpsME5WRk4z+c6HniQWJL/rxudcBvdCq0Sk9864OaU1Jd9ICqJ58pJpqOF0/Sjzau8U+cKePfeC1qouBats7fO707PeoKVrqZ6GYbZ5Dr7nleSpGFca5nLnAXRTI2HPGwoB2TLi2IVeLPFQpVU6VgJ0bdIqDBQTH5uVzdm9Z4egKZwdbbfOke+CGuU/lzA3MpdsReDm35vVlBnCnrNzcrB7bvI7nL1k5VVASKoK8GcjJks1r3K+e97Ag8x6awF+VrBdDE2zauBj4QktRQvPS8+aihsSxefNmmT9/vpI88kFFYewCQ+puZN91c8jSjExt972/1JEQJRdNm6dlWVb5yUT+Up4ryJQLCFA6qz3v7TkykzBrwxtflNpDTiipFOwHVEpy7AypSZl30HNufeFuw0SFMTnG0Fxcu9L7SbPNSzyePFUfetWNVunOdc9K+5qnJUx5HVncafPS5CyqIMwNO/UvLe8qfsDNX70c0OqNzflCjKR7++p0lkrZ2KosZoK2SdpljF7+8iekvX2/wRQff4hm6jnVmCSBKWFwB0ZOyeQOWF5jVD4cKgGNY5UhzthbvlE8qmVMejBm6Cp3a4nMkM14r1xtc/voHWvfL/GWvTriSGndDYme/Cxta1ZuZuDWrNzU0sjOyhkxY2PKhsTKHEXbtGmT7osgzvOSjL2UnncymQyC90Ch1LI2/RbIE5iKYC5i7q9UDXI3sG/IGy+88IJ0dna6WojawX5m1/5mRN962BFnGK5TKxepLSJMU+RRS0EpM9FWmUn6utiEGsIbEYnUj9RZ7YJLrn6UqQl0lioAmUej9YH++mOSaNsroZoGqULlbVzKoCILegX5IR1bwD70nM45UTfQvXuT2pvyPfXu3azBzU0gxG/YBaxsELBYUDQ/c0eqreLAXPcCdcmqsOntI8N6aHqEzMuomPbyU6JAoHPz60YvH3Mfq9iOlq/XqBqhkygM32FFvMtmJnutREZOtFjjuvtrJ2M9KvrD5EQ+nXrzqukzJfGmS2GM9O3T1pEB5+9QDVna9mkQ9Yq0MI8lK7duTlk53B+4Pmy8jhYjgRxvCUrelNTJ0E2BmFCBMYHgHYyKDSFwEZD10l855phjtNdsRTmDN1i7dq2WgtBGd+rnOMFOZcnxQZ/KANV16uh36N9bVz4lrS/eq2zYcMMYzdB4YBUC38aqwpUSaRwrw6eYpeA2aX3tUZHeTqmuHy4Vkwwrzv6QINQSPrrxTg/01EyxqtC98ZK0PJVSeRs9TRdJcAmKqUq4HFHRv0mJ1CyTNj3zN/Go5Omfnnqea4PvGctaxtQaT3x/KttdJO0dTVIRrVPhkOjE2d6FYfT9Qpk+2dhtZrcIihgVoxKTrsaYPI54TCszeUl/agDS937pTF05KbWZbHmHDJJz07tjvUQnHaZCLHmhffTNhpsaREyH1+SquTVnuqOFXAJ3V7tEh48raW7bqbzOn25ZOa1DNtqMPEcJ5vCTGK2lMjkqVV6nkuqlpB6wzYcQKLUgc0o5xinrtZNH9QP00bnYuLBQTCumcmD7K07Bwk67ZdgIiR7xVlV80tLwSw8Yc7tkP1MprXvwQ6f02FY6J8Agz/WdZ/qNjabmOlrhKxenxUzQM9cxNNuHnA/B22IJ6gZVoZu5QDfQs3erqrwpOalxnGaUfhHW/IC6VZWgjlYMEhVhBy0wUcGWWPMOLeETZPqyXWNxCTo3vZq2NDVm3+e7cg+MnncqEKC/vWeTIymvFDEcK49j30PXe2DrJyUeqdSRsvR4nl2mrlalucdFxax713q97jXYebiuaJMhUuSqbW55hvAMQKUuVwEu5MhYh/iW3L9V/IIT6c0kvDll5byerHnu3LkZAjFr1qzR5zzPWTOY2zl4BWXzAUShwc+UG+ULJ+t1EtQvRoPcDeyLfo2ZcXMxFVvytz0ax5s6NxjxQEQKM10aPv69ff68K55Q9SXKeaz0yXrtjpOfoWtcKui/O2XwqhV+RJ8TT+fm5anyZZVmFNUzFvSxg/2IlUWS5yhLRlO2ppDI9j32R2nt+JdUDDP80/M5YpUd2uP137ynGGiG19mshEXgdF5qps3TTX+HBebz/9TgbJTXj5HKxnG5wRsuCZ7XiIo4epcnRXySR/Wy0NOKUDKU6r2vdczUjcw7M3izCFQTkIl9dseJPM8iBGF4L7fADUKp54WRRbc5SLeGcgM3cqopxrrnak4RcCO9mZseU29v6lmUyBCISSaTWlInkKPXwXOX4G2VbWX/tC353XKWza+99lq58sor1Qr06KOPlmuuuUbVOuVgD96FgJOHAAq9bXrcbg9UcwXohwgAFwds8l27dslxxx2npfpSnNDsbhrnsrmdYUm1JLs7cvcbrZYGiwFI57pl6uZEdowYDA9ca9ab8CO7jFRKwtb5LBc1U47QDcSadxrsYL6ruhFaZi8VsHc1CJSyj+paqZ5+lAqrELw71yyVzpVPSChal1J5O9LzWJxv8V5H19xfosznvVu0rNvy3F0qK1s9NdeQphSk1dbGWgKFh4qALjBP/lDf1AKjfS2PaZUG3oEuBJJx9cmGeY/inyPoQVcUP9uesSsvCyJIbWqBukai4+c4y7eqjngk18RlQqYBkhOXQMvMuzZIRU2jVFD5yXvs1iw6Uz/dDirZ2tuVI7iDNoXfkqdes3ICL+NlMNRNlTdreb2urk63qVOn6v/zWoK5+Sz+05/+pMqZoFxl89tuu02+/OUvy29+8xsV3br66qvlnHPOkdWrV+u8e7lwwARvLmwE8zEXmTdvnowb574qzQ7ehfak7RzB2A8XChc6JLlSPb1zHhsh+76ZXVBn/jvebKN5bn2NstZPEmGDALVtjTTTO60ISXjkZGOEKo8jlBdonzhVBSgElFLT7OCeDtn36B+l6enblGmt3uQFaJqnwcPTF5EWg22u53DuKSJsXAs71knL0ltFwlGJNI6XmlkQn5wfGv1VeNfAvWOthGpHKPO54bj3SveujWnCGwx7RqfCNVljUAUAURTex1VtzevUwlGGAx7o2rpCqzFxWNIdzVKTj4iZ9C/zDjnwI0yw0FCyoFRI9VS0G1w8zrUXb5qAUD1wVjaz+12Y4WG+v/qREmvN386CAGfNom0Rsmi0q9b6tBzi7OLFizXwwRki42V0rNxVJu4rMm48J3g/kjE30hugwmoViKEKCmH4zjvv1P8/9dRT5fzzz5fzzjtPg6xfFqdXXXWVfPKTn5RLLrlE/00Qv/fee3Xh8N///d9yUAfvfBcKKy7MPSiXUyb3Wh7xokGeD8wqUqKnRINGubkgKLWfHu/uzFl/V9CvRXilImui1C54R5kptdE8d4FVECbWsktanvuXfgYyBLcA5KVsHioxa+bzREdOkoYT/r2vYrBmifZIUdDKp2meRsQfedRQSh41G/Ts2UCso0naXr5fkr09UlE3Qi04IRD2N6z+17QjzFIw2ZiZkaFv3fY6JMJuCeGINvXI/K2ApGVhAHmqskoJTn6jetLhunWsfVZ6tq/K+3qdvy/BDCVjXy6fnywVSV4khI2FXJ73TL2G3nNs/870vZbzsux/m+Iw6NN7dNODo5Hs6pCqVBXLEaFQekY8amNCRFJz+umnazYLlwedDGCOcbGVkvg4Hn9PjwZenuWM9lqvw2yBmJgD6Y2A/8Mf/lAuvPBCOfvss+VrX/uaPPDAA/Ke97xHf5eYMXnyZF+O8xvf+Eb6Z7z3WWedJUuXLpVyYkgEbzdARCB4ku1CTNMZ6QLA6qvY4G2W6GfOnKmb9QIjePPFFgtUtnpfuEcqho1IW3SipSzYf2YrRNkR2TTbLX7OO9IwVoaf/H7Z+9BvpPXlBw0FtZpGIwAVKocZiWoPtNRb3JSNzKkY7Fivo0hk+IhuVM86zpH4ZDxgfZjPVncy97w5UjtcGlIyqOoytmqRSrYi8gHRqoq5Yr+o38xcO85Ar1VFPLgDah9ro1LG2F7jcSleRCIunWuekY7VS5RkBvmqSsvr2Y+LZF9gSWWEZZ0rpwrkoQSPt7lvPgUOJFFK0b27NipnJN6yO5Md5rivuMRx+mpvkmob97W+1yVzjWUaxmjFpO8/nH+dYCyJXqmoy++OyFipLowdTFIqGEOLRtXUg43jQTODHjNVTkZwyYzNQG4VVyk1ILIvO+nq7F55Is8omjkmdtFFF8nFF1+sr2H/pdg+m2BBw/6yK738GznYcmLIBG++wOxMhwsIRjmrJ9xtirlhixkX4ziYP9y4caNjib7UMbSRU+dIx8y3piw6H9dxFPUNtu0d22TeFQyb+cHODkvD8f9mEEboRS5/3DCpwAN6EnPQmYsWOxA0YnnKj6Wgavws3dKmHy/eqw9dSsBVNipafoyc9VmCeoO6jB1pKQW/+bq0LLlZetubdJaWUTotW2cbqRRyPFnfd98oFfeG91u9oiJstALEaAV076S8/jcV2InUj+47TpTFmGUeMaFfZFJ1NM3DPY5dDOXiglXzbIloudcKffeevZtVB8AgUsU8tZf4PhK9rVLjkHFb3jlT1Y3zm3NdOGib798myXhCF1xd2zyMnCUSEh3tnH2Gs8g3fF5TXIUxLvrhBDA2c4zLDOSMehWqjGYGbsr0ZNz5nukVNqQ3M5CbWTn8I+uzmGMqN5msPzBkgrcVfCms+uhxszJjsL9YFBpkuRjow7D6dCvRu7mKeUEkZLXoNBS2ml+8R1pevEdLr1VTjkzPdxZCZCsUehgpUxHtRaZMKlTta+OL0rzkFsNpLE1+srmktGLgQ/D2ECzV9OPEVLZrzhW3NykHoGryEUp+stNrLxTKGi5hzpuyNBvz7vVHnall6/ZXHpREvFddp5TBPnJigYuJvuvNGKV6010m1SOqxs3QDehi8rVHdVQJFrObeInfMMr97gtF7SU37zIWcHSiUR20Ya57QiKeEyLVPnN/Zq86GaqQRLjacWwuzcBv2aP2qm4w7mUSFRZG63QSBAU4m1fm/CQt2OISjK3QEb68wdH9fFPxJHliM8e4COSQtRjTZYyLQE6/3G6MK+P4e3u1iooIi5fA7YX0RoL3/e9/31bi1Q/w2Xg/vDKs4N9Wm+dyYMgFby4QgicXCaunUr+UQoI3zEeIafxOvhK9k6uY5+OyuW6jjeMlMn2+hIePk87VS42yZvUwSToxT/1QAKO3m4jlBGVV+5q1UDdgkJ+M0nW0cYxUzViYFqgg6EOG6W9Y54p1sfHGS9K05BZJdrZI5/rn9KFeNNNazVZ8GM0y1f5q6vuMVHT2/SmtuKhr19iZ6rXsdXY53tGiBCRHMlQJ8z8sJs0Z/X2P/M5b4PbNEpTM2/kcxJGHbdktkeHj+xZwsZiqDra3PK5B0GCuH+rpXGZ7n8c6miXevEuqc5ju7kx/+CPxjlYlYOYNSKn3M1TdpmpJ22uPm0vJ64IPSVWAyZEbIgUEULsxLoInrG/T59v8f3OMK308KTVKAjzcIT/aHs3NzfLv//7vuhC44447ykKyIwag5fHoo4/Ke99rtp0S+u8vfOELUk4MmeDNiedisAbPYrxhiw3eLBZ4b0rkhx3WN5NZ6n4df99u7jparaW3yoqI1B12Wvrne+7/lbS8dJ9aB6JalWaj+6JIZsyv5mtYW8lPhkLV/YZeeG2jVE2fb/RaSz2WErJ3XWzMXKBb26sPS0XjuD6m9bDhUn3IiYWVrEMVvgTvkOPs+1vT/8ZIhQpHKFqrXttuRiqG/OV+1a0uN+gt9ytcKh1cc7QfIIHF9ryZ0a7IZa7fZgjD1I/uk0G1g2WxkN7/BJdetQ3Sc9PjZ0nv7k35f4G+bfs+qZk+33NFgxK+avY7Ka05ZuhT0kHcDipu0tIkxT6vzTEuiGMEZ9NRDJ4QAc4kvZGA8TOyeD8D93vf+17t099+++0Fc6EKAWNiH/3oR2XhwoWaUDIqRp/dZJ/LwR68+eIpqXgNnl7hhRVOzwTXG/rqzBN6WcGVHrwdhFdsMtjo6GnSMP886dq6UlqW/V21kSmtlzrPrICIU2DQNBSqLsgoXffsWq/zv+qvPHZGUatgypO+gHGm0VN1S5eCX31YJNar2ZmS8ka4ZzC6QOqn4KXz96ksmvJry/N3KdtdxUw41oaxmTPWqf5/ueH5++jt1gVg6ZawfaVRK1Q9DBGS1OdOuNiGmsz1TDvbuFTUDJPqqZmtCtPFzJAVbXE+rw7XMnPTCCWZ41f04l0/n6qzrZGK+lHeA/eeNw2ipu0UQ+7iHbla5GjzZegEbo5l5KjiRwetgJHOs5uNfZuOjuiVMyUEcZhA3tbWpq3IUrLk1tZWueCCCzS7Z0zMjyTPDR/84Ae1wvDtb39bScxIccNq9zKufFAEb3rciK4QPP2EW5BldUjvhpntY489tmCB/mKDNxdfV4edwEqtxLt2Od6kKE6ZqlMwTjtgDA8boXKohXgYZ75pKvMusXTd+urDUnfkmdK14XlpX/eMei5Xjp5WkKCJ29hOKdBS8PH/ZmGFP2nItUZrNZOLUmbNDlQl9ryLPtb6UTL85AtTx9oj7a8/Ku2Ui5t3aPaVd8baaKn2G2L7tkhv+/50SyWd7RZFzMs937pg6e1xn2X2YmdLq2LVEmlfsUgqolVSOe4QqRw5WcvdVFjMnr8d+pzULcel41eJDKevkAupjcAd27ZKx/PI8L2gZ/cmXdA7T38kXTN0s7/uFLgZzRw2zP+LhcBMtk1WzggaxDYCHX+ndM6z0yyv88wtZB67vb1d3v/+92umfdddd5VdXMYEJfJyl8mHbPAmeJbSQy40eFPmgcluOoLRryl0v8UcL/0h5g9rqyqlOev/QlU1+qDKgU15nBs0OuEQqRw1Vck7BMgwgXzaMYUxg2Gt+2H9qKpX+Csfr1t6xGvpHRKqRNBknPFQd2UI+yNp4ubDbbDCDe9v0Pnma4b+NiNTIyZKFfrblVUSCvkk9lIClEB4zLn699Zlf+s3wZc08rRlkP0MhQ0OxPBTLkxXOVjIMTXBdcgImpM8b+772QdI/M9LhbYqDn9L+t9cm8i1cq14Ep2xWnRqWboix+kL/ojtr+o4n6HOpuOdHqqKEOci9WMk0jjG0/lSE5NIZWaGrvPwuYJP3dtWS3TUZF1gRcL5/ceLAdVOKqkEZuREeV5CejMdxcjKmeihnG6S3tjcHMU6Ozs1C2YfiKQcaEYkQzZ4l0vRxy54U7rhwuLLJ3AXo8RTaNncyqCHYFFXm7tiJBM09cozf9fJsCSp+sfp7KKrTdqWLzJmtqvrDcZ6Pn1k/M08Spu6wuYY7Ue8kjqfSl+XLC378/iBUAGLkZqpR+kGIIEZcq0hZYV7VcfKczQ+7EMkWZBme3kNTAwZz/WqC4C9Zu/+HfZVjlS227HySW1XVI6ZoW0Vx0qM5fvX8m9FxLMVZqHgumRxEX/65vwvtqTeelxhgqS3kqkhq7o2Pc4Xx3AkD5mue+cGXRS5Bm7dedK9tA4hz/JefYEb33Ij8EXsmLM+BG6Tu2QGbhNWRzHalPCczFE0no2UwE32+ogRI9JtFEbWmOPm9Q8++OABZ/85pIN3uZAdZM3Z8SlTpujFU7SxSAFlc1MXnfc2GfQRm/dVs4NCSthZwY6VdMOCd/aVh1cv1k3dvMbNUmWwnM+b0m0uN3JGvF5/TJWoOObqyUdK5ZhpGczfkgNdEeDhZ8q1dm5dJZ2rFuucM+evatq84sxJ+t3LJCnJmE/ZlM1iyvCxXqPOa2k1sJC3bLdr+9q+8nraU9uSPSVjxv73vClhyHsOwcuvU6pscy9709OQlJ7db2qvmpl9T/uPpQL3JMscvoPzmPFfSYnv3qijhI4TJgWU1pVwmWoH2QVuEIkU785mB56JBG6ej/SG882Bk2nTKmXjd+E+8Zxcvny5PPHEE7JkyRI588wz9e+Q1B555JGyjYUNNgyZ4F3OzJsSudURrNTZcXO/plCA27FbddFNBj2/F3FY8NrOdDsGtaR7eTjl5mWOURkz27UaKE250QqyoFhhMqv2h1KAoEmWr3bX+melY83TEmveLZ2bXlFDkFLJT6WCEZuaQ45XVyyOkePT0b1otcH6p5dfgi1lOaDl2W2rRaLDpOnJ/1PJ1qrxBXpqu+2f2eStq5TLYD+b7I7qCbN1M6Vl08p+yLWq+1jI0PeuG+HN0rZUWCxInaABtatNGf7RsTOUk+Bp17EeFWCJTsqcw9cFg42gjqltXlE3XJXWYu178xxXQmLtzVJdP8p5MZHkvSosgXuqmu5YUen0ICohcPM89BK4s8HrybjZksmkZudUSdEWhwAHU/3nP/+56peTBBW6/6GGIRO8ywVK4qbwCqUZHMFgKZYKq1CA00Vklucp8Zi66Ka/bTRiEMXsJCm9ls29KqxZx6j6ZrYNRa1Y216JllEdzdOxzT5Rtyb1fq6V5qW3aw8639iUI3wpv/exzTnGYXNPTf8PylY6jhSpksrhKKctLFntKz9C+YMFoh/jD9HFUeOJ79efsxhqXnyThKqGGRasjCgVQW4k6PRsXalEr1wf64J3p9KyGWSylYula/NyzcjzcTb86v0n8/SfDenSDXo9cS3mD9zJPuW7HetzAndfHzrzeWFK0FbUjZLKYcM1Y8+32GL/fM9uVQAybwxVNHCPnmo7Mlfp0yKZ55qpiz5//vySA2soFFJ/b8RQ6JX//e9/V7IbvW6CNwEeedIBtektMw764M2NAcuR8gyZr1/sRPOm5KK1u1DN8jzlIGQGzdea3uKRZFyan7ldwnUjNRNWHWwdT7IZIauIpFbsWe9TpBe3dWa76dm7pHP98xJv3aOa4UXLd/oSMJOZ2Rke0C/eo89EsrHqmcdq+b0/DkUXVQ49ZmaszTlrxozScq2Mds1ckNXL963I6/g/6hmtOtxzU/3+vvdEN5/NHG1qefZOvY7Cw0aqGpj7+UwFo1iv9MKURs0t4r9Jhen5nuxqlaSXKpBPD2xdPDsESaM9gDTseAm17ZVE2MMccZLvoiv9XdiNvbEQt3qBp7XNIaeltMqTai3qHPy6KZVX1akuuevhJOI6e87sutOse6UPzltm4ObZ5kfgNvf5uc99Tp+hlMxRMyOYo11OMoZU64EcuIdU8C7HF0GpBX1ybiIs4vwss1gzbyu4GZltRHHILM9bTehNV5xp06ZKffRYNbFgZawPVdSWQjbe3Wm3Mf/LRDyMKyfNleiUI6X9NYMlrJKTalAyzheGt/ed2HhApzJIHoptrz8mya4WCdEnn+rWg/ZDvMYoN+YD2VimXOvjEm9v1odl9ZQjJNnTYWvz6hdgJcf2b0vLpLp9DZCsTFa4ns/XHpZEZ6tU1DZoqwL3tozzyXXb0yW9O9dJFG/zMn2G9Nt5fgb4NJVAxcmGIZ4tXdrb1eFRsS0mPbs36uih47nSayGcoW2u/IFay7y1pVedje5db2hlAq5A7/48C514TCpHT3EM3HzOmurSZqR5rhFgzcDthw0n+7z00ktl2bJl8vjjj+fIkPIe8JUOdAyZ4O03TEcwvF+ZDfS7P2La0llJa1zAiL1Q6jHL81ZHHDNwg5HDGyS5xSCKIefIBvY8eK20vvKgzh9Xjk49TCNVBiO8MrtcWXrAjFaIVIbihnznceYsdK/Ow7a37jEMSiYfrn1eL/aR5QKl2oZj+/rknfSgVz2lx2fIix6efiiGEr39bkzSN/N+bl8vf8PzmiXFFt8k4WiVhEdMlJqZxxU5k5977mPtTRJr2Zsr5+khCOr5TGnqc6zd65+T9lWLDbnWlI495d/kLsq/h5c9cHuFGlN0tUn7yidzCW9Flc2zS9gJe+nSPOcUrXmEXpDkdT1XBOZwxJLZ25i+kJ1nlbP19bs36WtZMPJ+6nzn9NmSCdVoj05wCXKJuDQ2Fs/a5rohcJMJM+rrR+Bmn1/5ylc02160aFHJlp5DGQdd8OYiZ+QAchpjCgQchFjKASuTHWIapSPIcWZ53mphZw3cYMwIelu7c/ZZNf4QqTvq7dL9xkvSuf4FXfnH25rt7T99qA/X1lZLa0+v1GVl4/Xz3m4xKHlBmtcuS5HdptsLr/gxK15AD79Oe9BGH7pr22qjB6198vHa5ysZPBhL0B0wZ94TPR0y7HCDOBhr3iktzzGKltB2CW2KYolZqjrW2SrVE0pXW+NYa2afoBvo2bVJz2e8q1Vq8vlF+9oZcP/+1Vd822pliFdNOSqL8Fag0QtA0z+LTKbs8GwzlgQ9aOeyOYuJ3j1vSqS2Pu8iR0vioXAqcE+UcM0w+yqWpSJg9MTfkDBkttT1YttGs/x+99bVUkGG7hbgEwkZObyxpMDN887PwI1vNupljz/+uEyb5mH+/gDGQRW8WQGSbVMup0wOUYzRg1JkTN1gZt5k9qY/LReyyUQ3S+oE7eysVTPv2FZHsROyCjawf8ktOr9dO/eUrFJ26cG7pYtMwPnpaxiUHKdbn/BKLqHMpwltffAUyowm8zSzT4Ja04bnlZDHww4yWXqkqZAjUcMWf0WDEKoZfrIxikZQb3vtMTVR4QEepQ0wepqn9hFz1clEr60qmB8Ca9Gx03Tb98CvPP5G+XuPfBfdOwisU9WgJEM9LaWa17FikbZUkOe1VmJce95mCZvATcY9flZGTxqE4z2SDNlnqDDRe/dt0/dTclveD0KPe51UjpqsKoROnzWjtA4Df9gIidSNyJR2tTHdMQN3dOx05bG49c6T3e1FjYqZgZuEhecd0qilgn0iP4rcKYF71qz+kQAezDhoet6mqQkXktURrFQNcjewb9SCIE+YnuPA7G+bpXU7UFK3J+fkhsHqCXMkXD9KuresUNELxj0os/vSZ9bysPeXZwivQCh74R59diPCQhm3mECZBudKH0rFZ870yXlwNSx4dzpAJrrb0uNISGJ6udaMkmT55FEpyaZn8mkDrFumo2hhZnbNUTQbJrChXR3OkOW0OXpfjtGXCkZBb+gwVWEG1rEzNCOOZ2kTZqvmdW1dbSwwI1WWefJa+7I5BjRpBbTZtoS8eKRGKmwWlAbfYEeavJjvNuJ+Nc1VXKcTUha9fYF7VJrMZn1N9uKkL3Ab5ynmYrHKsXMtzZ41M89RZ71tIqEKkdiB4rblR+Dmc/7whz+Um266SQP3wdDPPqCCdykguyZw4zADI9EaMMsZvNmvOTc+adIkW2KaE1RowE7ZzCbbw22M1bjpRKU9yjdekt49m3XlXzRDXHdup9zsDUooO8kglDUtuU06Vj4hSXpxNY1SM50yZmHqWErM46FUrI2niaR9gOxYg9qX0SePjpspVZPIzhwCFGXLItn8WTvy1gaYc5IIm6W6QVAiW6+eeZxmbN07N0q4tj5Xma5M8DKKSOCLdzRL54bn1fiD8cMS3tB2/1rKZgTO476rJx2qW44Dnnp/Hy2Vw1PuXPGUKAyBO6WA5nhYWfeyaR9aNdHiQuZyurh/e7at0kVEvrFCZaSHIzo+Fq4frXPfufuLafXLKXCbsHsGqWf5vm3KbRg1wnvbhnuIyiZqZ34G7p/+9Kfyhz/8QR577DE5/HDDVCbAQRC8N2/erPN+hx56qK2piXW22i9GOxcx70nZiPJOoYHbLfO2e2BWVNboHG/636myetf2NeropX2/mgZDR7ohj6RiFihR+2LnGRJpWPgeiyzm00oqUnWyCbPtzT9sM28/WOs251BntftsVnFoa17iMv8cpmxe+qKvmCsuR1b2pfuMB7ldBpYNnyRmUzvzpCCGY1e4AQvW21XWM9xgmJOEaxpKej9bhbICT2qGA55pSrN8kS7g4i27VRO8ajILfpfysT47+q5dxFHirbtt7EOTLpWDtUr6jDdty3/QzNTv3ar640yj2L+G50yla+C2gxm4WdzEW/d51rzguYZWBhVOPwP3L3/5S7nmmmtUOQ0tjABDMHgXGljNALp9+3ZXRzCTZU5g9YNUAUEDYhplo4aGhjQxzY5R7gZ0e23L5jYPX+QPpas15+cV4ahFDrVHNaQ7OgzJUSwmPcl5hhxU3QqFpcRryGKenv5356ZX1fyjoqpGIiMnS820Y2wzNGOevX8EY6wObUokS9lwGvPkC3Rm2x8/65AvsrKMEnplv/s2luZyWagQyU5DiIQgiHd09NSL+zT2GUPr7tTgU6VkMg/tCst16CZ0UuzVml1e37/4Zqma7MV+WL1K+3y/2/crsdQLsnvpMRc70zSbvmWPREZOcg7cZs87EnEP3Fn3tRG4t6Y1+5PJmE7l4KqInriTJ7YZuOH2ELj98M7mc1533XVy5ZVXqlY5z/AAQzR4FwIyXggTBNB8jmBmwPYjeHPxopjG+5144onpMQknRrkb9Jg9MsjVbcymxK7M1RR4MAw76qyMMaXOdc8ao1RWEZhsUKLu9UEe1eWRisQoG+jes1man/27Bmq0q2tQJ0sRd7SH5wtJLFk4keykD+rfE10d0rr8US3/JzqapXLiFs2ABhohz3p65UdaFCY1W569xFGNfXPsMBEzxvqwYK1pMKYVnMxJUte+VXTGLrBW+LTAqxw2UvkQecFxqe/3Pm0RVI2b6a1yoIF7darkbwY85+eDOffNPcni0Yu0q3vGnXQM3KkD1FYj1Uu8F0hGTFMQyLc8yzgmdMZRi1y4cKFvgZsy+Q9+8AO5//77Veo0wBAP3ubF4gZTcpSLiwCaLyCbTO9S+96otJFxUyKnRA94sLBy5YLmoi9kFpbXVtjcx7Zlc9zGbLJ0gp3dyIg5piQpa04tESORCRlq9FSpmT4/nflSLkz2tEvJ8BhZsHesGv2hXH3r2kYVOfGjVF0KCx8yYGNq/rnl1YeVQazz5Ji7jD9EqibOLSyz9YmIrXaTLn7R6df1dEhv217p3bdFs93S3jT3PJJVa0k3FbjzgSpM3dzTRVIxA2JY89PI4NaotGfNjD4yGdc+iyaMSdz2n3ToTRcMr1MNSjTbr9UAN9/vjF9xJME5lNZTc9+Mu9EqyXtuVUgGEt9Mj6XyrMCteghxLVXzLCURMt29cD/kucozjTI5/+dn4P7zn/8s3/rWt+Tuu++Wk08+ueR9HqgYUsE7H7IlRz2xhm3EVIrtqx922GHKKjf72zNnzpStW7eqmhqrU0r3iMJw0XvpCcHOzpbrCNn1a1m122QbhvJa37iLlxIxwg0tz93JTtUvmN5uIlyaypKiiNJ7hr51b7fse/xP0vbCv6SifozOkqvTWDE8BZ9SVN47o/y/eXk68FSOmKTkp+IEV4o6mryvoKQba9op0cmHK+lNs11m88fPdifneQQiJOzfJIMVcmwmqibM0c083rYX75VEMq7tikR7k/Q278xvxeqXPKqHNgSSsniUqzf52On5dpgZuF1IcPaB21B0k7b97q9HP6KtySj5Fxm4zWeNWbXEMInEhI3KHSRg9DHw0OY+IDMnI+fZVqzENJ/z5ptvlq9//evyz3/+U97ylj7HuQAHaPDO9sKm1FMIWEUWE7x5X4I2PSF6PbjcmIGbP/EDJwtntIGKwK5du/Q4CeS8lkDOBc+NYYfPnLtA7lt8n+zoqpDk+MM0K3Y0IbFjPqdkU6WAAFI5YqI0pkrEMGZbl92pD0MezG49tnLHS4IgvtpYlyIX2bX+OXXyUh/oLAW1sh9Mej+ZO0KwxBQt4aHe+txdWs6uaBgrNbMWFkHQ8g+maEt03AyDnGe14ty6QpqX3GzYWQ4fbxipZKv15ds/vV4dc5rtW3UBMllDaloBMtn+R65Lj131D9wvFL5jKl7RaKWER0/x7t+9zYZkl35BVmmdKQIC/UisOmvzLoR13n3rSgnVNuQN3LyWCoy5cM+G0ygrP0clEpx66qnaGiQjh1/E85BM3SyvU2r3usD+29/+Jl/60pf0z7e9rY97EOAALZsTKAmGlK1NL+xCUcy4GBcsZXJWnvTVa2pqHIlp/IkgDBvsc0pNBHKCPhc7FziBnM3an//W174k3/qa0aO+8a+3yI133S/N7fvsD8gmqGtGbjdu5hGMoCD80rXpVWlbsUiSPV06igTzGm/rwuCDnjifhzEZdRo7QbcMFy/NeL04Y5W/O4xOeOPJlj7564+oBzMZWvW0YyxqX+UXMCHIQFikpEsFIxvVkw7XDcRadkvL8/+SCs6zqrwtdDEnMc5jb8seLZebDPhywBiL87go9+vrdXHTM4Rw4urGpSN6HkrshiUrgRttcw9a6JDNYNOPctYfz+mhb10l0QmzJbZ/e/7Xx7p10esEu5jL8xeJ5/3792up3MyyCdjTp09Xwq5ZXqd9yb1KIGej8ujUxrzrrrvk85//vNxyyy3yjne8I++xBxhiwTsbzBMyvw1KcQQrNHgTfLkweT+zr25VTMtHTCNAc6Gz0S+i3E8wp3JAtm4GcpMUwv4+/pGLdTvh3PfJpuf/pSU09KU1oDkAEYpSx7zofUMealj47nQG1L7yCTXY8Kxr7mPwtvs8GS5eygz/p47uIFxjO5Lkh7Z5IXKt9MnN85eyt+Qc6jgSJiVqpGL4p/uN3r1btHcLl6APzt8VoiXDTzJV3rqkDXJee7Oh8jblqExzkqRlYeBSMqZ36gfoeSN9mh/lXRDRWuI9oqNMnYL8Y6YsmtBcUEEYD+2JPg31aTZz30nXwJ2tAGcHqjD5KlXZn8kM3JTMrYHbCtqBVD7ZeB42Nzfr8239+vU6A84UDRk5yQ5/gnvuuUc++clPyl/+8hd517sMPkmAAzh4c1EQQFnNIYJSirFIIcHbFHzBDYySuEl2MysChRo0UDKnT85mrloJ5GivcyOYgZx5S95r3Nixsn/MGdK7f7u0vHCPBlfsG+2kOkOV9sGuEDCXa7W+JAOqP+pMi675i9Ky+q8SgimM7OSUI+wfCj4ImhDc1OkpLzM8FXy62qX1tUc0wwhXpyoGI8ZLwi9lsGTx9pYmml+4WzWmm5+5QxcnStLywf9b+6R7Nkk4Wpvr6ewxtqk5yfzz+77rdc8aKm9VNVI5ZoYyqyltZy4MbJBn/MlP3kSsZZcu4JqfvkUqaoerEUhadKXQt7P5We/erboYqhzpfZ/GWNs6CSPA4mHsrC9wZ2moO/1GEYE71rxLeQRuqLAwZs0WoVvgzv39Cg3WbLQOSXp4vhHMsfPkGc7PlyxZIn/84x/l3//d4LcEOACDt7kSpLfCXOEhhxyi2Wup4ipeg/eWLVt05WkKvujMZYHz226wrlo5Hm4UAjkkPPbNSjUZM1SfKA+bZC5Y2cxJx1qPlUh9X4kThSW7EbKCA6ZDn93QNV8owkYlZPtaaX76dglFq7R3bi1fY7ZRKoyFhPcxIPrhjce9J0OAo235Y5Jo25tW5SrtOyt9QQIpj5lgcy64z/87KRV1jcq2xiWqoKNSfWxEW0YWbWxi+13POVE3AOGNRZoXs4+k3dhEGYJ3b/MuHSOjb9948oWp73yRtL/2qI6hFTwNkLUgVunZcKW2RDKPy2UXvV36XUQnHaYKavmgPW5fArf9QWEmk0AvP0/g1mSkuyP9d8hpBF6vgdup4shzkw1zEZTTrr32Wq02UjKHXU7mTdkcTlCAAyh4cxHB3MYP+5hjjkmXXUoFwZsedr73JXibgi+FKqYVc0x8PjbeA410Vqzx3q60trE1ACC40rnhObUCRA61asoRBunIVh+9kAMxNJS9oHrCbN3syteJPBmz14VEvMd4oJQiwNG09A59iGl2Fq1Vw49iytbeSrj5dhJy9f9Wc5KO/RKqbTQY9nnMSdJ9UmUm28ni+mFNYqi8lWK3WRycr8Peph1alakaM02DeN93bmgbgK43lxsjkVW1arWppjmuxLy+9+vZ/aZB6MuuYrgcF20HlO/SY215+uLKEu9oUv6Ba+A2WetuGXfSIXB3tGjLrbdlt+Nn534PN2+Rf938x/Szj2cPgZtytx8g+frTn/4kv/vd7+SjH/2oPP/881o+R5QF/fLf//73Ug48+eST+h4YRZEE/uMf/5D3vve9tq/9zGc+I7/97W/lF7/4hVx22WUy2DCkgjdlG+am6TPTD/YLbpk3QZ3MFwEW3pdVYjGKaaWA92AlyjZj2lRZ092bE2gQNak/+hyL8MVSXcGbzmPFIoTEYhHCKNbyNWW6zjdeMfS40Y+ecaxU2j4E8+00KtLVIqWCb6t2xrG6ge5dG9VljBYEx619SQ9l63LLovBwtXqUa9l6zVJjwZHTokjmGHQ4wrfL1ePn90UDPiU8IpX2Peik5BXLqZ56hG4mMa/12bt08YSsbPWMY3I14VNBEs/1cHWdo2a83XWgQjK730gHbmMB7LLoSn13XHeeM+4tqyQ60alUnnQM3MYB4hEQcQjcW+WuG66RY485WgM31T+mafwK3EuXLpX3v//9mnlfcskl+vzE5ZHt+9//vmsiVSra29vVCvrjH/+4a5meoP7MM89oe3SwYkgF7xkzZmiZ3A8xAC/BGyY5KzT60hDiTGJaMYppfmFEY70kt/WKuJBYDOGL03R+l1Gv2H5MBqapJKrncaoU9AYv0Z0MhrWyr0/6gJKb2lcsknaEJqqGFTSvrYYkPmTw2agaO0O3tFZ4qmxtSKEe68y29kUnPFRU2Rrdem1RVFap9Wqyt1N6UOuacGh+gw7f1hxJb3PQLXukZeltWsavnnVC0SOHdq0XJeRVRKRy5PiCzinEvMZTPpSucFBap4cP/8AkYapZCK5dtY0Z7ah81wHVLzJ19PrTPW714A7llUjFTMgTa32rW+DO/GpyArceZILVoW3g/vvvr5bjFixQUyVGwsi43VQqCwEZ9gUXXKDqaWS2dve9HzLVTjj33HN1cwPaHJdeeqnKsp5/vsH5GIwYUsGblV85VmV2wZtRCIhp48ePVyeyUolpvgbvzXayqbkPtkj1MKmZeazUzj5RS6kty+6UEFnbiPF5mep+Bm/j+FLnLRKV+nln92WTzGuvNmxMo3nEQsiM8xHWPB2KB63wNNv69cck2dWqPtA5lqHxPjOY/gY2sGxmn7xj7TNSSbnVy3Xpw4LTSysFgwvA4qLhpA8qgbDttUdEetqNHvS0YwqSlsWC1HrkRikbJbYxJX0+Khz1x/YR87o3viDNa57WhYfhkz3c83nQwL3nTamePNfVvCT9YxefcNv3S8R1kVE97Shv5DQCd3uz+oNn78fUY7cG7jt+e5WceMJxOvlClZOM26/AzWjte97zHrn88ss1OPZ34uMFfP8f/vCH5Wtf+5oSoQczhlTwLhcI3uihW1deKAbBhJw2bZrvxLRSMGp4gyRje72VcLEKTbmN4XBkuhypipqFqY4cquMcaUUkw7HMT+TMayPTaiqUjZwkNdMxKIlmZd4+jHl5zJiVbW0pWyMKo5ahVcZCQ3XfS4UPlxJ98qpxhxQwAufH9et+DglgjCpScWEO3CQQNpgEQkbmVi+RzhU4eNVJJWSySbQB3BYfyT5CHqXsmnoHMl8J8rc48s06Tje9FvPyIPrG11icGKInNgpwLICziHv2gTuZp1S+Uipq6/MGbg3yXW22gdv6WfW1kCObt8mtv7lSTj7pBB3rQoOCjJs2oV89bshoBMWvfOUrgzJwg5/85Cea+X/xi1+UwY4hFbzL9YVbbUEpFUGImz9/vgoLlJuYVihGj8Aq1EaAweaep3xuxxRXFTULU73t1Ycl2dslFbUNUnPICRllYh6mFbEuH44cgZ2Eq+1nrkzrP0i31RcchTLNvH0xJikchmXoqRlSqLhaNT97p2bj2QsNzxiIy8mPcr9DD7cvsA5L94jtiH06MnfYW7IsWG+WcLRKwsMn2Ku8JRijSqbsT0dKxJEx7ZM8qhdKYsqURDXdsdKceKjDy7huK4r2ITcDN6X43r35S+uJWLfKyToFbutCiMB9y3U/ltNPOUUDN8mLn4GbCZ13vvOd8oUvfEG+8Y1vDPgz1Am0SLEgZQR5sB7jkA3e5QLB27TybG1tTRPi+puY5gWosdmWa51K23ke1DDV09mQlokf0QyCknv1jPkSGTFRs++SwRy+suQripBpbZHWVx5U/2bGXKqmHFnw+FQmSg9eyKDG9myS+vnnGQuNZ/+BB6suNAg8MP69of+uKR7U6FiHKnZLy3N3SXTcTKma7DCXn39nOdWe9IhafVZgDRVowYrK27P/0F8z+uTH6YKS9+vduV4iDWNd++a+TAF4XORwPULIxMHPVbo1kUif5z5TkjnKiM/3nn097hSfIc9hcTwsjpwDd98tUNGyTW761Y/kjNNO08DNRA2lcr8CN4Q3Avd//ud/yne/+91B8Qx1wlNPPaXkPEbZTJC4USm4+uqrVdp6MCEI3qmSKD1upFUJ3MxbDzQxzS14m6VwTw+aArIso0z8zj7G+sqnpG3FExJPZTylnIO0SUoRpeZIbYM0Hm9UClpeekA61z8niY4mCSG8MvUob77kGfCXJa4LjZQUKg9OKhmU90ti1vsMI7CuN8hXo6dJw/zz+mRlK6ulsnGcVM9aUICmOR3oZI55BiNYlLNLgaq8nXJhekHZ/vqjar+qxMvh45VU5grfblX3Kg96/4yoVUYqpTLFP3AE9w+s83ymJNna5unAPdcS6J2vX0rlLNCYOMhzQBJq2ib/98sfyNve+hbZsGGDGiyRcfs1ycM+CdwXXnih/PCHPxw0z1An0Os+66y+0UJwzjnn6M9hxQ82DKngXY4vn/lpLjKyby7cbGKaaRk6WMACA1KM9yBdXKBSxvoRb9W/73nwWmlecoshhzphtmYAbuVvR7EXH2Qy2U/9vD5f8s61S6Vj1WLtQ+uxTTqs4GMrHrnnlsDVeHzKq1qZ9U9Ie9teg1k/+XAd8cq8nny6tlx2o2YVO5j9npJBUsqQlYUR/vy/NGsN1w3X6oGrwEtSJJE6z+n9e9TgLgQsKE0y2f5FN0pFjX8joqWMuGHaE2veI9ExMzyVsSmbUzkoyE3MNnA7w+hxNxnz/Xl69bTC/vSrH8jb3/ZW2bhxo7YKybj9CtwoRMLUZob6Zz/72YARfLOBQRRkPBN8diqujOGScaPhYQWJHKRl0+Z5MGFIBW+/ASkDUxMUzQjiPFQHW5k8G1xII1vWS8treyU54XBL1unsA1wqUEkbfupF+vfON19TNTe1khw9VaqnzvMmbsLDyheN675siO+o7tBTRNi0D/26NC+5TSqqqqVy5BS15LTN9P3qm+c5tQaz/u2pt0xI14YXpH3tMxKuqlONcJ3TLvMllj37TSZrB8r9fZrmndL2+qOS7GqXUHVdimWfWd0wergh77Pl/nyaMu/f2/vF2psl3rpbqiccogvpiAfVv2QippLGTH+4Be6kp8Cde1zxrvZ0j7tnz2ZX45NQ8zb58zVXyrlnv11LwQRaAjfGSX6AnjmBG6W0X/3qV4MmcJujam99q5GUgC9/+cv6J0IxN954owwlHJTBm4DG6ouLFqU2Li5cyQYTMc1tXO6VR+/UHv33r/ip3LP4DmkK1UnCSXnMF3KS5f2nHqUb6N71Rp8m9/AJxoPJoexqls39PJZs1Ew5Ujc9tj2bpXnZ3/V96ZGq8EoqK/Trm00Wyqw/5Djd9Ph2rJPmZ243/JT3bDbEYWYt9FW1DI6AZsTjmQe2LmLczwDjV33tk4QK/nSsWqLfrUqMTk6N0KhL1mqb/Wej/+4lFh5YkxqBb05pVRibRZ5hfbo/LWcL1yReWSPhPN9D7+5NumDLm3HDJTAD9+S5nkrrRuDe797jtgTu319xuZx/7tn6/CPz9DNwM1523nnnqRf3ddddN6gCNzjjjDMKSmgGW5/7oA7eBGjcbRDFR9GHi5Z+N6NikDUwAXHy1x4swImMUs+7zj1bLv/vr6lozdxT3iHd9AQhmPkuJGKYJWQ/CHGSMt2k0mXXtJsX/tV9D4SKysJ0yZ0PxVvWjFlG1egPpR+4rS/dl9ILHy4JP8bNjIMp+jdNPXPms5nDV1Leyw/puFcFUqj0yhuKl/81zDDWS3RSSpqzyGPW6sZcKhunZIzzUZaNt+/T6oaXErAfyDdpYKqahevH6udXKVTG1UZPVSnUQqcBsgl5CPggX1o1fmbfa1Js83wLqPCISZ5Y5XAlure5BG7jTd0Dt8M9n9y/Vf7rI++VQ2ZN11FYAi2tQiXB+gDIXmTcWDP/4Q9/KMksKsABFrxLzYaxEGUMgIsKxTSTmAazEvU2yugI8OOCQxBHV7xYEf5y9mwQj8FlDBEB88E8Y/p0eWX7GkM+s7pODRhQVfNFYIWgTdbs8vDLKLt2tUnra4+K9HSoSlnVzAWGnadP1pCFgt6tVXhl78O/kSZK/zUNUjP96EzlqQGq4iop7wRLr3z549Levj+lQndEphWn7bEksoRCNtkE7hRKuI1MVjiBMrZva78F7nwn3BRHQWEOMiPfKxvQaQAEiipSUqizjvem8mY5pwjhQFCrGjcz9zUO2T3EUioslL7jbXvzsvrJuGPtTVJ76Imezqtzxm1znpq3y3U/+H9y+ikna7ZN8sK1QWZp+m2XolyJaQlz3EceeaSWn4PAXX4MqeANeIAV08c1LUS5SAl6VmIaf0d2lQCOJCoi/KxKCeSsSk1bTr+UhooFpf1XX31ViRUzZ2Z6aFdFwjLs8LdYVKJelM71z0vIj5uIcw5T3GPmAmGmz83LCERIdzL/WzvnpCLY4RaUuBihLwuzevgpHzKEQlYtkfaVT2q5umrioWry4L3UWp4erPbK0zr1KRU6FmX0yh1sVyGaJU27x/3b0mNXZStj+1LR8ec9EymGtSmOks0z02kAUwq1q0NaX39IQt0dOq1QhU3syEn212Pq/TRwd7ZK1bgZ3o8p1qM2oKa2eZxRMZd7EetetMrDDWPzBm6qYIWUygnc13zny3LBe9+jjHL0vY877jg9Lp51kNXIxCHDmmZIPOu83qNULlFOmzVrltx0002aFAUoP4Zc8C4GBGJK5aaFKDD721yg1uyEnrJpW0d5moubchA9cpiYZiAnW+/PvjglfRYThx12mK1YfjhsLGrMz0P/lG3vQ9dJ66sPGyNVw636zwUumIrsV5uBqIvsNhLV/q6yw4tlrvuSvZsSt5H0ggd0vvGyZuRhFN4glBXhNFZ2FbptFk3ztDMWbZ6k9nrxaUbD3hW+XLbegne8t1uPq2fv5kxp2aLe0oaoBWegaXuWOIrzsSHD27jwvRaVt6elc+Uig4A5brbqmqfnsZMJVYdLdLen20O5h5QrVmPbslCFtYhz4N66WrXKVas9D9i/98C9Q67+9mXy/gv+TZ8hPMcQoKJyB0hOCLpUJU2vbea9aR2agZzXOvWuSYoI3DyTbrvtNt99JwIcpMGbG4sLkTIRTjIE3UIU07iAJ0+erBsEMTOQsz/K6exv3Lhx2jcvVyA3yXXceNx0Tj63tdVVOVahgNJ53ZFv1QzT0BAfphlmPmvJjGMIVUjSs/SmPeg9cnzW/mnnplctzHVvtpwcS8lw+NyopLH1kfFSTmPDxxtBMssMJuRb79w7Msa7mndK63N36fgXD32CQN7A7Re01+v+Ekrrvbs2SkX9WDX4MKRlayQ6ziC9efbV7nvTjH9RxuYcmBrvxmElcww3nGCovJ2e/nfX1lXSsuQW9aMPN06QhIqvJNRm1OVTZtxHGrjVvzuzZWFoiUecAzda6OhK5Lm+451thqe4l8DdskN+/j+Xyofed4E+PxBMwdLYDNxW8Dwzn3U8H6ny8bwj6eFZaZbW2czMGkErnLl4Jv39738f9FyhAw0HbNncJKYxAobwCgG2FKlTLlhWl2zsg1UqgZzRA/7PzMi5MfwK5LwPo2wtLS1KAnFTPWqoq5WkjVVodoZpLalrGXbcDKma4M7K1f8rkSlOyR1DBStqps3TLW3LufQOCVXmYa77Ju3pjgwyXutew2mMCoc6jS1Qs4pkMcpkPgKGuikO0/TsXVKR9Podld+YJN2DnjhXBVYyguSWFYZueGWVlrSr09UD74i175d46960Xr/lyIpuFVF2N0vvEDA7Vy9R33JXWAhruJP17NyY6SZmeV32z7S0zphdipyWiPUyluH4VpTKe/dsUnW/fMeUbN4hP/vm5+XiD75fR7cI3NaM2w30q83nGd8zzx8COf1xtL955sHafuKJJzRzxz5zsHGDDgYMueDtBZSAIHURRCGmUcrxUzGNi5uMm439skolkOP7zX4pNfF/EN+KHZWA/Q6jnP0RuPOVoxob6iS53cYqNKtHbC2pg64tKw0yj1pLTjA0urMXACGDTFNy5u2SqWbYclqY68hsVh9yfJq5Hkr2P+kNKdY+wluHtL72mCS72yXevl9ndytHTJCBhl5nXk+NHyRGN5WvdN891YPO+n/EatgAzl0tz98lIalQB68aNzKZ2YNOs74PsX+NSwD0CgiYsP7Fq7Z5T5dqrps9bpsXZvwr0dsjPQi2WFnlTHRkmZeYMHvcKsCSB6FYl1z57S/Lhz/0wTQJl5FYnkeFgucPvXA22o4E9JtvvlnHwMi8Z8+eLd/73veUrGbaJgfoHxxwZ5pVIsQ0SjkwH63CK+VQTONGNXtDvAeZPoGcjJnFAj/ngke5xysDE0Y5gZtVLeQ6L783srFBklvsrELdM6TqyYfpls5+dW6bfiqlYuQyq6Qi3msvyVoADFMRbwuAXOb6IyKxHn2Ymt9jqShW7rUiWiuNC4wZ6KZl/5DurSulfeUTBuFt0mESHTdr0GoEpPul+7ZqZlySGhrXVTL3c2opu2mntmYyXusAXMeGpzTslUy2/FFdGKENX50ik1n3Y7C+W3NZ35bX+MZT8CK+EuuWWHenxNubXAK3OATuTAtXRuHsGOlWclrPLve542TLTvnZd74uH7n4Qxq4V61apYHbqd1WKCZNmqTPV7g3f/vb32TZsmVy9913a/kckpupVuk3nnzySbnyyivVPGT79u2a7aPeBmhpYjN633336fuz0EDm9Mc//rEtP+hAwQEVvDGOh40NAQPmOOhPD272z03ChpweZA4COSUrMmn6RQRy/nRaoe7bt08z+ClTpujn8BoI1Co0vq+kMnNm9rtLWp7/p2a/vZ1tUl1if5cSODOvBf+eMtdTBKNYj+x75HfS9PSt+nPU3YpjridTIz7h0p3GjnxbHyv8jZek5am/SqimXirHpFjh/UV483AOlNy1d4tUTzvGMvfeqIu0ooxeQnYCJnulamJWKdvj16NksgXv0r/3TQI8oQsmhGAwAYHzYMv6NqE9b5/Oeb7WAD39pl1SEQ5LdMpR7s+XpHvgNt4ul9SWyyp3sQxt2Sk//NIn5JKPXKwBjsAN18evwM0z7CMf+YhWGh9++GHN5OmRX3DBBfqcxZGxXCNiMOT5LB//+Md1oWBFR0eHLii+9a1v6Wtgv//Xf/2XvPvd79YS/4GKIRe87R7UBGdWXGzz5s3TkvVAW3nyfvSX2CgtkU2bZDe8bcnEzVlysyROb4obzolRnt/ne4fN/xTXI0aVzMx+9z99u7Jy0XCumXmctxnZnB1Wec683Zjr0dFTpWHhuy3KX4tV77pq/KHK1vXEXEcyVUvHYX9Z4TMXiLCpgtp6SxXDygofGKDFHYeJPm6mZtz1R5+d7tO2v/aoxLtajQXRlKNU1CTv/ZJVejcy4uacUrYhYlL4ojlnEmDz6xJPxKVmonsPmgBY4dOCCeuVfD19yIxIkZaScfe9IHOcLN7dYSPA4nCsLbvke1/8mHziYx/W6RpsOAlk2VrdxYLs9mMf+5gS3x599NGcEjxBe+7c8pElzz33XN3s0NjYqIsJK379619ru5ExOKtL2IGEIRe8nUhdZKwopqnr1iDz4Ob9IcyxkU2ziiSQcyNwk5mjGJTc3RjlbuACLshtrAAQdJh/rppwqLS//rBEEj0Si9YrccurCpjqM/sx5mWpohTLXCfAa4my5NjtfG4hOplkJ7W4TFUxsLiEbxCuaei3eWntEbc3Kbkr29SGiohp/GEsiJ5JTyWoZegkRqdsAg2HnTr03pbdul/HUrYPEwLI3nYsX+ThlUnDftYHJB1cxczATU+/d/8OT5WFZLxHldOws3UM9Jp5h9OBG0JedPSU/Ptu3SXf+fyH5TP/eYlWH5nZJonxK3DHYjH5xCc+oVMvjz32mG/7LSeam5vTCdSBiiEdvJnDhphGsLYS0wa7uYip6MZGIIcVz58cMzdIMaIwqk1sU5b2w5jEsDLs1bJm/UKL+Mrrj0lHe5OWiTGvwFXKDUkXlybvsN9HDnPdpnef/jxcE76QtgqwuMxWn+vtMnr4sW7p2btFol5Gf4qAEVjbMwOrwz1hLIhOFpGTU6NTsMJv09EpWOGZEqPGqBiEMxaNzuNUcAv8aVdly5Xavyjp03Vmr21uDdzW93TdDbPu7c1SPWO+a4auVYOKqGvgzvFQb90ll3/6Ivncp/5TAzdVPQI3rTk/QBL02c9+Vvf7+OOP63NpKBCWv/71r6sVqV/Sr4MRQy54m8EYpiPkBco3ENO4KazEtMEauLN7SFQNONbTTjtNA22xojBk3j071xpmDBmkFx8eZKEKiUosV3zlmHfo3znnHasXp6w566RqMsStQ2yOt7wsZ/ve/W5pfe4fMOYk0oA05nGSTJfNS0QRlYRM9bmYNC+9TX22O1B5q6nXsb3CVN6cgde0zn6PsRcYyYfqSYfrpvvav11a9DyGtT9eOXamJNr2aSXBNTtUDRN/7sNQnvPNLDXiKKGaRrWwZUKhCo34bL1/r8gKyomudl1oZQRuF0e/PsGWdXqe8pbWE3FdFCe7O5znuJOZpfJvfPpDculnP6XPDDNw04rzK3Bfeuml8uyzz8qiRYvU0XCwo7e3Vz7wgQ/os/T666+XAxlDLngDcywLiVC2/iam+QEybaoG2YxyqygMs+Sspr2IwlCOv/V/PyM/vv7PsmF/r3TWjJWqaUf7EqSG10als7fH8WJR4lZqjpfvoHPjS4b/t6pWzdKxIBYU+R6+npAsPOttPPlDGcx1RDTaQhVSM/tEqWwoPkMxBEmLB60ESusYk5jofOMVaV58s4qZKOnNq+VqFnr3btXAkq8a4hWMwzWmWOH4Rrc+/09JVlR5EAsprudtvycXslbKmjQyarJec/VHvFUS8ZgKw3Qsf1wXlcxfF6ToZ9WLVwlWxt8yfZ3dQrcZuPGYj3nx/I51S7K7S6Jj3QSUkunA/fVPfEAu+9xn9HlI9e6oo47yLXCzIP/KV76iLG8ybljmQyVwb9q0Scv7B3LWPSSDN6QuGOVcqKwEB1t/2wtMRjlBmtlJu2NG+AWfcTavojBvOe1U3QA387d+dp0sbdlV8vF2xZLSGxLxQrfiWGpnHqub/u621anSa40+AMkEbT22vaKENoDJXG99+QG1CO3c8Lx0dDSpxrXKxxbIXE/6ME+cDauhRveuTX0qb1iGYmuaPcdvg57db0pINdwdSpwlBlPGuIbNO0diLTd5en3Ir/NkM5qmP8ZCczvWp4eIxLolFDZK+xDXhh3Z592svIjFt0gFbYBR+L3Pd9TrN/zKk+nFigbulLJd7oudAvdaiU5KkdPyXLdaKqe0DlcjzzWYbN0tX73kffLlSz+XVkHjeehXSZtn6X//93/LAw88oBn3tGluCnODK3CvXbtWFxtDoS9/0AVvVpawCJWgxdxnzCjnDpXAzewlJDWYmV5Xs8WIwnAz3/Xn6+WdF35cXnjlQbXoLGociGCQ5OFbXAaP5rSpO73/qZukGUGYcESJbpSwvQQj30EVoCKcUfbvXPN0irleL1Xj53hjrpeZa1Y1dppumSpvyZTK20JVeTMRSsQkkUyqDGm4trHo79o7GLXz1oP2jV9gEwBVXpTAPXGOMtTjvV2OlQorL6Jn31ZjYVRRodUZdRqzWNhSwk5KyBiv27/dOXDbpN59GbcDqzwLZo8bjkbeZ1hPu3zpMx+Rr132BQ3cJDK0Df0M3N/+9rd1jpogaFY2BxpM69BKNLFx40bVwoDcS4Lzvve9T8fF7rnnHk12YNwD/v9A1VsfcsEb/Vxrf5sAPhQCtznOxugCognFrgwLFYWZMH6s1I6aowxiiEthnJQKNSnx6dxizVk//7w0AzotOaoM7OMyH54FMoALAYHbyKysRC2jYmFlroeqaiXqwlz341iKVXlre+0x4/usaZDq6cdIsiIiPVtXSrhxnES8KIOVCg1YeTLEZFK6d27gDKv0bbhuuC7YrIuOwpDI9comcE8yAnfqTZWPkQ/RkZMkeupF+ncCdNvrkAg79XxWTT9W1d6SvV0S27/DOXCn1xN90VuV1jAlmXyYJx91I3Dv0UpAz/a17p++Zbd85P3vlf/+yn9pJY6Mm8DNwt0P8H398Ic/VAU1AvecOc6fu79BxfGtb+2ronz5y1/WPz/60Y/Kd7/7XfnXv/6l/+bZagWfAynXAxFDLnhby+RgKARujpXgSqDFig8iWn+JwqC2qKNqaYtJxC8W95mUTDosf7mY//OhX21lvkeGjewLRiYDO9atDGzXKoEf2S6EPheltgzm+k4012/XEmxk5CTNeE3meqgfGetWIFrSkFJ50+9z5WLp3rpKKkdMUi/3/PDDEjSR671p/e9kQgMr9qsQyBpPen9q0fGoMrbD1XW5Cmpub5d1rtNe2Tme5Yi0FFamZ9HYJwQUU2GY2L7Nkuzp0IWRGzTxTlVoNHDvtAvckjdwq2eDG/GtdY988aLz5fKvfzVtDXz44Yf7Grh/+tOfyh/+8AftF6M1MZhAAHabnEkOhEXtAGPIBe///d//1SCIDR3l88EeuAmilLcJ4BxvuZx3nERhkr1Im/amG9aG+MUZfapgG56XznXPSaiqRqrGzjTY6lnlYpWY9WPkzEGkJcf/+/XHJJEeQTs6c4zKBycvsmh1efIA1LxMRa+Mee36UZLwaySpBOj3ecQZkuhq1cWPJ/hwzyiJ3CFAMUPfjRjJmGnG5EPqdcaiI0tBbcUTuuBQlr0bmYwqW8jFcjNDHrWyJBJh/VFnqszr/sf/6O2XQiLxni7pJXBPKi5wG8fu8NrW3fLxd54h3/jqlzRw8zwhuPrF/ibwXX311XLNNdfII488oi23AIMfQy54n3LKKfJ///d/KpEH6xoJPAI5c97lkuYrlVHOcVLe6q/js4rCHHnEXHnkxV5nVbBDjhdhM5nOptDJWOQ9jzQevjoXXXqg8mLnmTmCxgOeXvRTqRG0wwvOquwQosRaRNacPa+977E/GVl5baNUz0Cwxp/Z2vKjfM5sJus7OnaGVESrNdCiQJZXQc0U2YGcN3qq1ExnprwyR0s97dxlF7iNA/BHklYXdx5U0zDsScTU99stcFszQ9vAbbwqd/+te+VDbztO3nnO25Q8xoIbroxfhCyO69prr5Wf/exn8uCDD6plaIChgSEXvM8++2zdGMRnlYiPLMP4kBLe+c53yr/9279pgDc9ZwcK6OuyQuZGc2KU9wdGNtRLMr6zYKZz17a10vz07cpajrftk8p6f/SRC4HxgD89Qzu8p2mHtDz3T6kcN1Oqi/KELizzdjy26mFSOWqSNJ5wQZ9gjclcnzZPKkdOHnRVIR7UCIxUtO2XZGeLyqAWO4pmF2gM1vcaZX1n9J09nIeMVsWezdL87N91kRWpHy01hxxnaH7He5wtNy2f0Y/grddHPr9yxFead0kyGTdsTYvNuB3KvgTuT19wlnz/W9/QjBuCFnwWNC4Y4YK0a/Jf3OyCHT9jMim///3vtc99//33a2UwwNDBkAveJph7JlizMSYAMQGXm0suuUQf9Oeff74G8re85S39zjbEFACJQvrQjIMNJEaq5nn+GdNsVE+crRtoevo2iXV1SMe6ZVLjMl6TFyX0iE3tcHqKDce9R7q2rpLmJTdJiPndUVOlevrR3sulPNz9mDl3EKxR5vrKp7xprvdTr87sQavAysS5Ogdd7ChaaoeurG/L/xRsAFM1eopUjTZm82MdTdL68oNKHoNYRhvFXaUMeVQfFu5J9+BNBaB7+zqpqB+pJNC8gTuZcMm4U/eG5RpJtO2VT7z3rRq4zUTAOqFC8gJpDcb5+vXr9XloklUJ6nnHzZJJ+fOf/6zMchjaJ59sqOoFGDoYssHbCrJsMyPHZ/app57SQP65z31OHWcI5JTWzzzzzLKaxvvFKPcTKlQQL83Ok9Gj2jkn6cOlY/1zEm9FWWtEYQ9730glxj5QuTKVrjRT0yAUlUjjeKmZeazrcSnb3EeddSuKZa6XE1rKJrCitGb53PajaJIaRVvgzgpP+VinyWPbIY9lB+7U11WCaFKkdrg0nvDvyqyPNe/yFCS1LeLDOQs5RG8N3DvWaRsn3rzTU4UFMptj4E4fd4r41rZP/vPdZ8iPvnu58ntovcH8to6W8hwzBZ0YlyUzJ5CTnQMzI7ezIuY+hFGOhCgs7dNPN6pbAYYWDojgbQVWm4wUsP3qV7+Sp59+WkvrX/3qV/VGeMc73qE+sG9/+9sL0g7PBzIusm1WyX4yyksFfe/SvbijmllRwqw79JS0HWLXptck1rxTM0wY4vlGvXwpItuwxI1M7cK+IPTCPfpm4WGjbEfQNEP3JfPOvxjJZK5v0B55qLJa3ahY/PgpHWp3NNmlbCQ+7YKH+yja0TkSowb7O+ROHjNeWVLwTu+F793DqQol4/6Uzell21RLjMC9Xg1b+Lx6FeX5DuPd7Ya2gctUh/H5KjRwf/T80+SK730rI3C7VfB45ll1IJg6IZAzdYL/A9Mo7IuZbRy27rjjDvnSl76kz0Xr+FWAoYUDLnhbwYoTzXC2q666Sp577jnNyPF9/eQnP6mZOhk5AV2NPYoEZXtWvOVmlBcDFhHF+GhngDI5DzMLyGxrZxs9MhYHXZtfU0lOfk7/z27UyxeTlDwBU4PQSe/PkEOVWE/mCBqZd69HZrYbCvw4mIOYBiEmcz3Wsld6dr+hC6Ns4ZWCDkXH32K5c9A77ErZoQJH0Z6UdrTXIQ1Omqu69WoAEus2MlA3hjU9aA/ELz9aLira1LZf2l59UCKNY6XmkBM9aQfY7gslwKzPRPbcvXN97ud1IWJSKu/d/aZyNFwzdD5fT4d8+ILz5MoffEcDMIEbvkwhrTeOC7EmNqZOIM0SyGGT33nnnWo1jOTyL37xC33+BRi6GPwi4D6BixrL0CuvvFJXpBA+6CFdccUVMn36dPngBz+opSRWqIUEGcryCPdTul+4cOGgCtyA/lepZXNsIzUTccnMce7CZ7vuiLdKDBOLF++R1lcelN7929KvK3kRofGyomA51MaTPiB1h58hneuf1RJ2+5qnJd6+XwYSJnO9duZ8GX7yh6T20JOVVQ+/oOWl+6S3aXtJ+ycjNgI3GXGkxFG0t+kxDpt/vsQ7WlW3vn35Y1rlcA3c6Z34MGVBZuogj5om4+1YpyplDQv/TWpnnyRtrz8mzU/fIm0v3qsmLQWB691y3Bq4NePO/LxagXAIyvHuTi2Vh6qH5eVjJDua5B2nnyg/v+J/NXCjFoZfwZQpxWvTs1hg8Y57If1tPK4J3LT0vva1r2lwR+yEZ2E5wf7f9a536cKBY7rrrrtyvjt67yil1dTUyFlnnaUypwEO4szbCdx8jESwwbTEjYeMnDL75z//eS0lUVqnV07JyWnFTKAn4+ai5EYYbOxioP7mvV0l7SNUWaXWlZ5eG45I9dQjdTNIUuuk8437NNNF9ELZwCWdp+Kyd4RV6o85V//etftN6VzxuPTu3SzhaI1Epx4p0bGzCj4uP6lmGTPQCIWsekLaly/SBQisekb33I+v7/9oaSCTagRum8Ba5Pk3SIOGbj3iNcmeTg8Ma5/K5hok3QN3ZMQESbAoi0S0RWB1b2tfsUgXHGG4B5OO0DaC2/m0ls3TgdtOfEVb/xUOgXu3lsp7925xPU8sJC96x2nyyyt/JC0tLenATYnbLzAGRsD+y1/+ookKScejjz4q//znPzULL2ffm+z/6KOPlo9//OM64psNxGF49rLAYKFBZfScc87RNmQ5OUpDHQdl8LaCGxhRAjZk9lavXq29IEYovvjFL2rJnUDOyhECiHnD33333Xphkb2XsjouN2Da925dKZEJh6raVTGoiFQVJY7CQw1pSTYe9r37Nms2Tr+5avxsiU7gAVrog730BVK4skpn2Ok56wjaxhekae0tEq6qs7igeTiuMq3VVCjkyDMtQjovSMfaZ1TMpHKs0/ElLbaVm50Dt29LDqPnnRdqKuZD5u0QvDVwo+Q20lCXi7c3GWNl2edz3lkZI4dNi2+WcFW1REdPV/e97D55khYEMsw9ndK9Y4N94DY/YNbPrYE734KQwP2hty5MB25sjs3etF9gEufDH/6w/OY3v1HzDgDfh2caW7lx7rnn6uYmEHP55ZdrCxOg40H/ngz9Qx8ypg4C5OKgD95WcKMRjP/nf/5HvvnNbypznEB+0003aXkJIRhEYVgR3nrrrXLvvfcO6sBt4s1l98tVv75e/v7YP2VnV0QqpswryCqSzDve0VzSMeDkxEiNaR2K2QNSmWTkOm885QhvD3kfJEmVbZ5qJWg2Oes43UDX1pXS/PSt2rs3nKdcRtB8Yc+HXKsRhpDOcbrp8W1ZKS06IjdMIiMnS830Y3TUC6nWWEez4X41+bB+kEf19tnRCMAspCIUMoxoKovMpFIEObvxN65lhIVMuGW55sghW5/87R1SEQnrpELaLIfMG87A3i0ugTuTdV944G6SD7xlvlzz8yt0dpuMm8zTTxcvJm8IgGS2F1988aCrDmIwgokIpXJrq48W59KlS4Pg7YIgeDuAi5zS1f/7f/9Py02Mf91+++3aM0d2FMU0et30aQjgg+2myM6+/+MDF8jxxxylsop33fuA/PXee2V7e0ji4w6V6Fh3Mg0P3Hh8d0nHgE0jJCCrPzQbiLXuUZlM2M3KwiYg+TGr64QICmv2/1U96TDdQPeeN6V52d/02E12uDX4OMm9FoRQbgBwA4HZDM49e7caYibhSi3NkiXmD9w+gWNGON8FLCQQsKH/TJm69YW7tW8drmuUmkNOkHCtd79l2Nghu8A9emrmWGCB92GG/K05LpeIS7xtrzqP5ZsrV0Jeqnqkgbtlt1SOznoe2Cx0yLgvOO0YufYXP9XATcZN0IZ/4xcIfu9///v1mYX+xWB8RpnuX9ka7fzb/L8A9giCtwdw0dM7RoUI5ud9992nNwbsTco9EEAo+bBR8hpMNwlZHSIOmzdvlvnz5ysL9bOfuEQ3Soi3/e1O+c2t98iWdpHYyBn2+tLRqpLJZmTvTvuAaT3syLfp38nw21cvlURHs4QbRksNylUpI5DUJ5JSUVFR6WnOu2r0VN1ArGWPtDz/L/1uw8MM1S8//LyNc13cZ4qOmiTRk43MpOm5f0pFwuN35Mf1aZMJW8FigvI1rO9QOCyRhtHSeKI5BdAhra8/IsmeLgnXDJPq6cdK5Yg8Ot0Wf+0+7fTpKsGa9cKiP5J1XK51+eMSqm301tMPhZwDtw0SHU3yb6ccJb/55ZXqQUDgpkxO1u0XmKy54IILlNPz6U9/elA9kwL4gyB4ewAiCCi1cXPR60aKcMGCBUpuIwunN0MgxzQFpx+COH1y5jMH8qaxzp4zwpYtociD6cIPvE83cO8DD8kv/nirbGqNS3f9FKlKlbIrItWlB2/GzTxkqgjCpCVRu9ulc+MLEm/Zoz+vmbXQlfXuGYhWFDjnTfAxdc3jXW3S9urDEmvZKa2vPJQaQStBPtaH8rvqh3sN3r70vZ33gQRrKFItlcPHSryzJWcxWFFdK40L353h4tW+4nEtfXPN2ZIHtecdzhCcyQ3cKqDvw2czliUsOvKBykKit0f9uJ0Dt8UytL1J3nXS4fK7a67SwI3VJZU7P32zGTHj+QPx6wtf+MKgDtymuQoseKqYJkxWfABnBMHbAxBB+N3vfqfiK1a1Im4KyjusbD/1qU/Jvn37lL1JIP/JT36iZXcCOTKtlKu9aB/7BWbPsQ3kT6+z5+e/42zdwFNLnpYfXXuDbNjXI9014yQZK42xjmSlkoAKAHPFdXNO7ht9evNVibXuUwGR6pnHFu8LXaK2eZgRtOP/Tce66g4/XdqxuSRI1TRoyd+rzaVCH6z9506GxGhi2yrpbhgr0Qkusq15YIiK5AaF7t1vKPGPUTjjhe6jYqaLFzDIgy9K89pbtBSOuUkV5jj6fXHtJA3Tk/GzPHl2lwLj+nA/NziJkUXHI1HlbeTPuJvl/BMOkz9ee7UysMm4Cdw8J/wCHt/wcmj3wdMZzIEbkBARwGG+m8Ea4t6yZcvks5/97EAf3qBGELw94sQTT3T9f24SpAgZh2BjjIwsnUAOm5Jyu5mRMzZRzkCO7jGrbwI2s+csPgrFaaecLPefYgROdJW/8r0rZdvye6W1apRUTZufVcrODz5vKSItvB9qab3NO6Xu8NOka/Ny6Vi1Wed6q2ccI5UNYws4luJcxXKQTGoPvP7Y8zO8tVXQpJARr37SN+9t3qWZcN3MY1U8pGXxzSLVw9S6s3pKMbKtmcYaPbve0ApJZhVC6eae9maQBxfqBhjPgkwWqiRQJyUGeWz60e6B269YxXfrco8yPta7a4OEquo9B+5zF86RG67/pQZuMm7kTv3MuFeuXKns8UsvvVT++7//e9AEbioM69atyyCpMWLLGC7tgssuu0x+8IMf6LitOSrG+C3PygDOCIJ3mYCvNuMZbBBS6JPDXEfNbfTo0bo6JiMnuPoZyHkvAjfvAXPej32z2Hjkzr/q3+mff+NHv5Dl21ulNdwo0RnFm1kUhZRfMxkum2FBudrwJK8Iq3a4l8zXF5445hU23trWLNIc8YqOm6WSmjkjXqEU27zkg3H/7979OzR71XOTFKmdMV+EzQySz9yhC6HIiPEquJN3cWYRJ9HAvXODepznVEP4bEVeg1XjZ+kG2tcuk/DonWXPuNNwWdwRuHt2bdBxvF6EYfIFyViPnLPgEPnzb69JB26CExm3XwEW4SlMmj7xiU/Id77znUETuAGf1yrDSkUAfPSjH5Ubb7xRqwScF6qXJD2nnnqqPPDAA8GMdx4EwbsfgPQqwgimOAIXJoGclSVEOFbL/J3svhTPb8r2ZMmwVlnBluMG5oFz+x9/rX/funWrfPNHV8lLK/ZIU2iYVM5YoCVlR5Qhw9SAPflw3WAgYxnZ+tJ9+l5IeVY6Mel98ScPe84iu7auMEbQqhhBm6osZiPTLf9DFtY3iI6arGVztyAZa9mlsq2U0wnGjNBRRciGWUVJC6Q0jnNmj/tA7ItAHvMygeDXJeZwfaifeCpwe7IA7WiW0xceJX/53bV671Mqp7frp00wI60E7osuukgz2MEUuMEZZ5zhWnXjeOELsQXwjiB49zMQR0BliI3y9sMPP6yldQI7ZW4CuelJXki527QhpbfOqr4/QNnvz9f+XP+OPeHlP/q5LFu1VfbGayUy3aYn7VOp2gkEHDMQqc71vi2GKEw8LlFGgibN7evx+nEsBaB60uG6pUfQUlacid5enYXGtc06q+wXevbQWohK5fBxnoJppGFsHzGvs1VaX31YBXoMbfgFOhmgSHEGEEiJjJzovGgrIfPO2A1kvDyjafq67lZpf/1RqWYUzW0hmXdHSfvAvTMzcLsFpXhHi5w1b5rccsPvNHCTgcKR8VONcdOmTaoEyeKfkbD+5NUEGFgEwXsAQVnIVDnq6elRJSQycspJwPQkR7rQyZOch8cbb7yh20DakFKm/81VV6R7XN/58VXyxCtLZHdvVCqm0pMe41Pm7W0fPBwRymADuJ+hdc14UgiWso07WX/BOoLWvnKxErC0WhDvkXD9WKmeVYxBSbaASVJ69myScLROIo0p8liBwNQDYp4ZuJBrhaClWt2hCont3ijR8XO0LeAM7z1vN5iuW47/z+fdvUmS8aQGbqYBQrEuqahpkKqZx0llo3dORPq48wRuNxC4T5o1WslpnZ2dmnETuP2cQKHydd5552krDhGWIHAfXAiC9yABwRk9XzbTkxzrvs985jOaoZura3pHZi+IgP+Pf/xD2Zr0zktxRvMTmCH8/Aff1r9z7FdcdY3c/8y90rRnkyqrmeIsRaHI+E9Zt/4oI/vc/8T/KZGs5fm7JTJ8rNRMn2+Msg0AwrX1SvJK23F2d6gTGrrh/ByHtkIDj0Ee26i+3JFhI3w5TiXmHfMO4xgTCUNedOTkPIE7tV7zI6gg0uIQvNNkubrhkoxE09MA+muxHtU172jZrT+PwokYk7+lZM2o3QO3jQBLZ4ucMHOUfOfrX1JLYsC9aY5F+QEETAjcPA94XgSB++BDELwHuSf5NddcI0uWLNGMHA9eHIfQCcaP/I9//KPOQ/KAGCyBOxssNL73za/J91Lz8ldf9zu5/eG7ZUdnhVRMOtITUzcTPtiKhiMy7LDT0qXhjnXPSrxtv4SHjZSamcd6J+D5Q3vL+Bel874ZaCPwtLfulYrqesNXe+Rkd0MNJY+tl3DDGO0TlwMEipoph0vXplc8vLpPgawkJOK2nzt7odK7ryPzWCNRqZ93dh+JcP1z0rFqiYSYKR8/2xhFswt8qbaKW+DWAJ91CXA9nXboBLnzphs046ZUTqsM10Gyb/7EI4ENwaRigi7aEizmkRDFg6EUnkyAoYsgeA9ycGNSNmfD/QdJVoT7P/e5z2kwJFPHMYjSGRnvYF+UfPiDF8ixR87Vvt+DjzwuN/7rPtnWEZL4mDnKyM4fyP0lvVEarpt7qv4dedGuTa9qib2ipl5H00rqm3oBn9eh/54deDrXLJWOlU/psVVNPFSi4y2902TCIOxtX+feg/YLDsE0G1QQuja/rvKy3hdFNvtRdnuFfeAeNtJTm0FJhLNP0A10bV1tkAjhBIyaJNUzFvRVYJJJD6XyTIlYAvcpc8Zp4KbiRLCmjQUPhXPFdwiplOCLkyH/pt00duxYfZ0XjgvcEtpsGCnB1A4C98GLIHgPIfAA4SYnWEN4w/XsX//6l0ogUl4/88wztbROOQ0W+2BjnSLRik8vuvA8sD5xyUd0A7f//R9y/S3/ks2tSekZMT2TXGZFGUeiCS7mgz0Z65Guza8pUzsUrZEaCHjZKmq+JN4hT7vhu6+be4qIsIl0bHxZfbURsqkcO13Lyj1bV0nlmGn6s3LDKCu7X1+xtn2qF1575JnS+uI9ap4SrhtpkMkK0DXX90OkxXI9GIGb8bTRRVcYqicdqhugndPy7D/0PSINoyTZ2SI9O9dJdNLh7qYkqXNA4D75kDFy1803auAm42aO2QzcgP0QrNk4fsRICOSMXxLMeb2ZlduJKqGUiFYETPW//vWvRek3BDhwEEqWopwRoF8BKY3eNrOcP/rRjzIYr6YnOcx1Zj7f9ra36Y3OCAnluYEM5Bwf4yyYu6Cvzgy8Gx58+BG58vc3y5vNcemqn5RW2QIty+6UhhNyPYELQdPim2T4qRd7P/54TLq3rlQCGDPm1VOPVi3upqf+KsNP+4+SjgWxGVoHVACK3sf2tdL63F3KJbCVDLWAIENAqkstUooFrYaebascGfIEbUhbjJk1HPceqRwxMUPXXHraJQyZbMYCqRyevxfcvuop9V8nS3ZrDbDYGnXuF0v6bLGOFtn/+B+0ReFW1kYymGuCqsIJ00fIPXfcJN3d3Rq4ucaRSvZ63zHnvHv3bg3mBHUW32zwWubNm6ftMjJuSG/c414UEwMc2AiC9xACZbZHHnlEzj7bKKXaga8TT3IzkBPUKbmTkRPIrZ7k/QGOB+Unyn3HHntswaX9p5c+Iz+45o8q09pRM1a6dq6X4SkzjmIB2arxlAuLOg9qirFjrQYPMt2GEy4oom/fh64tKzRIFJqJZqMFN6zezryv8y14r31GenaskYpobvDGxAX996qx01XVreH4CzJH1VJQXfMVj0uiZZeEqup09r1yzHTbc4nrHNkxeuOce50rt1nw+BG8QfOyOyWknuXOQLKXYzn52Hly399vTgduLC2POOKIoq8J9kMgf+yxx7S6RsBG5hj9BiZS6KEHCBAE7wMYpqMYZDcCOX7BJ598smbkKLwhFlHOQB6Px3XxQFZB4C5VMYl9ffb/fVf2JOqkDZnW6YXLtIKmp2+RxhM/4M0/3AUtL92nqmlkoCi9VU2Yo9aXhZzT7i0rJDJykjLL+yV4Q8xrGCv1C99VEpHMCN7rcjL93pbdypivGmN4Uvc27ZTGkz7Qp3XuACWTkc3v2qBCNvTzrYp0jPnFWndL766NjoHb1+DNHH6erxFbz6lVPfLC0ic04NLjJlsuJXBnY9u2bdoGI/MmC6+pqUk7GEJo7c8MnPv5u9/9rpbsYbujJ/Gxj31MnRUHW4vuYEDQNDmAwQ1Ff+zrX/+6ShBStjYDOT/DsIQgzoPAb09yMgX0i1lAYOgCy7ZU0Ct/6r6/6d8pw3/ziqvl9a1N0lKRkmn1KnKCSAlzwyUG75CENLtkA737t0kbY1693dp7Rts8r0CJT+c8lIzl7Z0TVHv2vinR2uHSvORWXfjocU7DPz1S+Nx1FtCdx2HLDNx9B1fhjUw250TdQOfm5UomC1VWS3T0FEn2dhk2oKOm5CHj+SZu7rqvRFe7HDt1lDx4160aVAncTHz4Gbhhq3/yk5/UETMW3gRqRkhxMURK9M9//nOG7Gi5gdnS9ddfr+/L56TKgE84lQYqBAH6F0HmfRCCr5wVPUGcbfHixSrwQmmdQF6qtKppjEKmTb+u3IxY1OW+8YOfyUsbd8t+lWld6PqAJ6uqX/CuorJ2KxBWqZ9/nu3/UTruevMVSXS1aVm8Tw41E93bVhmZZN2IsmbeBJuevVukcuRE5RAge6rvv2ujdKK/HqmUyuETpGrmQk/npX31Eund/Ub6tb1NO5QbgASrFfy88ZSLS5o3R5GuZentUtkw2laqNeP99m2XUedeKqWieentjgsvrGqPmVAnD/3z9nTgxm6XxaVf89bcQx/60IfUqwCCKhl99j3M1p/z3bTdKOEzomoCz3CqAWTjAfoXQeZ9EILAjLQp7kP4/TIrbnqSf+9731OijRnIC1WEokROlmAybfvj4UL5/8aUTCujOJf/6GeydNUW2Ruvlsi0BbmBgyBagiVoGi7nBf/vYUeemda3bl+zRBIdLSovivBKX4BkVKz0Q3FLOOlz0y+GWc3fqRiYqMJ2c+wM/XusZbeha87x14+WmtknODPXLcYk7JtMPDtwe7EE9QLU6GqmHS2Jzub8L/Yp8U4mkHW1r14cNa6mrIGbEjyGRlzLyCdnB27APdnfpWpablgjQ4jluYCPAgv/q666ql+PI4CBIHgf5OABQFmOUTN8yU1PcsrrV1xxhc5jm1am+YIxfTkybhYGfhovFAIWDdf97Edpmdb//enV8thLT8vunohUTJ1vqJVRNi+zzroV9LOHHfaWdNbWufEFibfulXDtcKmoGiaJ6g4Jiz9KaNmA8c3cevXEOeZBOy466EubuuYwrltffhBWmR5n9azjMhdBqc/eZ3ri5ORGdhjut3PNQgkHNaYBSns/ro9wTuA+YmxUHr37b9oWYpEKeczPwM1+6SMjfYrHNZMigwXYjMKEx62Qaho9cMZUL77Y++RGAP8QBO8Atp7k9LIIxniSE8gRiKEvbgZyyuHWB9Zrr72mDFmCNh69gwEw23/6v5fr38mSfnzVNXLv0/fK/l1rpbdpripslYJiEmYy2bo5J6fZyvuX3i4V2yrUMauidrjUoGs+LGuevEjE2vdLvHWfVE0o/HNGahukMTWShwVm2+uPagsgjNLbjGNE4jHp3bdVKipr8gRKhExKD95JD2c71LRVvvixD0pnz35Z8vqLsr1TJDkWZ7li2kBZ2ubdHXL46Ig8fs+dGmDJuGkLIZbiV+BGdIkxUEimsMoHyqfACbfffrvcdNNNcvPNN2vPG04LXtwQ10w/hgD9h6DnHcAT6L3de++9GsixNGXkzPQkX7ZsmbJQyRTw/h7sIJBf9/sb5I6Hn5at7dTdj1DiVqEP+NYX75X6Y88v6VhgUVdPnadldhS92l5LBcmaBkPX3GbEyg4tL90r0tPX84617pN4Z3O6JG7V3WZOHYewYpCIx6RjxZPSueklkXClVI10d7AjMx/x9s+U7MPd+vIDkuxucw3cN/7if+Wcs87sO9ZEQm6+9Q75/d/ul60dIj2NU+091W3ADL/JpCdwzx0Zlicf+Gc644Y8lr2ALQVksVS/2DeB208ddL/A4p3s+/Of/3z6Z1iQ0u9etWrVgB7bwYgg8w7gCTBpIdCw0dc2PcmRZyUYIs/Kz3kIDXbJRkxg/utzn5Lz3v5WLU+uXrdRbrrPkGmNjT4kU3bUBb6sevV9kmnzj4bUYsCYgV6kc9CQtKqnHOU6T04fO5kxZ92aE7jTB11CO6MCXfij3qayoPTIPWXMvgQ4+7Otucf+LfK/l31C5h1xuAZXc7KBwPofF31QN/Do44vkyt/+RTY2xaSzZqxUwbKPOExBpHIaJHPnjKiQRff9Ix24uX78DtzwT5A+XrRo0aAM3ABb0+zPzL3OIilA/yMI3gEKBgQdMm7IKoyJMHb26quvygc+8IG0zSn/D8FlMEo48rBBOIb+PuYOjNt85pMf1//7213/kuv++g95szUhPcOnuWdqvhSt2HfufioiEamfd1b6eDvXPi0da57WsjvSsU4LDERRCDi2gdtPJLx9dlTImC2vyDPnnX9HSdvAHW7ZJr+78tty2KFzVIFw+fLl2idGfpfNOgd95lvP0A3wum//7FpZtaNNWsPDJQqJ0DJqyL45j7MbRJ68/y79DuBzsDCguuRX4Ga/X/7yl+XJJ5/UjBu+yGAF9zU9btpilM05H5DVaLMF6H8c1GVzCFkwrCn5MO5AsGGW8dBDDb3jAM69uY985COaKTDGMmvWLP05GTiqUGTksNcJLoyX0CN38yTvT/CwpD/vRTjmkUcfl5/+7q/yRnNMuoYxYnVUxrhXywv3SMOCd5Z0PG0rnpDqSXN1XMwrOja+qOpuqms+bqbOk6Md3rtnk4rF2LK+LQS26unHSM2MY0s77tceUe1ytyAGs31abUzGjx8nOzsrZGdXhYSn4Iw2qaixvGRPn2OYjkk1b5Obf/0jeetbDDKgORuNxCgbnA2Y2gRx2jwsOp1GDf/nRz+XFzfsln2JGolMmy+tz/5dZo+qlMUP3q3XDBk3C1ECt1+VJfZLGRp/AjLumTNnymBvnX3rW99SG2LOL73uCy+8UL797W8Pinv7YMNBHbwp9VIGRkSEgPTNb35TVbxWrFjheKMHMB6crLj/4z/+Q+c+7cD5JJvAk5xAzvgLgRzCG7rrA6HNzDEx3sKfaKwX8sB59rnn5XtX/1bW7zVkWim5tr58vzSk7DuLRdvKp6R6wmzVxy4GXVtXSdfGF5VRToUgX2A0gvd8qZkxX0pB66uPSLKzyfl9cNiaPVbuuuXPer4hN/HnkmdfkDsfe1a2dYYkMfZQiY6d6alFYZ1jNwP3Ldf9WM44zbB2tQOLSYIMRMq9e/cqM9zMyGkD2b0vEwrf+8nV8vJrr8uDd96czrhZpKCF4GfgJhBCAiNwM9URIEAhOKiDdza4ybmxn3jiCc0UA4hvPT08ydFbJ5AzbsLCiYz8rLPO6hetZh7kPITN7KmUcj4l98t/eo0se2WlhCbPU3MN+tXFoH3VEomOn+XJnKOQzHQggzfv8ZbDJ8nf/vJHDdh2wY/gddvf7pTf3naPbGkT6RnuTiajyiGxrnTgvu03P5XTTzEc1ryA40Bfn2DOn5S/zYzcybiH65aM2+/AzWf4/ve/r5aeBG5GrwIEKBRB8LZg3bp1ugKmrMrsZgD/wUMbdroZyHmYYrRCIIf8Vg5PctSqeAhTTfFztAfQZ/2fK66WVzfvk6YKXLIWepdpVaWypyU6doY6gvVH8I61N0v11KOk9pDjS3u/Vx+WpI1oCnPWZ82bJrfc8DsleFkXTG7BDzLZT3/7F3kDMlnteKmaNk8d3KzBO9nbKeHmrXLrb64sKHDbXYNk4qaLFyCIE8zRCTBnmDl2QJXGz8BNa+43v/mNtpiC50yAYhEEb8sNzehTU1OTErEClB9mL9HUW8fvm0ycQH7uuef64kkOQ5aZ3P5QfEOp7hs/uFJe2LBL9ifrpHLGAh35ckP7mmckOmZq2jKznMGbfnjFng0yfPgIqRg5SVrCjUbVoAj/79ZXH1LPaysSHc1yzoJD5C+/uzbNzDYJXoUEP1ob3/759bJ2V6e0RkdI1Yxjpe2Vh6Ri7wa547dXySknG/rnfoDHH/e82SfnuJmvhhPBomPBggW+Bu6rr75aW06MVZLNBwhQLILgncJnP/tZuf/++zVwT57sTPgJUB6YnuT0yAnkVEFMT/Lzzz+/KE9yCDYEEORTqaj0p+IbAeHbV/xcFi/fJHvjVRKeukAi9bniKx1rl0nlqMlFkbgKCd7ojjd275LnH78vLbdJsNLFxvpdsi8JUetYidQNLyp4Jzqa5PzjD5Mbrv9lWsQEXkOpzGwqG5f/+GpZ9tJrcuMvfuhr4La7BiG5UXmjzcK/WfSZ5fVSeBrs69prr1WS7EMPPaQ8mwABSkEQvEVU3xtJUAhWmHIEGFhwSTIBYHqSM9bzlre8RQM54yqjR4/OG4gJnpQ9p0+frttAWhaS/f/gyqvl4edXyy6VaT1GKlPs8s71z0lk+AQN4OUK3sl4rzR07pJF99yuDGG7cwEP4bs/vkqeeG2j7OmNSsXUo6WyYayn4B1vb5J/P/Uo+e2vfq5BjwWTaUrTn8YZpYJSuUloZBLBJLyxcX5M5jpbITwNruff//73KmREgnDSSSeV9XMEODhwUAdvPjriCIw+BIzPwe1JbgZyAvIpp5yS9iRH0CI7GNHLJHvi+0QVajCBgPCzX10n/3zqJR2d6oolpGbqPKkcNaUswTsZ65FR8f1y8+9+qQsazhVZJFMCVDPsgiscgR//4hq5f+nrsrO7QmTiUTnjZ62vPCTJrhb1tP7AW+bLtb/4adqog8DmN7egP1o4BG6qBgTubEIj0xJmjxx9APgTZiCHp+G0OOT6xUKTkbB77rknIMIG8A0HdfD+3Oc+pzq9ZN3W2W6ER5j7DjC4wKW6adMm7ZGz4IL4hic5gZyNdgd2hQR6mLyDVanKGjB+8rNfyN8eWyb7ErWSHFesDrd98EY7fWKkXZ5f9IAGI97P2t8l0zSJWvR57Xq7ZKHX/+FGufWBp3S8y9QKb3v1YYnveUMuOvsEufonP9TgRuAmkPlp1NGfgZvFB4E7n/c8AR7GOsGcPxk5NM/j8OHD098f1yta4F/5yld0lrs/vbcDHPg4qIO300PyhhtuUGefAIMXXLZIm5qe5IyiURLGp/xHP/qRLswGslReKMjmfnb1NfL4i6tkV2+VxEbOkuhE+vQVRQVvzESm1fTIssfusw2knD9KwQRxiHYEX9oRZn/XbpROx7vuuFN+c9s9sm7DRrno/DPkyh9+Lx24mZ1GeWuoBW7UAfkMXgJ3NlgA8d2Z8+QbNmyQRx55REmXLAZQTzNlhAME8BMHdfAOcGCAS/jyyy9X5zNmZiG+EURMT/L+JqsVCh7+iJhYy/z/uu8+ufqGO2RzS0K6dQb6CFdDDWvwRtbzkIaEqoN5CaScP8RJzIwcpjWZuBnI3cRsKLETuKlWcc4H83l2UttDlQ1WeaGB225/tHWuv/56NfFhcXTaaaepkcd5552ni5uBAItcJIzpt8O/wPmPBGXhwoUDcjwB/MHQWSIfRPjxj3+sD0Hs9gLkDzw8mP7whz/I008/rYEEuUtIiJTV0S4/8cQTNRtHOW+wrVXJ1gjcLDqs/fl3n3eePHbHDbL2wT/LX75wjsza9oiEXr9Xuja+oMxxJ6h15aiI58ANuNYILMjcQqZiox++ZcsWJXFyThnjI1BbQdB7/vnntVR8sAduwPlmXywaKa1feeWVSrREkIWqBlMTkC/7E/v371eOCJ+P4M098POf/3xQ+YQHKA5B5j3I8Nxzz6nBB8xWemTMhQZwxtq1a/VhieBLNuHQHP2h30jpkhGdadOmpa1MB5pURbmaKgE9YieZ2WyQ2X3nqt/K2j2d0l41Wqqmz5dQJKqZd7xllxwzqV4euus2346RgG1m5PTLTcY1mTbHTobO/PxQC9wcOxUGgq2futxo/X/4wx+WP/3pT3ofW69TeBoXXXRRv46iQpSjpfTUU0/123sG6B8EwXsQgdIlfbfrrrtOfXIRcQiCd354tSGljGn1JCdgmoGc896fgZzePONwLCAoTRcDAsI3f/xLWbm9VXZu3iAnHjZd7r79L1IumKNTO3bs0IyObI5qAecR9vVQCODlDNwopuGV8Nvf/laD9GA4H4cffrj226miIPuMaxl8kE9+8pMDfWgBSkQQvAcRPvrRj6ooBL3bM844IwjeZQQPb8qIkN0I6JR+CeT0yCm1l9OTnBI0gZfvl+/bD5AV8xnKDXqmlMpZcJB9m4xr5rrN0Sk/lPHKKQSEeA/9Xj8DN+2F97///fKrX/1Kya6D5fObrnkQ5zg+Knv/9V//pfKsPG8CDF0EwXuQ4NZbb1WvXG4ubrggePcf6Hs+/PDDmpHffffdev4J5JTj/fYkZ9QNRjJ62f0RbP1e8ND/ZgTPSgKk8mE1/eB8mYHcOjo1kOAxR7+Z6gsZt5+udkuXLtXqDT3uT33qU4Pi85pggcJCBT6IiS9+8Yv6nOG4Awxd+PdUClBSJsZqmADi5i8doDxgpp9gzUZpGN1pAjm9Sx7EqLqZnuTFEpsIHgRtvmuChylROpRaOgRuxvFgK1sDFFUKSudslKXN0Slmp72IwpQbnHuIWvAfCGR+Bm6C4AUXXKCEyMEWuAHSwJTOrYCjwPUdYGgjyLwHASBbsXK3lmrJZngQ8LBjBrWcZdwA9kCghD4heusI+RDYTU9yyIRegwC3GFrt9LkJ3OVwTuuPwE2/FEa61wBVjChMuQI3x8G593NxDHmQ6wFf7i996UuDLnADeu8sGK2ENY6VSQxrNh5g6CEI3oMA9OAop1pxySWX6PgQY1CBbeDAg8CDaY1pZcp3hvOZ6UnupMjH7bV69WrtDUOKg9g1lMDnJHBDTCNwF4tiRGFKBe+J9zqVADJuPwM3Y2bMbn/1q19VRvdgDNxmZYDWz/e+9z1lvz/77LNKVvvd734nF1988UAfXoASEATvQYqg5z14QUb5zDPPpAM5gRlGL4Ecb3Izs2bW9//+7/9Uepesb6hJ7hJsMRlhvM5Pw55SRGEKeQ/Y/Ph2+x24yeQJ3IivfPvb3x60gdsEmurf+MY3lCTJ9wh5LWCbD30EwXuQIgjeQyeQk5manuSM5Lz97W/Xhzu6+VRUIAbBzB5KoD9M4OZhjytbOUHwZgFERk6mT2/cDOTFBF1r4PZ70bRmzRqtuFAZg2A62AN3gAMXQfAOEMAnmKpdTA78+te/1qBEb5xyJb3RwcK89hq4Z86cqVl3f8JJFMarDae1TUHG7Wfgxt2OwM0s909/+tMhpeEe4MBDELwDZCDQQS4NBGwIbZy7q666SlXdUNYyPckprRPIvXiSDwRMH3T621OnTh3QY7H6adO3ph1hBnI7URgeZWTGvN7vwP3GG29o4GYi4Ze//GUQuAMMOILgHSANVLOYPyZb/OxnP6tlS/pkPMhLISsdLICEdeaZZ2rPFklWs/dtss3pkRPITU9yAjnBgDGqwRDI+f45tsHog27acJqz5NmiMIBrFfU3AreXLL2QBS1cBngNqB8GgTvAYEAQvAOkEeggl46//vWvOvfrxj43PcnpkcP+RdHN9CRnHGsgArnpbDZnzpx+1d4uBnaiMMzfU3I/7rjjfGX0Y3Lzjne8Q93Bfv/73wcjmwEGDYLgHSCNQAd54DzJCebM3TJOZlqZ0m/uj0AOsQtBFVjxfOdDCQRyJE8J4mTEbH6JwkCgg3hIJn/jjTcGgTvAoEIQvAOkEeggDxy4DSn5MnpGIGfxhGkJQZxgnq1q5hcIeq+++qpqCqCeNtTOGSQyFkBmj9svURjOC4Ebq9ObbrqpLHPoAQKUgiB4B0gj0EEeHOCWJBtG1Y0+OW5VZMWm3rpfFpwwsmHHsz9kNIcaCNxUiexU60oRhaGFAKmQMbnbb7/dF6/vAAH8RhC8A6RBmZYZ5T/84Q/pn11//fVqT0p2E6D/we1JNgkBjvK66UlORo6kLup7xZSGCdxk3GSWGI0MNaAT/+abb+piM5/cbCGiMIzJoWXPOeF8++k8FiCAnwiCd4A0Ah3kwQ+ySRSzCCymJ7lZWvfqSU4AI+Mm8PP7Qw0bN25U0p+XwO0mCsN54Hwyl09b4vzzz9c2EYI6VD0Ck6AAgxnBzEOAjECN7CcOSYw2oRCGBjIykAEGBxiLYpFFOZ1y8E9+8hNlRFPmJYtmRp8WB/1eO/A7BG766UM5cJdi8AIbHdW4448/Xk499VQdjSNYn3jiiaqFzjw+JjKDBT/+8Y+1TXLZZZcN9KEEGEQIMu8AGQh0kIeuJzkldchufIemzSlZuelJzqgTpXL0uCkXDzUglMJG4K6vr/f13L3vfe/TP//jP/5D7rvvPnnkkUd0+uIjH/mI3gMDBfgmKPSxaEN/IZBLDmAiCN4BAhxgQJmM4EMgJ6OEZU1Z+Pnnn9fJgQ9+8IMy1EC2TZ/bby90ZsORO6UnThvC3De973vvvVdL6wOV8XJMtEIQhoF3EngdBLAiCN4BAhzAQJnsm9/8pkp6Ui6mJ06JnR455jdePckHEhDTYJb7HbhhoJNpE6Affvhh1Z4fTGA8c+TIkfKLX/wiMCoKkIOg5x1gUIKe7be+9S0t3VMCRp71+9//vjKHA3jHn//8Z822H3zwQZ1dJhsnAF566aV6bj/xiU9omZ2S8WAO3GSgfgZuFjUf+9jHtLdNxj3YAjckOsxhrrjiioE+lACDFIHyQIBBCYhYjKkRfCBiUfLFhhEmMLPnAfKD/jb9Wsq/p59+uv6MDI6NDA5yIsEckhuBHRlQeuSo7PkpMVosmHwwA7eflqqxWEz+8z//U8vwzNAzNjaYwOeG9U41IGC8B3BCUDYPMChBaRc29B//+Mf0z0zNcPTDA3gD8/n5JE9NT3LTOIXfYd6fQI6Tlp8Zr1cgvoJDGIHbz6yYis6nP/1p1XEncA/GGXdU9pjhtyrCcdwwzml7UO4PpFoDBGXzAIMSMKQfffRRfYADtLcXL16swSSAd3jRKicgYOhBtWPVqlVqTsMM+M9+9jMdqUIqlwUTrmP9sdY3AzcOd34HbtoFVHEg9A3GwA1wpmOcjwWGuTHTfvHFF+vfg8AdAASZd4BBCbJBiFY//elP9WHFg/eHP/yhjrEF6B/waGDumYwcUZgVK1Zoyd30JKfc7LfeOln/6tWrNXBjLOLn9YSOAdn2448/PuBe5YUiIKwFyEaQeQcYlEBTGkMIhGIg7tD7JhPkzwD9AwIzs87MhePzvXz5cp01vuGGG5RASABndhxDFT9yAMhjBG6ClN+Bm74+c/Bk3EMtcAcIYIcg8w4wKDFlyhT1F7equzHrSvmW0m6AgQOPDMRSrJ7kJ510kvbIEYYpxpMclTiyfAI341F+Bm6mFu644w7NuFFTCxDgQECQeQcYlOjo6MjR6aZ8zsM4wMCCwMyY2Ve/+lXtjyNZikLZ3XffrZMB9GyZKyfAe8kNzMB99NFH+xq4eW8WfIxdkXEHgTvAgYQg8w4wKMEMLg/c3/72txoQKNt+6lOfko9//ONKrAoweD3JYayTlT/55JMyb948zcjZ7DzJKZVTSSFw+zmyxbFwnTDjTp8bAl6AAAcSguAdYFCitbVVy50EAhSwJk6cKBdeeKH2XwObxsEPHivMjiPPSiA3PclNB7S5c+fKjTfeqMY32J36qbXOe6NKxsbEAqX4AAEONATBO0CAAP3mSU4gR3yE8jiLMhZoCMkU40nu9F6//vWvNetGVY4RuAABDkQEPe8AAWxAyfdd73qXZvyUehHOyA4SVAEmTJigwjFnnXWWOrEFyAXnD/Y4Wt0EcIR39u7dq1rlBFkyY4I4QjGlcBr4TsjkkRRFVS4I3AEOZATBO0AAG7S3t2sf9tprr7X9f+bPf/WrX2lPddmyZSoniqwoLlUBnEHwxmL2tttuU3lW/MUJtsx3n3/++dqbZsqA/3PyJHcK3JThv/Od7yhxDvZ7gAAHMoKyeYAAHjJHeu/0agG3DBn5V77yFWVcmxaSyLkSQLCYDJALFjaQD5nXR/7TbsLA6knOgojqB+edYIwnuR34PtAE4PtgccAseoAABzqCzDtAgALBaBSsakrlJjDOOOGEE2Tp0qUDemyDGZhsvP7667aBG9TW1mqg/stf/qLjY0wa4E2OLChjXhjSMKuNI5g1cDPDTd+coB8E7gAHCwJXsQABCgSBG5BpW8G/zf8LYA/4AV4DPWV0NloTixYt0uCMGxiuYKi7wVxvaWmRL3zhC1qGP/vss8t+/AECDBYEmXeAAAEGNSorK9XljCCOaQla68OGDZPPfOYzqgeAZC5BfiBB3x6CXH19vYwdO1YrCEi9BghQLgTBO0CAAmG6UUG2soJ/D1anqgMF9L0x6WAcDIEXWOVYxQ40nnjiCZXyhWjHKBylfSoBEB8DBCgHgrJ5gAAFAmlQgrRVAITyLazzz372swN9eAcNkMs977zzZDDggQceyPg3xEUycMbfTj/99AE7rgAHLoLgHSCADdra2mTdunUZJDW8lBEXwZXqsssuU91siFQEc+aUYaCbjPQABzeYPgB+arUHCGBFMCoWIIANIEjZMZcRGiGr4rZhphhRENTDTj31VLnuuutkzpw5A3K8AQYPEJrBXY3rYvHixQN9OAEOUATBO0CAAAF8BK2T+++/XwP35MmTB/pwAhygCMrmAQIECOATGFtDYAZ53SBwBygnArZ5gABDWGcdVvPXv/51Oeqoo1SRjNd85CMfUSZ2gP4DBUwCN0p8OKjBgwgQoJwIgneAAENYZx1J0RdffFEJc/x555136nwxPdcA/QfGxP7617/KzTffrLPeiPWwdXZ2DvShBThAEfS8AwQYwjrrdnjuuefk+OOPl02bNikzPkD/fC92uOGGG1RIJkAAvxH0vAMEOADHlAgmw4cPH+hDOWgQ5EAB+htB2TxAgAPMuYse+IUXXigNDQ0DfTgBAgQoE4LgHSDAAQLIax/4wAc0C7z++usH+nACBAhQRgRl8wABDqDATZ8btnOQdQcIcGAjCN4BAhwggXvt2rXqdz1q1KiBPqQAAQKUGUHwDhBgCOusT5gwQd73vvfpmBjiIPF4PO0pzv9Ho9EBPPIAAQKUC8GoWIAAQ1hn/bvf/a6jIAhZOPaZAQIEOPAQBO8AAQIECBBgiCFgmwcIECBAgABDDEHwDhAggK9669n4zGc+o6+5+uqr+/UYAwQ4kBEE7wABAviqt24FUq7PPPOMBvkAAQL4h4BtHiBAgIJx7rnn6uaGrVu3yqWXXioPPvignH/++f12bAECHAwIMu8AAQL4jkQiIR/+8Ifla1/7mhxxxBEDfTgBAhxwCIJ3gAABfMdPfvITiUQi8sUvfnGgDyVAgAMSQdk8QIAAvuKFF16QX/7ylyoc42SVGSBAgNIQZN4BAgTwFU899ZTs2rVLvcTJvtnQXP/KV74i06dPH+jDCxDggECQeQcIEMBX0Os+66yzMn52zjnn6M8vueSSATuuAAEOJATBO0CAAL7qrZNxZ5ujVFZWyvjx4+XQQw8dgKMNEODAQxC8AwQIUDCef/75DL31L3/5y2m99RtvvHEAjyxAgIMDgbZ5gAABAgQIMMQQENYCBAgQIECAIYYgeAcIECBAgABDDEHwDhAgQIAAAYYYguAdIECAAAECDDEEwTtAgAABAgQYYgiCd4AAAQIECDDEEATvAAECBAgQYIghCN4BAgQIECDAEEMQvAMECBAgQIAhhiB4BwgQIECAAEMMQfAOECBAgAABhhiC4B0gQIAAAQLI0ML/B3I+SAYv7QUOAAAAAElFTkSuQmCC", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -160,7 +120,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "id": "a1729b6e", "metadata": { "execution": { @@ -173,14 +133,12 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -200,6 +158,45 @@ "ax[1].axis(False);" ] }, + { + "cell_type": "markdown", + "id": "fbb74401", + "metadata": {}, + "source": [ + "## `smooth`\n", + "\n", + "This flag controls whether or not the single voxel protrusions are present on each face of the cylinder. If `False` the the protrusions are present but note that the cylinder extends further out, so if `2r + 1` is equal to the size of the image, then the protrusions will be lost." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "bb7da85e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "r = 5\n", + "cyl1 = ps.generators.cylindrical_plug(shape=im.shape, r=r, smooth=True)\n", + "cyl2 = ps.generators.cylindrical_plug(shape=im.shape, r=r, smooth=False)\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", + "ax[0].imshow(cyl1[..., 10], interpolation='none', origin='lower')\n", + "ax[0].axis(False)\n", + "ax[1].imshow(cyl2[..., 10], interpolation='none', origin='lower')\n", + "ax[1].axis(False);" + ] + }, { "cell_type": "markdown", "id": "a826209b", @@ -224,14 +221,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -251,7 +246,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -265,7 +260,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/elevation.ipynb b/examples/generators/reference/elevation.ipynb new file mode 100644 index 000000000..a9c02a5d6 --- /dev/null +++ b/examples/generators/reference/elevation.ipynb @@ -0,0 +1,149 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2b99c145", + "metadata": {}, + "source": [ + "# `elevation`" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "eb67c841", + "metadata": {}, + "outputs": [], + "source": [ + "import porespy as ps\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "markdown", + "id": "1333209b", + "metadata": {}, + "source": [ + "## `shape`\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e0e72549", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x = ps.generators.elevation(shape=[50, 50], voxel_size=1e-5)\n", + "\n", + "fig, ax = plt.subplots()\n", + "ax.imshow(x)\n", + "ax.axis(False);" + ] + }, + { + "cell_type": "markdown", + "id": "0cb391fd", + "metadata": {}, + "source": [ + "## `axis`" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b07634e5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x = ps.generators.elevation(shape=[50, 20], axis=0, voxel_size=1e-5)\n", + "y = ps.generators.elevation(shape=[50, 20], axis=1, voxel_size=1e-5)\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=[4, 4])\n", + "ax[0].imshow(x)\n", + "ax[0].axis(False)\n", + "ax[1].imshow(y)\n", + "ax[1].axis(False);" + ] + }, + { + "cell_type": "markdown", + "id": "1a2a5a3c", + "metadata": {}, + "source": [ + "## `voxel_size`" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "070b59f8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x = ps.generators.elevation(shape=[50, 20], axis=0, voxel_size=1e-4)\n", + "y = ps.generators.elevation(shape=[50, 20], axis=1, voxel_size=3e-4)\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=[4, 4])\n", + "ax[0].imshow(x, vmax=5*1e-3)\n", + "ax[0].axis(False)\n", + "ax[1].imshow(y, vmax=10*1e-3)\n", + "ax[1].axis(False);" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "PoreSpy", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/generators/reference/faces.ipynb b/examples/generators/reference/faces.ipynb index ff0040673..747589fce 100644 --- a/examples/generators/reference/faces.ipynb +++ b/examples/generators/reference/faces.ipynb @@ -27,40 +27,6 @@ "import inspect" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arguments and default values of the function can be found as follows:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:34.726602Z", - "iopub.status.busy": "2022-04-25T01:54:34.726354Z", - "iopub.status.idle": "2022-04-25T01:54:34.732348Z", - "shell.execute_reply": "2022-04-25T01:54:34.731697Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "inspect.signature(ps.generators.faces)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -71,7 +37,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:34.736421Z", @@ -83,14 +49,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -112,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:35.385696Z", @@ -124,14 +88,12 @@ "outputs": [ { "data": { - "image/png": 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eMDdqMycMNwwjbzZ8NtcBiMVi7N69m6amJlauXOm6qDqrmtP8YZqmO7SvvLz8jEvIzUVUkakUGxoaoqurK81Btba2lpqamlkbVjz1/It86BsPIFo24ZEkPJUN7v0bk0Nox3eix8JYlom/ZS2eajtctwyNyWfvQ6moR1btXIGiTm0jTNOcsftutgSXJOlH2MmzekmSuoF/wib1TyVJejdwArihkHOd8eR2kmaWZXHixAkGBgbYvHmzO0EzFYqizEqQ4iASibjTRNra2vJ+OLNZuQ3D4MUXX2TdunXU1NS4nUmQvaqdOHGCcDjs/r/zRT+T9OBz/cDxeDyUl5ezatUq10F1bGwszWfNIXshMtkf3/8r/vEHf0BauJHMO03dT3sBISz04S6iR5/HjIyhj5zA27QMSUqRrSqFk9swjFm33goh3pbnV5cXe64zltyZEzT37t1LWVkZO3bsyLs3k2W56D23g76+Pjo6OnKG4bmuU+hDRAjBsWPHSCQSXHzxxW6JaDpyeDyeNEPBSCTC6OioOxDBkYgWatYw15iP5FfqOVMdVNva2lzDitHRUXp6elw3Fkc8kvkefP4/vs23H+tAaVhR0LUlScbbsBgUFW3gCEJS0ogN4PGkk3u6/IATeZxunJHkdoYAeL1eRkdHOXjwIKtWrXLbGvNhNuGyaZrEYjH6+/vZvn37jCUbKHzl1nWd3bt3U15eTjAYLLj2m3r+1C+6owefmJhgdHSU48ePp3U9zbdE1MF8kHu6hFqqYYUjk3Xeg87OTtegoba2lnd96FPsilbhqV9c1PXjPfuJd7WjVjUiRnuzfu9NeYBYljXtyhyJRGZULZ4KnFHkdmrXiUSCF198kfr6eiYmJmaUkDooltzRaJTdu3ejKAqbN2+eUycWx4Vl+fLlNDU1MTIyUvB9TYfMLLQjEe3v73edVJ0QPhgMztt+fT5X7pmQy7BidHSUGz/waY6KFixrklhXO0JPICHhW7QBWc0fykePPo8+0oWnqhFhaMhyNnE9nimqzBSWl1buDKTWrhOJBJFIhKamJs4///yiPvRCw/L+/n6OHj3Khg0b2Lt3b9FOLNM9RLq7u+nq6spqLy0UxZo1pEpEY7EYo6OjrhzSMWkoVCFVCOajTHcy0YBpmrzxA59lsGIlqsePWjE1I93S4+iDxzC1GBg6kseHr209smx/9cP7HsGMTdoCFkBYJqjp0ZsQgng4lHa96cgdDodLK7cDp3YthGBgYIBjx47h8/lYvnx5UecpZOW2LIuDBw8Sj8fZsWNHQWF4JvKRz8m0W5aVt/1zvhEIBFi4cKE72icUCnHs2DF3JJITvlZXV59M0ueUhuXT4URXD1d94F+INa7PueLKHj++lqnmDTMeRus7gjASJLrakctqUINTORZhGqBMrfJCWGiDx6lpWz91jhn23E4S9HTjtJI7VULqkE7TNHbs2MFzzz1X9PlmIrcThjc3N7NmzZpZf0FzXcc5d0tLy7SZ9kIwl2YNjsG/3++nvr6e8fFxd2Wfrd/afCfUCsUTTz/Pu//1B5hNGwuP7vzlSAtWEd79EMJIoPjTSSgsC1mxH/iWodvhesMiysumVuKZVm6ngeR047SRO7V27UhIM5VgxWK6sHxgYIAjR46wfv36nCFqMV+uTPINDQ1x6NChvOeezTXmA5ktnY4LSXd3N6FQyG1fdLq88mE+wvJiV+4v/ec3+a9f70Rt25RV6pr2OoZGeNeDyL4y8ORIcFoG+IJYWhxjvBdPwxJkWcbnLS6h9rJduVMlpD09PfT09LBhw4aTFtjnWlGdiCAWi+X1JXfIWiy5hRAcOXKEiYmJgj3Pizn/fCPTby0ajTI6OurWllP90TO3L6dz5f7cv3+b7zxyBCtQTexEO8JIgAB/23pkb/7EqxELEWn/PUpZFZKUW0IsLBPL0LBCw3gbl7k/lxHuA8g0zWlLkC/LbHlq7dqxJ0p1Cc11/MkkuhxFWGNj47RhuPO6QlcOR1X2wgsvUFVVxbZt22a8z2IfIKcakiS5XV5Obdlp/Ojq6gJw9+vzMcmj0JbP9976BX7XZaI2pudjLENDHzqOiI1jCZBVL96UxJk+PkD06NMoZdXuveckt6kjwmN23Tvl3oRp8Pzzz+Pz+RBCUFNTk/fzjEQiRXUmzhdOGblT+64nJibYt29fzgmaDpwQuxiRRuobPTg4yOHDh11F2HQotoQ2MTFBJBIpqPaeem+FrsZnQuNIrpLb+Pg4g4ODjI2NYZomXV1drrfYyZLdsqxpP2vLsrjmvR9nv9GIWpH9ecqqF9+Cle6/zVgIre8owohjDHcjJFCD1ekvEumfuREew4xOEmhdm3XcyuXL2bFjB7FYjEOHDjEyMkJ/f7+7lXFkspIkEYlEaGvLr1svFJIk/R3wHkAAe4B3CSHi079qCvNO7tSkmRCCzs5OhoeH3ZlZ+TAbKalzvYMHDxIOh+d8PJAzbKC3t5dgMFgwseHMIOzJINUfPRQK0dnZiaIorhbcmWc2G6MGmD5Ki0QivPaWjzFUsQolUNi5lUAFysLVxLraMSf78TRnq9VSPw8zNASmQC3PXnGFZbKgyf6sA4EAwWCQ+vp6qqur3a2MY1jR3t7OgQMHWLZsWdZ5ioEkSQuBDwDrhBAxSZJ+CrwV26mlIMyrnMkJw3VdR9M0XnzxRUzTZPv27dMSG4qrWTuIxWJEo1E8Hg9bt24teA9cCLlN02TPnj1MTk5OOwE0HzLJPd1Kd6bYLOWDEAKPx0NLSwsbNmxgx44dtLa2kkgk2LdvH8899xyHDx9meHi44M8w37Zo774DXPi2DzNcvQ45VwJsGkSPPIs+2o1Sni9ys98TfawPIamo1Y3IIsf3wDJpbZmKMJ1subOVaWtr47zzzuP8889n06ZNjI6O8v/+3/9j27Zt7Nq1q6h7zoAKBCRJUoEgkC2dm+HF8wInafbss8+ybNkyDh06xOrVq93miJlQrE7cyVj7fL6in5ozubE4DSVtbW3u3K9iUWxYPpeYDyeW1HtMNWpw5pk5LqqdnZ3IsuwqyvKV3HKt3I889Szvuu0OjEANomsvwkgg+yvwLlg148M1vO9hhK6heANYWjT334FAG+5GKatCCdjJXAvIyv5osbRW3HylMFmW2bZtGy0tLXz+859n48bCS3RZ9yZEjyRJX8LuAosBDwkhHirmHHNO7swwPBKJcPz4cc4///yiwrVCV25n1G0oFGL79u08//zzRd/zdOYLAwMDrpJtpoaS6ZBKbueex8fH3S99ZmvnmRzCz5QYzCy5aZrmNn2EQiECgYDb+OJEcJnn/N5Pfs7n7nkSddmOtC+pEZ1A6z2IlAhhmBbehsV4aha4v7csi/Duh5AUBdmbbNLJ+TdYmNEJ/C1rps2wm9EJjNBwWm6oUBHLyXTwSZJUg+2dthTb5u1uSZLeLoT4YaHnmFNyp0pIY7EYe/bsQZKkgrLJmSiE3PF4nN27d1NXV5d2jZPNssMUAZ29+2yUbKlwyK1pGrt27aKmpoY1a9YwPj7utnY6bY1z4fQynyj23rxeb86Sm7NPraysdKefAHzma//N/zzdhVKfHYGpwSrUoL2KeoXAGO8j3rUXy0hgaQmM0eOoFfVIytTnZVlm2mosLBNjrA/ZX5lN7JS/zQiPIvQEakVdWlK2kDr3HPimvRboEEIMAUiSdB/wSuDUk1sIQSKRQAhBf38/nZ2drFu3jn379s0qNJlpHzw8PMzBgwdZu3ZtWtlhNiWnzGslEgl27dpFXV0dW7dunZMwWZIkJicnOXz4MKtWraKurg5N09IM8J22xsHBQTRNc8PZqqqq025wn4nZvie5Sm7O+9LR0cF7P3k7u2I1qDX5hzyknstT04KnpgUrHmXihZ+DpKQRG0BKIawwdIzQMEpNC+bw8bznNiaHQAg8NQuwwsNpOaJCFGpzQO4TwIWSJAWxw/LLgaLC0jkjt5ScwpGqrXZKG7Op7+ZbuR3hyPj4eM5Q38myF0OGVHI7Q+6LyQ8Ugng8zuHDh9m8eTNlZWVZD67UfWt1dTX9/f1UVla6JT2fz0ddXd2ceISfLOayXu9MNSkrK+OD//rfHJMWohZJDH1ymOihJ1DLarC0WNbvpSQRLT2BGRnHU2M/TMkTgOjj/UiqDzWZiJMzAvuZvl9zoVATQjwjSdI9wIuAAbwE/Hcx55jTsLy9vZ36+np35jVMEafYJoVc5I7H464Rfr5usUIURPle09nZycDAAFu3bp21tU8mUjXzW7duLfhDl2U5bTRvLBZjZGQkLZR19uun2rBhrsU4oVCIN77vNqL+OoR5CJDwz9Cm6SAx2Emiux21rBorHgE593thaXGsWAhPdVPyj7CQlXSCCiEw4yE8NS1ugg1AlqWs46b7+4v9/uWDEOKfsG2WZoU5/VZs2bIlaz/mkPRkyT0yMsKBAwdYs2aNm6jJhdn6mx07dozKyspZlbnywQnvnZpooefNlVkPBAKu9t4JZUdHRzlx4gSSJLlEr6ysnPdVfS7zAceOdXDNh7+ItfJSAsn3x9Lj6EPH7VVYCyMFa3NmyONde9GGO10iCmEhK9lfaUuLYVngqUrRJVgWUsqDQAiBNnwCFE8asQHkjPdzuvf3TMqVzCm5c30pVVXFMIyiddeKorgZ96NHjzI2NlZQxr3Y+ng4HKanp4fm5mbWrl078wsKxPj4OHv37nXD+927d8/ZB586wG/ZsmVpTqIHDhw4JZ5rc/EA+f2jT/I3X/0pVnN6yUj2+NPUZkZkDL1rD6ZlIQwNX+MS9IEOjOgYij9Fwy1MyNhvm/EwlhbHkzGEQAjTXeWFZWEOd+KpbcUYH8i6T0UpXtNwJsiM55zcmZiNGMV5XSQS4fnnn6e6urpg04ZiVm7HN23BggVFl7mmS9w5Zg2pKrxcD765MmBMdRLN9FzTdd21Yqqrq5uTHvO5CMvv/NF93H7fM8jNa2bs6lLLalDLapLXtph84RdY4RG8Ten6cmEaSP6pr7QRnQQESiDHZ2tZSIonpa3T7v6ScohYFDk7fJ8OZ8rqPe+btdmSOxKJuMPsi0lszcawoaenZ1auqZm5BMuy0myRU393quSnmZ5rpmly8OBBIpEIL774Iqqquom52WrCT5bcn/7yHdz1XB9K/dKiXmdZFuE9v0P2BhA59taSJCHLqr13Do+B6kENVGJNZCfZhGUCAmO02yU2gJCyiaxHxtPuYbq/XdO0ky6bzhXmndyqqhZFbscttL+/n8bGxqIz1jMp2+LxOLt27UrrFJvtjO5UsjrnbWpqYvHixVlfgNPVOKIoCsFgkLKyMhoaGkgkEoyMjKRpwp0Qfq5aVqfDlX/+N+zuGkMKVuOraEAuMPFkWQbhlx5E9gZAlkDKHSrbnuTDKIFy+1j7p9nHGRpGaBR/y8rME6T8Z9KFpWEqx3O29HLDGRaWa5rG7t27qaysZN26dfT2FiWlda+Xj6hOUi6zNn6yk0qc8tl0yb7T2TiSel2fz0dLS4s7b9qprTuTT5zmj+lq67NZuS3L4k/f/fccVZYSXHseViKKPngUS49jaTE8Vc14G5fkfq0WJbTrIZRgJZKs2FZIOSyVQGBMDKCU17nDBABMQ09rorC0BGZoCG+OZhLnQSAsE23oOJ6GRfj86UMrzgbnUzhFYXmqAX8+jI6Osn//freNMhQKzSrrnWsVFkLQ0dHB8PBwTifV2a7czqCE3t7eGctnucidjySnMoRP1YQbhsHY2JhbW/f7/e6qnlpbL5bcoVCIy2/5BGPVq93yluwL4mtZ7Z7PnBwk3r0X4mFM08TXtgE1WOnWsNP7sK0sTakwdYzQKJ6mFVkPJVlOIboWw4pH8FQ2uL3eaech2Rs+MhWue5SpxelscT6FM2DP7RBvaGgojXizHTCQuXLrus6ePXsIBoOcf/75OVej2ZBJkiQOHDiAoihs3759xkRVMQm10wVVVdNq65kyUWcYgmEYBd/7oSNHuf7vv0yicQPSNEPt1aom1Cq7Bi0sE324i9CRZzHHuvA0ZshQM8pYlqFjhkZQy2tzfr4iuRqbiQhCT+CprMcK57aaFoaOMZK+Dzd0jUOHDrmONGfDQAI4BWG5qqpompbzeE3T2LNnD+Xl5Vn15dkm4lIfCqFQiD179rBs2bK8phDOa4pZuePxOOPj4yxevJjly5cX9EU/3S2fs0EwGCQYDLq1dWcQwOCgPWTSMAzq6urydno99MjjvP/r9yCazyvK50ySFSw9hjC1LCkpYJssJMlt6QnM6ASemua8hEUIzFgIYZlT/dq53GsTUaxEBP+STWk/r6yooKGhgdHRUYaHh9F1nWPHjuUcBDFXYbkkSdXAncAG7IDiFiHEU8Wc47SF5c4+deXKla7ndubrZktux5vt+PHjnHfeeTO+2cWQ29k+VFRUsGDBglmbKs507JmGVGeWQCCAruv4/f40c8XU2vpt//oVvvfIAbyLtxZ9reixFzAnh5B9QYwchBXCAkWxQ+xExJ77NQ2M2ASqvxK1rHrqHGb6d9KMhzFCoygpxzjweVX3b6+pqWFoaIjy8nJ3EITf76empobKykr3vZgDfB14UAjxZkmSvNj93EXhlIfljhvL4ODgtPvU2ZIb7PG7gUAg75TOTBRCbiEEx48fZ2BggG3btnHo0KGiVvtiV+MzYeXOByEEqqrmra3/xw/v4w/Hdahocid/IIG/beOMktLwgccRWhTZF0CIPGUnIRCJKJgGnpQBBGR8X+yS2CiS4kENpqvOpJRtlBmdQMQm8da2YIz3Z13Ol1LaMk0Tr9ebNggiGo0yNjbGfffdx1e+8hXq6+vZuHEjr3/962fVnyBJUiVwMfDO5N+hAbnD32lwSkthThheVlY2o8xzNqFpLBajs7OTYDDIeeedV/AKOBO5TdNk7969yLLs3nex95d5fCKRYGBgwPUUn+7YMw2ZZoaptfVPfe27PDHkR61Pjleutbu7HEkp8QkM00Itr8WXka0O7f4twJTjimUhcgT0ViKKADwVmZWJ1DKWUxKrQOQya0iKVYzwmD2vu64NS0/kzMJ7M4YAZuZXnO3Lu971LncR6Ojo4Pnnn+eKK67IvvbMWAYMAd+VJGkT8ALwQSFEpJiTnJJSmDN/eu/evXnD8ELONR0cJ5aFCxdimuZJ93M7iEaj7Nq1i9bW1jTTu2J7rlMJOzExwZ49e6ivr2dgYABd190S1FyO/TmVMAyDP33339Mht6KWZ4elqZJSH2CEhol378UyNEwtjjXahVJWi5Q6ykcIyPgcjcg4wkig1qbPZoep1VhYJsbkkFsSM3J9TgKMyWG3rROSCreMyMIIjRCeSPFam8GoIRaLsWHDBm655Za8xxQAFdgKvD/ZHfZ14BPAPxZ7knmFLMtMTk5y4MCBGU0RZ4NU7fn27duZnJwseuhePqI6dfFcwwZmsmbKhEPu3t5ejh8/zpYtW1BV1W2VHRsbY3h4mCNHjuDxeNA0jVgsNmfdaXOJzFLYxMQEr333JxivWZdWX54OakU9akU9lhYn9NIDWJqGWpU5o8tCUqbahs3QsD1MwF+Rs4wFNkGNyWGUqkaXhFKe5JkUqEStTAmbhZWWwDNCwwjLYmGKtdZMLq1zlC3vBrqFEM8k/30PNrmLwrySW9d1V475yle+cs4NB5wwv6KiwtWez2avnklUJy8wNDSUt1llNqFzT09PWunMqSIoikJ9fb27P3OGzjvDAVJX9dlqw+faINE5376Dh7nhE19Da9pI5kzrmaCHR4nufwwlWJWV4LIvZIGsIISFMTGIUl6LrHrt8DnXfZk6Ziid2EJYWGSv/lgWakZYLywD2WM/TI2JIZBlPFWNBHzpe+7pmpfmIlsuhOiXJKlLkqTVQoiD2EYN+4o9z7yF5RMTE+zdu5elS5dy4sSJOSf2xMQE7e3tWWH+bAQpqa8xDIP29na8Xm/eunix19F1nZ6eHsrKytxRwdM9GILBIH6/n02bNrlmg858L6/XS21tLXV1dafNtMG591//4VH+9vPfQlP8iGMvEGjbOK0fWSq0kW7inS+hlFUhDC33g0FY9t55fAClKrfoxIFlaBixEN7mVRm/mFqNnQSb7PWDP0dEZJoQUNPMGoQQBHzelENO2Zyw9wN3JTPlx4B3FXuCeTFIPHHiBH19fWzevJlAIEBHR8dJnS/TOLC7u5vu7u6cYf7JkNvZXxficlroyh0Oh9m9ezfV1dXU1NTMypEm1WzQGdGbKiypq7M9vvJ96ebD/fT79zzAtx45grryVajYWm0t2YMtjDhKsBrfglU5Xx/vPYjWfwQlOV1T5Nhbg713FuFR1OaV6Q9ZM10qbGlxzFgoe+gATmgvJxNsQygB2zfNjI7nPNYYH0DxV7j3hrCoq5mSKs+0554rEYsQYidw/smcY84NEnft2oXX62XHjh0nvVpnTh0xTZN9++zoJN8IotkMM5BlmXg8zksvvcSGDRvSbGyne81MpHGSfOeddx5jY2Nz0jiSOqLXEZaMjIzQ0dHhdnzV1dURDAbnbVX/1/++i990aKj1S6buOWPihxEaJt61F2ITWJKMd+Fa1GAVsWPPJ0mW2odtZWWpLUPDmBzGU9uW/T1KMWQwEzFEIoqnqgFrIrsXG8sEZJu0FVOa81xSYCs6gadmIbJ/asEQlsmC5imTh5ettlySJFasWDFnf1wquVOz1tNNAi1WtuqULuLxOBdffHHBnVHTJdRStezO1JPx8fE5X0EzR/7E43E3fI9Go+6qPhuNfj7c9KF/4pkRP2r1gmmPcxJmMCUnHXvxFyjBSpRAxsMzg9yWFrNX4sp6yEEk55O34hE7c17p7J1zvL+WiRmZwNu8JC2sT93jCyHQho4jefxpxHZe39YylZmfqSvMcbE9EzDnYXlFRcWctiuapuk2MhSyqhYTlhuGwZ49e/D7/QQCgaJaHvOt3KZp0t7ejsfjSduzF5Ndn22d2+/3ux1fjhWTM9NqZGTEHVCX6ZFeCAzD4Ip3fZROTxtKjlLXdJBkhcTAUSTZg+TLfq1AQkqS20xEEIk4nqpGjMhEmtgk9RVGbBLJstLG/1iGkdb9JQwDfawPtbopx359qglFG+zEU9cKkRxqONOgoWEqo36KnE/nBHNO7nxfzNm0CcqyzLFjx0gkEnM+98vZCy9ZsoSWlhaefPLJou4tF1nj8Tg7d+5k4cKFWYPgTrUwJdWKSZIkt6R2/PhxIpEIlZWV7l59JnOB4eFhXv3Gd2GseV1BpoWpsCyL8K5fI3t8SB4/OSdYCYEkKbb+2zSmVmIhch5vxkLIZbVZUlE51TjD0DHDI6iVjVm1a/eylok2eBxP4yJkWUUXUtbVJFNPI2sh5J7rcu9scUpsM2fjgJpIJBgdHaWhoaEo7/BCSmFOJLBx48ZZTxHJJKujlc83VfR0mTU48Hg81NfXux7pzqrujOd1MvCZTSDt+w5yw61fR1vyCoz+I1hGAqFr+BauzpnASoVlaIR2/holUGGvzBK58zDCwoqNg6/CtRMGkElPXrnZbllBDeb43JLvmdtMUt2MGR6FHLV3u1+7E0/j0qlrZLznphbHGO+nqalp6mczJNRm4/Q7Xzgl5HYkqIX+0Q5RqqqqaGlpKWrFn8mZ8ujRo4yPjxccCeRDaoTgeKZNp5Wfq79hLiBJElVVVe4Wxxn34zSBlJeXU1dXx9M79/Cxb/0aWs5DBTcEFpaJPtJNbLgLKT6JCFTiW7g+7Uuvh8eJ7n/YHXSfD0IIzOgEUqACT1n6lstiaiVNzXbnazETCDtzHg+lNJMI5IxknTB0jFgI/6KNeYlqJmKYE4N4qhvT5MHTeZafaZLheQnLM+FIUGciU2oZbevWrXR1dc26eSQTTl93WVnZrMYbZSJ1CEMikcibvU89vpjE1qn8omSO+wmFQnztzh/w/ae6UBqzy1mSrKQNp7diIbTeA1iGjtDjSL4gVv8hlPK6dFdTkdnYYWFMDiF5vLlNDKUUOenEEEpFPbKqYmm5JdZWIoqk+PFUTmW3Rcb3xzJ0+yERrMwmqXD6vqMYoWF8jYshoyttJmfTM8X5FOZ5hK+DQkJlwzDYvXs34XCYHTt2EAgEZj2jOxPhcJjnnnuOlpYWVq9ePSdvvuPC4vV62bRpU0FmDYXidH45JEnin//je3zv+WGUlFLXdJADFfhb1xFcsgmlvIb40eeRKuqz/g4r5esmLBNjfBClrA5J9eVfDU3DVqdVNbp+a7a5YTrMRBTLNFMy58l7S9uHa5jhMbw5dOnJqyVbP0fw1S8C7CChs7OTycnJglxPz6TV+5SQeyaTxHA4zLPPPkt9fT3r10+Fd7N1Y0lFf38/u3fvZuPGjdMaNhSDUCjEsWPHqK6uLsqsId+D6td/eJQrbvor7rv/AfeYuf6SFPrAeOsHPs19ByKuK0oxiB7fhT5wBCVVr50KRxJq6FmEzQV7YF8vSlVThogl/TthxkIIPYHsz5/Ft7Q4VmQCT7Udrud6ey1Dw4yM46ufSoYqiuz2rT/77LPEYjH6+vpIJLIlsJqmFTXJdjpIkqRIkvSSJEkPzPYcpywsz0fS/v5+jh07xsaNG7NKCCfT0y2ESBvtO1d2s85IX2cOdaHIR64v3fF97vjDQeS6zXz07l18/M5fsrBCZXG1yleWLp12ukqhKPRBccNff4wnD/XjqWtDKcs3sD43IoeewoxNoPjKsKIT+e9FT2CEx9LG7uaqT1t6AjM8gn/ByqzfSSkPBCN5LbW8Bj0+mX0s0pRvWsrEESXj4zAiE1iJGIG2dLtlRZHTtixPP/00mqaxb98+DMOgurqauro6qqqq5tpi6YPAfmDWc6NPSUItlxuLZVkcOnSIaDSal3zO1JFiIYTghRdeoKqqqqhM+3TlOsdy2Zl8Mj4+zsRE/i9xLmQ2p9z8kc/wxICCUmeHgGpFHVTU0Qv0GAbnv/tzVMtxVjaV867rr+BPX3d5UdcrFnG1goptO9DHekkMdmLFwwhDm3FuV6j9j2DpKN7pO9iEoWMlwngyJnhKVsZ3Q4tjxiZRKxrIDfthYITHQFFRnXFCVq6HRBwhBJ6UaEIIQeqhIjIGejxrjBCkDyQQQuDxeFi8eDGLFy92df/Dw8M899xz3H777Qgh2Lt3L+vWrZv19kqSpFbgDcC/AB+e1Uk4heROXeWcudr19fXT7oEVRSEejxd1rVAoRCQSYfny5UWF4U75Kde9OM0kPp+PrVu3zsqsITWsjEajXHrT++kvW45SmVvNJykqngWriQA7gb/53pPon/gCK1at4dUblvCx97931mW8fBDY74O3diHeFJOFRO9Bu6SkRVGqmvDW28k0y7KIvvgL8AWnDBYAKcf2w0xEMaOTeJqzZ24LxZt2nC0nbcQIj+e9USM0jOwNIvvsmnJOQVEiYtsw1WTssVNaO43QCMI08FQvsM0kMqCmjBLKrPik6v5XrbJnmX3xi1/kM5/5DKtWreJzn/tc7vufGV8DPgaclBrmlIfljgfZTAP9nNcVk1BzxgOVl5fPaphBrjJHLBZj586dLFq0iIULF6YdX+y+2LIsDh85xhve9xkSzZtyDq3L+TpDI965k+B5V9DrL+cnnTp3/fk/UqPqrG4q569uuo5LXv3Kou4lF3L9ObLHT2DxpuTv7WH3iaFOrFiYxMAR1EBF1t8hWRmNHfEwQtfSe6dTj0/+v5l1XG4xlBEZR61blN6BJqx0zbkjiCnPsb2wTCRFsWdwgzv5M9e0ES08NvWyGWrY1dXVrF+/njvvvDPvMTNBkqSrgEEhxAuSJF066xNxCuvc8Xicjo4OBgcHc3qH50KhCbXUEH/Hjh289NJLJ9X26cB5EM2FWYMsyzz61HPc9t93Y3gr8etxFGVmDb4eGSPRuZPyDZe5Ek1J9eBpWUsYeN4SvPM/HsL7bz+grdrLJRuX8ZG//YtZqaRm+mskaWrYPYA+0uWaKaSdR/G5mVojOgnCQq2oTc7uynlmzNAwQlZRK6bkpJKZnrQSloUxOYjiL8tuLbUs1zrZmRGmltcgQsNZVxOWiRWbRKmoz+rpdo9JThtpapmK/grpCJuDvopXAddIknQl4AcqJUn6oRDi7cWe6JQNdu7p6aG+vr6oEbmFJNQ0TWPXrl3U1tayZcuWWRs2ZJLbGTaQ70FUbFj+xW98jx88cwLf+tfhNQ20kRNog8cQehylrA5f8/Ks1yQGjmGGhilbd2nerYtNuGZETTMngG+/NMQ3L38LzQvbWLOgkg++8wZqC7VuKjpDn+94Qdq8rhmUbGZsEtlfgZohYhEprii2w8oQSlUThIZy3Lo9tdOIjIOsoCbr5papk7nWisg4+ILZxE76qgnLstVrDYvw+qbe95mEWOFw+KQTakKIW4FbAZIr90dnQ2w4BWF5KBTiyJEjlJWVFT0idyaSOoYNzpQSByfT0+0M8zNNc9phA4VeQwjBW//2Vp4YUlGTg+8kRcWXYrSvh4aJH3seMxEFWSGwdBvxvkPIqkpwxY6C/4bE8AmM0V6Cm65kUpJ4Rhfc+G8/xxsdpK3Sw59csIEP/tUtczcTbJqHgTXWi1xemzKvC2Qr3cDTfgCMIClqFrHtA5L/Z+gYoWG3JGbl7P6ysKLjqLULUVKaUzLVcUYyzPaU1ZIJgSNLPT41bUQtnNxnUrsnzPPK3dvbS2dnJytWrGB8fLzo10+35+7p6eHEiRNs3rw562k52/FAiUSC9vZ2GhoaWLJkyUkPDkgkElz8tr+l178UtTJ/bsRTUe9a9FqGRujFXyIHq7BkGS1Qibd2euMIgHj3PrBMylZdmHaPntqFiNqFnADu2BnlG2/6MPV+i/Ut1Xzo3Tex6bwN7vE5ks3TImeDkGVihEbw1rdlZdgtlBQ5qYUxMYwSrEQYuV17JZK159BoWunM1NNnfwkhMEIjyIHqNGLbJ5kagWS7sAQQMjn15jh684Ypvbk3pex2Cl1YnHt+GHh4tq+fF3JblsWBAwfQNI0dO3YQi8UYHs7e+8yEXHtuZ/yu0ymWy6xuNmG506q5Zs2atChgunubjtzHjnXwp3/9T8QXbELJNTUjByzLIn7gccrXXYJSXmt/acd6iR59FkuLIXuC+JdsyRJ+RI88i1pZjzdz7E4GFF8QWjcwDvzhxFF+94F/oaKqmqW1Af70FRvdsTuFwt4TTz20hKljTI6glNfkLp3JqXLSQdc6ycxDbmEksCImnpr0qoekpJenjMlBZF/Q9T9LP4mYMlf025M/zVDMnVjiwDJ0zOgk/sXnpW0bvd70Ec3TbSnD4TAtLfnUb6cec05uXdd57rnnaGpqYu3atbPeA0M2SROJBLt27aK+vt4dv5sLxa7c/f39jI+Ps379+oKIDdMn1B548Le89zP/ga6W44tOuKYF08HS4kQPPUVg1StRkskiZ+X1JMtSZiJKorsdKxHBMnX8bRtIdO3D37IatbpwRVn0+G5kVSWw9hIM4DBw4KlRYsf2U3nBuoKNDi1JcfezzrwupaoRK2/iLOUBkKo6yyEntRtAImnuLg4kpxfbShonVtQjtDDkVLtZti69vNp94AjLTKtfW7qGPtqNHMyebJo5kGCmlftMmRMG80Buj8fD+vXr08KTYmd0O0glt+N7vnr16hnLXMXsh48cOcLk5CRNTU1FSQfzheWf+8o3+ObDB/GuuxyPsNBHe4idaEfoMSRvGb6Fa7K+QPrEIFrfIcrWXZJ3WB7YK29gyWbAThSFXvoVakU98d4DKBP9+Nrydzk5iB5+GrW6GW/DkvRz+8vA4yey92FkbwDJG8DbvALFnz/MlEhtsRx3V9h877wwdcyxcZTa1vT7zBCxuNZJ5bmNOYSwUlZ/+yFhxNOHAzrH6eFxe/JnShguK6nETmCMdOFtXIox2p11LZ+38LA8HA6f23tuSZKy3FgKHeObCSf0dVoqC/U9L4TcTqNKWVkZW7du5eDBg0WXtjIVZ3/2/k/yWL+M0mCHx5Ik461rgzpbq2zEJjG692DFQ5hCIrB4C9pYLyIRpmzNqwu+thWPEj/yFJVbrpwSY0QniB/fiUhEkYSJd/GWrJ7n8L6H8S9ch5pntpYSrKZ87UX2NSyD2NHnEYaGrHhQa1rw1C/KMqu0YiFMPY4nVYsucqzEegIrMp6zKpCaFXcmcaqVdViTg7nfALeZJGX1N4303u9kJ5kcqMj2Uk9+NU0tjjnRj7d5BcLQs0J1+8bTx/dOJ2Oe6z33yeKUmjUUC8uyiMVijIyMzNhSmYqZtgHRaJSdO3e6LiyzucfUlTuRSHDZn32AE95FKFX5E2dqoBIWJQUhpsHkrt8gewPIskpiqBNfxmqaC/p4H9pAB8H1r0kLn9VgFepSe+iesEy0gaNoyYkeSlUjxmg3wRUX5pRY5oIsq5StnErOJYa7CO/6jR26+srwNa/AikeQPIYrAnHfm0wRixbDjIXzN5Q4rZYZkzhzNneYdi+2t3VR+kijlO+G2yJa1Yg1kT37C2HZ/dqTg24EIywza6KoNtqD1Dq1mJimOa0+40wa3wuniNyz0djG43F27dqFLMtFzf2C6YnqTBHJ9GObjZxUCEFXVzev+4tPEmvahFLgtA2A2KEnKVu2BbW6xU4KTQwQPfYCQosjqd6cibN43xGEFqFs9fRqNElWbFvhBfbeNbz3jygV9cQ7d4IsE1i6Lae/+HTvsK++ze2WsgyNyKFnEJBzry+Uqe3NlJy0ASOSX4tvhEZAVtMncWYk2pyWTaWsOmv74dy7MI1k2awxmZDNjhjtjP4QvpSedGEZkEJubbQHJViVJmKZSaEWiUTOGP80mCdyn6xNkOPEsmbNGg4ePDgr77XMlTt1SmeuKSKzWbmf37mbz377s5i+KvxGIn3OVR5YlkFk3yMEl293DQokScJT3Yyn2v4imYkoWu8+iIcxTBNf61r04W6UQDn+xZumO30a9NAIenc7FZv+xN3LC0Mn3n8IKzKOZGoojSumWhwLfJtl1Uv56gvRevbmOSK5EicbT6aTk4I9ZVMtr0PJmMSZGk5PWSc1oQ+fyH1VN1nXmDf3YOlxjMg4voXpmgthmciqByEE+mgPalkNki9IsIiBBOf8nvtkYK+EXfT29k5rWTQTMrvJLMti7969SJKUVyFXLLm/+I3v8p8PteNb/zpEUnFmDXZgaTE8Vc14GxZlvcaMhYgde57ytRfnHirv3L8viLLoPMBOCk2+9GvUYBV6PIylxfG1rpsxcZYYOo4ZGiaw5uK0h6Okegi0rk+eW2CM9RE58hxCiyEHC191hGXlmiOQ/KVtiYTiSXMnlY14xmECM2SLWDKJnTwCIM06SQgrZ7wuLBNzciSrbJZ6k3a3WRhPyj1N/dIEbwB9pBu1sg7ZG7RXeEOjt7eX2tras8r5FE4xuadrqUwdOJCqDHNKTsUMOEglaiKRYOfOnTQ3N7No0aKTLp8JIbj57z7NH7pN1EY7OZSlOJsYRDu+EzMRRih+/Is3Y0wOYIx0TSslzYRlWcT2/ZHy1a90+6uN6DiJE7uxtCjCEgSXbMny2o537wNJIrhs27Tnt0ttLXhqW7C0uP26QiEshMj9dxiRcdTKetRghidaiubc9UQrq4ZY/vfD1GJYsfBUL7ZlufZL7nn1hO2w0rJ6mvPEseJhPFX1uffhlok+2oenusndsgjLZO3q1RiGwf79+wmFQgA0NzdTVZVdNjvZwY2SJLUB/wM0Yxcd/lsI8fXZnu+UkdtRm+V68sViMXbt2kVLSwttbW3pvlt5urUKuZYjTy2kA63QDPtrbvobOpU21Gn80z1VjZDMSJuJKOHdD4GiIHuDmLGJGbXW4NS9nyCw6lVu3RtADVajJsthwjTQ+g9jxSawdA21fhHm5DBqRT3exiUzXsOBHh5F69qDXIz7irCySljOTGzZ488itg2nPu2M2LU90cw877sZjyDJnjSTBbv7K0VYoiewohNZ9kqp92QmYggt4vZ0W6aRpXAzw2N46jM6zUyDlcuWsGjRIhYtWsSuXbuoqqpy3XP9fj91dXXU1tYSCATInFs+CxjAR4QQL0qSVAG8IEnSb4UQRQ8BhHncc2fCyWBnktvpvFq7di21tdnhUuZIoUIgyzITExMMDQ0VVT6bzhiit7eXy9/9CSKN56EU4d2d6NpDoG0tnoalyYaEDrS+w1h6ArWyEX9LtgGhHhpB695H2brXTFv3lhTV3TsKIQjt+g1KsAp9rBsjNIR/cXZSLhPaSDfGeB/BNRcXtXILy0orHdly0iGU8hrMaCjfq7BMAzNjxK4ws993Mx5BWCaezEmcwnLtmtwwu6oRK5xbAWklosi+aJqQKLXKIITAHDluVy0ykozCMtM0FZZl0dDQ4FZYotEoIyMjHDp0iI997GPE43F+85vfcOmllxbU9ZgJIUQf0Jf875AkSfuBhcxiwiec4pU71QE1NcE1XQtoseo2IQQ9PT2Ew2Fe9apXFfxQmE5O+ruHH+PPPvxZ5KaV+AoktmVZxA48hq91HWrSjVOSZXxNy6HJDueNyWGix15E0iJYspfAsi3oIz2YkVHKkvXmQq8V3ftHylZe6Br1m4koid79iHgYyzTwta519esO4r2HEGaC4PLtAOhjfUQOPY1aUYu3abnbYpoTwsLZE2fJSfPIWISpY4z0oNanz/+SMjJ5ZiyU3APneChbtlglNcy2z53DNDEWAkSO7q/kfQtha8lrF2KGcsx0F2aaB33m4hQMBgkGg7S1tXHPPffw2te+loceeojvfe97/PjHP875HhQKSZKWAFuAZ2Y4NC9OKbkdkpqmyd69e5FlecYW0GLIres6u3fvxuv1UldXV9Rqn09O+uU7vsPXfrmLwJarMSJjxLv3YmlxEOBfvDGnhtoyNKIHHiew8kJbz50HamW9m0m29ASh3b9DVr1IHi/6xGCK93Z+WIZGZP9jBFenh++KL0hg0UYguaoOdRIbPIapaShl1VimjhqowN+y0X2Nt76NslUXYoTHiOx7FMnjRfYG8DQtzw6zhZ1Qszu2MuSkOT4v23xwAn9LtpyUlM/fjE4gkFDLqjFyRQBCILQYAtKskzKjRTMeRmhx5EB19imw3H5tT12bvTXIlQeJhdPIPV3OqKysDK/Xy1e+8pWcvy8GkiSVA/cCHxJC5NfyzoBTFpY7EtTUgX6ZI3dyoVA3lkgkwq5du1i2bBllZWVFjw3OpTh790c/w0OdCTdxppbVoCYTW5aeQB/sgNgEph7Hu3AdakU9eniUxIn2pJS08MkT8c6XCC7agKd+kS2bHO4ievR5LD2OUlaNb2F2hlyPjJM4vovy9ZdOey1JkvE0LsOTTPqF9z6M5PFh6DH08QGCS7fYdkXJz00tr6F8w2vsv9OyiB99jrgWBUnG27AYT/1ihLCwDANrvA81Q04qMmrLzr5YqciRpbZfAWR7ouUSspp6Asuy8GWsxqmhtrPyy2VViBQnFfdqVnI+WMOiqRliGVGbMTFk+8dlRJT5yB2Px08qmZZyfg82se8SQtx3Muc6pSv36OgofX19OZ1N8qEQNxZnVK4zHigSiZyUE4thGFz2Z++jQ16Yd5ql7PHhS2ZnhbDQhk4QOfIsQovjb11XMLEtyyJ64FH8bRvd8FFKksgx/jciYySO7wQtioVMYOlWjNAwxmgvZWsvLkoHENn3CIG29SjJrYIwDRIDR7Gi45Cjq0qWZYIrL3D/rY/1Etn7R4ShYSXC+JtXZL1G8kxFM5Yex4za+2J9Mk9noBBZnmi5YMbDiHg4Z0RjmAYebIkvQqCWVWNpsaychbBMzOgk3ta1OYYDJs81MQCKJ2sCynSYC3WaZH+Q3wb2CyFOOgQ4JeR2ZlM5bZrFNGhMF5YLIejs7GRoaChtPNDJmDUMDAxw6Tv/nkjDRhRPYfcpSTIiNkGgaRneljUYoRFiHS9haTGQZALLtk4Tvj9GYOUrpg/fy2pQl9oRgzB0wvv+CEjIHh/6WK9rZjgdLMsisu9hgsvPT5vuISkq/uRDKt57eMbzODZL+vgA+khX7oNSJncILebuix2nk/RDBWZkHG/j0pyqOQfOaqyUVeXWgAvH5lie0tSbZpqvmp0bGLBbPzPPkVy4jfEBUL2o5TXI0dG895OJuXBhwbZY+nNgjyRJO5M/+6QQ4lezOdm8h+WOc6hpmixZsqRo0/Z85Hb27YqipI3Kne4100GWZR574hk+/Z8/wLvpqrRJFTMhcuhpvPWteJKmCmpFnbsKW3qCRN8hRCwERgJP2wY8FfV2o0fHS5StvSSnD1k+xLv24G9ajqdpeUq/9wt215mvDP/iTVnhu2VoRA48TjClnTQnihECCgvytYYKy7Y7stKTWZaeKWKxWzYlX3BaYts+bPZqbITHclYQzEQY1V+WEtLbe2s5KRaaSvo1Y4zkUrgJ9PEBJI/X3XplDiGcDnOxcgshHqe4T2FazOvK7eyv29ra7A6iWTSP5NpzO6NyW1paWLQoWwk2m5X7Wz+8m6/98iU8ay9H6zuEZcQRpk6gbQNyrqwtyZB6/yP4F29BLa/OeYzs8RFos91O7PD9OJPHXsCKh/G3ri+K2OGDT+BrXOa6kmT1e8dCJE7sQtKiGEIQXLwZIQSxjhcoLzIHMBOEMPMq1KxYGEXxZo/2Uace7FPNHfWI8YEc50/uwyPjtuY8mJR1ZnR/gb1Xl5DSiG3fiAUeb5r/mizLORVuZiKCWtmQpm1X5BR1m2VNu/050yyWYB7J7eyDnQaN3t7enCNYZkLmntvp685XF3deUyi5hRD8xcc/y4NHYnha1gCgtCZrx6aBNnwcKx5BxCbwNK2c6lnW4kQPPZlmrjATJEkGLY6/tgVv28Zk+P5icm+o4l+6JXf47j5ENue26k1CCVQQWLLFvnfLJHrkOYzIKIq/Am34BL7GpXlfa99gQX+GDTP3ym1GJ22DwlyiEscTzTQwUmvdOVdFgRmxjS6U1DFBqWG2a53kx8rxABaWiSRJ6cQmexXWx/rcyCAVqZ7lhTSNvCzIHYlE6OzsTNsHn4wbiyMuKWRULhTuKW4YBq/78/dzRCxAzTSuJykSSdakhRDoI3YG2wgNY8bDVG1/Y1Hhe/ToCygVda56LD18j6eE71oyfK+z9+X7HyOw+pUzTvRIhT7Uier1UrbqSvvfTteZHkfyePEvmlngMh2EpWeLQSLjSKoHyZtv6yWyzA4hu0YthLCFLoHydGInz+EeEx5B9pYh+wJ5s+JmeDR71ljKfetjvUjeMrwiu3tsuoEEmTjT2j1hnshdXl7O+eefnxbGnIwbSywWc0fl5vNNKxZDQ0O85uaPMlm/HsUz88orSRLe+kWgxZBlGXXlBSS6dmO5jqW5k2YOIvsfx9uyKm/tWvb4p8J3y0IbPk64qx19vJ/AovOKInasqx1Z9uBbstX9maeqyTVUMBNREj17kRJhDNPC17YeJVhNov8Yankd3uYVM4fwgqnBfpkeZZHx3C8xEuihYbw1GRWI1F7sFAmrnPP7IqZ06YHKqb16RqTmPER8Lauzwnjnsa+P9iL7y1GClWjxEJmfnqFN5QjOto4wmMewPHN/Mls3Fkdx1traOq1vWjH4w8OP8u7bv4e1YEtRWuDIsRdQy6rxJ00R3Jq3oaH1HcGKT9reZgvXTa3IlkFk36PJFs/COoYkWbb12aqHslfciBkeJdrxIkKLJx8kucN3sKMDtbI+bX52JhRfcGqKiGWRGOgguu8RvAtWoVQ2Etn/qD1W1xfMb7UkLECacjFN8yjL3hJZegIzHiHQluO+UhRjxsQgSnmNff6MBJxzqDE+gFJRm/YepEYRlmn7uamVDbk/XyHQRntRAhV5PxNjchjFm+7CcgoGEswpTotCrVCEQiEOHz5MeXk5y5dn2/PMBv/5nbv4lx8+iKUGsTpfQpJk23tshmggfOBxfM0r3J7rVMiqF3/bOsD+YutDnUQHj2LG7FnP1Tuum7bFMxO2KUOUwCrblCF/+J7A07bR1V+HDz6Br2l5znvMB2FoWMMdVG67Cm3ouC1gWe8IWGyrJSsWRg5U4KlZgKcu2diTtFLSR/tQa5oySkvpWyJLj2NFQygZtk9Thwv7ITFumx3KqmpHRFnjfSy7+6thUfbDLfnMd4waPTXN6BO5hhdYWLFJPJXL0omdso0zQsOAoLImXVc+U7tnvhzQ6cIpbxwpFE7nzcqVKxkdLbzeOB3++tZ/5hcHw3iXbnd/ZmkxtIEjWHoMdA1/23rklJVqauVNrw/ngyTLeJuWIfvK0PoO4l93CbETexBazHZYmaGZI9q5E8VXhn/xeTl/nzN87z+KMdyJt7E4YhvRCeKdOylb/xo7DM/43DKtlrTBDiJ7/4jkDWBODKKN9+OtX5RdMkp1FtVimHG7ZTMxkm1AmPxD7NU4qU13zpNmnZQkvxwozx21iCmnFrenO0dDijHSlWfFTmbnJ21iq5UNKIpwJaelPXcKMt1YVFUtKCx3RuWOjo6yfft2EokEQ0PZT+BiYBgGV7zzQxw0GlAzxsfK3gD+hXaW3G6hPIIVHccyNNSaFvSRLsrXXjSLlTdCcO3FAO4+227m2Gdn3y2TwJLNaSFv5PDTeOraChKlgP0g8dS2YQwcoWLrVYhEtKDsO4A+Pog+eLQohZu3cSneZMY9cuxFPHo8O1QVwm0EcS2WKlN6sTMgTMN2Tl10Xta5HDfT1MYUM8/kT5vY42l+boqSfj5tpBvZX4GcyyddpBPbPqnJc889R3V1NYqiTPs+hcPhM8qoAc6wsDx1VO62bdtsy1rDmFUiDuwHxdjYGJe8/e+YqF+PUjZ94sxuobSJro10oQ0cRfZXJDul6vC2ZNsSZyLasRPFX5bTDslu5kg6rCRNDBORcYQex4hMUrb6FXkH0+WCpUWJHnrabg1VVHv+lduI4oTvYTDiaeF7YqgTMzRKcNUrCr5WJmRFzbOSCUDGjIURZvpkTyEyk14GemgIuawmx/sqkGQly8I4lyeaZWgILZo1HthEQsb+HlhjtnUSkoSVs84dRvYFp4gNVJSXs2XLFiYnJ+nq6iISiRAKhdyxvakVm7lwPpUk6Qrg64AC3CmEuP1kznfKyD1T7dkZldvW1kZr69T4nGLH+Ka+7qmnn+Ptt30Ds6W4xFm8ex8IQfm6S92fGeEx4sd3IbQokuLBv2Rz1qoYPvgEvoaleGpnnjrhmBhalkGs/Y/429ahDXWQ6NmP5C/Hn2MlS4UeGkHr2U/Z+ktzDhHICt+HjhMdPIo21o/i8VGx6U9y3dWM9z0jhIWVCCH7/GkWS5A/6WWM92Wfx7KwFBmRaWGceViyKUXOkxgTQqCP9aGW1SL7graMNUM4ZK/YUtaIYX/Ss7yyspKamhrXmGFsbIyDBw+i6zo1NTXoun7S8lNJkhTgP4HXAd3Ac5Ik/d9sjRrgFIbl04U0jmHDunXr0lrsYPb18QcfeZI7fv4ohhrEFxktaOoHQPTIM6hVzVnZZrW8xhWQWHocvWc/ZiKKZRr4F59H/NiL+JfkV6rlghWPEj36jL3nVVTAXnlspdluW5suhF1mSxHKJIa6MEMDBFe/qqCQ2u4jX0o8Nk5g4VqUspqCw/f8yGN2GAsjJCWL2KmvSd0bC9PI+XASloU+2YevcWk6sdMmhSQwo5N4qhoxBnJ0AQpss8OKWldlKCwrzXjRDI0gSaDmECIF/F78fj+Tk5P09/ezbt06vF4vTU1NNDU1IYRgYmKCO+64g0ceeYTx8XFuvPFGbrrpptmYNewAjgghjgFIkvRj4FpmadQAZ4BBYldXFz09PXkNGwqd0Z2K9//jF/hZ+xi+ta/B60792IPQYygV9Wl+Zw5ydWflg+zx40uG3ZYWJ7znd6gVdSS6dmM2LMNXP/PgPn1iEK3/iN0amvHltpVmmwHb4EDrO4wZC2EZCVB9KP5ygsvOL/DdsBE98hxq9QK8yXvLDt9DyNOo3zKRa3ifERlHCCtbBkoy0SZJ2XtjYSHIyIqbOsbkIL7mFflXbC2BGQvhqWpAiGyzRiEEZmwSb11r2qRRLAMUm+hG2E7UKuV1GPFI1jV8Hi+RSIS9e/dy3nnnUV5ejmVZ9rlNE8uyqK6u5uMf/zhPPPEEn/zkJ3nuuecK9tfPwEIgtROnG7ggz7EF4bSR2xkWqOv6jKNyC7VJNgyDq275O9oTdajJJo7MqR/65BDx47uw4iEkbzm+xeeBZRRkrpAJPTRCoqudii1/au8PMxo55GAlvtYNWV/QxMAxrNjEjP7jAJLiwddql9mix14ELIQeI3zgcdTy2oLyAOEDT+BfsDLnpJHU8D207xF74GABgpnUBKPjQWabO/hzzwoTFui2YYOnujHltVZaI4hl6JjhUdQZ7InNFBcWx50l9X700R5kjy/rb7Gz+YpNbGE3tgjLzBbtRMe57FVXs3v3bjZu3Ojup517cr6vlmXx5JNPcuzYMdauXcvFF188wzuXF7lCsNn7g3MKRSwOhBDous7OnTtpaGhwhwWeLMbHx7nk7R9irGYtann+L6enssHN3pqxSaIHHscMj6BWNhY8AA8gMdiBGR5NyzZnNnIY0Qm0zpcQegxLVgks3Uqi9yCy6nU14IUicvgZPHWtaZn01DwAkkpgWXp4bWvSH8W/ZHOWbjoX1OoWYh0vgmUieYN46hfN6Abj2BPLPlsGammxtNDZvRc9gWVo+FLNDu0TuCUvS9cwI/aqbuRRuVlaHCQ5zYUFMUVuIQTG8HHUqmbMcI4SqhB277qY6lizyZ1ChdgE77vx9SxfsogVK1ZMmyh78cUX+djHPsbTTz9d8BDJPOgGUt1LWoHekznhKV25FUVhYmKCvXv3smrVqpN9M1y8sHMXN37iaxgLNiEX0flkTA6j+AKUrb0OTJ1432FEPIRl6PgWbcBTljtMjZ1oR1KUGa2D1WAVavIYy9AIvfRr5EAFkqIiVzbk9s/Ogci+R/G1rc/aLqTnARLofYcw42EsQ8fbupZE5y6Cq6bvFU+FrCoEV0xFgvHuvSS699pkqmlJ+qpNSU5zyUDtKCud3LY98WTufIQQICl2uB4dd1f1XGG/qcUQegxPhie8sCwkRUnq/7tRa1qQVS+WlZ1ZF3ocSQ6mv5eWiZTUHkjxST7/wXexalkbTU1NdHd3c/ToUWpqaqivr6emZiqzv3PnTt7//vdz3333sXhxfkVggXgOWClJ0lKgB3grcNPJnPCUktspdW3evHnOpHqf//K/8x8/exzv6lcXleuNHt+F4vETSJoDonoJtCXN+i0LbbCDaN9hu8TSuMzWlQPRw8+g1ixw/13w9Q4/Q/nqV6BUNrouqJH+Iwgtjqe+LWfHlm2w8EeCy3fMKF2VPT58yfDa0uOE9/wetbKB2LEX8NS2uA0w0yIjCPS3rofkAAN9YigpYPEj+8oRWgx9pAu1ekFagkoSApHqiZY0bFDKanJqzgUCTA0rYqRFCVJGgs9MRLG0eG4hkbCdWPWRbtTqpikZrJyuTbDCwwgthlrflv56ywTFgxSf5J/f93bWrlzC+vXr3bq1aZqMjY25nY4vvfQSg4OD/OIXv+D++++fE/WkEMKQJOl9wG+wS2HfEULkG+lSEE6ZE8uRI0dIJBKcf/75c0bsv7vt37j7hV6kphXEutrtL1GgCl8Ou+BURA49hbd+kRs+Z0KS5eQ0ylRDhOfRhjpQqxe4+/lCkEtb7rigOoTTx/qIHn0OSYsh/JW2Os0yiO5/jLI1r0Yu0BEGpqaaVGy+wt1HTnWExZDUAP6lm7KcSPSJQUSOOdkOPFUNeDZebv9Nhsb403ej1rZknUcgXKWbmYggtARqRR2WFs+9/TJ09HiYwDQPH/sBEcdTUYs20pP1e8cH3du0NCPrnyIpDY+CkJBzbE8sy0TR43zmw+9hw+oVrFu3Lk2QoigK9fX11NfXI4RgfHyc//3f/6Wqqoqbb76Zu+66i2XLspO0xSLpuDIr15VcmPc9t2EY7Nmzh2AwSF1d3az215lTR4QQXHXLh9gVrUFNZr4d2aURGSPetRdLjyNLMt7FG90voNsXvWRLQXtQ59pKZRNaz34qt/wplmFM1btnKCM5Pd/lay6ado6Yp2aBa8BgxiaJHn4ac2LAFlQUMXNNnxhEHziSNdUkvSMsgt7VjpGIISyT4JLN6KExzNAQSoHbBFn14m9ZgzGU24RSkpXknDAd1TFFFBZkbJksLYYRHsOXo93WgRmPIoy4e57MphS32aRmQd7PwQiNQtLiWJ/IHgusGDH+8X03c96alaxdu5bKyvwy48OHD/OZz3yGu+66i40bNzIxMVGQL/7pwClxYlm8eDEtLS3s27dvVp1hTq1blmXC4TAXve19jFStQS3PflPTHErjkWS9OIGl6wg9Tvn6S4pfCTtetAmjqMg+UJfayTBLj5PoPZCUk+oElmx15aSuyGTdpdMOFsiEFY+gyFC2/TowDRL9hzFjkwhdw9e2Lst73IE9G2yE4KrpM/CKrwxl8WZ82CteeN8jYJr2e1LgAw/In8cVYMYmkP3l6cYSQqQ1gphaDBGP2nvfXHkSAWZkAiHMtJp5qjuKEAJ9uAs5UJHHMEMky105vMsdxEPc9v5b2LJhDWvXrk2b/JqJjo4O3vGOd/D973+fjRttS+jpjj/dmDdyj42NsXv37rRRuSdj2GBZFjt3t/Pmv/8SekthiTPZX0ZgyVaM8X70voNQu4BY50sIQ8e/+Lw8I2+moI32YIx059Vfyx5/upy0/wiJ6AT65DCS6qXyvNcW9Xcm+o9hJUIEViYJqnrwJ8tgts92J5GBY0haFKWmFd8C23k03nsATJPgsq35Tp37ej0H8dUswLtwrW3QP1iMHXTuz9GKh+0BgBnvrZBws+jO/tlTWYcRGU/PVDvn0aPIqjdLfGQlPwc3K17TihUdzWmaaMbCqB7/NMSe5JPvvoEtG9awZs2aaYl64sQJbrrpJr797W+zZUtxlY7ThXkjd1lZWZYwZbbklmWZH9z9cz77o0eQW7cWlTiL9x5E6HECay9xfyYsE33gKNHeg/ZernkF3gzJaLxnvx22rixMRyDJCr6W1SS696L6g+CvJHr0OSwtgVrZgH9h/iF1ALETe+wSWZ4RvZIk42tahq/J3obok0NEj72AMdINiofyza8v6D4dRDt2opRVuY0gkiTlLGHlg9CyLbOMyJi90pblCO+FrRU3E1GEbu+fwc6KZ9azzVjI3qvnDNeF6+uu1rQiq2rSNyLDVy05QSTvtJF4iE+9+wZ2bF7PmjVrprXa7unp4a1vfSvf+MY32L59e97jzjTMG7l9Pl/WGz5bN5Zv/u/9/OzJvViKB19gALXAgXXRYy+glFXjb0knjCQreBeswktyBRjpIn70WQxNQ61qsA3+Kmrxz+Q5lnm9o8+jVNbjbVgC4GbUjZA9NkhoUSSPz96np6w00aPPoVY2TmuwkAlPZQPG4DHbuKG8lkTXXnt7gLCHDOQxdYSkWq12Ad6MxKAxMZhUe81M8lQrJcfLTPL6kZFzPySEwIxHkD2+tDA7KyseC9mzssvy7HstOxRX6xZO5VKERGocZ4RGkADVl1vvIBIhPnHL9ezYvJ7Vq1dPS+z+/n7e8pa38PWvf51XvnJm0dGZhFNe5y5mzy2E4Jr3fISXQhUE1lyUbALodaWkakVj3mmW4QOP4WteldYCmAuSJNlijSQRQ7t+jRyowRjtwYyM4V+8uaCmk/D+x/EtWJnzempFvRtemomITcRE1P7CGxqB1nUFjQ5Ku97BJ/A1r3Rf5zqrJPfpVnQSocfwtaxDTVGERQ4+hbd5ee7rKSqRvQ8jeQMogUp8C1blTwQ6ZodJWyQlYFssGcYYmXVusJNnAjGtwaM9UADUsmr0nI6otmWyv22agQKhEUBCqaglEY9mfcElI87Hb76JV2zZyOrVq7N6GVIxODjIDTfcwBe/+EUuueSSvMedqTilCjVFUQp2QA2Hw1xy0/sZqlyFWlHmntNbuxCSJSx9YsgmemQUuawWb+t6EBaRfY8QXDFzbTgVbslq1avcWqoVC5M4sSs5XEAisHRbVkbWzsA/jH/JNtQCJlQovjICizfZgwL3/h5PRQP6YAeJngP4WtelK6/yvTf7HsG/aFNOUYikqPhTJn/qwyeS24M4RmiE8nUX52nqAE95HYHltmbdbid90k52yYo90DB1H+2KWAZRAlVTIhYj23rYjIWx9Die6lxhdrKqEp0EJNRgslyYOR7YstBGTiAHKmcktpuhzxxHFA/xoVvexqvO38zKlSunJfbw8DA33HAD//Iv/8Lll1+e97gzGad05VZVlWg0OuNxe/cf4NoPfQF9wSbkaXy9PVUN7uxmMzxO9OATGJODeGpbkfKEZLng9EVnlqzkQPmUVbChEe87iBSbwDCFbf7v9eccwjfj9QyD6IFHCKx+tWt8KISFPnSc6FCHnWzKITxxH0ArL0DxzdxeKEkS3obFqHVtxPf9geCyLehDnSR6DiCpnixXmNQEuOwNUrbukuR1k/PCjASyN2i3tAorSzQCZK30zkABJVCZd0+vTwwief3pAwVSteKWiTHUiadhKUbOKSciB7EzjoiFeMtrtvCq8zdRU1MzrdZibGyMG264gU9/+tNcccUVeY8703HGheU/uu8XfPzOXyEt3FpUTdyIhZAVD1U7rkdoURIn9tihL1JWy2Qq7O6sw3n7oh1IqpdAW3JqpmUS73zJ7o0OVGBFxlG8hdkbuW2eGZNGJElOczrRx/uJH3seU4sj+cvxLVxL7ODjlK+5eNqaedb1LIPoXudB4od6e1+f6QoTXLI5bzt35rwwbeAY8Z4DqLUL8q6iYE/sRJJQg1UY4dGc2xsrHkYOlKNmKs+cxJdlog134WmwWz+lHMMBRfI9SiV2qjGEiIf5uz+7kktfsZ22tjZ3GqxlWdTX19PQ0EB5eTmSJDExMcENN9zAxz/+ca6++uq8f9vZgFMelk+XUPu7f/w8P909jGfB2qKuFetqR0IiuMr2+5J8ZSkrrk6i9wBmPGSXwJZscWdJJfqPYMXDlK1+VVHX08f6EJZF5dY32P8e6ZrKjFc14s+jkNNDw2i9B3O2eWbCU93sCnP0sX4ie36HUlZNtOP5nNuDXHBmkZWtuzjLJirNFcY00AaOQoFWUt6mZfgnBjDGstViDuxJIYq7GudSv7mTQvKUJF1ip/i0WRn7eSs0ZOdfMvTmTqeYSIT4wFuu4LJXXcCyZcuor7e3PUuWLEHXdYaHh+ns7KSzs5Of/OQnnDhxgg9+8INcf/31Bb0XZzJO+cqdi9yOPPV3uzuxqCTWtRdh6vhbN8zoSho9/Axqdba5ggNJ9eBfNLXiav1H0Hr2kRjrw1vbQtmK4lpm4z0HEJZBcMUO92fe+kVTmfHJQaLHXoBExF5xkwm5xNAJzNBQ8Q+SyWG0wWNUbLnSNsAwNOJJ+yTL1PEv3ogarM56nRmLEOt4PimimV4TICmqXcYbzjVDKw/yKuck9PF+W1iSsnXIfLgY4VEkjy/vvQlhZRE7s/XXDsUV5Bx/v7BMJFPj/TdcwesufkUasR14PB4WLFjAggULaG1t5c4776SxsZGvfvWrDA0N8eEPf3j69+AMx7ySO5dJYia50+SpDY1EK+xGBTMRtWd2RSewkmNxU0PrYswV3PtJ1qJjh56gYsV2LNMgevgZLEPDU9c647idSMeLqMFq/E1r8h6jVjaiVtqZaCsWIn58F/pIN8Iy3JW+UEw9EKZKMPb2IMU+afAoRvd+DFPD07AMX32brY7rPVD0eN9i2oetHF5mtkHCBJ7y+hyjeKfEJ/YIoACyL4g+MYhCekguLBMrOoE3c6BASpkudY+dK7OOFuVtV1/O6y95BUuXLs0idipisRg333wzb3vb23j3u98N2PPoznac1j23M9CvtbWV5uZmPCnSQsUXnHIjMTTiJ3ZjTg7bPcEtq4l17iRYpLlCrplbTk3aGOsnevQ5hJ5ALqvBt3Bt2hcrcvBJvI1LXQ14IZADFUgIgovWodS2keg7iIhHsEwjy/k0E/HeQwhTm7at1G5wWQnNK90Gl9Du32LFw3gXrHRteQuBPSK3cK86Yaa3ZApnxrbqR/bn/kwyRwABdkdW2nkN26U0UJm9R7csJFlJ+orL+ZNn8TB/dcMVXP3ai1myZMm0rcXxeJw/+7M/481vfjO33HKL+/NZ2CSl4ZZbbuGBBx6gsbGR9vZ2wLYTe8tb3kJnZydLlizhpz/96bQZ+5NF4ZKkOUBqWD4xMcELL7zAqlWraG5uRgiBT819O5LqJbDsfMo3X0HFliuJH3kGpayGeOcu9KQSaSZYhkZk38MEVr4iZ61VrWkmuHw7ZWtejadmAfGOF4gcfILwkeeY3PMHfAvXFUVsgMjhp1CrmvE0LrfVZ20bCa68kLJVr8AY7SF6+FnC+x7JMgiMHd+DJEnuCl0IpKSFkbeynqodb8RT00r8+C4iB59IRif5E5l6eNR+eEYnCna9kVNGMLl93f6K/HPCJNvPzDF1mDpRije5aWCO2KG4lGN2lxCW/RCahthWPMx7r3sNV7/2YhYvXjwtsTVN4+abb+bKK6/kL//yL+fENMTBO9/5Th588MG0n91+++1cfvnlHD58mMsvv5zbbz8pc9MZcUrDcscBta+vj87OTjZv3ozX60UIgSzLeJUCzP4UFbmyiYpNr7f3ZX2HiB3fhRWP4GlYkiUjBfvLq3W1FzzGVi2vRS2vxTI0Ynv/gKeinkTPXhKSTGBZYcmsfAYLMLU9gGQtemSqFm0mogRa1xbdLx7vPQCWhT+ZSFTLq1HLUxpcevYh4mEQBv4lW93BC/r4APpQJ8FVryRy5FlbxOIL2DPDUswZspBjBJCsejET2V5k9optO6xkVy2S50mu2J76xfb3JMfnZEbH7fnZmcRO3ouViPAX11zCNa+/lEWLFtHYmF8YpOs6t9xyC5dccgnvf//755TYABdffDGdnZ1pP7v//vt5+OGHAbj55pu59NJL+dd//dc5vW4qTrmHWiKRoLe3l61bt9qlDUly31ifWtwbLEkyvpY1+FrW2F+yoQ7ix3ciEhHkymZ8zcuT3VJDBNdcVNQHaPdFv0DZxte5DwRhaMnMewRhGgSWbskKrd1a9IoLckyozPU3SHjrF+OtX0zs4ON4GhZhTAyhD58oyOIYkrp0jx9fa+5cgOzxE1ic3uBiRsftbLXioSLZp+2paXGbT4zwKJH9jyB5fMiqH1/b+rRuOkH2CKDkL9LgCF1kfzB3OVJgm0CO9KQnzzKCSmNyGAwDJUfyDARWIsItb3g1b/zTy2lrs11U8sEwDP7iL/6Cbdu28ZGPfGTOiZ0PAwMDLFhgR38LFixgcDC7/XQuccrIbZome/bsQQjBpk2b3P1g6hvrU6R8zUYZEFn7SUmS8DQuw5Ps7zZGe4l27EQfPo63eUVR+099rA996ESyZJVyDdWLP7ULrO8QWnQM09DxLVyP4i8nevAJytcWV4sGR3V2XtqWwYxNEj+xC5GIgSQTWJY9SbSQwX+pcKIGbeAYiupFKq9zowZPyjnU8tqpmWF6nOihp5AUFckbxNu8HJwyVYrG236P0o0TnVXd0mK5b8iy0Ed604idfLX7X8bkMEgycr5ZY4bGzX/6St78htfR2to6LbFN0+Rv/uZvWLt2LZ/85CdPGbFPB+Y9LIepxNnChQuJRCL09/fT0NCQNYrX71EKIrfk8YJpwDQEUmtbKKusR+s5gKe2hXjXXsx4GEnx4l+cfzV0hvAFV01fIpNkBZ8r87RIdO0lOthpj4Md78VXXxjZXCulFRdmrfRKoJLgEie0TqBlRA3xrr22o0yRuYB470GwTDeEd7YAieFc6i975S9ff6l7v4nOl9AGjuKpa8v7PtrTPwdRyuuQVQ9mZAzIaAM1dMzYBN4Fq3KM2U2Z3SXZe2wjMpFm6QR2KH7VJRfw1muuoKWlhebm/GIi0zT5wAc+QGtrK7fddtspJ3ZTUxN9fX0sWLCAvr6+abcNc4F5X7knJiZob293+2UrKiro7+/n+PHjBAIBGhsbqa+vx+PxcP7a5fzu7kdJVLbhaVic982XPQGEqc24OsqqFyFMlIp6V0ppG/7vwohOIgnL3n8mzzPTEL580Mf6sBIxKrddhSRJSVumZxGahlJRh781tyjHMjQiBx6nbPXMVkqyx5cWNUy++ABKWS2JvsO2geEMDTIOYl3tyKoPX2uOFtQCvuyybOcdzFgIKzyc8xg3XK+qn1rVM8N1PYE+1ouSc5SQfXwqse2fmaBMJeOseITXb1nGX/z5jdTU1ExLbMuy+MhHPkJNTQ2f//znT8uKfc011/D973+fT3ziE3z/+9/n2muvndfrSTNkR0/KN7mnp4dDhw6xadMmvF47nEwVJEQiEQYGBhgeHsbr9VJbW0t/fz9Do2N8/4FHODAYJ+Srx9O0Iu3DiB3fjbeuzZ7jPANix14gkKecZGkx4sd3YkYmSAx3EVx8ntsvXSgS/UewElF3T5sJMzSCNtiB0CLgK8e/xB5t5O7p115UUJIvFeF9j+BfvAm1rNpOyA0dR58csvukaxbga16R83XRzp0owaq89XxtpJvA0sKMCMJ7/4gVzq5UGJFxzOhEVriuTwy4Vk/C0NDH+vA2LMYY6UKta8s6T7z7AGpVY1ryzJgcRi6vtb3sE1He9trtvP36N1BWVoZhGITDYWpqamhoaEhzKbUsi0984hMA/Pu//3tRo6Vmi7e97W08/PDDDA8P09TUxGc+8xmuu+46brzxRk6cOMGiRYu4++67nbG/8/KkmVdyj4yMoKqqOyFxuqfl0NAQ+/btw+Px4PP5aGxspLGxkWMdnfzLN35Ie3+YcbkKz4I1aEMddgNDAeFo7OhzUw6n0yC669fIlY3ok8MILY6vbYMrU8177uN7kL1+fAtWznh+sMs0ib7D6JPDGKFhqi98U1FjfNwQfuWFeRtH9PEBzOHjmEYCyV/hJuSiR59HrWrCm+n8mYJiyD354q9AT28CEpZJYrATb+YIIKbIbRkaxlg/3qRc1BjrzTJlMCYG0cNjBDIMLvTJITyVDQgtyltes4133ngtTU1NLFy40H1/xsfHGRoaYnR0FEVReP755zl+/DiJRII77rjjlBB7FpgXcs9rWP7AAw+wbNkyNm+evid6aGiIo0ePcv7551NWVkYsFmNoaIg9e/YA8C8ffg+NjY0MDQ1x279/h2fHe5gwVNTKhrTmi1zINNTLB1PxEly6DT/JZFn3XqIDRxFaDO+ClVNjaJOwx/M0FVWykv3lyOV1eC2D8vWXTO2hk40b8jSiFsswiOx/ZEY3VE91kxuim7FJ4sd3og91IXn9RW83poMkK2lPfncaZ0XdtEP7jPEBl9gAIuN7bUwOg6yi+nJn1i0tylsu2ZpFbLCjwtraWmpraxFC0Nvby5e//GVXT/HTn/6Ut771rSf1d59NmFdyV1ZW8u///u8cPHiQyy67jGuvvZbt27enheZdXV0MDQ2xdetWN3QPBAIsWrSIRYsWkUgkGBwcZN++fZimyT/+7c00NTURiUS47avf5LmOUYZMP2rL+jx78AKDj5TDJFnBt+g8fIvOs2vpvYeIHd+JFY+i1rWhDx/Hv2BVzvE808FRnTmRRGbm3YxMYBk6/ra1ad5hrovquktmfJilQglUQiJC2epXIAerSPQcwEpEEJZFcMmmrIeJMTFQeFUhQ3xiTA6hVDVhxUO5jzetLGJnInWPncgxu0vB5IZLtnDL295IQ0NDGrFz4Yc//CGVlZWcOHGC4eFh+vv7Z/67ziHMa1juIBaL8eCDD3LPPfewa9cuLrnkEt7whjfwwAMP8Na3vtWtec8ETdMYGhpicHAQTdOor6+nqakJ0zT55699kycO9dOf8KAsXO8qqKKHnpzRERQgtPt3VMxgaCiEIHbsBfShTiTVh1JZjz/P/jbrPSgwhBfCQh/sxJgcsqWwlfWYk8OUrXl1US6qkBTSLNqQZc5g17oPY0QnkLQonoXr8VQ1Eu3YmSx3BVDLqvE2r8j7MAnt/i0iNpFGbFmW0Uf78NSmb5csPY420Ik/Rx3eOT4zeZYYPoEvJSqyElHedNEm3vv2N1NfX09bW/7thRCCr3/967z00kv87//+Lx5PcWXJQvHVr36VO++8E0mS2LhxI9/97ndnK1s9+/bcuZBIJPj5z3/ORz/6URobG9myZQvXX389r3rVq4r6EJx2vcHBQWKxGHV1dTQ1NeHxeLj9//03f9hzgp6ojBYLE1z3mhnPVwi5wV7drHgYb9NyjLE+En0HMONhZF85voXrcj6kokdfQK1qKFp1ZkwMkOhqR/JXYOkJ1MrGGY0WIamh3/cogeVbc0/oSIGdkOvECA2jVC8gmNxzG9FJ4h0vIKm+ZH1/Q5rkNLT7IazwiG2xlDI/Wx8fSMvcW3oMa7wfofizSA+gj/baPmqymuYskxg6ji9Zd7cSUd74qg389c1vpa6ubkZif+Mb3+Dxxx/npz/9qRsNzjV6enp49atfzb59+wgEAtx4441ceeWVvPOd75zN6c6+PXcu+Hw+9u7dy9e+9jWuvvpq/vjHP3Lvvffy93//9+zYsYPrrruOSy65ZMYPJbVdzzRNhoeHOX78OOFwmJuuvYK/e28TZWVlfP4r/8mDLzzKgO6FBWunsTMu8DmmeLGS+ni1ZgGqM0wgNEK8ux3iYSxZTdbSVbvhpGmZ25tdKOwZ3IOUbZiy+DFDw0SPPo8w4kje8pz1ejvp9nDBTTWSJLkmEYmRbvfnarBySsRiaEQPP2MnRb1+vE0rEIaOPtqLOk2t29LiGJPDeBuWYox25zzGTERRvcE0YqcuOFYiyrWvWMffvPNt1NTUzEjsb3/72zz88MPce++980ZsB4ZhEIvF8Hg8RKNRWlryD1c4HTjlK3c+GIbBY489xt13380jjzzCli1buO6667jsssuKCnVM02R0dJTBwUEmJiYwDIOmpiaWL1/Ond//Efc+vpvOCQuzYUWa7ju0+yEqzpvZHtjSomgDHfiTc8VyHhObJH5iD/Heg8j+cspWv6qorHii/wiWFiOQ7EPPfY0QWt9BTD0BkkJg2VZAJnrgEYIF1M0zEe3YiVJV74pm8l7Xskh0vki04yU8OUqRzsptaTGb2MnsvDHW5z4I3XNNDqKHRvEtTA/XhWWij/WiVtRz1Y41fPA9b6e6unrGYXvf+973uP/++7n//vtPuqurEHz961/nU5/6FIFAgNe//vXcddddsz3VuRGWFwLTNHnyySe55557+MMf/sC6deu47rrreN3rXlfw6BZn2klTUxPxeJyJiQmqqqpobGykurqaH997P//722c4Omag1SwmfnwPFZsKILdlkDixl8CS3P7iqYjs/g2BtZfaopnQKJapE1x83rS2w/Hu/XYrZ8vM4bd7T3qCRFc7iaFO1MoGgkvPz9t2mQv2tqERFCWvb3omQi/92q7dZ0AfH0AJVqJPDuNLKbvpY/14aqaiFycrLhJhPHXpFsvCNNBHurjmtZfw4b98B5WVlSxZsmTa+7nrrrv48Y9/zC9+8YtTMt5nbGyMN73pTfzkJz+hurqaG264gTe/+c28/e1vn83pzo2wvBAoisJFF13ERRddhGVZPPfcc9x9993cfvvtrFixgmuuuYYrrrgibVhbKiYmJti3bx/r16935z45A9wGBgY4fPgwm9ev5vWvuYi6ujp+9dDv+cJ/PcPw0cfRqhfjzSGqcCDLKojCymsWMrLHR2C57doiTINE1x7ikwchEcXbtiFtm2CLTCrxNRY5VE6YmNEJqrZfB0Kg9R3CiE4izAS+1g14pjGziB55Dk9tC57ahWhjhY+DFnneA2Hq6KF0YmfCLXeVV6PneEAIPcYFa5fx4b98BxUVFTMS++677+aHP/whv/zlL0/Z3K7f/e53LF261G0pvf7663nyySdnS+55wRlJ7lTIsswFF1zABRdcYI8U2rmTe+65h6997Wu0tbVxzTXXcOWVV7rG8gMDA247aSAwJVWUJImamhpqamoQQjA5Ocng4CDHjh1j8cJm7vvWV6ivr+exp57hP3/0AAeGEoT9jXgal2aVhvJ9sbOQEfdIiop/yZZkLd1C691H9HgnIh7BNDT8zSvwZqxiM8GIThA/vivN4NHXui45C8xCHzpGtP8w6DHU5pVpgwgih5/C27C06HwA2NJPWcnY7yeiWLFwzqw4qVrxlOSZyHiTLC3O5ZtW8MkPvpfy8nKWLp3eHefnP/85d955Jw888MCcTY8tBIsWLeLpp58mGo0SCAT4/e9/z/nnn3/Krl8IzsiwvBAIIWhvb+eee+7hl7/8peti6fV6+cpXvlJw5l0IQTgcdmWwfr+fxsZGGhoa2LN3P/9250/YNxhj0lOLp3kFkmSrvYLLZ/4gQ7seKijUF0IQevqnyBX1WPEIam1LQY0nemgYre8QwZWvmLE2bTu1dKOP9tlikug45SsuRK2aEudooz2u+81MmHjqntS5fliJCFZ41HY7zTHiWB/rs33UMrLi2ki3+0CztDivXr2AD73nzxBC0NLSQkNDA1VVVTn/vl/+8pd89atf5Ze//OW8Oprkwz/90z/xk5/8BFVV2bJlC3feeSc+X3G5jiRePnvuYmGaJu9973t58cUX8fl8VFRUcM0113D11VfT0NBQVJNAqt5dVVVXBtvReZzP/df/0N4XZnB4hOCmK2esOxdKboDIgccoW3MRAPrwCbvnOhFFKa/BvyDbTVUf60Mf7SK4fEfW72ZC7MAjyNULMSPjCD3u9o3HDj9F+eY/LSgZN/HUT92/30pE0cNj+OoWYox25yR3ov8ISnl91iAFh9yWFufy8xbxDx/6a/x+P0uWLHETo5OTk1RVVdHQ0EBtbS2KovDQQw/xhS98gV/96lfU1RXmoXcG4+Wz5y4W0WiUjRs38q1vfQtJkjh69Cj33nsvN910E16vl2uuuYZrr72W5ubmGYleVlbGsmXLWLZsGdFolMHBQXbt2oUsy/zLh//CJnpHB5/8t//ieFRhVJTjWbguj9ijCE+ylMdo6ngjfXyAeFc7ZiKK5Angb1uPPtKNFRmZFbEj+x7Bl2w6cWDGJkl0voRa20r06LNISMi+IN7mlTNObbESEYzwOL46Ry2W3QRjTQ4iWUbOCSkIW+Ry2Qab2D6fj2XLliFJEg0NDTQ0NLj5kqGhIe644w4eeeQR+vv7+fWvf30uEHvecE6s3PkghODEiRPce++9/PznP8eyLK6++mquu+46Wltbi1rR4/E4g4OD9PT0EIvFWLRoEQsXLiQajXLbV7/Js8eGGdB8eFrXu8PtQrt+Q8WmPyno/OH9j1G+9qJpjzEjYyS62on3HMJTv9CeejLNUICsa+x9mMCy/MIWbazP7W6zLIPY0RdAj9vjhFpWo6bo6yee/AlCj2NEJ9KsrfSxvrSGHmNyCGQPQovak0oykBg4xmtfvYPPfPR9eDweVqxYMe3n8sgjj3Dbbbdx2WWX8eijj3Lrrbdy1VVXFfwenKEoheUnAyEEfX193HvvvfzsZz8jFovxhje8gWuvvdZdKWZCd3c3/f39rF27lrGxMQYHBzEMg4aGBhobGxFC8M9fuYPHD/XRG1eJDvdSdX5hUysi+x+lbO3FBR0bP/oc3oXrSJzYjRGdQFgmgSWb89bSpzOESEUquTMR69iJMTlgd+M1LibS/kfMDGIDafJTh9hqeTX6aG8WuS09zqpq+NZX/xVVVWck9lNPPcVHP/pRHnjgAVdXXozDTiEYHx/nPe95D+3t7UiSxHe+8x1e8YpXzNn586BE7rnE4OAgP/vZz7jvvvsYHR3lyiuv5LrrrmPVqlU5suOCjo4OJicn2bhxI4oyFXrqus7Q0BADAwMkEgmX6F6vl4/8w2fZ2RuhN64iLVg3rZVxeN8jlK8rbJJkZkLP0hMkTuzGDA0jjAT+RVvcOrdlWUT2/pHg6le6c8nyYTpypyLRf4TQSw/irc3Osjvk1ieGkFSPG/5nktvSE7x6VRP/cuvfoSgKK1eunJakzz//PB/4wAf4v//7PxYtKk7GWwxuvvlmLrroIt7znvegaRrRaHTaEb9zhBK55wsjIyPcf//93HvvvfT39/Mnf/InvPGNb2Tt2rVYlsWePXvw+XysWbNm2gYXwzBcvXs0GqWuro7GxkaCwSBf/+/v8avnDnJ8UiCaVqGWpWd3w/sepXxdYSt37Ojz7jTOTDi1dH1yCCsexYpOUL7x8oKSZIWSG2Disf9ByiHG0Uf7QFGRVDXtb9RHe/Akp7NaeoJXrmjk9n+wzQlzPVBTsXPnTv76r/+an/3sZyxbVqQGoAhMTk6yadMmjh07dqqdWkrkPhUYHx/nF7/4Bffddx9Hjx5FVVUuv/xyPv3pT6et2DPBNE1GRkYYHBwkFApRW1tLY2MjlZWVfPsHP+aeR3fSOWli1C5HrWw4qZU7H6xEhMie3yP5AljxWHKoQv6atjbeP63kNRX5yB3vO4Ra2ZD18HLIbekJLlzewBc//fcIIVi9evW0RGpvb+c973kP99xzD6tW5Z7BNlfYuXMn733ve1m3bh27du1i27ZtfP3rX6esbGYX25NEidynEqFQiGuvvZYlS5YQCoU4ePAgl19+Oddeey3nn39+UY4elmUxOjrKwMAAk5OTVFdX09jYSE1NDT/52S/44a+foP3gYeRVl+Cpmbn5IHr0OYIFuMvYOvhO/G3r7Dr3wFESw8ftvvSqZnxNS9KOL4bc44/+T9bIIGtiECMyhjeHdFYb7UatbGT74lq++tlPYFnWjMTev38/73rXu/jxj3/MunXrCrqvk8Hzzz/PhRdeyBNPPMEFF1zABz/4QSorK/nnf/7n+b50idynEpFIhCeeeILXv96uU6f2pO/evZtLLrmEa6+9lgsvvLCoFd2xAhoYGGB8fJzKykoaGxvxeDx89wd38YddnRwZN4mVt+Cpa8v55S/UOiqV3JnQh7vQBo5gxsMowWq8C1ZhTPQXrC0fe/QHKCmTQ+w9topIxHJmxbWhTi7YtJ5//9wnMQyDNWvWTEvsQ4cO8Y53vIO77rqLjRsLe+CcLPr7+7nwwgvdYQKPPfYYt99+O7/85S/n+9JnF7kffPBBPvjBD2KaJu95z3tcg7pzAfF4nN/+9rfcc889vPDCC7zyla/kjW98I6961auy7JqngxCCiYkJTpw4wdDQELW1tbS0tFBfX89Tzz7H13/wf+wfjhPxNaA2TmX054LcqTAmh4ge340VGiawbJs9aWSGPefYI/+DkkzapSbPUvfW7t9pJFjsT3DXf/8/dF1n7dq1056/o6ODm266ie9973ts2VKYp9tc4aKLLuLOO+9k9erV3HbbbUQiEb74xS/O92XPHnKbpsmqVav47W9/S2trK9u3b+dHP/rRKQmtTjU0TeOPf/wj99xzD0899ZTbk37xxRcX1E88PDzM0aNHOe+889A0jcHBQUZGRlzb54aGBvYfOMgXvvm/7B2IMaHWYEbGCKy8cMZzW/Eo2tDM5AawDB2tZz9KRR2Jzp3gDaLWNONbsDqnEm/s4e+jBMpyZMXTyS0MnXWNPr75xc+i6zrr1q2bltgnTpzgLW95C3feeSfbt8/8AJtr7Ny5082UL1u2jO9+97unQtp69pD7qaee4rbbbuM3v/kNAF/4whcAuPXWW2dzurMGhmHw6KOPcvfdd/PYY4+5Pemvec1rcvYXDwwMcPz4cXdmmoNcts9NTU00NDTQ1dXFrf/2XxwetxilAk/LmrzWyFY8ijbcib+1AHLrcbT+I/hThg8ak8PEjz6LpKgoVY34Wje4Sryxh7+LpcXTiA323tppTrGJ7eeL//gRwuGwuwVpaGjIqcHu6enhxhtv5D//8z955StntsY6h3D2yE97enrSHDNaW1t55pln5uNSZxRUVeWyyy7jsssuwzRNnnjiCe69915uu+021q9fz3XXXcdrX/tagsEge/fuJR6Ps3Xr1qxQXpIkysvLKS8vZ/ny5UQiEQYHB3nppZdQVZUv/8OHaGhoYGxsjM987Vu8cHycQTMwjQy2AAiLzO+YWllP+ZYrAduWObLndwhZRSmvxoxOIvvL0ohtnyf5f6bOhuYg3/ryPxONRtm2bZvrart7924AV7cfCATo7+/nLW95C1//+tdfbsSeN8wLuXNFA+fyTKZcUBSFiy++mIsvvhjLsnj22We55557+MIXvkB5eTmKorgdRTOhrKyMpUuXsnTpUmKxGIODg+zevRtJkrj1b26msbGRWCzGZ756B08dHWIg4UVdmN8pJicsMe3EEdlfTvnmK+xD9Tjxw09nEzsJYeqsawzw31/6LJFIhA0bNiBJEsFgkMWLF7N48WISiQRDQ0M88cQTfOxjH8OyLP7+7/+eiy6aXoJbQuGYF3K3trbS1TU1d6q7u/uM85c6lZBlmQsvvJALL7yQz372szz++ONs2bKFK6+8kkWLFrk96VVV+fzdphAIBNIIMjg4yN69ezFNkw/d8jY+n5w/9c9fvYM/tnfSPTiG2bBkRj81ISzSejin+3s8flDzqN0sk7X1Pu788j+nETsTPp+P1tZW/H4/1dXVXHLJJTz00EO88MIL3HHHHQXdRwnTY1723IZhsGrVKn7/+9+zcOFCtm/fzv/+7/+yfn2Rq8k5iAcffJDXve51KIri9qTffffd/OpXv6KhoYFrr72Wq666yhkzUzAc2+eBgQF0XXc7qrq6uvjm//yEnb1huiMSNK/N2ellRCcwxvvxF2jvNPL7O/FkdHkJ06BRjHH/Xd8mHA6zYcOGafUAY2NjXH/99fzDP/wDV19ta/DnWivuwDRNzj//fBYuXMgDDzww5+c/SZw9CTWAX/3qV3zoQx/CNE1uueUWPvWpT832VAB0dXXxjne8g/7+fmRZ5r3vfS8f/OAHT+qcZxKEEBw4cIB77rmHBx54gKqqKq655hquuuqqonvSHb17R0cHuq6zcOFCmppsN9j/+Pb3+cVT++icEFiNq9yRwUZ4DDM0XPBopJHffyvNIFGYBqtqVf7n//2rq8GfjtgTExO86U1v4qMf/SjXX399wX/bbPGVr3yF559/nsnJyRK5kzhjRCx9fX309fWxdetWQqEQ27Zt4+c///k5WV4TQrg96ffffz8+n4+rr7664J50IQSHDh3CsixWrFjhquMikYird6+oqOD7P7qbn/7xBTomTGK+WiSkIsj933iSww6EabCiRuGu//wiExMTMxI7FArx5je/mfe973285S1vKfyNmSW6u7u5+eab+dSnPsVXvvKVErmTOGPInYlrr72W973vfbzuda873bcyr0jtSf/Zz34GwFVXXZW3J92JAGRZzmrIcGyfBwYGCIVC1NTUuDLYH997P9+89zf0awESVW1ZQpRMjPzum3gq6hCmwbIqiR9948uMj49z3nn5Z5+Drfy78cYbueWWW/jzP//zk3hnCseb3/xmbr31VkKhEF/60pdK5E7ijCR3Z2cnF198Me3t7a676csBqT3p9913H/F4nKuuuoprr72WpUuXYlkWu3fvpry8fMbeaMuyGBsbY2BgwLV9bmpqoqamht/+8VHuuPtBDo1oRIIL8NQvyjrXyG/vQC2vYVkF/PibX2F0dJRNmzZNS+xYLMaNN97In/3Zn3HLLbfM2fsyHR544AF+9atf8V//9V88/PDDJXKn4Iwjdzgc5pJLLuFTn/rUKdmrnakQQqT1pI+NjaGqKpdeeimf+tSnimpsEUK45hNjY2NUVFTQ1NREbW0tz7/4El/+7n3sH44T8ta5s9JHfvOfrGip4+5vfY2RkZEZiR2Px7npppu47rrr+Mu//MtTVhq99dZb+cEPfoCqqsTjcSYnJ7n++uv54Q9/eEquXyBK5NZ1nauuuoo/+ZM/4cMf/vDpvp0zBoZh8Ja3vAXLstA0jYGBgbSe9GKI5OjdHRlsWVkZTU1N1NfXs//gIb7wzbvY2x9FO76TB3/6PYaHh9m0adO0zTOapvH2t7+d17/+9bz//e8/bZqHl9vKfdYYJAohePe7383atWtLxM5ALBbj2muv5R3veAdg96T/3//9H5/73Oc4fvw4r3vd67juuutm3A+DLTaqrq6murratlwOhRgcHKSjowO/38+XPvG31NfXMzg4yMDAwIzE1nWdd73rXVx66aWnldgvR5w1K/fjjz/ORRddlJaJ/fznP8+VV155Uuc9w+ufJ41QKMQvf/lL7r33Xg4dOuT2pG/btq2o0B3sLdHg4CC9vb0YhsHy5ctpamrK2yBjGAbvfve72bJlC7feemuJ2PlRCsvnA2d4/XNOEY1G+fWvf829995Le3u725N+wQUXFNyT3tfXR29vL6tWrXKdZhRFcXXiTkOIaZr81V/9FStWrOC2224rEXt6lMg91zgL6p/zhtSe9BdffNHtSX/lK1+ZV+/uEHvz5s1pDwPH9tlJyD355JN0dXWxePFiPv/5z5eIPTNK5J5rnAX1z1MCTdP4wx/+wL333stTTz3FBRdcwHXXXcdFF13khtz9/f10d3ezefPmaZtdBgcH+eAHP8iePXtobm7mPe95zykre53FeHkn1OYaDzzwAI2NjWzbto2HH374dN/OaYXX6+WKK67giiuuSOtJv/XWW9m6dStNTU2EQiH+7d/+bVpiW5bFl770Jdra2vjZz37G+Pi4a1k0lzjXpchzhZftyn2W1D9PK0zT5Atf+ALf/OY3qa+vZ82aNVx77bVuT3oqLMvi05/+NOFwmDvuuKPoZF0xOAelyPOzbxFCTPe/lwX++Mc/ije84Q2n+zbOOOi6Lt71rneJ8fFxYZqmeOqpp8SHP/xhcd5554k3velN4gc/+IEYGBgQ4XBYfPzjHxc333yzMAzjlN/nNddcIx566KFTft05xEw8nNX/XrZh+XziNI2kmXOoqsp3vvMd999OT7plWbz00kvcfffdfPnLX0bTNFatWsU999xTlBPsXKCzs5OXXnqJCy644JRe92zAyzYsn0+cppE0pwWWZfHAAw9w2WWXUV6ef1zSfOAckiKXsuVnA07jSJqXFc4xKfK8fFHmL+vxMsWxY8doaGjgXe96F1u2bOE973kPkUjkdN/WOQVRkiIXhBK55xiGYfDiiy/y13/917z00kuUlZVx++23n+7bOqfwxBNP8IMf/IA//OEPbN68mc2bN/OrX/3qdN/WGYdSWD7HOI0jaUo4e1EKy88GNDc309bWxsGDBwH4/e9/fzbXX0s4i1FauecB8zWS5qtf/Sp33nknkiSxceNGvvvd7+acZFLCWYdStvzljJ6eHl796lezb98+AoEAN954I1deeSXvfOc7T/etlXDyKIXlL3cYhkEsFsMwDKLR6Mt60EMJM6NE7rMECxcu5KMf/SiLFi1iwYIFVFVVubPDzwU8+OCDrF69mhUrVpSqC3OEErnPEoyNjXH//ffT0dFBb28vkUjknGlyMU2Tv/3bv+XXv/41+/bt40c/+hH79u073bd11qNE7rMEv/vd71i6dCkNDQ14PB6uv/56nnzyydN9W3OCZ599lhUrVrBs2TK8Xi9vfetbuf/++0/3bZ31KJH7LMGiRYt4+umniUajCCH4/e9/z9q1a0/3bc0Jco187unpOY13dG6gRO6zBBdccAFvfvOb2bp1Kxs3bsSyLN773vee7tuaE+Sq2JR0+SePmUphJZyDkCTpO8BVwKAQYkPyZ7XAT4AlQCdwoxBi7BTdzyuA24QQf5L8960AQogvnIrrn6sordwvT3wPuCLjZ58Afi+EWAn8PvnvU4XngJWSJC2VJMkLvBX4v1N4/XMSJXK/DCGEeBQYzfjxtcD3k//9feC6U3g/BvA+4DfAfuCnQoi9p+r65ypKYfnLFJIkLQEeSAnLx4UQ1Sm/HxNCnLxmtoTThtLKXUIJ5yhK5C7BwYAkSQsAkv8/eJrvp4STRIncJTj4P+Dm5H/fDJRUJGc5SnvulyEkSfoRcClQDwwA/wT8HPgpsAg4AdwghMhMupVwFqFE7hJKOEdRCstLKOEcRYncJZRwjqJE7hJKOEdRIncJJZyjKJG7hBLOUZTIXUIJ5yhK5C6hhHMUJXKXUMI5iv8PgN4QL3nQFXsAAAAASUVORK5CYII=\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -145,7 +107,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -159,7 +121,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/fractal_noise.ipynb b/examples/generators/reference/fractal_noise.ipynb index 0ceabaa3a..5e3349044 100644 --- a/examples/generators/reference/fractal_noise.ipynb +++ b/examples/generators/reference/fractal_noise.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:20.051173Z", @@ -20,24 +20,11 @@ "shell.execute_reply": "2022-04-25T01:54:22.365280Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import porespy as ps\n", - "import numpy as np\n", - "import inspect\n", - "inspect.signature(ps.generators.fractal_noise)" + "import numpy as np" ] }, { @@ -53,14 +40,20 @@ }, "outputs": [ { - "data": { - "image/png": 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nx1gzqU1/+8an+COTzPFus44RO6K9MwGGDkJJhcoGRQ/TM9JovG6GxtOE/y5gzDiAcDaAGjJ20DSRM2ZOBj7cc9Je/KqBzPqq2dJ4nGG4wxrQksLSAj3PkDly7ifr0kTOmMLcAOQFnf5H1RIbubhEvwOAuk3P/uxkFY5N7bu/dIJth/rEQI4vOxyI+mkT1b1SewYADIHcuhL46PPfOwpGTG0dGS4euzT/dmsL2LEocLTEEVYAGOR0v9O0/hVTfxyyQ98A4hpbEEohieh9LwcBai2at6PbBgAOHl0yHq8faayq8myINplxMlGI6oxiuGFrTGHq5Vhf6AMAxlWOrN8xMWIz/XjmwDmg6/WnCpVlsmDch6dQM8Y+SgNgPKg1ylDlviqiunYvRrjEOM0tE+YtmgsvNM7QtEijGqQefjYls+pNbxdBgRf1DrFg0fcLl9fRoI7PWOtetvo4YzfFD7p38BvthwCAl50jLHN/j5SDap5wz5e6l2NQm+vODH94+AoA4OykgRUec7MfAhe0js3BCMGInjNZakEZ7ObgIOx0yUDCwS4lAZe8WLCHCcw+91OSQo3ZLZHlQIF6iRIYs1LLvo5ce4Pc45Dex8MNHI7pBeLMAEyGN4wspAF1ymeHa8hCVncNhaFJDdyP2njRO/7KfatyhtOM3niSO/hJnwZvd9jCb73yJf1u3ETbpcl6M7hAJ6bvz9iUBYBqnTpHAbjZpM5+1mvhyQmZDVksIabs11uewBiyuWgrHeWazWhiNKwZjhLajNbMATYZPnCcGfjRkMyGLw5X8dynDbd1Y4KqQRvQt9jXCAAtgyaLL0w4othwM1R5w/2t6ueostklb+T4v3z5LrVDBMh8eub9pQ4+fUybMlsQZNoxRiYNTKSFaRFVIPu0SeWXXQibI7Wmicxh03CSA+xDnjDEyJwoTFd4HFsJQo5+jmYuap/TZ7enENUZBWACRkKf45BMZnVrglutS/3uax4dgB9Ot1H1aXZfhAEezci/6cgUKfs3m08y1D7hSG1EJ0MBjgaAaK2G2QK1I6pJmDNqa2VPoL/FEKfLHRyGDQDAdxpPsGVRW1z2RfazAC965Or52fAmRnu0sVePBWL6iNwC3Mf03HAhh3+XNsDZwgxDmzaeZI/aEZxYMPd4ESoFyQiOsG2hd4+RCdUccp3m7XpzhP9w/WMA5C8FgF4aYMumdobKwn+z+g0AQFcuIXPYN22twenQc0SaI6s4PGYpBB/oacDjnyuEDfocNRWK0HDNDGGx3b9gj/GCQ2uwLaeosz/yQFbwJKIDy+YFMZnZ+PkJJQq8d7qF3hmNde0LCx/epnXa3u7hf7BF7/Wav4djRWtszexhx6Yx7XL4vmqG+lA0Ly2YIfVDvBzASWgtqbMOwHPAv8w0vMpi33S4IJB6hZ9VwLuk9zI7I6DHB3SaAhw5V1kGrJLLIFyrIrd/OR/k3MSey1zmMpevkWtrkH/0EeEgveZMgzo36gMs3KIT8tHpIkLWwLLIgJixulNJ4dt0SlWMCC86dIrnHM2qyhi7KWlr3x+8jH5Mpvlg5uLSJ7Ol7U7w95d+BoDwbkWQqJPW8N+evQ0AuMFa44bfx/6U7jceerD26cS1Q6FNynhahXdemOGZTv1TiaHb1uUgTagMjBjj+Gm0ie89fhEAYOy6iNnB/Y8mb+uAQviqhTf8XQDAgkEBjG6eos6RxkT91Sp+kpu4sUDaxHMA2ZDB4Urgjbt7AIAv66R9jTtVQHCkdJjqAJaypE4/k74PWKwxt6pAAWq3BKIGBwPYNKvvRsgcul+vKjH5nPrPnAhULhk9kAM2H9CZozG5kAkHx5ZtbAU0BpPUwe6ELI61lR5+fYXcJh/2NjHNaY580N1CuM8Oc6V0WxUHJERvCJUwGqHuYXKfNbgq0HxAD2/9ogcjJs3j2bdW8NwlTcF7KUGNLYoi5bCXBvh4SJr43qipAykiLQNA1kjA7VCfBEcCpw4DIYWCcAvsHfXvdNmCfUl/T+sOhtucrroukNwlje9bO7t4sUJR6qY5wQrjD8MrwSSDO9JQOQYTmvuZp2Cxl0AJIKkzvjjOkLG1EC5YOlhpREWKrIHghPosbNsIKTYCpzCRALzm7eGOSTfv5gb2OGj2abiJ752wu2fi64f3j+jvdteAqLLV4pbBtN4gwHlC42ghQ8C+IQMK/YzuU/z98/4qotDS/R42CgyzxPgejWPgWjrAYsxyPc8KV4XIyznnXSh4hxxh6w2RD3mC5oo0R5B7CYwIMCcpoua1tzz6zXW/KCxq6c2FS/gckd30epjxhM+XBR6zOWu4KW5t08QQQukIc8sc43FMi9xgxP1N+xwWQwM+7a1h9zndw+ya+EWDVPP/5Js/x7rZBwBUZQLuV1waI3TaNIAjxu34RqQjdl8Yq0hq9JzclMhdBk5/KmBN6XoaGNoHmQ1o8D642IBcpL9/P39F98E/efYmgp/ToDeepjAZpJr91MRwk7ryv6u+hoh9icUEuUhreMklv+ObThchF5J0RYIjBlp34wBnY3rfZC+A16OX/FytY2GFBj57TH+XqcKsWU4uk9/FPO4iH/OEkRLCZAhHzcV0lRZwXCn9m82HPBGnCdw+owqemzqqG5xmVzZChbjKJrYhENc5Ss3mqVuP8IJPY94wpvhkSnnoD7GMj/q0MTXsGZ6MaBN7ft6GMSt9f+A+URabi66j26+E0H5nq3QvIq27YFABRCwAHsfLKND5xi8yXCt3JX7UJbPw5KwB74LexekrJBXeaGLAJI8H/LMU4TOaD+NbCYxTul+RwSRTYLZBh+hw08TwNnfUYohv7+wCAN6s7cNhEzZRBr4MyZ93wU60XAmcCurAf713D9mXtJFUTwVMBjrbgxgySrnfJWYr1I5ZS0LkxYZF7Xd7BpIKR5GrwDpD5qLc1P7FmojgMojbFxk2OTvmx5mLhGE5haITBCFEcbAHJkSXrs82MjgLdAA1q1NcRPQ+3ayCdz1KbTlIfZym9G51k7573K8hZSWkei5gTwronoJ7TpMyC2ykDc6UWrMQLvLmz94i/0gg4LzsymEM45wgSflk8lWzmkW2m5jcpoMsrhnwLhL8MjI3secyl7nM5Wvk2hrkv//KJwCAJXuEHudP7biXOso1TWys8ol1q36hU9H2Zm386IB0/e/b97TzvsJhqYfhKjZsMs2UEjB71KTqLiBYPfiL7Vv4D+rERlJFAg5oIofAN33CVR2zmf5/2P8NHdCBULCGHExoZZAMJvcvMgS7dKIaSQ2d1wsWEHre9Oky/uAFOnVaG30d3c5+0sTm96mtIoqBi57uH3+RTIT9+jL+8eG36X2YEcjyEyw16Xn/xd1/pn/zg/E9fHRJ2tXr7UNMZpx7fCl1mqA1sXE5Y5O3+KGiHGwAuGxb2iw0x4uwi1N0NtNBGqFKgLMRQYNyzYuxfhevQ+adPZKwu3Sam8NQ53+nFQveKf0uajnou3SdFRNMQlMjHUJh4ZbLqYbWUAclBqmPD/pbAIBk4KB6ecVhXqTc9Yp0uxyqQRqVMUs0ZnO6JHVQLXcMZB6D5FenuLdM2uK238UmB2nOOQD48/FNdKak8WFkwWEsqH+eIGryu4yVNlczT4LTkOHvWqgc0nXvgh7unk+RVYrceBM7r3Lgw51g3evr16pyYsH3uq/gSZ8i7i4HLQuNDQDC51WsfkjvaA9THZTKbUNHZ5UssaGTLYWcA6T+Cd2nd9tGSI9AdCPETpXm6rrTw0vOEbcngWRERVUKjFgLrZtT/M31zwEA//chBYvixMT9NXqvvUELl/i3cyUJdF+kJvYzX6d7HqVN/NEpWV8WJ424doJ2hTr10ltFEWOVqUJSY+20bWDI6cOzWxFaCzTBes9pDSRVQ4+/fTnV7EZ5GH2lXUabuRZuLSJiAH5wHMPZu8QvI9feIO94NOFfcI51PiVQ+hKHoYO6R/aJKXLcdcnXuGVfIOKNrhsFOOWop82Qizg3cObQtb39BSxyaqg9zhFX6N6dLxbxTxa/CYD8KUVEbskeoirpmf/89E0AwLOP17E/4YXnUn4qALgXpiYikLGCCGmxV5+M4F4ynRTDJqzzEZqP2I+51kbAEbTa0xHEIZNmJClURIMiTBM4of7Z+J6L8U2aSEbMNE/rPo6/TX3w/2i/i25MB8zhqIFX22VUP/Doft1ND4qBuM1HOZw+mz4tpqFqUyQZAJKqQuqzD9X00DDpwJJRpiEfMlYaMhNXZAkLSUtTxDmhiagsA/KSzC4VhtrEcGpVHV30hj6UUfQPNWQUG9rfd8c5RZc3piVziMccHd2ftXSEFHYO5k+AexlDMCxDxfQMIWV5rVnVeflYlJgs8wJqORi8Tc/8zsYeXq8SbZ4UOT4OaSP+0SVBxT75eAdOlwH/TxX8DrVDJkrTfCkJJAHnwy9K8FpHdT9HbZcJJkb0b+5akGwGB0cKu6d0oK7f6mPEjBFRbmLA2UIXYYARH4BTg1ECPR9mhx7iXQi4RbQ6UzqKHS5YkKyQRC0bF6/xYX57hM1mHwBwfIu5CU4qsFrUvu9s7+Lb9acAgC3rUkOflg0TnuAXE9DZR78dPMB73Gc3FmkTefh4DZ+D4HOWlcJgN1t24SBh07s/8VB36JmWyBDyxHweLWGWcmYY7xFvLh3h2ajN/Q4tkxULwx36Tv7aSBNovFQ7xZZDbfmLNuXR/+TZDcwuqR/dbh314mB9MENerEfDgKjS/JsuWRiv072tqQlntySWuY7MTey5zGUuc/kaubYG+a5Pkcg1I8aO1QcAfBhu4KygqZq4uNks1deaLNLLTFQ4qNOwZjq6uemRefpwtIx/s08OfTk04YyKqKnSxKPeicR7HTrd4tRAxDRdaSp1ACju0qm9/CF03nZclQjO6Kiy+wmiFkfZPYlkkU4YoQD7gE1lBquqJIXPGqG/vKDNPzEcI5uxFz/LoNg8UXGiTxr59AD1Aan3OWP57KEHZTKRbeUWpn36LJ0MaxVyOdwOOnCtMmWwyKlWElrbcdhdkBvQwPnhtqFBtElF4ORdeqbTVfoeMiWtBADCptDpci5TxclZAjHj03ea6+ixms7KdzfLqSKmIZwufb9/u7CTFH42vAkAeMk9QkOSNvRpuIkvmK3ps4tVjX10d23UmCHHGMZQHFxSRf96LsDtEI6NpMJ0djYgY46cbymYDt2jYc1w06Exc0WC3Zhszf1BAwBQfWqg+Zjp5MIc1og11ShBwCxPo01Tm7BxtQwIOcMc4SLNHYfTAeOGpSOozjCH84DG9ANvE99Yp/S8NaePRxMKOi55I1yyiX9xThofQonKHufIP08IMA1A5Dlyg7TGuCIR3aV7jzcF1AvUqN+58QC3XHJjdRfovj9r7GCnQnN40R5hiQMwr9iXaEhOQii0RwCGkHD0FpBg3aR18HKdrKTL9QDjQuuduDAYvZLVE+QhswqNLOSsyZ4ldbzMpvwoc3UaaNOluRCYEUYR3S9cUij0s8wDZjdpPv2PX/gQv1Eh/POiMUGVLc0C0B7nBj5QtBdEdRe5zVje1WWIYUnlVsxbe5RrK3LaNuC3f7lUw2tvkLct9iMIByEzM7sy0X6dZGijF9Ggvlg9Q4bSL3HPpw6f5jZSzjhpc6h0J+hi/XYfAPBD+xbigCN5hxFExmQAOXD2mCb83VcOUbNpIn10uI78gJ4fXBaRyBxehwYmOMpgDnjBJSkkZ/ekFRuTdY56c/SMeoOfJyTyEXW2OO3oP6s8L8HXSUIofVDULGcWc2kYwIjeTfC/9jTA8oT+/ny5Bocn+XprgHFCE+bReKlsh4COzioJpG7hI6XneYMYxpDGwD9x0b/DC2hdIOTc1TQo/VXmRCBgZrrMBaIiAt3i7JCjRLOwq9kMqvgcxwQXApAvt5B7DNGIMsTM1egyDGjUs/CoTxHq/yu+i4B358/7K5ruzjQyXBw0AADNcwUZM8LAMyGLjbhgyRYC4GirGE0QHNFmbo9sTBdpnKKmwIwX6o57iR2TDuinySL+m31yyYy/YPhIAnhH1O9yOAXYvZC3a5oer3KYIqkyhVhdIGWX5XTR0Ob2gBEKaQC0TEYdBALeOXX2ILR1AoMjE1jsf92fNOFZ1K/LK30AwHmnBmfAfvHnfaDD/m3ThH9B/TRaNxAyYUO4kuL+Ch0Cq/YAaxZtaBcMxF73B/AYolA3ZvAFzREDJS1ZDqU5G3OlMMhpfTxO2jiI27ovAUCuKXzYJeXl2cGi3iBtLwH2GFYA4NHnG3yPTfzJq8Scf7vWwaJH/f3FBblYTt1a6Y+8M4DNPKz9QYAX1ui9XvYOsc0b+7Jh65z+IksqzWVJXDFWSDkrKfPbUAbtEZkrEVdK8Lx/waQtkdKQqevK3MSey1zmMpevkeuz+bBqPlUxCqhzrAz0xyWotDclTWaWWfg3A4pgPRkt4q0mmRxv+c+xyqdeqOh+z2cLeDwgzaNVmeLkTToNxxuuNhEzB5Bt8ujfrF6iymC13qKPJ306EWrv80l8Emk24dw2dGABAJTJGkmmtOboPL9A3qETUzBYGUJCMHAaeV4ymAuhNUgFQHIUU0Wx1nyEVaY/ls81ypPOU/ju1i4AYMe7xF90KIjQmVRw2eUooZ2DYXwwYgWnzyY2B1JEdwCwE195FupPqG+8CxvDATNftynVDSANfLTNdF0TIGyzdg9q68qh0vmqEEK/iwqj8t2nEUb3CNcW1YTWulIOaii7DPhEmYkHPdKIo8TU0fl4bKPxKbVv6f0hjFOaC2oy1Rg2eHzC5wqiYNKWEtYpuSKUbCBms15k0Ol0GQQeMMb2T/ov4Yg5ApjACfZIIXeYgSZJ9fsqy8B0iQH1Ztk3/pnSAZu4KsCxFq2V5zZw9k6h2ZdJCIutId6oERZwzerDr1EDbvkdPJ5Sn+x4NN/+yfRNCAb4KceCMErmcHPKloBf5sDDy3T+/4I50iBzhwMtgRlBijIIkTB57bPUR8iUfQ0p4Qh634EKccCBlN14UUfcb9nUfl9G+NygIE1QDzE5I5XaHBqoskVSOc4gY8ZKVg2cMGny3r0Wcs6ZV0XSyPoAf3v7U7q3EeE8JlfD6o0BFlhrfNk+BbP3IVKpZiVfM6j9v9F+hI8+IleONcmRsXWVWwKpQ5/HGxIRs1MtfKJgD3kOJ7k2ya8rcw1yLnOZy1y+Rq6tQRY+DEMJ9PnUex4tIZqWGtMsoutfDlfwqCCJmFhYvk+azxv+HmyG6KxbxOBz4VVxyb7Luh2it0VHdfWFCGcnDbpxJPHWFp/KTl9nzYxjG3aHSRj4xE2qJjKnyDLJIVbpHrktMVnlmilPpjDOyyqJKKrt8QkuPA8oOPjiRGd5yHoNqsXsNVc0Uzme6t+qMNQ+PLFGvpfZTgNhm/ksq5n21X1wuoHRGfvWLkyoFmtRTo5wjeukfGnAfVr6QenvdknmkOaAUxC75qjtMk7vUiLkbJuoDcw2uULkqYkKZS4iOOfnKQVV46DVNCSNDoAMPIDr3SQrdRhxAYcRmC2zX2yd7mvVIoRce6gb+dqyMM0MyYz63du1sfwe408PO8gLp7oQyDk4IxiqIasVFGqqCkOt8VnnBiSno063MoB5M//k/EV8s70LAPjB81tY+Bn1SZEtZB1cIu+TFpqFkc62MNIULSYInmxXNKlHcJpqmv+4XmrMcYP9zhJQjENsv3GBtkfPWfWGuO3Q3H7JPsVxxkEBB1izSWNusDb0z4zXMWvTjStVByZI6009S5cEEYpINOihQvOoAsDvXb5BY5MXKbICOz5ppxdJBd8JqH8fxyv4KKTxeN3d09qYIaBjBYGMUGPCFYO1trOkjgcH1DcYWPCP6Tn15zmCExon+6Cn6wUhV3D6DQBAr+sjIiQYZms0du1gqmvcrJgD3OF+umldIGAtuCWlxmkaEMiYgzLkAbhIK0Cd5tzFq66u81N/liJeoHeJGkpzmo4vPD1v3U4E+/LKur+GXHuDvMgm+nMno03iIGxhbblPjUpN9IY0CA8Pl5FP2AzyU0TMRj7MXLzKUa5iYHwjQtuhRke5gXc3dgEAg8RFiyfd4aCOAS+K93vbOBrR88czBxWCvpUmn2foz0IJxHVmgWlIxFXuwLaD4Lxg/sgguYwsXKbA8l2gyq6DThdCloDmlJ28yvJhnZMTWlUDHZBRcQLh0nfSNudzt0yErWITTnFy3qDvTk2YwyIaA82MZHkJ8kPeYKJMR+RQRHgNA2JIzzOiBIpxpEZnBhnxRtjwYCTUjum61KzTRijg9tlR3iki8jnEtLi3vHI4ZBBsyssohREVQTMJk6eD2aVr9sIUNjvxH+6twK3QAeJaKcZsBtt9QI75OaLs08KMp7Yw0H08IWA0KHCjXRt5DpdB9MLLUGnQHHl6uojnHQoyGA8qqO0xo/RDOliz4RgquRKQK3LT+wMIjqDXustwem39FckbflxTml1J+dS+xuIY2w3a8P7G0qd4kRlyXJFgh1EbjpBwBa3gT+MlSHZOXXJQZak6xsEazeVh34XFKX4yUZq9JjcEMk6RFTNDB/VOkgY+OCVzdrJL98j9DL9o0rX7q8fYDWjDPYxbOr2xbYzR4IhwXWQax5wpiV9MibmnYBj6cLAJxVje2hMDtX169+qn5xAhsy5Nphq7CqXgDZhuL1lH7y6TUvP6n920rtAm1nHfpbFpyBQtjrI7wkLCm2KkUp2WW/gwFswxXtmhvn4SLGDG6ZlOzyiDMbGBAReNSyoUZAMAtwPIC95RrylzE3suc5nLXL5Grq1B/lf91wEAb/vPtPbXjX0KuwPwrASXzBFoHjlaCclrMZ4PCWrxsbOFWzaF81dYzX/HewafoQnnSU1/fjJbwpMunYDjoxqm0wbdz8thjPk5oUD1gCH5BT1/N8JouyinUBKwTlakJjzITQsAmbl2Ly5T7liLUpahM1mMWombUpapC8hHbQdxlVMApxmcs4JFx9OMNMV9nbqNySqb/V6Geo00lju3LnT/nUxqMNjBftqtXcFBCuRVxk3mHB5LM23Go+JT5XoA0bIPc5Jy+yydMVN9Dl2OQGQlEW2BjURvWGpxUiAvqusBkKw95/YiBjuMPw2gq+cVlRgn5wEmII1ZJIILHgBbrR66NpO/dnOkLfqsFiowppxVsXeqYUY6SDMLr2RGuFq7zxsBYg6euJUIDc7eMoTC8HkDANDeVXAO+/QcTkFT6ZXUjavaa5aV5AbnF7ACerHhvboObGFrimaV5utoTH/3nRg7FdK0dqwONjlTpSHLEgSjPNUBzXWzr7kpfzShrJAwLZdf5lJZUgBIvDKLBwLI6xxkkEoHYb5/+qImlfA41VBJiXBCz/5ErcE1XgMArLpDrDuk7RYpmAAwVWU/vOgc4896xFR1yKmtHx9swDpnyFJfwTvnvjw+Q1aQ+AIQJpvYKkd2Sc9xntmoW8wvOWIN8tsmnnCgas0t+6MlTd1nljAgeX9JkMHlzwXCcT9q4YDN+PAsQI1ZuepPJlCMZ7VGGcBB4LgudCkKYxgBxRq6plx7gxzwitiNF3V93E2/h+MJqff7Jy2oCW8qkdARVIBqmwBABomDhBZFwJ2zaMx0KdVcCRwyfdXxtI7eKZmO/qGhU5Myx0DzEd3PP411cR4xY+BvksL3aGMNm6aORE5uZBBRkZInEXLamXuel7RgnPubVp0rkXATGRcJm6xaZYGmK2nEygAyl9oqcsAI+X0LIttcIWFs8Kubh/iN9iP922UG3f9sdAsHPDErdoTH+2Tu5KbQrMrZUgMAIPsTKGYxSuseuvdoUxntAGBTBQowx5yn3AN8zmisnGaoPGVSXY7qCtuC4qJjyDII3oyQJFCM9TSHIVKPzP7ZogITtCBzGH86kag9FrodzjptXMPYgeS6MKMtidE23cMaA9VDZo0RqzAur4B8AahaBZJN7Nx3tOtAhCmiVtn5RT5z1Y0w4GivM1QQBZaTNz9hWtCFp4X8yoapsa0Acp/TALcMRFs0t97aPESd6+o8dWhuLfkjfLdK45hfZc8W5WIPRQaLT+5FI8aDmCLCHzO7UadX1WxJ9kiVrqFcwWYXxqgpUGVm8+XqWDNpuWaC37n9AADwryJCjNj7NpxLJuuNKvjUIYD+xlYfU9YOQmXBEjR4p1mgS+9mSuoc8k/79LvKj31d0KxyFOs0y6IPAUBecX8UBxoA5BddeMWh9zLV3bn8vI3vd2jebq5f4hsBpUJmiCDZlJ6qGAYfYBYM/bnBKapL9hARuz5aH0pUmN4tbtlImDjYP4m0YtT6onSrZFUHcvTvokz+X8ncxJ7LXOYyl6+Ra2uQnZi0qyeTRWz7hPjvxgEmMZ0etpcgYb64aCmDxXxxb2wc4q06hU1fcE5w3y7SwcD/SvQ5LTGD1LVdTidVSGbXqT/LtcYmEwWnxwSYvRnkgM1BTkuDZcF7QlTvju9i8HKDrgcpBEcgs8jFdKUw0314Z3ziL9Ipm9kC9pCDBaaF4RadOnFdIK4XdUAE2GrBFUsFmSO0c7+glDdihZh5KUdJieRfs3oae/bX6p/iRyaZXh/0tpDW+PlC6mOsiLCi5ul7RO2ycmPaSmEMOAIYCqRMcCpygaVfcPDmYqY1x4JBxei5WiFWk4kuZi8adR2dH2/VdOVDcyrQeFRGcwEidyjK6qYLMVYDMkk3Kn04bEEcVz1YXK42CSjlDwDSqo3cbtC9mbkmbfpaAwcAVrSR2yZsDtKMjwMYm3SPwIm1hWD3r2Q5FU5+KSAY/6eUKrXGXOlsIbW9itN3aZ7H3xzhDSZNuFW5wFvBcwDA+lKB47WwZpDWe5xVccDkHIGcaM6bunRhKdJgnicS742J1arIDnl7ax+feRQlPlkJ0Hyf3TRJicecbmb4zjIFNu9Xj/B8Rq6h15e+1KmV5n3q3z/ovo3giEdSCAz69F5P2ot4mYGLmZI4ZTLoT8NNjBkRMs1tfDmktjz/sx0AwPLzBN4hu58mIQRr8Xmel5hNy4JgN5SMyuwaFYZQbM4aCY/RocCIs9UOVBt/1CIXQLv9Y6yxSSIBBKyddnKlETNVVrVdkWpOyaQqMOOaPkai4J9SX8cNS0euzWmCnDlGlSmRLjfwy8i1N8g/+0tiFM+CHB83SWW+t3KGy0uaDio0YIXsr8qBW0u0Sf2dxQ90Ua4VI4PPkzRDQRprYoWTiV2R4B7XrOm2A/zpAkeoBibsLjMFnfQ0xEWEEfI65xMX1GNpCsVpgjhLUalxStzTAJnNMBUTMKdMNuoJXSbWHtDGm9sSvE9jsmCR6QogDXJYXGPEslOMnpJ7IQkkJjfYh+dkQOGL7fNGORF4+S2qVfON5q6m/0qUoUlFXZlo/6trJDCmbMKkCrlLC8eYsTnR9nB5r/CxUHQYALLlHDlDnCr7pc9VZEQWCgCj9SqiJm8kwyKyXYPF9ZSFaSCv0wKKFgIYzFhz/rap3QsLn2RU2wZAwoxLg7oB8z5FCN9YOMd3WmQ+ves/xo+5/Oc/XFrA4ke8SV2xXSarNoLjKxFmAEnF1PnmSgC9l2r6dwWTkTWSmD3lMrK2gixA444sS6heAZ4Xm6XIcwhGLqjVBQxv0zw7/bbAxn2af99Zeoq3eVP0RaShOcVcPc0cXVI2xxjvheQSach9VAW9iyWofjoAfBRt48MLStsr3AJPp23tDrX8BBHPQyMGUgZRiEaMVZdcIudxTaft/mbwAI8T2iz3J+SayespkkExl4FwyBuuUBgyw1Anq+FzLr0c5abeFE+GNe0PL9xZuSWguG62HOYAA/dFJYDgA0i4jnZNiU4XwqfDW4Whzt8vcsybjwzU9gomJgt/3CeY0uevruDvrhOd4Xf9x7hgjeNBvKKJlwvS3Q8GW1hjWsW9Fx2EF9SmyoGA4mQWMyyVKGVIRG2m4WsYSPwr2sw1ZG5iz2Uuc5nL18i1Nci1H9KJMWsZ6N6n4y1cNDVHXDoxkVbYob84w6pHp95d6xxrbGL5wtIO7ALrlCmFOhcbf8vdwz4T3/528zP0tuk02l++A2+PI8xhBBQRNNeFKKJSBVB7OitBx0LoFLXl92ykfhHtA5wunTD25VRHNTMmY4gbLqaLRdoSsPA2acDhlbQ5KRTMTdImJ3UHpk/3W20PkPEJeDagKF5yd4b/ydpfAgDedc80titTwDPWIDtpDXXWUnwzhsmclkIpyJjNbY6OD7csDO+VvIruPuPnLi1kTbqe+oYurTDZyDG+xdpiM9TlR4+YECH1fKx/n/s0SrTWENdNhKzVZLaC0+c25RQ8Aoj6HwDihQyvL5N28zfan+Adl9JLGzKHDKhE6Pdu3sPRNmlatb0cYYvGTKYE8Cep6PYXJR7imgBnpSE3gdxhS8AAqrs8pgJweyUTlKrQHBVFoCfwALP4rkC4RHPr/E0bxjfJ+vgvXvqXeJ3xjKEykFxRc2PWJUZ5afYX4+iLTHNhfhqt4w6XeWjLCMccjv7R4I5OxZ0MuJD9kQ2Dra6snRcKGsyp0vVm1J6L33fIeltpDDHj8Vi2+rpa4NmUNTgzR7TAJBy2hOKgVZha6CakMf+fnv8aFjyat280DrDu0/p4ftFGfETfaZ6XCQGFG0ZEnkZwwDSQNQN+jgFzyOvNtjUJiKxVy/pIXBbBG0x06m9FStT2SXs97q7j93+TsY/Llq5b9NloDbvMjDXjSpumkcGQhdtEIS+yg9MyYAhAE05PVxz071DHTnZSBEslnvs6cu0NssI1gPHyItxz+llnEiAdcgdmAqjS4vy7L3yE1wPyO9ZlgrpkmAoEchRmyb8bbr9nS2yY9JxQKfyFS7CDj18GrBlFvyv7HiSbmknDRVyjjvMPOCK7O9GwFwWF7IAmvD+dIV+mzpb9cZmJkuXIA/o8W6V/z96WWHubFvudYKjb1wt9DYZe9Ce4WSE3wqe9NVQtJoutnuP3HtGELjIt1hf6WDToPr4wUGEfS4IMgaTrI3OAPxhTNNIQCuIe+X7G51VMF9i/dcZZBW0BOeOFLxRSBhIrAYALGkUthbRB47G80cO3lncBAEtWmcP7fxsS401uAeE6LTIX0JlDTi+ByXm0RmKAq+1iuih1DvZknX19XoYFDr26MtF+tgTAGpul9xvHeLpIVFUykZrA2O0pveF23mCf2LKCxVF4qJLezR4CU07u8M4FgtOM25rqDCpzkiKr0kFWbGdp28Nog66lvsCA/bZLr5/iH2xRQbh33WPUJUdkkWPKxdpOMwMG90lRYK4tJxixSTrIHUw5eX6SO/iz8UsAgFWrh0NmyHn/dBNJUmRbcbbOQZklY40l/FNma7pMdW3tJJCYjGlsBt+OceHTxvTRZFuTyb7GpMuvtE7wZMg1f44WUKnRxnU0quPzI4qgq2MXg1s057aCrs5iSxIDFjMLBWesPPRj7WKRwylyrhGVLFUQN9hVZksExX41mEBxYoFIM+THdFAUSAhhSK3IAIDDxddWjHU8r5Ap/Q/bq1jZpBhHp1eFzTXV85zmQrUWaVdAsDBFwqVoZQqYUZmH3r9N49F9RUHxPdZ3LvA/3HoPv4zMTey5zGUuc/kauX4NRC5IH+x5sEakEfZ6bRQaa/8FwFyjE+tV/wBvcUphyzAQKdL4rpJ1FqY2AI2BMmHAEoUpk+GVgPIIZ79q4c9N0q6atQAp1yFxuznsMZv+68wL2asBBflqmn4lpQysQSrL1FomAAxfoBP68mX+7s4M7y5SUKVpTTSGbN9oYVfRPXaCS12ZselM8dkJndCz1ELgkRkx4tIAuRL4wZhKajZqH2HZoP646nLwjVyTEi+aI2x5dIr+M/k6wj1qX+YyU89irkljsZgizQvgt4DgAJF1c4T7S+Qa2Ap6uO9TX65YfSQc5fg2p3X+6Usvaor/+kKz5JGMFJwuj11HQUl2drcFpstlhBwArDMLP1si8znKTQTtEhN3xEXh//X+i6iTtQ2ZKZizksTXZFMzXODgWSODyVyPMoKuCaOMK9jLCBpHqAyB2QK7BqoG/DMagzTgyoRrtga3TzagUweTzMAmp9YloPQ2AJBCwGIt+KYJTHkOTxRrZWkTP+BSEsT7SJrWh8NtzQd5YLd0eY1MCaSMbhBJgccVuipk43EOlwML7sEA3hN6XlYPEFfpS4Ohj0OO9oephbdWdwEALwe01k7iBiY+zdXTShU3WjSHjoY1iH0GuJ8ITEBa1w/lLThM0pzHJfFyzua9OYrIDwRQSu4Z3c802hhtFlUe06+spQJ/ijDSHAdFaRKVqCsEzJa2VIwoh3vBa7pj4SxiJqZLA7MVdiWZOb+Lo2EjzrEFS+PVleZQTQKB0U3u1xs93G2TVfpC5UwT+l5Xrr9B8salLAPjDQ69H2U6n1fJAP1bHMJPWnjTpQVpXEFUp8ggCxZhVXZqwmVfDQi4HOVuSKVraCdVE+/fJBV8GDc06FnkwGCHv/+MO9IwNFXZ1fKPMAyIYzKJofJS1W/VdWZGzP4bx8zwZEKmyn+6/AynCU3Qs7imTenTsIannLc7GPnIIjZFF3MsVymKXpgCl6MAn40IfNsyx3pBvmhdoM7RVuonusebzoFmd7buZPhHeAsAMJLMqu3mMJlGq12foMOrrPqxrW2CEQLcuEHPebOyhxdt6svbVoaIAdOtJfKLBmaEfzmkZwyk1FFx4GrtYgV2Y8EIlR5VWaRz20D3CW2EPwptXcjplt/Bj7s0W6PPGlAFyFsAbCHCmkKXMNVZPrGAKNbGFNrXlDllBDyuAeecoWSNDV1bBkroPODhbb60UdZzj8YOLI8W8ndXniLjG7pCwJclkLiYl46wELLPvCjl+4PhC/D4oOvGAQKT5oVjpDia0ng8G5R53VkmIZk4GCErATs53E4BN8vhPuMO6Q+BgJ5j9EZY+Uvu66SGo9epfef1Kv7EJ1M+YmLpx4NFXDJJSJ5LSD7pksyAzRlPMoMuZDf7uIlhrYStFaVVC/gVhIAoEghMQ+fo57YJi4vARQ1Dw9qsLEfe61N/x0kJzL+y1ot9BCpHzqQo1tkQwQm7KFYl6l+WCRY5O2YLqI7dL/cTMwS4XA9my0L7c3OTDlWAMp9km57/fNrGlk2ZPL+J68ncxJ7LXOYyl6+R62uQRS2OpqOr6xmxhDVmpp6bAt/aIdzYUdTET00yt/5WsI8m19cAyuj1mE2WTibhsnlSl7kuQ/k4aeKzkLTGv+ze0hqJSEtgdtiUmvXE7hXsuhlko64/F6UQNBkumNSWNci07iFiUK7gMq3xSYAvTIoE/JF9H0ecB348rKHm0tG0f9KC4voqlQc2ipjTl2oNi8sUGSxKDSTKwDilE/IireKLKWmTj70O7jjkyH7HudQg+UUzhi3IpXHbOcNv75Bd+iOHNLGL47oOjnXGFqwqvft4x0RwyG16buCze/Scf9D6CVrarPdgsWb0JpeuyJsf4MMXqa+PHy7pCCoEEPOp7J8AXCUD0xUBxZHEot4HAE09NRpW8acjot7/c+sOFJvh3kRgusYO+6UI+Wdk9nkdpe9dYC2drgGnz89bLlMb7ZHSSQOZIzDdZmLZ7QTpcy4h0REYb1H7gjt0k/X6AC73wd6gCY9Ny3cqz3GL85NDpVC5ou0U7o+pinHGY12kyv70bEfX17nb7mDZofGqOz2NYjgfb+k6TQ+jJaTMhmTzu3jnEi7nCfvHM10XSGW5jvaqNIXBpmr1MEDO81gZJv74/HUAgLHIavyBh8yj+23fO0XboU79bLIGNmqQ21QJk/pdgL1YkCkw3uLPXAojC2ykCzRGTscoTeJpDCNkNEeiSrxq1YdgrRBKlRYcr2lhmV9J65QMMFdCwO3Sd6fLEoKfE9cFkjpblxyUdHoKSY0DgBUgXOJnCCDY4zUdQM+XXCiErGHXjVQH064rcw1yLnOZy1y+Rq6vQVZLbsPCiR82BC5epR15/Z0j1Ao/jExxkXL4/QpzylUpHOBVmWHCvrqzTGDEjpCPwy38rEepWZ8dr0KyxpJsRUjqpZ/IP+RUuBlpD81LF6LPpQk8j4poAYBpliQMea79KZlrlswpA2Yu6UpManS/Pw1fQMakrBhY6PNXg73Sqe30FcYb7OMZmAg2+fRnf9pw5KEfcmAr8fGQ8ZH9xMMTkz4bzY90JcCpKlOshrmHmB1woym13z4zYQ8YztNWSB0mZFiMEHI/pPUcVdYQY0gUPRapBAn7hsLCRwQgsLjNXoaYgyAiklROAFQgS5/KRqk5Vo4YBpKWmEgAsI+Zv1ECxox9Qw6QN0iLW6hP0CUXGtRDj2BiABRnp4istBRkJpBcqVk/WeN2WEoHPKShkN6mBg63JerME/k6p+kdThrozsiS2a734Bqp7t+QNXdL5Rp+lqhc+8k7mcBuSv7Vi4S0npXKCJ8fUGBuz2pqf2Tf8LHmkCr92tIxfrxHc1h+WYHLyk5RLdEaKxgMTZG9cVneolbRVR7z8UQHMYMHAkIVRCwG3MvC58a4yqnC4Ba9y661jBMmNMkvHMxomiFuZ1eIVgxw9RLMFoXGzY7Xaez8TqoDX+N1W2dmyZQKZgFUSK4oezC90UBhK8rxDGpAWrVirVHWqhpel1c8xIyxzA2p4UT+mYHRFt2vCKoBlMEHAKMdCeMmre9aEOq0zsHYw9jkDDs302Ue7q10sBWQP//d6mNdHfG6cu0NUjFW0B5lGNygFwgXAdykgUwyA//yM4o0u5UYizWaBe/6j/GqXRCIlo+rSOptSyXo8zo9Tat4FpMT9dPRumYuubvSwThmDFsuMahSWyYjFxmnGhWLKQ8cGAX5a5JoVm/6P3v9LVPTHhnTBJUDurd/RjcZbwDWCS9wA3B4gTce5XAGDMQ1FRQXz5gsS2RFirUAjrtk4jsOm/enDg65RkvNCSHYJgkzC7tDMtmi3MSGSwP5mr+P9ye0sD7sbWIQ0c3jDk0/W0FvzhCAwQ7u6ktdDMhShppYGMX0u++PXsG7AUXIW8YUi2z6F0wpy8YY7y5Q1P5i6mtm+DQxkHCxxWRmwWTqK3sgdEDE4kqLSWBcwfQJTNj0lVOJgGNjmQeEHGXvPmnB4M13tpYCDt2noNfyzhSqRzReo8hE900+BDIBZbMZuV0yrTtGimWfFuSqO9SR5Bd8cmFk6gY8k/pvxRvpv38xXUPDoDl83z7RwRgASFSB2ZWamuvb3I+JMvDpA+rsc9R0vvmdegcbdpd/J/CDMzoFapdl+mCBdzRiBWvMz7PLQ1+5jg5aXTXxxCyCxfVVoroBZ1SYn9w3ChqNYI1NhIyfNW1oZiIooRMLoAhBANBmlNS+ikxIPRMhs3TLNwdYrVP/Hvdr6D+mzdfrmKjtcjCrn2Jyi3Ci3okNg91yRW5/vN1GzorJbLF8XyNRcC85zbab6cCgOYFm1UqWqP93XjzWpW0tmaFfsMtXbHQ4RdY1U80u/1awq9nHaiKCL6+QM19D5ib2XOYyl7l8jVyfzeedBgDCGEULzM5xa4BZSCfB8cMleBesWd5WGNmk1fzh8HXcbv8UwFe58jI27zIoBOyZnyoHT0NSWcaJgyZ7s+/VTjFjO/iDiw1MJ3Tven2KULFjnp28SooSzS+E1hrzig/lsarfGyNn8yNquxreMF3htK87U2QXDBWyFTzOHKocRDp1Ma94GN8sajUrKD4tkxqQ79JJlnImiK1KgoXPH2/AumAGkttjuDadjD852kHdJ223067ieEbte3K2gJT72DsqsaOTdT7tFdD+nD730hbUJtdCHhl4fED3W/aHuh7KfpJjySQT5SWGG7lCaa2n5c+wOyJVZ6k1RIVN72Hs4NymNpknHtwup0sySWlUFcgYnzq+F2kShuCxA49rZ2e2QM5VH5WAnketzX4RA0SXU8uMSJQkyEMF+6JgcFEwOEPo3cVncFgjeDpd0ITDd91TVA2aO0V9lQ23jz5jEu/5J9gNSXPvxBWNC7VFjsL+HOUKATdqzVAAyCIqzPFX/X383hJlTM1mNo671De9qadhPjU7hGKClNGtHHaXtaGgCHIqOOfUTjGLoNiNpRwT4OwzuDbQozmnPAdGSO9bOQDsIxpT1WWiFtOE+4Rxlws1TLZofnbvGciY8CR3cuTsxsgcgdlSQeCi4GzyO67zGLkx/s6tTwAAq3ZfuxeOq3V874Ksxbxn6bo6w21Ha8ltuwK7qEFdBNVsqeuOj7YlYtZY608ETCb6tbshlpiYpvtyBWkt/8o9kszADY9MkhwCLY7uHYUNLLrU/k5YgSVpP7hldbBmcj0jiCslHK4n194gYy42n3xrhKZHi3C1OsSMy0Y+Sw1E7KQwjxxM2Wz95/HrmqHnbwdHsBjrd5bRPZ4lNfRz6tWDuI2HI1rUEgpv1ihd8b57gIAZUm56L+L9GkXI39vbBqeVIi/8ZllJgBsv1zQDjjKl3sREmiNn0HXmSY2xi5o0GPXKDBODPsc9Fw5vBuZgBjHmglbDMaocpRu+UNdpc0DJhlLg+JKqQrLKboZ9R4OeuxUf3naffiNznF7QwvpXjxY1Vg0m0HrCHxl7lnpCT0QoIK4wsHcqEM84ymkpKDZnw8zClzNy3L3qH2gs32M+PCa5g5+PyKR/srcM/zGdGCcrLirbtDhb/gwqLTCHCpVDdmOwKej0DUxWmO6u4ei8fK+Ta+YfM4QuXgYBpGxij6eujnQrzrMe7UgI3ri8ixTuBTMaRQIxueHw2XANJh+unxxswOTI9OqdAW65RAX2KCQ0wih1ca9G5rYvI6xziHzHvYTFA3WV6CWQAg5j9gijym4RbtPzaAnvrhNq4+cn2xgc0tgNvRIDapspjBH7N0cCHuc4Jzxebg8ll4AQupTv4F4DZkTXK4/6mhVHGQbkgAtuHU6A4npB7TYeACPaJOQ0RCVhEzyq6rz3yaqJ+G3+jpXB4kh8NLUQuDRH/9atzwAAC9YIf6NCn0+zCp4KWpu91Icx5LHpKD3fZ8uAxdFymSi9GRbIBHOaIWqWNZgSph/MTQnFqaZpxdbcA2akYEyofbdeonD7OHbwz/deAwD8tY0HWLLJfD6LaviLXcof9d0Y326Ry4iSMtgVpnIcsmOT+Iz+38vcxJ7LXOYyl6+Ra2uQ4y3a7b+xdoRNj1T6x6MlfGeBeP9miYUjrjFiTk00uKpA2Kniny69DQB4Z2cfPp/WfzolTN9Hky0cMs5wyR1rAojTsIYdm5zwNRFhgaOEr7gH+PNLIpZNw5KjUBbRwMEUiqPVUdtCwqlXuSlQOaQT0kxSzUwyXZCYLZbMOQDQ61RhMJdj+wuBxmMm8xxOkXNkDoYBwalX1npVl1hV7RgxU7+jw8S0ywmqTTr5s8cOrAlrXR0DwzZjAb0YYLPeP5FY/TE9M7ckrBG1e7pehPWkTtmyBwJTCqbCerWPby9RxszzYQtjxqrdDjp4kbX4O/YpbI7UDhX9fZo76IRkjvlPbPjMDVl/Dkyek9P9cKMOVWVn/EjB2qOxUUxULAIf5oju4Qw9zFpstk4yzBbYreKUgQoZQ7s20oEDyWxIBemtjMuaOakny+96ChnT5j/945uYrXEwKJQQTMb7z7I3sNQkVSbiui/r1QE2fLrfRVrWGQpzC1WD+uHjuI1Nsw8AuGvZujbKUTbFn08pVfSca2d04qqOVn97bRfnLQ6IyBxVRnOczGoYrDHrzW5JlHy1XEfSpDEVDRc5sw3lFmBeMttVxUHeJu1fpDmsA1ofKs1KkmOuKqiyDLLQKqdTyCHPrSMBye6FJLBRMG++unysMYJASebsskr4Nyqf4YZZ1IoZ4nFE2viCNUa+SHeJThztbjEn0JUPRVYGMYuGGmEKhwkx4opAwauTuQIml22erNpICldYWgYjD3oN6ptP6hpN8Y/ufgMv3KT5PohcpMdcPvrlIe65hF5whUSXtfS6FPALdfeacu0N8sbLtMBMkeOCaV1yCOzPmI4oMWEEzPQ9sWBNeOImAh8/oxoc/xv7r8Nh38Cnl7SqA7skSh3Eng7J3/QvdA5vIGKdv3zL6mHD7wMAPjPWvgIFAIC87kNEZSSySEsLjmPY55yj7dgIl+mHsyWh6bMkL84slrD79MPaXqQJP5HlOo1R+B4UE4VOl00kXFLWOHaQMrg1ZZoTMTEwGZIJ5l2Br1T3FYYMop/WXDjsozJn0L4mc5TpiSaZJdmSStceyRwg4hraTTfCTQ4Zv1Y71Cl0t91TbJm0mS/KCMW8HTJ4vWFMUWdIkDkDqkd0P3OcwOAIusgN7W+0xmWtcBR1SISALMD4y17pAoCh86X98xySzf7hLcC+zdFFO0H3qEH3LjbIlNLiqE1lSp7bAZwhA8/Pprpe0HRJaAb3C9PH0SoTx9aofVFqwOQbtu0xFkwyMz8Zb+A4omevOX1s1j7Cvy0taeoSpX+REsPUoj3SJLS/UnuMoEHPeRiuYtmijTOumXi1Tgv1n4o3MYHH/Qp+RwX7jG3SNEO8Tu2wRzlSPmSH2xV9ONT2UljHPKGTGPno34WsaKiQYZTFyYRAWqH79V9UeGON1vLb9T10U9rA6+ZUl2R9xSNztiozFOmvvlDYsWluPQ2XoBiWZc6UJqHNbSBiijoRSI1wuLrL+M+pb4xZFRaXhs7N0j1lxEqXZzamCv4JIx241HTtudIum+DIxNMuodszN9fz5aXmKZY023uZwuuoTPuQrytzE3suc5nLXL5Grq1BLnu0I/djD0lGu3DbneCEo61xakIc0Ynqn5YAWHuQYuEvGPz90SsYvsQpbwtkcp7ttXRRe+mnOPLopNhs9jHk2ituNcYaR16nuYl/r/4FAGB818YPJ3SiJ09Yu5nasC8pOusfmjDa1CaZlZXukuUaUga3On0gK4DM3BtGVILho6YJp1PYCBL5Dps7WYaUzSOZKJ0oX38CuEwMMF6/SubKwYctaDai4CyDz4772YIJmzFxIleaucfI85LQl/kOL14xEHGKlfIz3N0+1eNUaDWWyPCCS+ZHQ051qV5XEGsN9SXX4LkSDRxv56g/L3BoAkZcBFuE5mwUOTSOVHhMsT+Zarp9kZUAcpEpHSBQxhXwdyx02VLXTgDGNibM5lN7auqglLc/gtth8tVxWRsFgCZuVcLDbJH6zOkKxIylcxZZG5a5rkz4eLyEX6SEYXx22YbHSILFoI2qQd9J/EfarRMIiZogbe2GQ66Fs6SOp0xoMvEdTS4yzW2Nmdy0LuFycHGpdRsnXepvDgYj3i/1ExEncHZJQ7MqPob3aB0kFaGDIGHLQMCJDyIIkE/K0qsAyjoxoFIIGfM3TrcCXN7jyp1uqi2wDfsSG4xk2DK7Olj6AqdeZgro5sxMlUssslbWjQMIZtfJLYHqAWODOyXTUuoJXZmxcH9Zex2okPrXyXJYQwaNOyZkxBaTZwDtsl8K8z1g7KgySkKT4CRBXOXAYNPAdCvl9vk4z6iT+3mmy5pUZYifT8i1961tXEuuvUE+7tFkuHzehLNCm1vP99Bh08jsmiWTzI6ATGmwavsJGs8459eQCE5pol+8zhTRjQzmgP1VuxYSzmDZuyVwr0ELf93qadW4n3saDX83OMcHyzTRey9wFHHHw4JLUCEjKjNFcqN0/BjjGK5ZRH5zDG5QmwpQdG4pJAwviI8kFPuGkGYQRRnRNIcxZHbkI4HqfpEBkkNykSL/lHN5Vx2kTmGSiK9E9axBxJ/L6B0UMN6izSauuDpXvHAXJNUyg8T0YwTMMHS/fowli8xWS2TIeEB2k0UMMrrfA2OiITDHCfkXE2Vgb8pkwnEJr5HTBN6Axs51DAyYFi5sGvDYvYAuQ1DiWMNRnIuKLgwWLtraxLbGOdxLWu0ydTDgzIfpiyV4Vxcdi6BRB8o1ITgiK6ZhycSUpJBDehf/fAC/4AvYWQDYnJXb9DJb9b7OdvnwbAP9c2q/fWYiS+l3vbs+pglHklc8rHKlsBedY01ndp/psl53DtFiW7kqQ4Rcd3ya2fivj94FACx5Iyza9J3TTl0D3L0Dri/uKiRt2uBNy4CYliZzgWdWJhAytYB3iTJH+wpbTpHfLGwLsNgeX2wiYtb0s28YOqdZ5ALHM7rhl+Y6th3alC/zQPsYY15rRR0eAHgQrekCX7PMgmClJjeh6zdZ0xwyLdmfCvC3dcpuBNOAqHLuS5LCOKVDRbSqenydrtQ+y1nb1OZ0UZM7t0o0ijlNUOVMOmcoYU5pzr1f38Knp+TCe3n5FCZPwLNZFaOisNhruJbMTey5zGUuc/kauX4U++cEPlt+nAOgU89IfGyx+nzxisD0Jp3QRmiW2k7FpDKcAIw4hcFlGqvPGZB709C5uv6pQliUDNiR+tT+g/4b+FaFouUv2qewBOnu5/YF3lilE/2pT5rO+UUNZ46n76cLs48VjJC0BnMcI/XZCb5pIm7Qd6JFNlvdDEGTNJNLWUHmcFrVZQXVXTpVRRJqDFvmSFhDekfrbICUqzHOljiCbgiMtgsuPQZBA0gqBgwubSuUgirSqgIT/duMT7s3g8sEvFM2SbbXL3GrRif/4aSha5I07SaaJvXNLfsc5xyt/fPuC1hwSJPZUwv4pEtuAkOWGvbeMSEQpKEw3KIx8o8lZI9O/8yqaq0m8QTSFms+rEHCMDQxqhzOkK1Sn4kUWiOYrJg6iplb0CUVoqcVoHaFuxOcftaNua8zrV3lzVLbEFEMdUykwEopHUAzLwO4l9RX511qZ6YEnnbpHcNHdTQJwojqYYaMaxDPTjwcvEC/+687TRjMH/nrNx7jP2q9DwC4Y5HWE0iB1x0K3DxNFrX29VFvA12uPXM+LhPI85mpI/URuxyQS5gcBHP6Npwus/lYUgc+kgCIlrnUxrlEtkJav9w71e4NwWmK+dYqomUuYSuB3gtsGW2GsBwuv9EYaZxm1Qh1LZ2DuI2WQXPkD7pvUH9klv5uYMa6GueDyyXkHGCBAAY3WIvrSb3ulQFYE7YMBzSHVBSXfAhKAfxZpLl2mxiPLxHsMifC1hJymxl6PP63YsDk4E/mmdp9M10uuQJa3/OQ8R7w4d0q1BLPnYkFkV6BEFxDrr1BFtAPe5wjeMKq8WgK5XHtj1kTnbSA1EDXSHZGEuNNmgRmmGt1vPi3sgsNe7FmOQxmyp4kBo5mDQDApt/T+ZR1mWDEYN1f93exzhP2qMVwlPU2/kv1K9S+zEXliO7tn0UaNJ7bhq750b+fw2xTzy5U6V+lBH59jXJuP2+u4mSDFvvJQR0QtOD8YwNxk/0fNQkz5AU+C2Ge0wBKjpQnvoDDPkglBeWwg6Kcgn1Ddl9pAoDUEQjv0KD+/Zc/wEd9QgG47E97rX6kI6Wz7C4upkySCoHPxwSBHaQ+Lpnh9qOTddT4APmttYd4pUW+yd0xDdLZuKJNJmLaZt+pIXQdkqvin6e6fjXY5VBETwHa7CerV+ZCjQHrC8CMDwTIEsKx9EGOi1dLPyX1ASDYVSEOz6hYG8i3Joo61mGIfFrSawmGu8iOhQaD3XsvUx+McgGXI9rupdAFvsxZpgu4iczFdKUoKufAPqV2/8i6qTfIQh4nHj6PeFxEjMezJf23ll/UeFZou3RgrW880pvNmMl8f3R4EwODzN3mI8AhoAGSwMSEiYBlArinhdvhSgngSqDrUUdbNI69FxzETAUWNRWyTWrH8sIQkrOMvrm4i096NEe6aaB9kA1jih+PiF34x4c79Awjx06T1teSO9Ls6P2DhqY4G9/IgCqXI953YDPCwJxAQ3dUjeaQGI51rWzEZe1ykeW6rr2aTAHe+GWUIvPpfQc3aTxni0LvRZXTVKNYcgsQI7ru9jJMeBxlJJCfUX87E4locZ6LPZe5zGUu/x+Ra2uQRT6tdzyBGLOmNRyVYFVDoP6cU++2DB0RHq+Vn2t7ZUFvk1OIZKZgjhJ9j4vXuVynUJqpw5QZHjtkwrTlVJfgtJBi0yyDEgAwyAJ4QeHsdsFBXURNC6JKp5E1TjUrj9OxoBbp5FmpkCnwK62n+KZPJv1v1z7TUbD/vfkbOMnITGt+4SFl08y7zGGdMLVTHOvSl97pjPugoqPYMs0xZe0gWsihuGzu1MmhWP0XVo5v3N4FAPx69Uv8apUIc78I6eSXItdEu4uLI/wr41V6npFghcHLvozxFx3SCLJM4madNIW6OcVdjm5vu6R1T1s2/vuM7jE9ciFT1iY9UwPq5SRCcMiaUZRCDK/U/QEgKwEgC2o5A/aQ09zCXJtaMpOaUsuIFaxpkaaYYPmDskoeQAE2OePi72GkS/liFkLyZ5Vc0QaEKOn8s0y3u8qmdHpqI/VJC6kclsGiIiAFEBohOGZN/0TA5PTR866HX8x2AACPY5qHn0/W8WW/yHUf4WmPXFAtb4qdKvX1G5V9vMSA5R1zjMdcuuN9TpI4adfxWNI1kQOzFQ6CtKV2Z7S/TCATJpCtGUgD7qdbiwjbNJ+7LxbzKYOzShr1UnWCik3rYJrYWPJpblsi066VPzq4h790KD3vVu0Cf/o5IULMSzbZV0MMmZ6sa/s4nzHBraEg2F2gpibAwZHcKS0A7zKHjAqkxRWS2nPOoy7GE4BMroDoDQOiwciYpofhDiczrNHaCFdSZOwey1xLu2+8M6XHa7pkaFJv/4RKdgBECGw2Stz1deTaG2TtSzare8Oy7kSWw+ColHsyhnNe1JKolOBRQ8Di4kyVZ0OIQ/IZFYtJmEapgocRmgz8nWy4+HJKG8L2jQ6+06CE5KFyYDMjdjc3NHylKKB1kVbw1hr5hn64HUDw7ux1BcIFmkj1Z5mGrOSWwv1V3jB8snFecE9wm6PBOaCj5r+z/gD/ZEC1W4Y3PGScWSI/NzC7SWaOPxxD1WkipRVL98F0iQe4DcQLnDxfj/DmFrW1ZU9xzCQHbzQO8NdrHwMAGrIc0IIv0pcJWryCBsYYwQKVsoyVgVFOh0qmhOZ4TGMDn3doYadKYoGZpu/59N733CP8ZYUWyq5b175BGWY6SgylYJ5zFpGUUFybvNikZLWKorBzFjhwmYQhqTv6IGl9EWqAubKkpvTKLIngGd1bMNwDWaYLxaksgyjYLAxDP1NlGWRRf0gpTauFOEHK8I8CVuR2FTIOpipRlpE1ZqlGKchUaYZ6/zzBcIujw1MDjya0GU6YNGWa2qjyBjSMXWScSz5OSsbs7/pPsGgUfl6hD/HvcJ3wJ9MlfHGH+ik6dOF3ct2+AtbiXEZI2cy0+ykMduXkjoGIAdVRm+nTQqnx+46Z4tttOh2WrQH2IzrYfSPGzQpt4KbMcdBvAAB+1L8B8AFde8pDcOjh0qX5dPBqEzmD/CGUzssHgOpjhlf1lUaOuL1Ub15ySPNW9QYamnR1TK9ulsIwNGdkUi0z5Rh4AbNvaC7UQmkDgNQVOrqdekKTwwRnuZ5n3QVgqTHGLyNzE3suc5nLXL5Grs8ofkIA2XQwBIpKZ0IQHguAOO5AsjbpnZoQi8x+PUx1ih/OLpAPv7qDC8vUznUFwP0FMfjcGK5itE3m9uE3VvCzGgM8V55hkbUnV0hYrDU8ZK3CESlSrv9oDgxUDpkBxxGYMOt3ZjvgDCvEaxHu1yj16jV/n/61T7FssKMYAq6g4+uB08H6Qh8AYC1fYv+CTNTJZgDJOb/O2QJGt6kfxhtM7XQjg83Y0e12D4se9cGvNh9hhXN/c0g888jR/6a3izZrrXUp0GTqqxucktXLM/TzAvidYcUgTSuDwCk7vv98eE8HBfKZieGEtNpzf4aQyWJ/t0FUVm865/gHG0RJ9z3vZXxyQnnHlSMTZgEIj5KS5Xo61cEZXe1yNtP4RCNOoGrUwZZScIoUxcsJco+jn6GAiFn79G3IEWsWzJakRiPkDCq+aj4LA7o+kjQsiAoP5CyE8NhUy3KYQ+q/xrNSB4iZXSauSK1ZKlMibrDrZZTCiJnQ90VHU8p5JwZ+8IzcFYHPkXqhsFQp5/JLC2QZLThj/HadGHBK7RHo50CDS0AW2v+vNx7AuUufv3fwJkyudrj43hCS+0aMpzCLio+tMoc8haM1tELLyhwFNowQWDF8joJt2pdY4aCeRI6mSdpkEXQBgGjkwOfocW2P1rTTmSJc4uqKoYfhm3S/te1LHO3TPYyJRG2PXUrnsQZ8G4MZcElWp9YQr1YZzTOoos6UkDq6LQNfY5b9vSEko+qLxAlzJnQFgN5dWap4itIQgYLFni7bgxTeM7IMlVjE2ZQjpL+La8lcg5zLXOYyl6+R62uQukLZlVNAKZ06BACI6cQwpzMEQ/LJiSwrgzpFUXGgrHgmBTArNYWi0pl5eIlGlzSWwa1lNCzmwYNCyyidvh3mlTzNFvS15/xs71yUAQenzBAZvJhBuXS6v3NnF79RpdTFlzjdri49TewLABVBJ+u3vOfoMjvLo8mK1iAzRyH12VG+7GtYy+h1eq//+NUPscVFoN8f7uCW3+F3yb+SrbDGRB2JMnRNGkfEuph90aaKsDTpZKyAPqsSj+NlzfV4EtY1V+f61qV+hiFz3KkQV+KLzJbUkjbe9chfNWp4+Mlt0paMH6aa/zK77EGlRWBD6fRHYRv6mpCFj0pg/AL1zWDH1GmnIq9p6IdMMkAU5LkCiv2XasJaakGCUTyvKIWQCaiiUL0UOn1ULrQIOgJAZRGMc9KYvEvG4NkWwjdYexDAaJMZYzKgcsTwoCjTnI1RzdWQs9wCzCekxedMJpy4wLMKvaMyFZ6u0lj/r978Q3yHS2e4wsY0T7iPFfyCX1LQ/P1r/r4er3+19jLwKbXJ6I/1uyDPoQLGO8aphsaYQkBwdlQRGBGtCAZrrX93+X1dVz5XUqfeTXMHD6fkj76aNuzt2lj4lOaZd8C+5iSFVQS2jiSGd1iLW8vhNul95W4VwQH1sdkZIq/5ut2FRXEVAqbnEFD6o5NYWwXKtnSFUJiln7rgVnW7uWbOMqfA6CZbOLnQgRko6BRe92wKMeJ1/ZmBsFnuE9eR69ekSf8K/NCVglwqjpEXUcXxBEax6RkGwEELeK7eDKU2hzKIgM0klZcsMWmq832jdo53KrSAqzKDCcbYQaHYxgrmmr+8vIXLPtNuibJmSm5KcEwC7qWB/qt0vWlPdZ6tzwtWXuWjQlm75YZp4L5LTCeD1Ec8YGByLBBycfJZ29DM5KvLfQDALfccLzuH5f14Brzj7WKTJ/ReamCbgckZYnzIDDMHaQvf5Ij1EjP/WMJA/UrfG6D2P4DUKW87/qUGh3/ZX9F4vBwC71Yp4FXlSIUhBFz+LEUOY8im8jRBPuQNJr3C4AOUEeNiAnse8gUKMqUVG4MdLjR2O9NM6KfftjWTTX03Q8Y5tf55ApPTFDWu8WtEb44AhOMgv0WpprlvwRjx3BpOoXieiYAXrCE1S0xuQhermi4LVI6KG1JJUwDwLyzMlph4ua6uFCnjqH5GtYgAIKkKmLdoDF50TuBy7aVEZboOkyUMfcAVpY+7OdBjX4/s2KjuM1DcNDT1HqIY4AUuPBfZYtHHlg5+gl0vpp1hoVKMc1lOua8sHbzrZz6ejOiguJgGSDnY4vWgU2TFgAYp3WhjcJPWadgWUFzobP+kBcdnToUTBfOAqe9mM8hiDzAkso1F7iuOZk9nUF/D6F2QAmN5AeFGkdCRwOJ0XrVN83pWl5gt88YqgHyJ/z41IffpHiJTaH/AZvX+MbICHxuGWP7RL2c0z03sucxlLnP5Grm2Bqkd4GH01ST5AhmfZeV1w9CagDDN0pGeq1JzZO7AfDwBCq1BSh0IkAtthDfJEZxVS+KFqpDI2VYe5CEOuMzDL6Y7AIBe6EE+Yo673Qz+AZ2GVsNFXGfuwEVDQxoMoWBxClWh/DtXuiVSCUJVas93mOkkDp7iRzcocHQQtOBXyI1w1q5BBHRivdQkx/2rzgHqHHS5ZZ9jmDMxqchQeNpbRoLivEqU0pqgRI5poUyoIhBlQrLunEPBZW1ux+qgzeliQ6uHfsa1cXJDkxKbMtMkFaFzzM8rS++exA0irABpglbBf5llX8EdyqIK3xUGmZDT3KZLFmYrrFk2YmRLXAqhOUSf0/DOlppof1LwcGZa49NYyquunCtBGumW7hW50ELUoP+P12w4A3ZLdB2kDBcrTLfUl4i4gp9MS7JeGUOXBpBxyZxkjVLUn3E67Jahnf6FJJ7Q+ESRCa25dbMKpjmZ2JaQmg3HFgJN6er+BoDTLMAPOncAAJU9SRklAPKap0srYJzoFMpsoYbePc5sUtBlWJXHdWr8EH9z7VMAwI51oUsoP4jWdK2np+MFTchhyBzxjMaxOlGwe6zBemUKoMnukdwSgMXjZeWITmmsl89SXZHxKpuQch1kbJ5LxjViOiutziuapLBs7VrLPKt0GSggDQpiDx6LOxk2bpOL6LRbg+L2i1ggZOvZP8FXXBRFu/LJDPK0rIR5Hbm+D5JfzKgEX1WTWX2Wvo+MNzeVq3IBAbozhGlAJV81X6XjaPM9n5TmlVRKYxVhKvyLc8oPra7M8I5DHXSWWdqHcxyR6TGYeBrkZg8zjbt0Tk2YrPLP2lVIjlb++d5t/GqNcGm+IExiLkP4kto/ymNd/rOfS21uJ8qEwybH5lIXNxkcvLo90JRZb/tUF+NVO8OY7+GKSzxM2nwPiWPeBxJlIWG/oiWALabP2k3bOOV3dAT1T0Pm2lwzYcDizeOONdM+2cvc03Rmb1ef440KfecsqaPOZU4LgqNQZThIGwCAJ5NFXU+mf8fD0hFNbqNeLc1WKQH2Nxb+sbThY7JCfdb5dgazRhtDuz5B1aE2vd48RHuZnv1v/BfR3yOcqxeYsDh9UGq/VPoVf5VRHLKeq+dcXg8QNZlFZ1liyiZv/bnQONzxBrdTQpfmtQfQKAb3UiFlGjnTkXojVEZJ7+b0SlB7wXKeOQIeU3FFTYGMD5hh7iLjA9zRxxgQKoVeznXK+R2/CG8gzYu0TmC6Sg2s7E/Lg6dRI78cgPF2gB4BDJCbJeMPeC5XnRguO+suswouM9pME2XgIqLPcW7i+JLWSp5LWFw7yp4oGH1GEDCj93g70AW5ZELMRwCQ1CUqz9kNE6Y6MUJ5DjLmIcgtA+EC3cfscYR6aQHolP7wYg4Jx4aqFL5Lwn4CFAlPN6mt9pDdCO0ZenzIQiggYoTEqEQmiBxIl7jAnGXqzVL0BrqOz3VlbmLPZS5zmcvXyPVN7MLZXRG6cpqaTP9qp2ue6bQ5YnnhbJA01aQDhSildE2Nq9HRfDiC/5S0qPpHS/jEJwaa/+30r+E7SwT1P4nqsPkY/ZPHlCaVX9oIxkXCfApRlBkNIxhnfbrfcxuKI+GTXg3/u+A3AQD/s5t/CoCq3r3JWuoolxiwSfzj6R1M2WxJlIF/b+kBAKCXBFh3qK0vO0eaePQlxp5ZwoPF5nF+JbetLjOwBYMPwk2EqszC+GhMVPL3/BOs+XTv4rvdPIUFul9Vmujm9LmfmzhlBp9ARpqp5TBu4xUuGbBjd3CH21Vnc3aaZzqFbsUdQnA6lpIulFvYohLZSgNAmRIHEKYQIA0uXCwCNine4Ayhdxq7WqtZs3paq3m5cYp/+SZp9EnFxnqPnl8QVBinlzpji57PUc7RuHToS6kDPU5PaRM6rkgEJ5xFxNpQ6gksflRqpMPtAlcH2CPSgNzjEXLnSkH7uMyqKcpeFCQnqQc4A/p7bTfH/gPKtPmvjO9i5+a/oL40IoSs1oTKQMD9EHNAcT9q61IX+2/OoBjvWtlT+n3D7bbWjEabBpI63WNxu4dpxITDnDpYsSM8ZSaU/aiFOtPbvN/bxsdPKJglBya885JRafk96hO7GyJts5bZ4jkeSFSP6HmzlqFZqHBsoHrMeMcoQ7ZELhuYUs+N1JHo36HnjNe4dMppHf4xf1cKZA7XuxmEJUOTUjCOmLUjTeFYhfuD1tTk4wqygilsPYUxKzRcock+/E6mrdas5kIkPKZ1H8YRpTpeV669QRasLnI41ZsOqlWdLqSms/KzKs1oYZoaCiQMCfBvi0kuskxH9fVGCZAZdU7q+MpPPJxzHZyj7xj4Z0zHZFoZZhdsfnKao38MLHxKpoL17PQraZHS4M4MM52mpKTE+QWp4/9t8LZ+/A+5eNivVB/ra5+O1/GT/R0AQDyz8J27FA3+reYXuGXThpooE5LfqKgEO8hDuGwSS+Tav/hZ3NYg7xwSRzFNnuOwgWcjMsNve+c6Fzwo/J9K6RrQyFN0GDl7mtXQSeldumkFa8x0VDFCnS5piUwv2i6njk2Uo2sev9fZ0lRW1aPSfBLTCQSDvKOqgcFt9u0FTD1VSfHOK3Rw/Z3FD78CXypotHaTBZ3y9nl/BdU2mduj2wLHDEPxOvRe7TyHLMzMK3AyYUObnyLJ4J8zFdyyDZtZodyLRLOvFwzX5pWyvGaYwbss0gsBt8Ms4kxeCxAVXSHFvYrvAwQxmS2UzygiwE9PF/FHC68BAG67Zwi5zkuoLM08NWHXR5SbOB7TeOWJoRmf0qqN0T0mJ24L7ZPLbGhweG8QoFGjPr7RoHkRmDFOQ7rfOHHQC5l27ZNlLJFrEs6ozFN3erGO/ItZjLzBBcasIqEC6L7I1HcnSqdChg2BGdOMRVUPuUnPGd4s3RhZJQNs3lzJVY/BxECwzwzwEqju8/1edGAzE489zlEtQPJhjHCV1n3hvrlayCvtG8i8wo8N1J+zj/4ygjEtD8O0yqgXWwL45WA+cxN7LnOZy1y+Rq5vYk+YQWU8LSOMWaZxcDLwoYqSk7MZZLNBn2sViMKsjhMdDVdF+VQYkA12Gnf7X3HMFxql3D/DAhMKKDNAzLDK6e1YF2YvEuyrBzEsVtHVbKYDQCpXOsgg0xz+IZ2+MvbQ5TKinx5S0CBLJD47IrD0f7/zGl7bJAzjB5/f1M8TqyFerhCwstAMANKS7l/BPALAKFfocIT/x7Pb+LPei/pvWx61dZw52J2QdrXXa2J4zGS3VoxRg/psq0bP6eee1ipjZaDGQSFfRJoQQYpcB7BGuYs/G78EAFi1+rq9xT32ogWMOSQ6iy20fkHv6B73dIRS2ZbWPADoQI61RVrgSnWCt+qUqnnfOdbIgE7mYY2P/E4WIWF1KMslwrCIQJZlXd1BMbcUci7roBwDRo/xfcdl/R05i+A8K8axjbjG5CC2RG4X0Wv6bv/tGH1mqXEuLcxWuDLeoYQ55SBComAwg1BclQhO2LmfK02w7PQK8mcDU66B030102VIVhpDtJi0OMwt/Hx0AwCwaI8x4Mb8vLcDANipXGIw5pTWoalN+twqI+7hooJZkIdkgM9Yv+mOQs7roDPj2jNWjMsZPePikyVkLt2v9RioHNNaMqYpJI+jcTEso8lSwjggK8hXZKYPbtQQtTjg1AW4YgVGN4CkWSR6KGzvUGT4ldolHvfpt4EV61Ktsz7N342756jdp7n6+eMNjSpJ2gnco4KA14DkgKE1ThE16DtFf+QmcU0CQOYpOJtkneSDmibrhRBlYDjJNHlu2LYw2ijdWNeR62+QIful0vQrprDe8Jo1jfKXSVqi5F0LySKb52kO87RPv+M6GqoaaDokCSC/5M0tjjUoWESRzrlemba02n1m2CXbBxeXUmbZORBSm2PSMUs241mCdIFXjgDaHxb0SXTNnCq4fYb+fOHiF2/SZgk/R+7R9TurHdxgP2Unrek6HjvWhd4ciu3EF0DCvsdEGdjlTJ+zbg0/mhDMA6lAwBHeKLTgLZUmakGOW8gwd3HAJXFbxgRVSb6m3XgRn0439PeKXOz9SQt7fTLfFyoTvLtA0fUKb6zD1MVZRKZZ77iODSb8zYISUhM3bZ2VFNcElEGfQwbLLyyd6yJhdZmBETCoyhgXnPu9YgzxjYCe/dRfQGfIUVahNGTFHBcDWo5jWnMgGcAtbFtn2aiLrm6fGUYwW7Thn39nAd3X2IxcJqD7N9eOsMBVpL4cLONsSLvLOPAgeHdufZlAmdRWt1eW281NAcXzb7bEC0wpjDm3v32jh3tt2rhfrx5q5u1Fc4gaI9L3Z01ccO3xiGtRf9xdh+vQrjNqJJgyA33UsDF4iW15qeDwxu5eKgRndH3UMTHeJHMxf536YWLauHjG8+IxwY8AUhrsC4bdpWUyhjKkXtdAVrq/2B8oo4JAGRjcFfBOC99lDqfFJNO1Cf7jjQ8AEITtfZ8OhPd72zA58aG6QP3+5sIBtthR2As9nPk0XogMhDdYicoFDtqFb9KBe0nvMF3jjfqyJJxW7RiOxb7913s4rtL9Kns+lt4vsreULnk72pJIqn81UP3rZG5iz2Uuc5nL18j1Uw055QwotT8R+BoHpywDosBD2RYE16EQlglrRqdU1gqQNenklmyyZ61An85mu6HJULPxRJvyCgYyZgYxhIDLJ2D9WaNkZSm4WiepxldBCkjG1yHLNEV97hgwuei6fTKEf0DvM7rN+aoLErMW3cPt5TA5Upa0Ml3u8q3WPm5ZZFpkEOhydHbTHKLFz5ccmOlmGSzWIFesAWoOvePx5SLqj+k7460csylr1bnA+gKZDvdqp9ps3k9JC1w3+8j5bHsYrmoQ/WeTdXzao2h/Z1TRxKitYIr+MWmIo7qr829faZ5wO3PEeVGaLtf09mHDR9QqOPagOfaMGWCtkVbgsCPeNROtRZ9lNnaTBR6vHIsciDKgdBT7buUch0GDrhs5JjYDyN8hLaq2Z+mKdnFVos0MM1fPf5WmZU54lkFxBHpwG3j9VdaSueLj69VDTV4bmPdwElB/OOsZvm+wy0M5moexclSiLfo3XbgDdilwxFuZZXXKWWyhYZFG9Z3goXYjPI5X8E6F2vGJ3ML+iLS7Aj/75HRR8yrKC0u7GQqzljpH6eu5Vc7zylEKmdCADEH3HfkK/LrIHIHKCeNFLalB27lrwD4bc5/lGhSO3kAjVQpXin+RIz4qg1VFICVcEAg8etBvrz7ADuf0uyLBX68SQ9QNp4PuAo11wdk6zRw9BtmGwKd1cmntDttIGA960avC4XpQE99DzDjMwqKarVlo1GnuvdU+x6fnVL0wik0sv0wW3XGlDWvMwdtBjukS3SOuKcSrV3LBryHX3yBv0MuIuJyUKsuhOCNGXg7LrBopSxILpYCoKG0a6qJDeUCmeeaVNahzx7oSuSz9XcgzKN4s8+EIap0WnzlTGmbi9unv1uElVEGppnJgkfx6sC0k9RKeokuKGhKKo9sFyURuC0gGBM8WpKZXarZHsDh3+slkEbsBtaMqZxpS8zRpYsRR26cJ2QKdtKr/fpHWcMbFnEQqYDNUZP0HOVKerNMlib036d4rwVDXYi4yYHJInHO0+jyu4gcXZKb3Qg+jmau73TSoT0yZ67rTvh9h75DufXTRAAA4boI4YlSBlWOyQd+dLQlkATOvL09hWYV5V8Htdh8A8B+s0IKoGjMcxtTXS8ZIt1WKHJYo6OkSvMqFrgIZQbLZdBLW8dCnTI8jXuz20EbtCS0Ee2DpcqdwHJ2EUBStAgDlu7h8nX3ZayG9M6CJlt9yd7Fo0D2q9Q/xnn1Tt6lzk8bjWbOF9PeoT4xhjIyzOPxOpslI3FHpl6xwydFevYbDBfpdv+Fjh8vFdoypjmIPUxfvLBCV31+e0bPz0IAIGfA/FZqQIannqK2QgpFmEpMterZ/YsB/RBFrEcZweS0pSe3v34OO6kYNAXvEAPJuUmYUuQayLeon52JGxa8BGFmu+1j06dneeQDB7pHRlgFGniFtpegPKBr9R0cvYeMGmc333QN9OHzL3dNjUxCv/Hh6RyM8vuk/xa8FBJN70FzFH15Q5D+MLZ2VFAVTbFSoL1+oUMLH/qyFVZdcTnfdE9yv0ob7o+4tVExaY9U7EZ72qLEykch8hvzUU2xv/XIwn7mJPZe5zGUuXyPX1iCjRWaSGSeQXB1QeZausiZ7Q6pIBnwVPD6dQbLqrnwXOQM/UeDT+hFyJsNUloRwOH/T8/5KZheVpjA6dII4VRsBM6AUUU4VRmX50VoV4RadssMtW0e5/MtMp5cFR6EujVCkk8XVq6e5QFan93198Vgz5HzY3cTDkNT7becCIYNRn0eL+hQdcUGcL/vLGHPB8t4ggP2ANJ+1zzMEe3Ray+FMU3f5OwsQDCj7mbqJ/AXqq6IkxC/GW5hwBcn71SMc2Q3q6sRG5znntNYy+KvUT6fDkmh1OnUgRgyS3uVKcc0cwQ367s21Li6WSDuIUhPvLFNk+hvVZ+gwCL23HWgQ8jabVw+jVZwW6Z7ZPfhcKiLMLXw43AYA3PAvsGHTO2xal7hTp8DGR862LmWgNciRQtziapjjBNkqXZeTSJcIzdpV9O9SW4WCrnBnHLiYMp1ZkZvuixQLkq751gyhIk32KGliK6A2ffJ8AyYbGSLPYX1J727OQkiumqnLASxVYSRFhFficERj8Cxe0sw5l1kFn4wJoH3bP8OUI1EWa7eNxTHGD+m+IhUaQ6gshYjLI0upAI+0eP9CQczYhhYCYFO4cIOojSksi2sBnVV1f0zWbCQesxGdpLAGZWJGUboYKNNGC3ow+3iAuMFpsRUgDRix4qVQBWGzmeL3zl+nZy7n2lLy5ZkOEhaW1CfjDXw2IRfQb9Qf4CWnRIEUc3vBmeDhgKyJXAm8XSdNtM642jf8XT2m2+YUBnYBUNmQH43v0njJDLs36TtR14PLVUv//p2P8HbwHL+MXHuDjDncnlsSLg+MiFOowrexUIcsTO9uTwPBVZYBPo+UWfozdGK+b5WMzuNU52SK6b/FDlD8TghtQpvjRpnUz98XQkAUEKPAQ9Skdoy3BHKmhRreMjTgV0lX1yexGWIyW5CY6CJBGd66R516w7/AT7sUpdvrNPGZS4O9YV9qM7ITV/BZlzbO0w5tGOLUhVin9hnPXLgMhq5+cl7WXYliTeohZym8C2ZC/8LG+1OKon+0SPe4uXSJ+w0imlgwR3pxzhJTRxqTscSFIDPcChLU2gUcZ4RHIWWtqD77kpdDrFZpo/7dxc80jyBAJigALBszBGymHaemLpxWHAbL5gB7MzLdnw/asNm8f6V6jBmbaY8mS3g0ocn/ncYTLHHBtY/GWwiZuxLsk4vqAkry9FQmZotMIjFWuv7xZK0EUYusLM7kdIEv9mkMPmnSBrVjXSDhWkZTpfQm9sPBC/jpMW3gznMHtV3ml+yPNRN2HkZQHTLNCrIVSylkNzgP3YWuSfP7Z69hwaX5+fnFCronNAe2dzr4nZUvAQAvNMhX9ll3BcOCqmxW+jShgJuLZEofDuoA31ukCorLo2IWQroFOQeDzd0EdS452zerOpd8tlAmbuS2gHXS5//kOgFEmQZgFL57htT5DsJ6gfBQJYlJZMDhEro1J0SXoUU/H93E4yFthn9/7T1c8IH6M4Y17fZbWOF59n/s/ToWmFn/TrWDJg/eSVjHswO6h3Fh41+ar9D4VWgD/TsL76PFzOyLhgPJ8/BFu4P1Br3Xvxi8hc9cGv8kMLHRouu/Uf0CgfjlinbNTey5zGUuc/kaubYGGTaYNcMWSLj2TPX5hNg8AECVwF6Zpl/Nv+YIuEg8WFOOUrfpu3HdxmidmmGPDNQ5+iRHEwg2sb/CSJzlEMzmIpJMYyjzJtNA5bkOxgilMF6lEzDcibCy0gdAjD+zc3pOXDVgcYpakS5Wf5pgcItTxNYA36R3GaQeWlwRsOLX8MkZaZD5FYLdfuRhFHKh8occ4TeBiBlNhKXJhojyrXBHJImuFGh0xzDWGECcAJJrlSQc5a5YESoMvv54solT1iDMxz6CQYFxE8AxvUPmWhiv0T1mXoigwVFCZkLx7BRVu2SGL7TGDXN25ZrQrEGOyHCeUn8fMDPRB+Md/OyUHONpZuho88GogdfapO3e9U91CmLLGONhRKf8s1EbLkd2hcta/LKBCcUFkdYz2K2Q22xCjXnaWgpmlz67F0IDraOWgOJSs//4AVWhPNxu4m+0KKC0Y13od4xyA9M96r/mkYL/lDSV/KKrg466oiJQpjmGMZxhAZY2MeUxb7Q6GCc8J3MJwX2892wJP2X0wq+3HwEAerGHc8GksjEQLnCvuRmenJE2nh37qO3x2htOINgaU1mZbxycUt9dXPhobVP/TncSzOKC1BioP6B22/0rQdbBEJKRJ3m7VgJ3uZ5Q3PLK/PblGAFjH5f9GV7lMc2UwDCi9fZhZ4PYtAD8mVcmQ+Ts2wpjCw+PKGfd2HfRYY30o50tvLRD95sktnYBCQU8e0LWzmizwOS+jf/p8p/oe0eqjEoXprwhckQc4c9TqVEbBpSOqF9X5hrkXOYyl7l8jVxbg0yZX2+2KMBoCfhnJqxTpuT3bIwZR2hsVuFe0GlpnPdLiMaVk7jQ8qKmiTSg68F5hrhJ170zi4rRg0l1WYRl6no2YhIir7MmWOeAw5KF6SJrXDVAvUrtazoxmi4XvhcK8j32z01y7Y/Umt2VY0PZuSaGuOOdweeXv6hWdM2XMLVwMaO2trwpppy6Jhi17/QEgueFs4wc3gAwfKmFOgcc1CzUPi/ZH0LGpEH45zlcptDr3qfnfeKvYZoyQcWoqh3mQkH7sfzTksNw1hLoLTAkZeohnNFvrT5dm5ke/HV6r1HuYj+lgEhdnqDKAYWzTOKUMYz9LMAnM/LtPRyTRvBFZxmTEY2dYebIj7g+940R7MUS5rPJhBuZklg0aWz+5vJn6DJB40GbfHbduF6CHpWAwxknWWrAPuIUtVpZCkEZxNhTdIQIUv19ADia1vGsQhrGZ7MNfDwg9fR5rw2X2W38TlnmQ/h+mVI7meosk4LQV9UC3ddJoLBSpTnajz0N47LMDKJJ/brQHON0TOvjQ4s07RerZ3h0g9oUjRowp+xnfehAMKFF43GG6ucEcRFJqmv3oN1EvEpzuLB2RJxB8lz9lVce48tL8vf29pp6LiijrP8jXLf0+YeJjhHEy9TO4Y6tMZjCVBpX+3LrBB4H4UyZa07LwI6xUe0DoADLJrNQzRiWtewN8f1HpFkqCcQ1xpYe2Hhg0zzKUwnUaOxS24Cs8PrggE9gRpgw2ctZNkXJvSTQZatmnDrYbFI7niVtbFXLjKtOVsMvI9fHQf4mvez0IkDtc+q1zJIIXyITK65InXrl9CQyj9P2Wg6l/4GCMMaEcWSqcE7ncHrs/HWkxie69Qqx/wAwXLd0Tpumzv9WvoPxDi2syRKb0otAtMTYvaUp1poUnV31h+jHtGiTzNDO/cmqROWYAyIe038tGZgt0TO85gwvBhRtLUq0AsDdtVOcJUXU1gMadP2G08Ek+Rb1D7O9nPRqSC7o2e6pAYthmkakkCzTPaw4Qa7z0wH3hEylJKhgus6MyBZPqC8r2GXAeji1Ac4lL4JQAOCfl4XbpwtlIaTxRQDrkoa9yNW1axFW3RLM/cGEAlFbZheMj8aDeFVPwP2ohR+f0neK1DZzIpEv8dhKwJjxpv1eHb8/fpXafT/DfaZdmygHd2zq10SZeMR0a68uUoCoUx2hz2w03bEPi4M+WSzB9duQVktQtUyAhBec8nIdzS0Yb7ozH/90703qWzPVpKvTsQOLrTd7kOrgoUrirzCo642TF3tSdzHmcckaqd4kOpOKxsrWnRArm3QIxJmhUwx/vkdBoSf1Bcz4MPX6QrPU1PZS7e7xH3XKUrhpqpUMUasyOw0QMYOYtTjDlNEUR5M6ukcN6oMvDJghp486UmOQpVIQE3ajCKGp7QoSYiWh5429b2M0oOsf2+tY8OlA2Ap6WAlo7rxYPcOq3QcAPJst4v1LOgi2KrR3rLt93FylYFeyZOCYXUPpsQ+rSEusTRHxoRY4sa4v1fKoD14JjmDotN2yCsCDeBF/2Sc88MPuksYAr7cH+KxDrpz/Uv0qCvk7t3AtmZvYc5nLXObyNXJtDXK7SafAcyUA0EkzuGVjRIch0noOERWsIxLpgAlGq5aGaHgXJiw+MVOnZOcYMF9D7gC1J6w1hjX4T/gE992yel4Ul6mEkxBGxLx5nMAebiS4e5O0kK1KDy0mKFi1+xqH9qGxiQ9fYHfAqQN7VLSFzSdRYupqdoJtm069tjHGOmuRT5NFXCRFKpXUZRYmuYO/t/4+AEr9A4jI9PMxfU4CqeESl6+YEDkNQe25C6/D5KWdiS4cL1Ny4ANA9XnRNwojk9ovqiX8wu4LKNYiO69b2gSc3ErQWCS1ddALkDncl8vU5v/o7kdYskkLaBljjTn7POIoCYDDuIWzmE78p8MFdM5I8y1SJZUELK4JI3Kgcpjr69M10jz2pi18z7iv77nKGSeL5khr57/WoPIXK+ZAsw19ON7GoyGZi9PQQcz8fv6xwOgGqzibIcQpa0Z9E+mUiW0DeseaG2FvlyaJsHOYDvWvue+icsgpdG0LgtM5LdOA5IBi3h+UpCwciJytuEgq1O9GkGgNJ8kNdFk7fd5poVHlksdKQLD5m17Svbp7PsywdBEYzFnpnc0g+4zr7Q81OUw+C3XASAIwpk3+PvVvb8XDzjplloRZGQ00Z0rXz8ltgeFdxsraNdSflljjjPHIRbXGcFHoVF4ZC9irNIduNy5Qs6hvqmaI/YzakShD8442rSlWfZpTGd/ki+GKhuvkSmgtfmQpRD3qk9tLF3ihSi6FTlxBj8vsFtJLA4SsxXcyaGKQ7/XvoxvRd7v9ADkH6YLFKXZa9MyLMNBWyXXl2hvk+YTt+/MA1mJBy0SgVgDwjgxNQ2SGqjRh1wSiV2iSxLsuKnvUWSMm0cw2QgjJJnMmkB7TC1ijVOOylG0iafL1iynkZZ9+HHi6foU9oFcJ14BXmzRJfCPGqx6ZdKdpHae8wD98vgWMC4YUAc4Gw+VdxmaagLlEbV6qjDXhawaJBu9W/SzQ7OJ3vDMNXt2xLvTG4jE/lG/G2tzNKjkmNfZNLsxgcy7zOGoiYqTAUmcCxfRuTj/R7ogC3C5yhfyImbxXJeIW7YT2SGr8pEyk9slJL9UmzPb6BcYLtMEUIPDXgz00ZLlQCozgl+EapgzglkJpjNvTz9dQ2WeauX2mBwukLvCUugK1Z9R/uWNgtE2T/4vzFe07zZWAb5Lp83eXPkCD6+QUOeYNOUXDpjYd2030Oa1wYX2Cn8Zk3osvPOTVomBVhDEfxOLYhcEbT91jxqLQgZxwWt+5CfeS+qC6n8E/oe9EbQdRu3C61WHvMt3eQgs5cwjE7XKBFQdXNrTxMCcfmu2kiCaMT9x10Fnlmi/nJiSz6/hFydnVHOakpGUr2HeMzgD5OafEXakvDZUDBrcvyzSCJK4Xm6zC40s+BITCyhZtDJe1CrJTard/bCBqFsS8OSbr5KKyxkBwyum6vI5TvyTAnd5IUOW5KkWOi4h+N0xc3K5SssCr/oH2MUvkepxMzW4l8LtNYu49Tpoa/bFfaWL/nFw1vhnjm1XiLtyLF2BtMaie/SpNc4JlXms5BCZMENBPPLQcJsq2U+QH1PCZb+NRRIdrMrPgPeX++11cS+Ym9lzmMpe5fI1cW4Psv0e7sC2VTv6GAnzWZOyB0vT2IgVCZsOZ3o1wd4VOmNmChcMG3QccZbTtFNGAcYtWrokhkpoJwQSjQikkFQ4sOBX4bPrAtjBbpt+O+aSpLo91fZgd+0IzyRRlDop2V57Sqdx4mmLWLij8qf3LL53jd9YokX7BHGuzYduc6rowLzuH2GE2nxwSi0bJdlRUEyxSrVwjwd9+7SMAwCDxINnJ/HLlGH/ZJW/xp6sNsHWJaLlSFo4H4FySJlogwYwwhRkWOEkDAXPf+QcDyAEd//FGC5cvU9/kUxOcwYdZUvbDmtMHAJwlDez4pLG4IsOUcXxhbumo/XlcxcFlg54/lRo7WhDIuh2la4wYvgFzyGOU5/BP6H6DxzU82jJ137y4RqbUv+m9jA5X3dviyOcL/inuOBTEedPfhcVQg/O4Bp/N5vGyDelwQM5K4bVpDM5iA4srFJy7XaP3+iJbhndWpJcq1PZJwzUvyxRPmeTI7SulFpbpfXPbwPAmZ82wVu5d5lj8hO7h9hyMNunvRlwmjGUONBmFUFRNEQAiui2EAsJFTg0MJSwmxlW+qwNEhNj4KxhoHEen7RbBHRlKbca/s7KPNypkIXTXK/him7T1MDPxiLXMUaeCpMokHJeAyexJXifmdzQ1KXC4ZGAyIZfHD88qCBZJW6u4EeIataNam6HN3KRTc4TXG0QcXWRbVY1Qa5ivO8f4tYAm/IN4Gc+XaV+44ZxjxypdWvdduseaSZ2XK6GRFa4QOGZES8Oa4dm4XfZPsXwuHJhcXqN6rlA5uRJ4u4Zce4Os7pZm9WSdo2erCSYFEXBell00YmB0kyOuXoKNoA8AmGQ2egUAmgfSsVKErLqPziqQV9KtwmVaWMMtEybDFPwOMLlHA6ykwHiNZyObxL+9+RC/ySwhm0aZZ9rPJ/jzQ0rZc5+4aDxl6EknwpTzzAsQ0lsLh9o/tmlfYoV9clVpoMhqlpjC4vSoRAFdNrcNKFS5dugqr4i3gl3c5Jo13ayCbS7pGikDC5xu9/DOEvqcGhjXHbQ/4xzzJNc1UQoYkjnK4D/nqPMsgPeEa/0mJQjYmMZwGZwOQ+n+Hs0c3FuijalI+6uYsc6ptkWGA2bl6SaBzos96DSRjOgdq+cC9ee0aPOC6d2iQ42uCUy36F1ErmCPmZ7uicB0zOmUCfDUIijT590NDRB/XqOd/FmjjWSRxvZNb1ezcf/+4/uIp8wM3jMgOzSfLm7JkifZyrVP8MNzcnd0j+toMoi+yKHWwj80ji9hcLRatepImFQ5bNu6LnNhVnunIcyH5L5pP/PR4M00XPT0htF9SUL57P7YHmPG8CrHZehKbGpS2enQhfWE0SE1F+Iqm9VVKXzxQmC6TgfgdKXwL+ZocqqhJXIMmFHeNyL85yt/DoCA/d0WHUb/MPw12A+LiLVC5vJmyb5w63Sk2b0z10JuFO4AibGicTRWcnx8RH286b2IrdZP6JmypIszOBQuoXQEesEwsMF0gNvmKXKP4gYPE0cz4S8ZY53SWqzlbp5rMuZRLvBRSATRH1yURNGNygxnDZoX1acmAkapWNNc1x+6rsxN7LnMZS5z+Rq5tgZZUL2nvtR4QZFbCLfpSI1aFqpMlNF4GiGp0Ok2qthYdkjb2XIucZNNuWdT0h4+PV1FuM8RWUNpLTRzJKI6R9PaQHyLjo1+Kq+Q4wqYjCk0Gfe2ZI+wyOZYqIBnrHm8P7mJ6RMyEW7+6RQyYqp2x0T1sChhSd3xi9fXcS+g1KfTpIGbZhF5U7oofAKBkAHaVZmjxarFXlrTp2eBxXvRPsU2awqJ2UVTUt/spzM8ZwfydquH5zeZ2HNaRdimk72yP4PTLyvPARTJL4rJu0eZjurn7RoEv1fm20j8gk1YYDhlZhwz0+QWdU59q9QusBcvcp+ZeD6jz997dA/ex3QSLz3L0L9NHd/6MoF7yAkCHPmMFjxMGfeZegImp6gFZxlsTslz+goWRxcTXyB8n8a91VMY3OH7sDn+aNPBzQqDyiGwO23r9uOYtJeFTzPEAadQbkqAI/iV2lSnLo645gtyodEUAFB7zAGY8bRERdgWVEF6MpnBZO042XCQVBnLywXshzc9tDrUj6pzicIw98IU6Qs0z+wBNN3/xHVxf4vmVJG6uj9qojMgbc72E4yZgcge+Wg+Z59IFJVBmizTn/OVti55617Qv8lyjnW21hyZ4MGEsKW/1fwCO7xQaiLCuUHP/N3bX+LffPEOAGDxoxjOObln5GWJx3XO2WowA8zaBWGNgGDkxGxmQ7J292dHd7DikNW0ZvX1mBVkwi/7R7ociQVDE03UpYdEZfw5Qsy9KYXCHQ501njNWCJGwtp1qHLNQXp+WYPiIJfKBexeUUNIwWGuWKcXwRj+chrktTdIa8I+w16OlIvgzFaEjkDHSymSCy4L2rDgMzPz+Iah650sWGM0OUT2SpUmycGogRNJC6XxRbn5zRak9q2IDDCXyWRy3USDhi0jx/k5TcZbC2S2VowQjxnQnCgD//iCQNt/9vQO2h/zJD+8hGI/pmFIWFyrxhzTpNz7aBl/YBO4eTPoo5vRgvym/1SbC5dZBffZbK5KAyPOumjIGfa5XozNOBtHZHAEdXVT2noyhMrAYUgQiUHkIkl4UBOg9pQmtJxEEKMCGc1+qSjW9XVUnmuzOl1vamYkgAhvAeD2zVP82mJZvjbj3NiIIUbPpgv4QUhYq1uVC3zYIXPF/sJD8xEfHqHCwsfsozoYQY6KqDNTozUMMLMXclshrXO203uGdpuYs3KyJr6p0QPTNQGDnbvcJGQjC7sT6sfDaQOfHlDeu/XUw8p7HE1NckyWecLkAu/cJfbudxq7eDAmn9tamxbs3mAJcYPab04lVEG7F0aaN0ClZSYNACjmC7DHOWbMSl28i9PPtbNR1Gva9IUhdNlUJQFzzIfGqtKQlALdsBIMNcB8EtmYcPtELpDepPZbJz3dnrzma7bvuOVhvEG/Hb/IRMDtid6M1p0+Ph/QPfb8BQ3Kv2MmWGNI1WnlOf6f7P1XlGVZeiaGfXsff66/N274yIiM9FnedXc1Gmig4QYQgMEMMTMccolLQ4lyL3rTm57FNQ9alPhCitJwKGppRA6BwQCDQQNomPZd3mRVZqUPk+Hjenf81sP/n32i0F2jqLXIt9gvFXXz3mO2/c33f9+3XZI6tsax3hi1HrkQEDznzLoLR8vBGrCYjLdxdaJj7UoJvDcg3N8Dc1Gz1A+Zmm/N6uAWVyRZooj1nm0VmWGq6H2aMkFV+tytzBsAGw6Hi7rJDI+nHG5Li8NPDC24J/kBHcPpMWH30QAICtf/PO3Cxb5oF+2iXbQvaOe2ICeM53JPY13XCSGgWHx+YaWHTo92c/9QoHRIp2TzAxvfDYnT7a3L63h1iQLbeWmbb8UwwiIzGDO1feoAMeu4155kOFoiE3txc4T/eP2HAABLpOiuc90r8zG2zZHWh+mnPnbGTHR66FKtLQA1nhTkvlICzDZksyUx98EGHplkDj0Sa/jejKzJ/2I9wK/fJE6/F0u7mhHmBdHDgE/LVTPBnLEFADrj7QvS0gGA9EzwfaJMnLDSXcUOsc8ZL/9QaRwk9TFnMfMadMcmyxEgq5LZlaaLNg5+mwPsTpGt+2b7If5xjcDrnczBf7b/awAIwwYAC+4Ibx9TWdjdo0WYP2aL/1ECf4ez4i0XmQ6tZLr/cg5Qc1bVGilxIz3DymNitkh/Nz+SiEvMEyoJUA5QwjEnY80/MweGxt7aRgqc0PxbeDdB6TFZVUmzhCkLyjeWB6gxeHnN6uIzsPW0S6Gc2qemTnIpAYQN9hr2LGSsd6TSFCJn68mUJolObYHqFr2D26U5kngmRjeZxDdWSN08nEHfB86w8wColAI0bLLurpcoSbZgDfCfHvw69dl+CdXHbCWdhDC7ubZphqxJlmy4UNLXO3nRxvgKJxqZm1EpoQH1i3bhJmcQGGUMTs9CrZl0yeoi46IB43SErM9pdp5bWRQDzKhlhyGcCrN1vbiE4VUax8HEQ5n1aereTGMeq+ZMW8yDmDzOw6QG6RQW8dmWW5SuEFoaoy5NZBzSytjrkhAYZ3S/nwTreOeQ1qkKDNh1+jyNbe2JGEGm3Wo1Gmvl1fO2c2+QOSOxrJlau8XfEwg5o3iEBmxex0IB5og3m/cDVLdpcI6+UsPet2gzygkgnh7OwWXCAXuYwhrnboZC0CoWU55i9q2C8PINdwcuX+dJTIv6QbQImzfLZ1ETw4gWQumZhDU4U3d6hkItbynLiDbeslHap9hGZkut3zs89fDXLrmiX3nhidYecYWEy+60K0xUmNAgd6UBwOS4SgaFQUYDthUvw+ZY2YOTNswe3ccIlZbeFKOpJhzO9X+QpBoGlJU89F6sAwCOXwd++QZBJ/691rta/2PRHCEPR95JGniay84+YW2a1QHGx5xdnhioHrEreDCDZPfe9C1dB5xWXRhch654sVmjFKUDrqoxJYw9ljBtZQAzsg+uOZropLIFVHZyUDswuMKuKG+Uia/Q5Trc9YWO3jiNMNPiXIlnaED4fHmMVZcWXyctazfW9Dg0NLLgnXKfZgru4Rm2+pxEJckAHidhSFisPzNte7qW2ZjyISuEhocNrhkI5nmzOjZ1HB2Xphp2I4TSVV2v+xQKiJWpiXHvDVydRR5csVGx6nS9gzHSEou5SYH+JhOktBWQ1+Oz9K5XD/DogDbIfuDh5xae8P2e6lclfRgahK14DmmNY9ZzFZi5tHMu0BeGOsOfDseQvLmUPlJYNBkd0K+gs8pa3FYdB/O0Dn9hLdBj0OKw2iWzizG7z2U42m2mvsjXj6HDWAC0u503AwInHM54Z3wZoy7NW/vYRDLjTbYj0brL0LjDMcAwLmFZUH/rev//2oWLfdEu2kW7aF/Qzm1Bnn6dT+IjsyibczKIhC3LiYGEFdWiktDujJwEcJnSq/mZieOIEgAHX6OTRu64cLpcMzotxNqtfgCDiTj7Vx1NPGobKSYMxJ5mJtqcHd60CpciN+33owZOeuQWzB1lur75rJmtssINEhyEzjo9WGcp1l6gwLPaMJA8Javm2Y0mApeBuFlhjVrCgCNYp4fPHwmhT8tMpTjhgHKsTPz99vsAgCD9Ku6nnDV9VCoy07UyItaISXwGBgcpwmaRjAm51MxYnuCyRyiBipzhBgfsT1KBPicD3h5v4oilINxDzrAOGmhQ5APOQME7ZSvJMpCwRWB2J4Bil9Mzka7U6Ts8XlHNRHmPkQ6eVSAN9iRmDDyXkUD1CWMinwQ64ZA5BsI6Yza5wm54VaBSYRr+flUDf6OKARlxGVnb0lR1ZSvEZYeSZu+OL2N/Rs9dzkHlKz5y6zCzACPgGjpTQjKLUpYWFj8MQzNLeaeJDvTr2uSw+G5cyQCjmEdxjd5rba6vExi3GoV8b97uBiv6361yhNki043VBaYLNvdTHeVdundYN3RiSyjA4PLatMnkv4FFRQHcT7kc8CRzYPCcvBusosZlnW+PNmGV6LdB20XplGvpFatuTqeaWhAqAzjUo+IYpS2yMt1TB1GVrdqWgd5N6ve/Tq/hlzeIGPguJ8w23FM8juldrtmHGl/sCoGILVVXCBi8wXSzJBddRNPIJYUTnDBOMlMCb96gssSDtSqevUeJPO9UwR6w1TicaGlbVS1rOerztnNvkP/RV34EgIrxD1icCQAeD8hNs4wUxyPq2NlJHanP8ahKHQ5zRlY+OUXlDr3xYJvilbEPzVqsDAGrV7BYy4iz1VOlIRx1e4o2g6ulUAg4pudzLGyibDwJqC724XQe5iOmGesmkNMz2UresITM9N+6eiGKAIYPSceB1aNFZo0dpH26z27QwDvWBgDgin2M2za9Y6qUPkDyuEqqMh17zJChxJUAX3e3EXBGeTj/Ma6VCZbxB9NXkJRoY69upTBnnLnkqgfDETBC+mzaNjC4zhyA61twJU94ZWGQ5RNQ6fu831vTbNvBAvWvt2/A7eVVFLF2Iz/X0qLKJPENRBWua+ZnM2YZ7GEuiWqBy95hjYD2++xKp0QpBgDW0VALUKXzNXgdBixz39kfCkSPKRRQigCjlW9WMx3HnLUlppfoHRr2DN/tE9fgZ/15jJnhOwdOBz93rD8LH1bRuMcxrXGgwy3CtjUpBaTUG7hMFYI5+jyv/TcmIfwTeubKExvjNa4ii4HqA6a5Gy9pSjnnlQQRP/ceS+KexmWNKIiHNlBnd1cqmCe0WR2/AV2lAwEtE+x0BYI57mOPwwlmhoQhN54d44cHRHjwzsklXKnRyfOw30bCDNumkWrwf+xLKEZGaK1x29Yx2c+1JIHsstjcYAKzn/MneJqMpjeq4M8TGo+UD/6jaRkLPi2sn2s9QoW1ZdbsjjZ6WsZYx/ZjZWpjp5sxB0JWxglLHi/aQ+3Gd4KSPiytiYIx4bVe8XUYSChVQKbO2S5c7It20S7aRfuCdm4L8n9RfwsAUJcSfc5yTZWBXRZM/4vBc/jDw5cAAJ6i8iwAcLoxlM0SltNAB31rH1NwOvMdRG06gTJbInM4MWNKRA1mkkmgqdQueT3Mn6l73mZesjaX922YPXzCbNf3uguwmXZNxhlEHoSOY6iEM0pKQVjsWvDpolJoNuksDGE8o6xjdbGkAc0/2d9Aj0vR1v0lNLnE6qpZZKrPBqGHnJiZqAwTdnddUbCV140J1lxKEv3jl9/Bv64SLdh0UkWFqcNmDMSOqkB5jwHLV4DmNfrdgjPC9zqURNopN/H1CmEfqzLA73cI7/Zwf16zxigm4JWJgfIuU3tZUlv/zv4QgvGiyrZgnXLCZmRod3u8RN8tHyZI2EISiUJuRltjheo9yo7K0aQgO3YsPRfkLEbpGdOC5STJkwjBAt1jtGah9pS9idMpkNHncclCbZWunSiJHtNdrZQHiDx6lhNmei/ZETZq1E/vzmwMWZFwbvtUl+1CCAiXac3KnibPjUsGDE7SKCapTeyipBACKO8WwPj8gtVdpROaT4wVeK/SnPtsRq7gMPGw4NFcrt2e4b3PmKXIUEjquVWbIZjn2mMvQq9D7+jWA1Qcms9DBsPPunm1PnAQ1QFWrVROhmy9wCrWPerrx/eWUb+bJzZCZGUul81r06sVbU3CdSgLDCAbjTV6QVgWBHtesuJoGkO3o2C8TX2flwlPPQ+fvEHW30a5g4hTzX94+DKqrIn09cZjHOfuB4CbHoHrH7DE8i1vXyNWXBlrhq6aM4N5izzL8bAGixEQ7mmkPVHZGZEO1JdoFxbkRbtoF+2ifUE7P1kFB6zL0sFE0QlUESnWGJV/29/HW3MbAIBh7GHClQdODxqmIMZGQfHOgXERJ3BZ1yRarevdPjWKvXu8IjUZRc2car7FWBmaq3FPFun7gCPZhsy0dEJSNrTFopQq1ASBz2nlAIBQAhquqBQyDux6jzuoXqZnHa/auHdCf2/ZTR2A/53aB3iFGWayM/eI2awYZIYut9pOqpgo6ptp5uBlTvr8IL2OhGnno6rQVtrgFp/UoYTBinVxO8IkYD2e1IbJpR5/vXsNn1Xp+XwzwgcPKdFk9EyoNrO1lOi/YyUwZiiWESnNWGN1bRh5nLBVpkoEAOjFcHh8Mpu1ZxwJY0bP559kEFlBsCF5zFUQFhVArgMR5rgwARl8Pu6ZuSacLt/bk5jmjEvX67pSJfEVlstMiMwlbgCRuG5NCKa1z1Cm8tJYcw6mQ0vzHKaLDV0mCMtEykQOo8sluF2OSUtgzMqbFhPxlvdCXcUjz5Bf2P1EJyjPJpEyJ8MrdcqEzXNCccM91Zyie2ED7zuERSVgKL3j9auHmmjkevUYP3E3AACLpcKL+ugZ5QTqn5iaJCatK5T2c6YegWMuH8VciOYq8yYOpCYdscYxRJ4Rya0swwAc5u8su1oBUUxnxVqqliFYp954fICKIOsYAgjmaaytEf0uqpkYvULv9Zc71zW0zOqYiFmuAzeBkxmNwcmojP4aWcwLjOt8zt7HMeOcDVvh7QH1R5JJLNfpO49vuxBMjt0epzqJhLYLb+d/oiRNkC/2LIDL5vVZIaefDK9gmAfBGwXLdVi3dGDeHIyRBeyyMUsyMgXR7QNgnnIOqEpDwO7n4FsLrkfffzSdxyLXdjfMCUq8MT7hWuJcvB4A2t4EB0u8yKwzLp3nImW34KykpzC5O8zPd4vgCSNmITgHgjgwEQec7HBs/CGDyT+eW8E/XHwHAPB3StsAAAtns3RFJjNSBjpcFumKGJ20KJHMu3u2oDC+STe9wUzp250mxkwg25gfweByzx8dbMCx6L2GpyUMT+h6Ti2A4IUtEoFKjam+uGQzCMuISwWzdcRM2cGyD5td1cQ3IVgIXgQJBLvK+dgmngFzzLXimYJM2E3vxoXMaLtJjEMA5GCsSycRxYjbJX4+Dk+EaaEDkwIpb9qd24begJKNGW7VqIRu3h7i0YTmQCcs4f7hPP+Wfjfu+DrrayZCj2PYcuGAkiaZJRG2WLJ3kMIImIosNFDZ5cQB11bHJRP2iB4krBdzaLRmF4UUig93ALIS6oTMIlN3HSY1PJhSYu6D0xXYzPITPysBDOCe90Yoc+32/qyma+oBKk8EAGvIyUCv0AKy1kME7RxHLGEN+VBZUFqmNVqI0b9G12g8gH5fwfX1pimReax35Bgwc7d6OtVrRIQRMsZNZrMAxoQOLLG6BIvnjoxoHO1+gsYPGYGy6KLOiAUjVBhylv1wrYpbDRrTmh1ocbB1h758nJY1/eC8Mca3msTc9b3edZic/GzNjdCfZ9WDDRulY3ovc5p+jkbwPO3Cxb5oF+2iXbQvaOe2II+YyXaibKywW/uT2WU8COgE/Oh0WUszJr6CyaQZMlGwRmdkX/NyOZsDyEEIlcudxgnAZrw0JKarZFWkDmAz3tEzYuzMyFX6NF7CG3Wy0nJXZZYW+MAoM1CukrU0WXQh3iDzv/a+ASNPyESxVqoTXLIHKaG4qkalKcQyu9U35rSlhURC2Mwg1Bzi4JCskCdo4f8R/jwAILhEz/SL/kPklWi+AEbcT6PMwwFDPnI4AwB0ojIut+n+3tIRHnXIKs41PmwjRdikoas5My1UL4XC/pCC1ka/wKuGiQeU2dKzDKzV+/Q5q+wtvLiDxywu5HakhpIkrmT1IcDuBVrhTqQpwOTCiUv9OF4xkTqsZDnL4B7TKR81bFhc+aIsAynryViTmYZcKMfW8K4cPgJA49essQPvlJM3odAW22uXd/DVClWLbIdziPh9JM5YCdUcD2dpa1IoIMrZeaYGzFmxDKbMQWmPpVYW9I5mSMpsSTEeN/EL/tPh1VR7TJUtiYAhSSIrVBeNPRc/WCBy5DFbqcdBBQE/89FRHWD4lX8sEZfpd9+/dx2S55nnR5h1yHMIAws2l5OmNn03eGOCdp3WZpSYmLJez9QvQXJIZqU1QMDWPUTBJRlVLfiHbPWzlGVy2YVM2EquCkiOS7SV0qxRiGIoTuogS5HNeBz3DuH0OIyWh1V8F23mKJ1slBGVmWxjVYCpVbF/ZwHOK3TthjPFkJOwT0P2EMM5vF6iMbeMEZ5ziFD3LbmJR31aJ71BCYVNDw0/s5+cFF7LOdu5N8j/T5dYcTa9E9juFgDC2vlsAp92KjD3ub41BYx8g4wyyAG9vbAsYj4BoPJ4hiGLhTIY6c5My46erABJtQLE7GJznO14WsHvD18GACyWaWHdqBxp8O2zSV2b3eMlBXPGzMIVDzLX6k7TIlOX4yDrFWCJXLRopYbuLXqmqAqkDIZHLHLtMowCBwbTQsWHNo436Xrv8abznPMMy0ZeuwxNGprrsOTt0ZTueat0gKrJmjj2EGWLNpt88/9kaxkL8+SmtdwJXmWU9yy1dLzq6RUD4wPa8OVMgpnZYFYj9JiNfI01jJNMImoxy05doPU+l5IeBDBPacGJMEJW5xDAfBmC3aaE6cZiXwCcZbfGAqnD42gLpBXODFsGxqv0d8low96j0kChFMTo86EXNZ1BKgapjzzUGIua1Bzsfouefxw7Wnp32e7hV5nl+jiu4pM9ynoaTJ/mdgTYw0VUU2AWPMhYYTpflPJpHZ+kAOYnrqFjkLlbPVmUVO4HAPUYKTOHh7WCkSquZUjLPM8Tib3TOj1ricZuzhljg0XP7x0tajYse6AgsjzkYSFbp3k5GbgoPcklfi2NY1UujUXZjdFiouDdfh0z1in3FyYaixilBroD1nCfH2LlKm1i3ZmP/Ue0CRkTjh+vTxAPGU+6ONS0ZsdyDvM/6dN3zhgYGhkCFhjLS/z439GXMObIuCk/VZhsMIdAbGJ8icNwQwM7P6Fikt1rY6w0qa9ulSi8tOkcoyVp3WyYEd4P6Xo/2VvH9ITeyz0wMfdxTrEXwxjnc2oK4X050a4LF/uiXbSLdtG+oJ3bgtydkSt4299Hn3FoL7i7+O8nXwVA8qlVqvqBEqRmSM3CdJ6p/fci2KdMyjlkNp1SU2e2VbcPxSa6iDPClIFwer2HZE3cFwr/6AqV59Xtmbaq8v9KodBge32j0sHplOUU0kK1LfMsqHl6H+NUalcuc/kkNAykTfpd4hsYr3Ep5JUx1pp9AMDOaQMRS1WOJhVwbgTmTCC9Tyfj+z7hMf/DOQmuyMMnUQt3mCbelxH2WKBkltroRXS6HVtVreMRKwNLLp2i73eZcLFv40jR72pOgJJJfdO2R7hWpnK7S34P357epmeaS1DlkrsgNjGc0XNvZcxbaaRYvkxB8KM7C5oJJWw5ME+YGHcaaEtAehbiKodcOJObOUDA1hcR9XJp6FBhvE59aU0y7R7P2j5qnF10uiHMMY1Z1uHQxpkSUCNNNXuRFTeQ2fT8VTvAIM0lPDIt6ztNbWTMMjVH5EuoPZ4iaLOEx4YBhtIhrEkYERNKpITbBIDhpsB4JbfooBMv1iSvrpGIKzlB7wytJXr+LWsOubkuZgakTzdabA/wSovUNnOkwW/XP0DMqnyeEwFDliIOlbZ2oQSMA+q/sHFGcdAjXksAiFt0j9nMRsel75acCGPuJykV6iX6oSEUFppkNV6udjHnkIfw9xd28P4ceTyztAhXnQZklf39pQ90GOv/+vqvwu3SnKs+FBoTiZNO4QFEERQTruQoEem5mnBFxCmsYU4eYsJigluZAE6HE7xJBU83aAw+LVN4rGwEiHhtLBh7uiqp4oWIOLxUe5Sh/IRLj1MFkXNASuNL4yDP/e01j9yhNaujBbCGSQ0lk24uLk0wZXZkpwcd/xqvCk0yKjILqUOTIDd0w/kS3H2eoIGnyUuN0wFcFoFKHQ/eEf09XbOxyySzj4ZthBxPmfNoAvRjD895FJd4u7eB8TSHrwjEHPMYbJZ1/MgaV8HjjqjKrEKDolwwaApUbpMb9MbiDn6n+QEA4E+rL+FP3iNgfPWhqevJS0cxRuyODa/TvXfjltbZ+Hb/RS2fejQqYzJmpmQ7QbJN/feRugZxiSe0oZBy7Cxh/RWYSpeXSaHQYYD0zriBS2Uap19tfILhJrNz9+YxjWjM4thEtEeTftKgvjadBDEzwpSPhI47QQHo8wY5mei4zvT5ttZOzvtOxtCLerKqYLGcqTOA1vsWSsFjAaXRqqEFoWSUwcjdtHxjVJk+LDMAssQHVsnW8b79cQ0Vnn//4ulrOlJS9gOYzCZU22Ji5EmMMrtacamK4UYOQxIYUIgZ/pFAwkniuKTAJNbIHAFri7t+yhozQwPKoc1yoTLGjSprDk18pAxxSvaqKK3TOP7u6ke6tC7fFBeNMU6YjNmxEiRc3qoM6BCAOYEej8QHJvkz2cUmKhjwHwcmLA4pOUaCepU27SuNU8w7NI5VM9BhsVCZ+HRIoYhr3hFu+JQ9vukQOHs3buH9MW2adWOC1zi0Fn7Nwn8ZfYve93YdpT0Kc7Q+qcJ8xizwRyfa5c7zDXAcRMv0XRmlsIa8d6SOlr91+tAhisxRMDn++vYBQaAeD+fwxhzlHa5YJ1p3ZxZZOlNf3gs1GxY6/SIG2qxBmUXY7jztwsW+aBftol20L2jntiBfLdOuHcNAi7PY/czHVzij1N/08OcDIsZ1BpZO0kQ1IGGiCaNZiMsHSxzwrxiwOBBspBUgJy+dzTS5hIxdOD0Ojh+5eLdCruZk5qDi0yl0qUSuWc49BwCv1HcxYaH6rUoJ/avsklQVsiV6wJX5Pk5HxSkOAIaRoerSv49CB/9gnVz6G84BNliR8JXyNr5dvQUAEKmp+QoTT8IM6FlznOT743U0WPj8O4+vI2WXqbQr0WLLMzMK1UJlAMOEyVFDAcUyu8LJE0SA49DpPI4cfPaA+kNGAifXOABvT5Cpgs4/ZL2dldYAJxxsN3Jrw0owZm7B5MCCuZe7k0lx+k4mOgPodiNMFjkBwNyR5kxpwHRpX2r53syiElIAsLsBykMmnHUqWh1TKBsyrdN3jsjVz6bTglDEdRFfIUune9sj9hwAe8d1HLKrZ31cKpIwYRkV1o7JpWiTBR9hnRMpVam/O5tXiC/RHBrULYg6u4g9Wyf7RAyNXpi1C1IN55iu98hegFxnXKiZonefrCQrERiOaKwfTBbxRpV4GSssjfowbmuSBktm2hofXgZ0vaIQmvMy9VNYXDBRcmKM2fto1WnOt/wJ1liTBiCEAwDcKh9iyKbx3eEirlVIwbJpTrDokmV5HFdxyyXLMS962LBOMfHp+W7aRyhxXOI3Knfg/CLNvyezNv74Y/KkgrkyGg/Iy6m+J6GGOeMLs2StthE2mPmn7mgQ/XS58NjMQGjrWSRAusdlyMz7uL3p4/kGJWy24jkcMQ/sqO+jecDztjfTRCgqUwUfpJS6lPW87dwb5CJXzJREhL2EXNy6MYElC/jNa7dpAryXbmpIhd2TiFj7V8Ym7GEem+L4QwrETHVlDAroB5IEskcd7LkWMpN6zekaGH9IVRJxLUO3Qa9wWC8YPvI2Th00HM7qbYwRstiTkgo1hv/8g9X38f0eycHOczzm+dIztE2aOIdJDRssibpoDBGw/f+au42/d/MjAMDvd7+C8tM8hiL0Zln6lCblv7ZeRBYxfGTbQfsT7rPTAGafBlJOQ2RVhnC0XA1rGa8YGLQ47sWupTkVGHXoXWades6bivIWMDBobP40u1W4xGNHuyr9qYeK93nhItdMtM7PsVcpNo+2DfsZ18M3G3qDzAypgdb2iNmUtoe65t47UBoSNL1U0hUaacmC2ZnxuycwuE8yU8CY5BfMhWooZgUAydVlTBcZHrIiIBfZ9c4Eki59xw2BmDV5/d2Csi0nmE1yeBaA1IZm0jbHApKZc7AcoMQH7vTA1S6bOS3c3DwGaQZAyATHMrTxIOIKEqngsLsYXIqwwvG+TJ25P3fwk3AeXT4IJ5GlJWVFSoc4QDG5yRrfsz1DgyngKk6IGo9jftDdrB3B4V1n1e7hlIsQtmYtzXqTKYnHY4LD/NXgOvpDWlfPrRzAatAcyNmy1swhUuzr518wcxiVRKX8CQCg69t4ssnyvWIZkxv0Dq3GKsr7zNw05uKFyy5Ga3kRQgqUGX7jxYgOuG57QhrdeV/nwn2ZxfXcsdRUdn+J23jrkFxvlQo4w7xe3tSidqJS0htkVvEQLpbxZdqFi33RLtpFu2hf0L5cSgdARUY6w7oVtfE1j6zG365/gB+YdHw826hjlTF2B5Oqxtu9lV2Fx27JbI7JPu0z2LOoCifPaCcJlM/4OUMiM+k7Rgi4ZNAhnBowL3F2lrPYf3F0EyWWZejMfPTHdEJWSwFOWI0RClipUWZ40zlCZY7ueWdC2eUUEi9zoPrQ7Gvi0YqMccJZU1ckmLPI4iytjBAMya0q7wGjS1yHzu6z92ce/NNcFXIC6wkFw1UYaS7Cs3oo/lwTWS3XH6lomd0kz2wJwD6k9/UOhXZP7HGGzOaAfWyiVqL3GsOF4syq70So2GQl5dKo/dDDCcsbpH6GyUpOzAv4C4xFHAYFB2CUwj/JPYA8wRZrWVpIiaTJEg6JQsoudlQz4TPRrNMN4T3hcIhSQJ8t/xx0fKYZ0whul1lnjg1Mb9E7zjUmOIzIYh5vAsrjmt+6CWvISalNruGvTRHmmjmxgXjCuNWZAW+JxvG15V3c61DhwxSAd8z1xgbgH2f6uQECwActtow9heZKn/pyUEK0wSTOy6eosQ5NxQp0iVyXLbt7kyWtSQQUiZnqE2gVxdQFZIt+d3PpGK/VqV5/nDoos+xnXobXT32dyV+w+lhnz6dmzPD7z14GABzem9cegvJSTUT9yC1KdJ2cU9Td05jDiozhCV9/JxeTNESEb84RMe6T0xYkl70ObtgYXc6ZuXitrwYol1lq2Eo0u5IpMrwPWnvWu2VUn3Ip7DiCmLC3I3J2qHlsrRD64rPjBUQRZ8WtDONlGtPULsHkxGX56Vj/dniljMni/0QudptBzTWZ4rZDMQBXpKhw4KwmB+hz9jhbEXjFp5hlkFnY51T8s8069lPK4Fae8CKcKUyWeDLYDqqCUorGJNb1vpljaOiJPVDwTwqoReeIGb7ZzTCNDHsd2qxcN8YiF7BX7BAjJj21rQRfb1LsdM3sY8WgzfK2QzCMtVxvFnQg7Cd0vX1VdG6sTKzbNDFfmD/Au/foO5MFqasCHI6DlfYCTfQgggjpKfkQKkkIegAAKoNkcLUajiAZ1lIyJcIa+Y45KWtmKh3jCxtA7TEv3mGG8hPqqLFn49YCbcSXqj2UuJ73mn+MGj/gDzm00HbH2gU82CkhLxdPbeD0ZZpo7fcU5JgmqzkMNCVaXm0iZiEUs7CLelUzjY+XTdjDwj1NuT7XHEWaTkz1BjpjrXIShEwhCzn8sHMIhyEc8vqyrlPP2eIBYP3GIV5o0KE2b4/w2Zg2urxSpWYFuOLThjHNbC1F/N7RKp5v03z+9HQRfSbprewKlA/oAIkqEgmXQuW12jJWOvOabc7g5TXwUsHimurDQQUnBh0UZSvUoPY8xlc1Z3i3T/Hj0dgDc5zAnigIYthD97ki3rzq9/GKvwUAerMFyFABqMY7ZbG3Ueqhy8zgO2ET+9sUlrJmRQgocqFDndn7NXzSoP78qESZ640rR/g7i3cBAL9V+VgLaFnCgMUUHxUh8evlT+nv2wGmHFO9s7yCz3oE7zvc55BcZYZvrdJmehRWsTfh7Lc7QcrkLEIpSK7HV4YoKmKMgvR29FmTHxrQTCN+htE1Fopbkihv5ZVeFa2DNJ2XCOYvarEv2kW7aBftf5R2bgvyuxx9/br/EE2ZyzJKlBksNs5CvMpuadscasqxSBj4cETm8zSy4CyS9TLk7JiYGbA7XGooobNcs00H9Sd0SmaW1JKtUWjAnDA7hy/gHtD3e4IsAr81RcJm9ziwMGXgWKU8IzAugPHERY/9mZJIwEqzyElYfFlgpSoq0VnHvaShM8OL5kCzstwoH+GDkDLaiQ99YuUGp7XX1dKi2WxW6HwIUbAJCauwnsYTGGVmt4lTlA4ZCKwzqAK5eqYyoLVTZJShvMf1t8sW9sdchlce4M0aofhfdrf1Owwq1AfTzMYTgywMZNASp2FNIvHzDKoJwfo0kxVPE8G6fWZq8RwtEQohoCxGDJQFqk8ZjZAoRHW2IIchwJhXFYb63fMmDKOQwJjNgHl6Pq+Tocf1yGZrhivrZCX/L9e+jxVGGJREjF8oE8vLjydEIOzIWFtuzVxPAyTJsDMii2QWFhhLc1bgDGUCOP2/RcdmCXA1KKIdDydPOPQyFFrutfHcKeZ8sqpfrjxD06T7fqd7W19njuna+gdVDQKPfYFZm0sNrQzzVfrdVe8Yh0kdALBhneCQPZsWX3fZ7OnP/qz7HJo2jceT8ZzWsjAnQstAQAL+PluCOxlmLU4MbtA/V+wQz3tUxlqRqVYYNJRAzHyAZelgXdDnU3cHWzG56suNHkxB75njQjfrHcyzNEmYWbgXcDlvagC71H/2KNVFCHYvhOJ9ImcVSi2hk2dBu+AvENUIG0vkmQ0DFx1GyWBsofKQ3nG0mcLufzmb8MKCvGgX7aJdtC9o57Ygn3EwfMuaAyyKvVkiQpWjBL60tCVWkhOMOH74YehpYa/hyNdF/U6Fg92WBWs7r5gBIiY/MEOF7g0+PSyh446JKzSte2aKghRjzFbfVg2lPM6voMXVhxmQjXJJOODjHpHu9hs2LDb5fB3wgI6xAAV/Y8sY460Jxe0+mK7jikvVE3eGyzpu550oHXv09/OHk5rbUGVK81IKx4HIuRKTRN9KZQoZc2QK10HMfZJXGCS+0kebMStwY73rNrhIA8pOMZox0UBzphNr08wpSrUssoCP4hocTtgk7RhhjS1VCa2i17tmw5rSyT7cFMhDYCXGQSatsq6GiRse+lcZ3zdUSJnxx+hH8PfI7DI6I2S9Po+HKMShuJ9giIKH03MRrpBldPKKBHjubM538PeXqLLpktlFkyfDsmFAIvdy7gAAdpO6FnvyZaituXfEOp4+JIylc2KgtldUEQWMm7RmSlvpzmkhKle1c0JaCYvFy4KGxOwleo6X5vbRZoupaY4x4gRflHGSc9DUZMdyJvUcygzomHvmZpqcBQAuWWQl1Y2pFmirc4WOAQWDA4x1a4ZJQmMwSwqGK5kCAUOIRFjEy4O6xPAm3aeyQnH7G5UjtFnexAIwyorn2Odk0LIx0/yw6+YMKTr6WdY9llVhdqNvNe4hZUv2s8ki+kyakU1MuFPGnKaAu8vx+vEM8VoLZ5s7yDBZZY/TTbVlXK4E8EzWwi4lCDghN7MyDG9wwF4RRO7LtHNvkN2IXqbv+ngv3QAAfMV9ijq72xISBneUIyQCHu01q6Oz2EfdKhpt6vAR62hIQ2HCWb/KAwOC2XLcPjSQdLYITDhBkTqq0JkJBfJ8SlbhDGYiNJ7MPRGo3ufMZcnUQFyhgMdTcvv/i/Iv4X/e/iEAYJETUXGWoskLoiQFrrGLfZhGeDylgPidzhLetimYLUUBdI1qQtftGsySrQxZLPawYCtXUQTFYGhpF5NYWBZknTaEzDG1OztdYfYWS8EY5RKhmWbYjusJrAZnqK0UBgPCt8ZNnaD4g+lrmkFmxPRVlkhxnUvldpt1TBfq9O4HSuuJZJbQG3tlS2klyqDBwfXMxuAql321hc64p57CaJPduC0PrY9oY1L9gX5fpCkUJ2w080uaQvjMVr65rOndorkE9Rqt6kHoIuQd/DitaBdaGqQeCQBNnkQl61Sz3++ymwoA32w/xINHzPwTGDBnnIiYKqQ2vaPbiTVbusiZz80CbG5PMky1XpBAxmzgbXuEl5k02RYpnkXkyq/7lL192GlrBhr/WMKaMPYxVnDoUaGkiaecyPmT1yV+4l4GAPxvlv4Gi1ywUeMN9DS19Du+Xn6K/3r35wAAR4OKrnX2DxVSN0cVZBg8R5uKt2NpFMA/2qTCiJf8bb2+LSG0yWBBYIOTfpOsCE3VpcAa77gSwIseZdzf5+f/dLqCZwH1vSGUpmsLZibCObr3ZMGA/4wxjKMpzA6tyRwjXH4yAhQlk7qJhek1eo5Waarp+54czGnURqU6Q8JJrumpj+lS4Zafp1242Bftol20i/YF7dwWZM6WM80c3Gea+HlzCF8SHmHdNEgTGoABgTnJmCQV4mt1gtTsj2saTjJkugohFF58fgsA8Hi5hcnHdQB0ErsdLt/qAcE6n2RejCT3KUtKI+xN9quTVOgqjqQkUdplTGK/UFcDgMkyff72wSVdAmYw+eaaOdWa1i1ha3hDJw0xYXxNnBjY2mdafyeFZLF4kUgdApiuciIoSgquybOEnUpBMBxGrK8imWOtjUGAYJ5xkKIg0VBcstlYHuBSrU/vkdj6cr+2cBdvMC71s3AJnzCu84f7l/EspBBJ05pg2aJkxqEgKzXMLIxiTrZ1fdSZs9Y/SmCxRnZqSdj9AlqSVOi+QYtP+ySDw9VRw01TlwMCQFrmv58aMPfJekonhasqLFOTrgrmLRSVCgTjYDOvsKK91gSuTd8dTl18OCLrpNkYY8EgK9gSHjI26UvsclakQE1xkkae4hGXqG06x3juBo37o8Yc8Iz6vfJpR0NLECeatEMw2UG20NTVNaktMFnhsM+NMV5fJbjYJaeD7w1IG1qKDNc8ej7/jH6S5HkbzEtUdrk/FMAQWziDTJdw7k9X8eQS/fZq6QRfKz8CAHydgcFzRoxTXqeDtITDPr1jdr8Mh72uxCuqnDI/xfpl+u2zSh2iQ27zxyMKP73qb+FhTC7ubesUbYPxjFDw2bZyDKUTNgYEHJZMsWBgw6KxXmTlxn7ia7zyut/FpSYnLpsCjx6QFa9MYLbMWjU1B2afybSHzPI1GKHaY42o4xZ2mN9xz68hy/W+t11Ei9SvaSZR9ekaM8+BVS/m8HnauTfIpk2m7jSzcRiQifufb38Lv7tE5Xa/V/kUc0aOZDYgeYK2jQx/l8uS3LUY74026OUseoEFb4Rv1EmedG2lgz9dpbrO7zy9jughZ6IyBXuPFmS0IAGPM2hPTS2+FHBJUml+gmDGBKgZEA/omYwTiiUBgBlkmKzSq48GHn7Qp7ji9XnKiPpCIFAsQCWkdtdiSL3ZN+0p/mzEtdgHrt684qqCpPUGp8eL/qBTZGlF4aoC0ASe8XwFpy/Q30nZ17Xn5rQgd4WbhxFMjJhF/M25pzpje8Xq4ZJJ13jefqBFwFr2WLNs/0rlE01X9ygkzOlhWMP9Pm32ZsdC6YBp4WwB45APpjCGsnJdmwyS/za4xts5nekMYb1UxuEvs/aMk8JmQTBnqKCqvPEfnehs/lmi1fwAESpDtMHg5Qwau+dYCW42aKPp+CV9uLWNIT6K6PtvOB3U+IDOqbhClWldIABoMoHxgjHGSZuwfk8739CxRhHFRdx4GgCMyYRNc1JZBowwLwdUkFw2WSkHmrT4b3o3tADVrdqRZo3P14ZjJcApsyjtSNq8APgnqd4UM0sgrHCM3ldAQn38P3z2Cj5ZpvLGw/mPAVCMPMcc/7NHb0LdpXVqBtCxxumiQMibx9Wrh9isUD5hEtkwmI38VpnWwU7cwjyXHVoC2miQSiHmgLkvbN3HCVJI3jglBNaZaelrFdrI/7MHv4wBlzYOljwkHKMYBi4EM56HdaFxvcY0OcPKw5vpdKa1oywhUH9AfXC06MDg0sWkpFCfo3e5MXcMk/t9GtoIwiKUdZ524WJftIt20S7aF7RzW5D/9ruvAQDUfIiMNTysjokPf4nM6De8J2hyUiBVCj6f4GXhwuMd/PcqD/BNn6zFJy0KWE8yR+MJSyLC7zVJEfAb1Qf4v5R+BQDQ/3gOpWccMD+xMGMdDRmhwKIx4UBoZahyQX9vvwabcwHeaQZ7VKibVZ/m5YAuvh9fBwCND/w/Ln9bqw8uGzGm7JoZkPhF/z4A4GV3BzurdFp/driOjK1a1UowHnLFDpez2aahCV9luYxswhIUhgGxQFbPbMHG4BafltUYs1P6rTkRCBfoZCzX6WUXqyP8xgJVL7zkbWOZM41NKbV10pAebljkWlRq78Ln96lLiTtMJjvgTEo/9jSvpjkWKO0V7m/O9CsmM6DMnIx1T5NHBPVcK6YoQ+tfk1hZYeJbAP1POdliq0Le4mxTxeeaDzLNIPPESJyhfp/6b+ejBg6+wSWPQmk+wP2kobPEdTnV5aH9tMb/9XHdpnBQBEPzcwLAO0NKtoVbFTSmeQZNaX0k4btA7u5ztQmyTKv1jVdtHQ7qdMqoe9R/o9DBrSbd84Z/qFmwnoTz+t4ZSzJMVgFzTM/c+CyG4tJakSkMLudjA1iDXPrBxJPyJgDgn7Y3qMtKGdwW3TveKqP1OGc0KoiAzZlAuEJ/P+vWtQW5UhnA5SxwXmn1Ne8J6pzkcoVArIostity4goBgxONBiRSdrezM7pAVUYX2GaKLCQr9MGDZRhM+GvMBDyuSvIPFeIqeyXHk2IM2GrM4gQirzibBajskpUafughqnMYcDPCV5YoOfZr9U81guOrtaf4g/2X8WXauTfI1e/Qg/ZueIUWB6BZQhaMGVLWeA5VAosfyhKG7sCG9FDjWk1b0MCcpB4qHJNpyhS+Rfc5Mke4VCWzuo85XXZYOlRwe5zFjosMrsUsQUHTRI/roisPTXgMDyrtBbpu2OyM0TxhGMBaFTHH036oCFT8TwH8k4XvAwDqsmAHqskUrGcEV8T4lTbRVW9tNjFhjV/DzHR20wh5srTqkGekZMUaxVsyz8J0nhZq96YBd4nuNV8dY9KiZ+oNfTTKNOl/e51CFT9XeoA6u4iHSQ0jhnm0EGHGYF5HWKgyiN+XKfKhDlSiYSG/WKXnTysS37GfAwD88XIdGbvP1lHx7hACSZWuN1l2EDTy0i/651nLxJTrXNVzIzRZG+XBURtVpqGqPp4Bx7RxQgogLhacMDmWmWexbQuShaGSiqP10uv3Fe6vUv+9dm0LpzG5sN8+vI1ZTL/9A+tlXW9u8sHgGgmCJvXpdftQ39cWKT7rUqjBO5BwTwtoVh4OSJqlQq/dyRnUDa1ZM1kSml3ctFO83KAYy8ulHQ1rqRqBZvH5QYfEu0YzB81FOsEnNQfiE9p8ZZjAOObSS8dEdZueO3EEKtssihVnQF6Sx880XfLQv0LXsFNAiTwrXrARmTPAPmKGIz9BwpCjVb8Pj+FuecntopGiLFhaVhRhswQpHPGzXdWQQ1PbSYL9lJ7lfkDjdfSsAatL87D+GTT7TmoDk0VGYpQEMi4ySJ6vo/aADhWDN0pDCK1nhSiGdUiHpbviIOY49cJyHz9XJUPsVWcfJQ6bPIldPJtr/Mzn/qJ24WJftIt20S7aF7RzW5CSra/Ggxg9Pj1iH3gypizXbqsMcAlXN7OxyQHasnR0cPdsm2Ng8JwRwRdFJlYnRFSCV2uU1vtgdQ0RJ1tEWijLJZ7AlE+eqMFkFW6CJMxZPaAzyuYoRObw61omxJSJFyY+LAaQW2xV7owaOGkxEac5AF8C+6mDhxFl8Eepiz3ODE9OffhtTmJ1fLh/K1EWz/nIlllhMM4Q1nPtG2Cwwdba6z2U+Ye5qwMAz28e4FcalETYsJjoVAaIz5xtTyJy2UpiH8tGnghIdb+bKPo/UzECRpNvmmTNvR+uaR5NtzXD0Rt08rfumhoYbZxEME+GfB8gZgmEoFm4zLlcQTh2cKdDPH3WwABjimF2J1BcjqjipHC3hSR1SzDvJICsUQZ4zilTImWrYrIktdn6pNdCg9lyJpGtQdcn3QpeWae5k6tazrujzxE9WyIvIHA1y489UtoqtE2jcPtNgdila+cKl2ENCObZnWgEqDE289cufYa/V3uP+lIkeBDT2PRTHycJ9WuO10sSA0stGoOOmWIU0b9nngllkvUaVywYDEL3DqOCCUopCM4Yg3kzy+MIqV0HQIxSuXXv9FM4fZpTg8suJEv2wsh0tr9uTfFmmayu3DuZZAo1M09yxZ9bx7krDRTu9FRFeMYgjd2kocmADyIm6ahEEEfsPg8zVD4jDzFp+Kg8YSzny2VdnJA4AsE8rXsnJ911Gjr8YO8NILhctbwbovM89cNLc3vYYCKZQEnE7H0uGDP8Tu19fJl27g3S7tKGEtUdjfgHisH+y9FzOqa1ZA/wuk/Z3g2zAAQvGCY8kccmmSRXFAs9VRmOUtok/mLyvIYbqIGtWUesqYI9zgdHQjIoN6vQyMw3RjjietTZjRTg+0RzPpwdLmCWElmJs8cVU2cM8/cKEhM/GFJcUooM8xzj+yxcwnc6lLnOlMDukBazMTIgntA9mz2lN4ruTRa5iiydbU+K0BfMCZATh5fNFL+yRPHNh+N5bHPlki0THUPJtYBsMYXNB8lJUv0cS4zP9fALZ8DSlrD0hI6hNDO0wSvoBWcPbYM2v7fnN/DRNeoba2LCbtDGXi5ZyJgpZrhuY7qQb270n9AUcPqchf2BpTdOIwQMZlhP5sowOWsr/pY+cc5cDobRiDDRAk+ZLZE6vIHGgGD96P6wgb8aUIdKQ2kNlnpppuFkNsfQZqmF//bgTfquyJBwn5bNEMNjeseV0wwWaygnc2W9Qca+qX0tPhNhvNrHyy06sC6XOnihRG61RLFxVGSsWXf+ove8zmLnLrhjJLrK5aRbhVqgf58sOQhY3CyuFqD79kcC1i7vHrMZVWgBWmdFeRbKO0wVFjqwB0xY250h9dlVnioYM970jjz8TY/m8/Vr+1i1abM2WGf7JK1gP+U+lQkCDeNTaHKFxofhPGy9Ifho8iHUScu4N2Mdek4UvLi6hw/3CTEya0m4LSbJHYWa/ckMAK/DY9YyEVWZBb7OIaxQFdSHsxIk6wyFLYuy/AAOZjV0UxrTDXOsIYe0wU/xZdqFi33RLtpFu2hf0M7vYrOwu6g6KB3ySbcqEDM48w+fvqg1MtrNEaYrtGvvOUe4xIDRfhbghlUkEQDgbzvfI2b+aJsj3D2h4Lk5lrAYvCwTaIvP6ySIS6xx0aH/HqZNbdVIL8FsmU63wWUb7SN2vauO5vUzwgyVXcbssat1Wm3hx1yq9Nc7V7HW6AMAtjtNXb53tXWKlQpZx70lH+qULJn+TYWMif3cQ7aAmgpRiz574dYODkbkvp8eVgHOKLuphMOW3e3KgZZvfbP0COvMUrPMJ6cFG92M+vFZ1MTWjMIcroy1G/et0gOsm3nSLNa4zn4GvBcQuDo/ZW86B/hoRi6xa8bw5ylcEDZqutwucV2tJ+SfpLA545qrG0Z1Kv0ECNyc8e9mixnm3+HxmMYQzFJk2DYUZ/OzMDwjtcHYyKqvQyLmONY4Q/9Ywu1y6eWSgHk/x44CpxuchLmxjxZLbTwcUGmoZaQ6Y/tJd0lbz0PhovSE5o7bDWAd0pgq39EWpCyZiL2CRBgAlBIaAP3b9Q/hCuaATGvaUgyUgfsBWVEHsyrKFlldnZD64LPdRSi2hr32FFija5wGFcSNnBwyg+zTdzq3TNiMV7W6U4hRLpHMHkFnBMWMS97+TGvBiDiF5ISYNUlRI+gojMhARF/HA3sRfyQJg9zkvkuU1Jb4i9U9nWRasvsYs0v0L3dfgWvS/V9o7Gsw/LLVw/PMD5sjClIl8exWHQAwOp2HO0/j5WcKEdf/26MMRsCJ1f0IozUuSGjn5cVAdZfZppoOJrepL4OmgOIE78PjNv7EpXfZmO9gIddcBrBgFOG887Rzb5C5drXdtTG4TDdZefkAq+U+AOCpaiJm0svuoITHdZqY191D1LmW2RIZ8t0rd//SM1odMxXhIdMlvTXaRMwbVlLJENXzml+BhBeO20/R+mTCf7Om9KsmEq5qUZEN2aRJOVn20Wgw3MQzCsnMRMGeMNt37l55PrIH9BzlkcKTm1yRYAELLxG56lcaW5oybbZg4ekObTqZl6GxTItsWKN/z1KBxfZA/27frwMAvn36HMDF85Opo8kHrjpFlvW23cGCQZt5fqikKoPBZAyXnWO816fN7ff7L6PN8rdSKPxmichJS0IiRk4esow/OnmZ3pdreHfdJroxTbRe4CPhcUzmM02QYY0Fag+E7ie7T58HdVoocQWoPqF7hLWCUitzFKbzdJHSoY24SQtchinsp7SYJFDEI+OfZhS3DgfIGGbT3O5oHfNq04cxY/GyjTKiGt3n8dEcnvUp7BAz9Z1pFdnlih1iGtMcPuhVUTtkZMXeACIoqlzyZzKmDhI/J6ag754OXDQ3C4G4BaOARuWksS0zxKZD7/gvxq/jSUAHWdmjOWnsOyjv8PivVRAznAuNFJJBz6aVQjF7fOYQpAgAsg0H9Ye5BizXjx8NkPhMM1g3NfGLyHzNDzCdlzo8IrJiw/ee2nhcojm/a9N6GB+WdWjrHWMTi5fI0PlfbfxQ1723/Qk+2aZDYO+0Du8mPfdt9xk2ObyWBx3eGm1qZMqH1Ta6t2m8xss+0pzsXwL+QVHXniNmUnb7jVBgNqF/rz1JdLwybCkoFmcyjExrzH8YrmHOoHBfm9fRl2kXLvZFu2gX7aJ9QTu3Bak4ixc1Pczm6QRatENc8uhUWfH6+G5GAVhTZnizTgStLzh7WDMKcs0cS5XjpQKEyDj4eyf2cS+gxMxxWMFCjVyY7bGtT/DKttL091FFwmEheh0nlkQyClCNdKVER+TE9zBjkz5xhU70iExpjFtSpuOoth3DGvBpbggYEZ08x28UGeanszl9SpWsENka3cd3I1xtkiu3tkKn5Th18As1suZiZWh2E2mnSJljzXYS7IV1AERKXOPg/py0P5eFpkcqzjVbpNgs0/12+1dxxBa5KyJdlxvKGDV2t1529rHfpNKv/+bR1wAA92UbTZ8soFlsIeqwUuBA6lr3zIQOXaRWkSFN3RyTqpA6eb2vgMPKdOVdCU7OonPb1cF47ySDxZIJAigSDmU2JYQglUsAiGKI3B2fFpaadWxDVOkalTjFcJ2KD8Z1B9O/5Uo5C2McBGRVzrkTHDD+T2UCcZm9mpILOeCa6zQFzJzcN0Bc5YQbTwvvsYPvLBCJ9Nz6CJZHVsqiMcVnbI3vJlXUJT3383MHmvbvZJiXKypNrtz8RGHSoWceXy0SWElsQHEtu+wZ6F/nMMtIwB4zYJrHxbclkhIn9GpSr9PZokLGZYwrG0e4UibL7u7xIiZHzCa0ayI+Zjo2nxeTk0GyGmY2tNBherJ/dfQKvtYkP/1a+RhbVcpcjXo+7g0J5XHZOdEFDCdc2jpJHEyZO6D8XFcT6Y6nDtIx9+/UwITf3ypHiPs0F0WSe5pSW42TJUu/Y+pkAIfFJic+7ikKz7nGbUSM2vh57xFcDn+cV9vw3BtkvFIHQJyDwW2apE1nggbTIN9wDgDCg+Kyc6L59haNVLOOy0JhQlOjHSQpvj+jioDv9m/gB08IRJuMLFhVplIzMyTrtAElW64WjDJCpTc1zZW4GKHdZsiKmeDZQZPvBwyucC1pBL1BWqdTDbS1OpzhUj4spllSlgE3BwebJgYhvcuSL7Hq9wEAf7lzHVmPBn5akrCX6Pn+boMgBYdJTceo/mp4W9fqAoBgka2KF2i2ZUukaBvsNp0B2p9tOev5mtXBHwUvAwD63RKuXiKXbpCW8GFIG/FN+wAAV3dkts6KX+GN/N7xAjq8ysYTFyZrQydDQ49YUk0RMOWYyGxdh5wD8a2x0J/Vn6S6Dj1xDZy+yH2zWPB3WiOBySZtWKXHZyps8npppSDGDAlKEi3mpaJIu5SIYyCnSRtNsPQj3mCe+RgyfGp8I+KvGnjUpw1qs9bBJGJXVRXPfbapONYwGjmcwj2g652+SM+Ml4foseb1nx/fxilX2FxyOng4o8XZjYpa8XlnhE9iWiAhV1jBVgi5EsmcKVSeMVQtMBGXqK/DpoLiuRA1UigvB1ebMKd5XJT+fbLk6c1SZNDICQiKfQPAr87dg8+H7+VSB991yajpddowRzzP+L9xM4Vb44MzE3onPp6U8RMQ7drptIQqw9PGMudiAN4ZXtb0bjnRzZ3Okp77NS/Q2lFSnBE9G/pw2cWPIxPmgNeeVYxRzrYeNIWuX7eHEtYz3nA3U8wmdHh8cLCii1nOtis/9cnPbhcu9kW7aBfton1BO7cFmWPgwoaA7dIO37bHeIkZYwDgKyVyM0oy1FlRW6T4JjNvO8KEo2s4c9YP6BPtxzsbEFuMwQMAFmbPaikEk3l2X8qQfcqM2D/uI5rj7PFVOqUWFk7xd5aphG7V7uJoiU6pPz+8he1nZEG42zamc4yD+ywh5hZAg8ftsPgMwkHIwX/lZBpU3AlL+PHOBgAgOva1C+DXAh12aLN7VbcDxJwVuuYd6fKu9fkuhgEd89PQxpQZfd+ZXcaIlSPfdEP87Vx/qjJdCzvJHDzscab2wMajhFyco9aWlv0cZi5StgVzLCUAPOjQ74LdCqYlrlPvmkjm6N2tjQmSE2ZDmknNMJTalKkGoDFpbi/VCod2p3CDZ+0KwkaRsBHsVpmBgtNl/zKKoRgHKZlWDNVSYVXOAp2Rlb6PdEAegoqjgmVHKYghfV4bbaB/hRIilRZ5AqPDCo4G1Nf9sYewywSsj03UHzEj92GnqCBWqqBgsy2kpTz5Qd9Yro7RndI1blUPcd2l8TqIG9iekuX04bMVTDgLm2QSCVO5les0L8bDqnYX7UkGyZasEtCaQ0YoMXye52ImdNIkWYjQnxPF56Cxy11271Boq2v+xolGRYy0WUnrdeES9dl/fvgtlB6wVc27QlIR2hJbaA9wrc7zKfLw4ITnzsSG4vpq/6mFO7zu51b7+P6IvUFGIKiJCcmsPWI+gEqZkq4S4CvztI+c1kvoBcw2dWdVZ9xtpn9LbYDZFjFbyHRozekK/becScghJ2TGLr7DWE+8QGgCAPjf3sC52oUFedEu2kW7aF/Qzm1BTuc54N9UuD5HEfgNt4P7IaX4nTNVAx+M1/HHW88DACpuCPfqnwAAXne6Gt7TzcgKvR+38IcnrwIAkp0SXCb2dHpKK+olvoCsMligFWK6zNi3qouwwaQTixx8VQJvdTcAAM35iVZl21w/xvYSWZB/uvocjn5Azz16rtC8yAkxSPOYWUTSIvmATGG+TEeZKVJEAcc/zYKENI4NLeieB6dtpPiY44EVOcOLZXqmYeLgOFd8nDh4q0PP/WbrKb7uU5KrmyaoMBwnh/lIFHyVu3ELnS0KklspIAI68z7sr+K3qh/S5yLFKCPL4W6win927+v0sHeYHKGsYDBDk0gByYwxMQBngaydcOBiupRXBgGC8a95kFIoaEXAbLGEkGFZg8sSqcvWppdpxprJokTCXJgVx4B9zNT6XOKZlhyYMk/ApcgGBXFGrl+jsvRz3JoqYvMpTrRcR3CvDgAo9wTiMluyp2XUDpiv9P2pJmVVZb+Ie8419XURJ4gaHDdc56RL4wD1ee6bzDxTTQJ0Aia5CCy8u00W1e2VQw1pm2yRV+MdFZowoxVTV8xYE6U/D5sK9TbPOSPT4deF8hh1LrP88ScUR7QHQsuKTJeVJtD46vy2rvTxZajZs+oywCT/QSiRI5UmN6jzKssj/CfXfgQAqBkTjR39cHIJ+2Map9nIQfVTJhrJAOeYY7VZHWCvL698EhnAUF+oTCCb0O/GmcCHLiVnTZlp7GXmZBAcL8+lMKCgCWqMQMA9KSq2ojp9xYiAKi0fxGXAYBzpWweX0Cp9uUqac2+Q41WarNlCgF9pE0GrL0ON+TqOq9gNaKHuTeuYMWntqO/joxWaJC/ZHQx4YzybmMmD5zIRiGoF3mm6zC6HreBzNrrqhjhkTNzpSx6mC/z9RdaTSaXG9zXNMarMXDNvjHSN6aDt4Q9fpDzWoV+BPcwzg/SuXidD9wYPuipcjlu3dvBynSbaW50NyGN6R2MmINO8JtxAh7OYdzkj/8lkVbvYN/wjLYn79u467LeY1LSu8EgQRlApgTdLVBc7lQF8Tp3e4Oz8OItxlxnA3x5d1gkE70ShxzkEWyY4ZjaVm/YJKnyNH6Qegi79tsZuXNRUGg2gBJAxqF1YGRZzevH6CPtlunhy7EFxyMXm8sLUEjCZKix1hJYQna4XGVlZjqGaNB7DvgM5zZNfNkqcfc2B6akj4Od1u/vH+hoqToAzdcCfa7kY2nCM2hOaU8Y9+ixoGpixSyoToP6Y+sPeOoHKsZe1ChSXoKY1D+YxbSRpo6IZzeOAnqkb+ejH9N23dy7hR3VKWtysH2OfB8F74Ogkwt2DDbgndI1LH9L94pLCtM3UczcUMj5I7K4B3s8gQ4H+Cc3VUnOGm22iT1t0R/r+7dU+AOBE1GGd0vMZ18bIUX9z1liXAJZkqBOGW3FTY2JlUCATjBk900ajhwWrr7v3vQm94/a0ic5DMiysQMDl0Is1zaD48ApXMzglTpAxPjELTDgrrFkjFVBijPLIxdHHlNhSK4Gutbf6xueSTnlrfMZZ/VTB5Dp1GSucPp+LcwnksYjEA7K5Iknzi/MP8WXahYt90S7aRbtoX9DObUFe+23aea9VTnQp1XPOnpbanGYm/tPRbwAAHh3PIeWAtO1H+GBI7uXr/hONwH8wo0hrnBlouMzIcm2IKZfsZesJ2k1yq1reFJdKZO4s2EO8x1yDd5eW4Hp0Sr2xTEHekhFpqc0r1jHWzSJhsBOQ2xRmJn73CtHUv9e4hIefkaVn32MMWV1iuszWUCvWNPcA4HMU/KBfRfVxXlqnMLjCbkFk4EfHdNJ+6hCs42BYRc1jso/MxEfH5N6r+2W4p3TSOT0g5oTIw6sr+D9nvwkA+L2V9/GauwUAGGR0jcPUwB0uF/zJ/oZ2q0YbBV6sbIXa7bOgwHBFODKGUSarbrKSk0FkCK/Taf7VzS28VCXzJR83gGj491lp8W/kNcxa3Fd83cmWC3vAZZ8thczKiWcBq0HP/eLKvmbfudNZwtEueRzTBQtRrXDxAapaKu+c5Yukf1dpChWdYUv5GU2FEcpbHNXnxxCZj4ghYW4/Q+l9CnOkp13NQSlLvq7YMY8H2iLNXBNaeZVliz89WdReUnLs4XCfiXtLLbj7dL32RzFCJluQiYJ/QPPWHFJ/WCUHEHS/sGkgYIUJGQrMmFM38ZTmbwz8BA85sXbsVRAwyXEuceo1Z8iY5KJZmaDMZb15iSDABNVsTZ4kVXy0SyEeaygxXWILnOfQ4biiSYhXrB5CdqXun85rwgsZF5pJ03lDYzhvbBzANhhfzIm5g2EVIi/xHHsF6G9kwT3m6+172lV2ukDpmK5R2iUPUcRpUYJ60NP47Om1lpY8ni0niBg+JSOgwkmx/9n6p3jF38KXaefeIP/hwrsAgLY5hMHma0VG8PmFm2aC/2D+JwCA7eFv4OgxjXZom3irSzGSw0kVBtNPvdAg1pmqFaBu0aIZRg4qa7RQbzWP8FvNjwAAG9Ypmkyqe5R6+iX/B/t1jFmbJZc1/cujG/i7y+SG+DLWeMv9xNR6HU8nLZyyVsgstiAZ9zdd5MUxFUhL9JzNuZGuN48zA9tc9zzreqj1i/hXXgolRyYOD+g+arFP/eSGOGRQ9PGgjOiYxbxGBY7L6yqdGfaPBU6f0ab9//yGi/fn1wEA10v0XgdRDd/fpxDF+EkNgllMsoUQRu7OKKkpvSxR4CZfcJ/h1XU6TJ7W6F2ixMA/2PwAAPAr5U/1IfY7lY9g82G4l5Zxx6INc/nmAHMcj3if2bg/rC5jPKX+S2cW5ClTyA0MyBaTtcoM7x3Rguzv1nXMUmTAjEvKcklfJYEZs5bb2yWoGRPF2hbUmDGqShWYSJVppmkAMNg9BjMC2Z6JxgPGbA4jwLH173IdHDUcQeYxzSRFvEZzeHjF0wTBsOi7a/U+dlEHAEzbAop9QWvX1WWYSgrUPmPguVIQU5rbGZegRk1bhyJERjFJgBjAM9Y4Sj0FOaJrN6pTreVUtos5lSf7k8jArTUqU71ROcIeS6weRVW4pcLNzGVvHwfz+MYmBeu+r65quVpzn/qx5gY6LFWRM7xconnjrCf4oUvzb2+7hcRjMa9yivICbb5vtp5q3fWc9f2RP69F5t4abiAd0hzx9g3t3rtdheZnzGK+P4I4Ymb6PAYtJQyWA1ZKaVYoyexXAGCODSRVlgCuhZgr03x50d/FCsvinrdduNgX7aJdtIv2Be3cFmROmx45Bl52uehfprBzzjylcM2iyozL1S4OS3UAgJiasJh9Zb+7pIOtJ89TImO5OkQ/oBPhtF/Gb90gWYHfrH2E2za51U1pA7D5ngFctowueT3cjclVP+Z6tt9euoNXvS0AwF9NbqJt0gn+IFjE947Jku1PPfQPKAtnVCNItmq12xBR6RUA9LwKlhbpOUahg3fHZEWZPRMms45klgALM2JwVSBk7sL+mLPtiYHshPFn9QhyVnAbxtXCivLZ3XZPY1gTsvieLTbwVx2ydr/bIWSANZKaGKJaFei/RhZwuzWCzxaGIxMdjD9KbexzEukvh7fxtE+W43qNTudvNB/h10tEyrtsCo2xDJRAzJaRxBiLJUrOxWdctpw0GFhGg7WATqIKqtepz3oHVYgpjd1725eQTBkHGwmtgmgG0GQFOc6wsgUdgM9qZQiWP0hLNsyjPgBABWFhQZ5t9QqyEldvDemZjGkMY0gWnAhCqBlnrtMU0mYVzOmsSPRUygjnyJKKSwKD5xj7u0RWUdkKsVan53gczyGcMpHIfAyHSwZTRxSaPqNQs+7kEqaYczVpChT036mnELdyPR6JaI4rbIwUcx5ZaJdKPfR43bwyRxIJYWpqDK5vhLpi6pvV+5oIZZo5OGS+1Pd7a6ja1A+vb2zjtdo2AOCvLxFIMM0kdmMKS12zj7HMrFLwgH6T9YymHiYZy7TWQ3xliazMr5Ye47ZNaJd9Ts8/mc3pShqVSIi0yEDnidAz3DWU8Mm9hZw/1DAgciu/Wdecoc7xBNWnfJHMwKTE+9LYxtI6WZ9SZPBFkTQ8Tzu/Jg2Tac6bIywaueSjiZTd7QwKi4z8+A8XfozbFQLO/qR7GU87HPsLbJ2hyqVZ91QN4y6Z4GJm4NM+bcQvl3bQMph2S0XgzD7mpI1VrodumhO0XZowL5UopnTNOdSZ9b2wge91SGdmd9jA6bM6AMA5MtHc4+e2fIw2OA7IXpkxU4grPHhHNmZNhiNMHaQca7JnAtP5vEyMgM8AIGOJ8iI9k8f6zZ1uGYrjfogMXW5n95U+MGSiNMMy0gzTq7TxlHckskN6n9I+u+CHIQwGZWeGRNCmfz+VVZgul/hlEp/VKNZ5xT7GXkLXm6W2FpV6rkpj9Kq3pZmlz7K7GxA44ucLlKlDK7GSiNj5yCFNo4mLeEb91GiNcXuOwgHvzBzgEbMCK4CT1HQY8TyPqtArQ3Hdvn+iYDMLdrhc1iB0YxIjWajT34OZZplS1RKCVTr0lBR6o3NyRp7BBAgLpp58W5Vn3HJhmnrDVbYF75A3MuVpONmU6/lLRqTJeLeMJlQO1nYThKwVPhtILWZW6k+gRhwX5WcrhRHsPo1L76aPgLPsca2IsZojqf/fNRO82aRijExJvTHm8KEldwDf+Gnd50lmo81/3w1W8KMeucf3nywBOXC7lKC/lruu7NK7U1xjZqmmTOByRjuGgRaXGC/VhnjU4zjlXB+rHs3hvAYdgM5ZvFbZxn1Ged/e2MfdLZqfZmBAJHmoKYVzwqJ2SkHkh1e+QWbFZ2nN1/pJScVC9xZn0BdSGAwnS2pKlxqumD1sWheyrxftol20i/Y/Sju3BfmCSxZaSSQoM2DZESYOmJL9o2gObWbvSJXEr1XuAADKRoBsjvbhraCFewM6Qfb7dNrbZgKE9O/enoFHNv37H5qvYL9Bp+uvV+5o0zhVEZqMtdp0jrHO2hNtFjg3kOGYSWPnrDHuZXS90906anfpdRsPIrh7dJqnVQc2kw7kLrM1SmFN6X6nkYeRIAs49TJo3oisEGMn4l76B6cHDFj2tbbAJMOGgunR9bJMwMqZSxIFt19I0Sqb3c/BRGdfZQKU2XLMVRKd4wl9BwAyhRVFKc9nwoVievlOXMb/2/gqAOA3lz7BAoODf6/5Do5rTK/DzRUx+mx197KZPjVjpZAjwbfippaeeC/Y0IQMj0Zkm6T7PsqH9MveTYGTEj1fszrB4QI9k7NvaUvR7Sg4A+YobEuEjMvO3e7JPOCzle8cTbSAvLJNpMx5qDwbImCLKYphhMw8Y0hMFzlJxH2dVhuw71NiUCWJJujNrRG6uQXUaV5GyzUEc/TbyaKBCeM5X5kjTGbdKqRlf2PjLv7NYwp/BCceqofM0DTKinLK/hBZn8Ygl7YV4wlMdvUbWEIwz+WWiamTVvF8jEVmhXq9taOt+B92N3E6I8t8sURzv2oGmsjWEqm28p6G84g5xfvHBy/gdMxSB6cWqmSQYtY2cVCjd399kdZ6055gg93qtuFoOZT7wTK2phSmWfBG6LRp/Xxlbhtldo+sM8D5LeZ4HaQeNlxyu695Rzr5+fRwDVUimKIwQ448OKt6mY9TlmmWJSiF6TLzkfoSKSc8UYmRsAyFUU4069Yo85DrZp23nXuDzAfGFymmWvs2w13OHj0JF3Ao6wCIQTiHmPy8/4CJcoH/PnlD6y/PmKppNiyj+qhAy4dcI333YEFPAH8txBtMJ9WUAbopXXvRGGhasBLHEZ/EVT0ZgszScRrn2MT8ezRhrP2efq+05qL2mF2pvJImSGAcM6xo2kJSZrGlhoQ5yem6lGbYhgCcHm/gjoDocvggo75xShHiPXoXJYGgnQOqJczPeGPtRkjKXAvb9BCX6XNrpLRkp3tC7yq7I6hhjmp3Ye/Ss86/38bwkqmfafeYdp1sUWoRoxVjjE2LFlSfAz93wyX8aETx2edLe1oc7CSt6n4apS4+mG4AAP766DrKLKua92/mZ1B8erhbNh5K2kClnWJhuQ8AGNQ8BAMad3Nqo7rNRMWjDEPWNsrjcDJRUDb/z0RBzArX0Qw5I5tm2m0WYQRjSrHacNnTlRejddazNgRaJ4yiP+lB5K6WlDqjrUwD0RqN2XDdwemrXJ11qYc32+Rq/m6bGJq2ozm9CbzqbcG6Sn//kfEC1KOafi9rm/oyHYwKN5GbClNkXeobM1NwsazfXUYMSXqlh19eIqq8MDO1u9pyJhhE9G4j/u+2aOoqlOvlY7xW2gIAWCLBIWeuK3aILa7dL3eEll6N6kITXudxwjfKT9BkfFOqDOwyQfSTWRsHU5obba8Ip7gy1jH/h9ECYs5J5OtxL2zgVX4mAFgu0YHxeK2N6YTnkWnAnOX1/ylsJsLWNfdJQrFnACJMNbogqgqiPAMISsRVPOnIwg5rR32vfAPrJiFtnsP52oWLfdEu2kW7aF/Qzm1B5mZybPZwktFOvWiEmCqyCHbCJuYsMl9jZWCLUa9fKT9Bn3FQ/93d1+B+QH8vbedAYoXyLv0uqtmwOMs57JWxt07X/p5/DcucSV509vLEICoy0ji9fKdPIfCjAVlDHxyvYDylazQfZDD7bClKqS0PYxBAjgrqfHqQmNwtUMaxukXW30lTIHWYe28FmHGZWHWLwM4AZaYbn9B3ct0bJR0s3iGrJ7METl4salMnixxMdj2UnzGw15W6/rv2JNDAYrFDVkx29hSNIl1DXn5owQjJehmtmjCekGXx/ZWrOslWEpHGlG5xhvKd8WX88TuvAAD+tPYcDJNO3425rtYnCVITnx2TVehYCUJ2jyYssQsnRcp4OGsIxAwUd90YNYee/2r9FA98ZoG528ZkgWu+K0LX6OZJTJEBUYVdaSGQh9ZzLCEAwLa0VSYcB0g4BNGPMV2gvs9lf51RhqzELmxcIQwlAEgJ5dE7TDYq2P8GvVfjVge/NEcu+d9tva/xgGsMsr5pH6HJSZqSkDBqHwIAwnUTfxS8CACoP7aheJ6pJP5pzkswIxEAhCGMKf0drXta/fLoqI6TFlnGN/wjTFlDN8xMXK2ShZZblb9cv6uxvjedA62wWJWB/nyzfIpPJNc9T8+WdhI5LwBUubiiZYw1fnaqYixzkcSiM4DZpDnyaX8Jfbb4toZNXKpQuGfJHaDv0UvkOMhu5OOvY2LWkVBamwcAolvUv/bAx2iFreeBAXs3pxbiCZJmWjpYhBVUt+iZMkvC4zLL/g0X0Tx93xwYOAG9+3dwA9c9WkPntSDPvUH+687LAIDrpWM4DBn4qv9Yo/Sf8/dwZ0Ig4J+cbKDCLthJVMFf3ifYQO1tFwtvkQlunHDKWCkt1GQe2/Dv0os1Pqni6E1a7B8PrmDxm/S7+eYIaxxvbMoUFUmvsM9u98NwEW8fUO13+m4dfl5KfH8ItU1ZPyULw1me+RtnFk06x8X4yyXNYG4NBWaLdJ/6Rh8Rhwv6dhXc78jsArqTt7mPYzhd3tBShaZNE2Palog5HBjWhT4c/P0ATpfd/XGktX+zHPKQpkU9sjKgOLYlsxQ+a6o4p2VUt2gxPQkv4//1SzTR32htY4mRzHm86pp3BOHzhPrMB4eJ8OB6CWDAsnJTyBGHR8oJBG+AiitLIAElGaEwD9gOzZFXl3bRtGlCf2/vCnon9MK1mJjH+RVgjfMafH7vBDquK2MJ0+EDaDApoD1BVIC851sIWUM58Q2EjEKwJxzL8yWGVzhkc2hpGdm4XOgTDdcNuFeoL/+jy2+hxiiKF+xjfSg3eb61ATiiIIh9nuf7Vnkb33Z4E4gtqCDQ39EB7Ly+WAr9WXZjHZ0XaCPsvJzBYsD15VYfV32Ke151DrWxcexU8PUKYcuuW/Tvlsi09veGOdAs8q4w4EsChN+dLkMwUmC8pnRBhConWKgxaoS5Au4Ea0gVrZk1cwAunsI3WOsIAA6DX8TWEcUjTSvF/nEdAOCVQvyNTYZKnavIto+bMB6z+xwIxMy7gJUAJh/KIgPKB3zoZao4VPImhSYrEaMJ3H2uBvNtmIyMUdLBKGQuhRRImTE+zYSuDDpvu3CxL9pFu2gX7QvauS3In2xRffF79hpMPoH+m+xruNQg13ez3MEk5brI0MbhKVl/O24D1jZZMm4n0yBZxfg1JAmQ5qeHr5lVxF6IhR8xI4ffgOQkUV3OEDAAViLFNgez9xIy7f+7vdcRfUr3rh4olPg0Mg57GlSq4iJYrsaTQrQ+D9aXPCQV+iyqSARNBvumAOqsPNg8RcSJhY/mSkjY2knLKeSMnq92n0/wgylknlhQCtX7dH/vxEPnFllx1U4Gt8NEtfu9Qv605AE9zn7GBY4vP1mF42g9F6Qpsn0yZWXPg7NCLvHSj4HHNQK4P2gswm+wQiWf2iUn0qSnTr8A7QKA4mA3Akm0bqBsdA7ozfl3E0/BGjOjUU2hUSar8au1p+glZLlFiQn/EfVx40EEc5rLd1paq0ZjQUFWQd5ngt3ndK5a1OIOAgge09S3dZgjaIqC9NUvxi6nyRquu5oOLbUBm52Z1AUuMfh7ze6gwmqc3czGGmNvvTM40bMtZIveEgnCp2QlG2EMYTDOMJe1PdOEaUKsEu738PUyJr9IFtzfu/qJpifbtI/R4uf4NFrkTCxw29/XtGXrPI79LNM6ML4ALLZOLWFgjbGAr5ef4tsWWbhGIJDbSPPXerjdoGTLDZ/mUKwM7MZkHV6xenAEvcObboj9hCzmn288xNuPN6iv+7ZOjkx7HmYmze0ulzxaPQPM9Ae3lxJeFcBp4iLheeQfpXBO6X2Tio1ohdxjq0vrUQzGxOsHIJtMAU5WGtUKZJPWfcUQgKJxsicZQlZJnBzO4f+e/BwA4P9w66eG42e282vSjLgwf+ZBufSA3q6Fxx65ove9S8gqvJgUNEdcXPFQygkZBikEiyJl01z/RUGUOMMbRUC+eUmBtMQb7nKGZacPAPBlojfI+3FLuxyPQtoM9t9a1tCFuXd7xeYBFNrLaUZwAQAwiixmVqVrJQ0Ppy/S4A5uJ6gu0kSMQwuvr5DL8fONR/hkQlnH5c1TfSBYRgbBhBs+67XISQCRxzlNE+D4oX0oMD+h5xZphpSz2Ko/0DFGnJ55bo4HQWWQPoPrl+Z1hYYaDPX7poMhDF6clmdBMKOF0bOgtjnmxjXcg3IGg3kkZ22FlD9XpQSLS7RhJamB/l2muBoJ7RLnXCCnrwBT5uQ0V6b43VWqo1+zOsjYhw0DCyVGWTjdEHLA+sulJqxBnqXM55CCZKB4vFKHMaTDIVj0kbj8XhUL3g5nLoME1oRdxxVDs58rZjwP5gpdk7iWweky2cZiAvmYQwfLiQZJb0VzemN/zX+KWwyS/ln6QKnKcMLkLPdmK5rsYbBpY+FTFp2KYgqNAJAeV1UttBGu0rwZXlX4929QPfzv1N7HMgO+MwAjZqDfjxu4N6EN9RdqD3SlVFnS5mGJGFOVQ2MEYt60YxVhyuGjqlG4/ImnkDAIfak0RMlklATHNJvGDE9DihlPvC1U+NquAOo8z67Zh3h+nWK1d+5e0uzmMBSurdGGO2aJ3ZNaBTOGGIVNA+0POKb5lsR4md6xsjWFscex1UYVcZu5NRs03w1TQp7QWCCOkeXM/4YBwRukNQgxd0gTTRkCZV4/zU8k0u9z3/9dnKtduNgX7aJdtIv2Be3cFqSY5QpqAhlbcNYIaDJ5pZICMWcxvU4Kgy2g0SVbl+G5J4EGy+Y7v7BMCMY4KaUgctfR83QJnVooBNhPUg+PI3KnH4cLOOEa7OOAAtzGTKB0QNeW4wCKg/tIU22BCSMtXNRyCWnr88DpoGVjfIldpnoAhxlcvrn6CN+oUoC6JEN02cL4SbABuUcnkxKAw4w0eS2xCKMiAZQkOiMnSr6WNs0qLsxcy8UwChnUqPitzEMBhgHZrAMAosUajBm/r2NrC10ahk4AhE3njExrBsV13kbIfZBITZkWVxXA7EaOF+PwkO4jBFDdpe9XdxPIuEh+UL9LPPcmme6/OX8H121y096ZXcZnY7J6hMxwRtgSaZ2sgmnbhMuWnjE5g/Xk+msRZbqmGQpw+kWIJG7xdxRgj5h5vVeQv0qee2YgMN7gfrJSBD73gZciYOytyAQebFNhQcOd4mt1ep+qDDQr1M9qe+kUfzEhoPh7/UtIl+kdZgMX6SpZYMZRwUKERUJ4jG41MWD1xcaNU7xZpqRLW4aa42A/MXGc0tzOSW8BQh6UqnSf24w3BACf3eBYZTjMqeMgdP38R9NLaHEypr+psNkkDyHKTLx7QsnNjEser3nHiNl6fRjNI7Aoe/eSDfiS1tUVq4ffmifqwOer+xhy3XXbHuEG6/RsR/S+d6or2Jvj0NtREwOWdK3spXA5KSnigiVeDMYwuZQwJ2hOyw4EawFhOALXRUA4tvY+jZOZ7msRJwUDfRhC/jvG8We1Cwvyol20i3bRvqCd24JEgxMEB47W6ZVxwb5hzjJUnuYVKRniGp0O9QczxDVOuYfxT1UTIE2Rjpgzz7SA3ErKMsiI7mM9cfHBc8Q7+AHWtWpcyYg0iWeu0DdbSxA/5BNDFqeFqld0NYayKvqUipbq2P0VOpHCds4tJ5BV6O9XV/dQsyhus+md6HK7w6SGvzi4CQAI7tTh9QoCUe+UY3GchFCuA8H6zVm9AsnqicqxdMzNOBlA5Z/PAh0jlb6vtVYEx66E5yFepXhgXLW0dTVdLcF/xiw24xBZmfoysyVsfj732IB/zAkPO2dTURhd4oqEGmBwtUtcsWFz5ZDTE7CH+bgrxCyRkOM4MzdDlclwX3a3scgxtE/DCHc6ZEHGIweTVcaRrvkYrRSJi5x0QGRkzXsZ9HsZk1CXYbrHMyBlCyPLEHKZW9i0YA+ZROUk0++WW6xRTUAOebq3UjQXCCo2DRzkM9LuGIgqZGXeP53HvDPi99lByvMlBP27CQMZJw7vRHN4f0jWVz/wNBOGOQUChh4ZVUcniXLii+PXgdUXKX73D1bfwzfdPgCgLMsYMzmyFAoGxwQNoXCrRFZZ3Zhqi3LEMiZNw4HJCpieAFLWQj9JgT4nd06iClbK5MX5VoyTCVngs9BG0OGSvIDhYfU5jCP6+yCs4XaZnnXT/BgVNt2WDBsvu8QCdMU+0mS8o8zWUiG5amnDnOATmzCYaSax+yKt2aRkahysMyjB5b5WUiJqswQGw7KCuoFWj3GQ5VJRYWMYAFclKSG0NZlNpzr2C/zsZNm/q53fxRY5gWcGc8Lun0HYMQCobqcaqGscdiAHbAZLCRiUyJGjGVSZBiTLs9gqg2TxJhiGdrEBwNulCVpdaOA7z64DAH599TOYPGH+5uE1LLVpsCssXj6ySpi2mQJpownnkMWgyjYydscyx8BwnQZ4eAW49nNPAQAv1igB8yyo6/LI/3j+e7rmdiua04D5p2Ebe/u0UVd6Qstt+scZ7AENjrPVKTowd6vjRJezIQPsh1wffJZpJk117amolIEJu2Y80Kpa0smHzBYQfQ4HjFOEc9SXpm+jd4Pdfgl4x0r/neMPy8/YJQkzZBYncSIBt8PMKp0M1pifO1H6UBle9jBdpGvM5jl8sjbC12uEtdswI5Q52/uG9wT35imZ9bGZ4LBCG+BRVoLJr1XeUbC4NDAX+xJpWdeeG9MYUZNrbssS3gnjQg2J1M11bQAjYAb1UYxg7vPZ5oW3Q4SP6aAerHvoXaV/l5HQWM/02gxXFmjMavYMk4SRDMpAyCJpZUGfDbMAXT7E/mrwhk5E9aYeFMucBnMK/TMyu7kol86gNyL8n678MQDgTWcGXxaSrLks8qIRoyRojvfTEjZtCjW1jDGaMq97/mm30RBSb2KWSHRxxyy1ULForRxPK+idcsbdSWH2mQ2HsYx31z20WrTh3esu6HW3XbqHqxx2GmUp6mcMkXzdWCLFMrN+NSU9810R476gEMatxiHSTQ4jWC3Yx7Rmw0MDTqfYlhIO4eTywqkNTK7Q+hEbdfg7dNCJ/uhzlGgwfoZukZCfr70/R7twsS/aRbtoF+0L2vld7NyVnkjtQghVMNooQ0A5bL56bpEESVJYx3QKZbUSJJ9kgpM0WRBC5J/5ntYegWNDsMvp9lPs7lNw94/iFzDdo6C11ZdgAhmszVMpnXRSre1xMOeg9IxODK+bwWIp11nLRMjaHfFqgDca5CLkMql7SV2rIa6bUybsBTbMLfyLAZXk/aunLwJx7qICBicD7EEC/z6dmIoTJjAk0GZGoIqLjOE3eV/QP6QAn8RCiMKSlhJokzutGI4k0hTGmC3OhoXBFV/3U251nb7oYXSZ/rZ7EmVmxhEp4HTp89xCV66JOmMzo6atQwNmP4RxSBaValSRVtl9TxUm63SN+qU+AGC1NtCMTxKEvQOAZWOGX6rdo770TjFlGQXcItILAHj20RJad4qSNwAI6rY+vuuPDESV3GsRGDIBhTNMdZIICojqrOg3y1B6yiSpoxxvm8LsscxGswFrkGuWCLAniGBe4HBIFpVVT7Wl1U3L2E2pryxmtIkhsc8cm924pEkiXl/axQOPXMfTalmTh5SqgSZoyUZkVV7dONJVYWercuj/Tf1fya5yoCwNa6vKQBO05FyesUrhyMJizcMCscpwkpAX98OdywiH9BxONdR8kCl+ejNQmcB4xpIm7VMscwgAAAZZys8k0OZ525YxDpkE1zojQ1jn6qObdg9BlUiX9+OGrhD6t8bz2EoI7jZeMVEhhw4izbRG0XAzT9YAMy5R9Y6UDslYdQ9ml12S077GNoskgchVK1FoG523nf/bJ3TD8g60e+X0Mi3YM7ok4fTYbRm7kLm+sOfoTONs0YG/RwNocLxAuo5+aOE42o2EYWhcotOL4T2jCTSbVeAwJVZ5R6Hn0XOlTKlWq07RWzzr1rC70zNQ2WGg8GWJ6Tp1WntuhApjw+pco+xbp1rT2hVCT9aKSDRz+WTk6kPDmijMvUMbtJjMoPjdMqayEpYJOWZNFceCfcoZtlQVtFslnw4WAOgNdFmhNAwgFybaYIq4foSklDNzKz0GZiDgdBkTKW0tdxkpGwk9HmQETfTrHTF+7nAAyZoflmV9Lk6cvwPGE5icObfbLsC4v8GQ+mmxMtJM776wILlzRpnETZvwcHVjggofPO4ZOqx/Xm+jd4veJ+HSN9mKkJ3S83mnRiH7qYCY65TtkcBkKd/ogIDFoZx+Bm+X0RU8D5GlEGWaQyI7w97tKvCeg2xsYcyb15GZYI7JmA+TGt6bbNC7cSzl2ayBJyM6uA77VdyYp8X+lfpTPJtQPwmh8PwGhVBazgQnjLTIab5miYUul3u2ZYAqu9gZFGLGHFrCwD5//0GwiAbHJSyRaDYmi2uuJyLRcUdXmOhm9Kyhgq7FNs0MqkKfJ7EJOeX+GxqaLsweMjLh1IZi6VbfjPCXB1Qy/Jz3DIdpkUGvSi7xRAo7o89/NN3Ecw6FrG7ZdI2KkFp1oCRD/Nv+SwCAzsTXa2k2r5CWcv31rGA25hbWFZIS5w/qAimvDbdrQm1Q/zU+MoA9mnMqigpkTKUCUfbxZdqFi33RLtpFu2hf0M5tQVYfMtdfL4M94oC/IbQ0QeIRCw1Alo7DpUHKkhjwzp6ZgM1KZiYrkwnb1lhFJYRWoYvbJQTNHORUVEEoqVDazbOYgHtK99zdo9NcTAxYnETKDGi5zswEwho/a0nhxjU62X9t/h5e8sjFrsjc6slQZ0snA3SAfqIyTd9ergQYMemvjBVwTCZayjhPgBlcQEkXdUy8gIYUyCqM3ZsGhcVsWVpyVMYJJFdBiHJJ66vk5A2jNU8nWowIGHNmOKoayCxX9w3GXMjfjjAbMQ/jjGRZAcAe0hg0D/oFEUacEIkCyKLXZZhCEMsRiKfPPeHqkyo909G4jAmXd4VqqvusIjPkecOmLPrmJDNR4/jM9c0D9JbpWUpsbdTsAB+FVB4Z1ixtQU6WBVyG/Y1WDcRl6PdlMimkttCVF2ZeaTEYa5IL/yjBeJXmXDiXcckd4D0zETJXZxBZcGRh5Z5GdKOdMVlix6MyMq4asawE3YDu10tKeLlBZYJJJnHJZ8JZe6TnziddzupnEn82egEA0Ck9wQvM2RkoAZeTot3Uwr/ofw0AcBBU8doc+Z+uSNDPaKxLgjWJjBhTdn1jkWksZQalFS5tM8HkmAlz+waMvHAtErAYv1t7XKAcuore+53eJqwq3edPuy/in8x/HwBV1OTZ/EAluBNREua7/eu4a1Ny7uuVR7of60wA4opYJz+fbx/iJzwX1UTi5GVeBxG0ZRnMcdnxcoRSjazkKDIxtKnf+9UESHNPqoYaJ4GlaWr2H2Qp0mYZX6ade4N0ewxdCTJEvFCjikBUzWNvAtP5HF4DjNZY39oSyHWd/AOF6TzdMvoG1Xa7nVin8M1JgvElrt98ToBJRWBOhJbBVE6GuJKX3EGb4O4WLc5gPULM+i+VO47WfzHCIlMazCR2uvRQTyptXGXdjTsRbXgVGWiYSqSAjFfns8TDZYc2uivNU3w0yrOODkSJN/zpFCoHwZu88adpAS+QEuEiTVAj9pDlAFhXImWC2Mr9TMtZqoqv68JzWrPxuoASBdRKXqZJ16iNsfeUArDlp1LDsYRUCC7/tFZJmmt71MuQPT7E0snPjtMszCFlqE3qGUhdvn+f3rE3buCPVyg+W2q8pSnVFgxbg6xHWYQnLPt5mNQ0ie+35u/j0ZTA/3mZ2/vHazBP+NrPZ3CPOVttFQwvo80MmGOWJEMhOuCFFUqdcc/q3NdJqr01f3uAZonGf+9XMzACBklJaoRGuFXBuyZt0Fc3j7HEgkU/2d2gfz/y9YJEPcJ4m2Lk35MZZjE990ati35MF192+ugzs3WPgc7L1SGeBfQcw+Q2/pDT3GFmIEjpGiezMrYP6PC/tNjF294VAMA/rL+DKujd83hfoBRcUTD4pBqGVMa3T56Hbg6TyVYEMMqJmYt8Qg6XknGGxMvLfS2kNbrfC+U9XR8eqAyWovm+nyjN7lU1Qzwet/lvWoQfDVa0ps72bA7PpnX6d3uGaysUohjMuTCfo/cJExOnR0zazF1tezHCkMMxx94ZrSep36vzvAXviGu4j4yiwCJJIMc/vQ7+Xe3Cxb5oF+2iXbQvaOe3IHXwXyBpMwFAC5qYMlrJkDzNNTWA6Srv7KaC16TTptcuof4pkyJwUiUuSUwX2F0MbO0yRY1EM4MkTQEkzIoSSsTMs2nEWiQRSZn5BN0UtSpZVKO2rYXo/SdKu9giBWYsRbrs9BEwVq3P0f/r9pE+OQwUQNx+VtPkn6PYhRpygLifQnGySFYryJhhRDGIVVimTsYoQ6LPGLzRBmFJAaD1MbSEw/haHaVtPiUrDjKr6Cv6LCs0a/rFGfd6ewc36nQSf692FSVWOIxCEzGzHlmnFqwhlwzu0Mlu9MdQrO6Xowvyd0lXyCKdLfoImkyeulgQB2ceexZ9A3+6dRsAcYPe5gD9glFE2SvSxjUzv/5AYwfXyl1N6PvPn32d+vpuC81P6ZvjFQMsmYO4kSGICg8ix8E2vSn6LbLAOqdLSHzqP5vVEJPFOlKXWYDGkUYdiLiwtGuXBhiyq5dNTfS7NNH+0H4Rh/tkkeRgc2cg4XDia7rswBwxyUW5jXKTTLGjaQXb98nlfLu1DsF8mbk8bnfmoztjUtmxC8XEzNWn0BykmQNwTgXbN+exc0BoiPhFA79RpRK/ZZY5CBUwyHIGn1SXF3578CI+vrPB7y4BJqgQkdBkFaknNT7TiOgdW3emMJgQWSTQJYqbzjEqHH5oGoUq5CCztHSHI2OMYvq3P9wiAuH+YQV3G9QfyU4JjZvUgW+uP8E/ar8NABilnpaY/tHpJtJ8r+H5G4UW/BLN23HVgnHKXpoJKLbonS5g9jlEVi9BsiSvmIVIa1+OD/LL5bwBDDYthHX6O/UU5LRY+MlNGnjLTvDcHMFD4tTQuiWzkoMZ11fnG1pUEzqVH7YUmKAEMpTgsYbfnmB2SDunyIRmmzH6AhGTbs69QBvD/+7yd7UGxn9lfAPTvyTXzenGUDkEIgMCFpIapw5KjPTPoT0VGeX7D0IFfMbg8A+mG/jTfdoEeuMiGzZcM2FOKLvtzEKIJXYXw2KzUZxtG77U1oS6mZ3BiOjv8aoAs0xhesXEcJ062R4WG/vwFs3g9c1j7aZlqwLTSTFJn+Nqh9XnenA47jROHbzV2QAAPIkX0fqYF1GP4w9CAHlc9Az9XLI+j+Fles+gJXXmN6wrpC0OI/D4Z6uB1hf/o+OXsF+nDaVdew8LBot2CRMOn2hrRqhd70ApPOZnLZm0G5hTAQYMwB4C00WuqupLZE4OWRJwTPpd1QrwbEBurjKA0Rrd02cUQ+IVz2+EFgaXGT0QZxA1uudKbYC5Mm0Cj/fakCd0jaPpHNwTvk4eWgih14E1FEX1jJeg5ND1tu8vovKYfhcdlxCsUJ/lhG6+G2l9dn/bhHdCF2m/XbBQRU1Pi5GJzMfwOvXZdw+uYsZu+G2fxtwSqZY8Pk3KuDeizeidj6/o57eHoOA8KCwWNeh6CoB/xAfnNsfODalF5QbXDZQ5Pvzj8VX4ggszzKFGJBymi7g/YjG34zlER4wEOeJikgmRCANAXCadbwC44R7o+OtJauswy/rKKf7NCW2ux1OeDJVCMyfLJCY8/6r3TTh9LlroJ0jqFG5JSiZMPhiNqYlwrgDjn6dduNgX7aJdtIv2Be38mjS/R6fLazcfYHtAZv5g7KLq0akymdl4fY2Awo6R4Jv1+wCAT6cr+HRAJvNgf45OMEBbTmFDIcl5JJ0MgjOv3qFEwGrnLy3u41m5DgAIEhO9T8mi8z7UaAAA1L1JREFUS0pAtEin3T/Z+DEAco8fx2TB/c7qHfxXt34eAFB7aiIqsSV2DTCXyNrtJ76mYXcZMeyKFCdM/vv96XWt6DhIPLhssSSJhHNcqDHqUqhWBcE8u+EMEpYx4J/QOx6/KhEv0elrdC2dQc0s4PQNriVemGC8RSdmaVditsBWS5mfz4xRYcSAYybo8Ul8zTvSlPvPu7t4lTk0T1KBX6jQePzL8ht4a5s1U+5S/yrLLLLpaaplNVPP1IqKk2UFi93IpJppgLHdYQsps3H7MqEB5p2RFrA3BKlf5i3HlM4ZBqaK5o4FhRdsqjG+UqYk2MdzGzppldkK3mFR3hrVOTF4eYSrVfr+JHEQxoUyYk6Um+v/AEWJ32QjgVUnS7FenqH7rA6ArJ7nl+g5lub72J/SPLP6Bpy8arRRoAdmqzxeu4b2ZDYWOprc+chLdQwlqmdor9J45HNoHNowRvTvi2+F2qKXo5lGDLg59yGAOXsRHlu12Vtt/M08zfO/YOMq8RSSJl3brQcIJ1xqODDAw4HGgxgiKWSHU3bl7WHBqzBa4fDE2MB4lcM66zOdfNqeNvFHyasAgKv+kca2niYVfPqUMtfVjx1U2KLzT3jNeAKjNcYltxSus1ytL0LNeemLRM8FV2RoLnKpY0A13JZI8efHBdttzr2Z+GfIkZWB0Qp7PvNA9QmHNu5EOINfP1c79wb5v3/zrwAAm/YJHtXJjN4OWqhwhqppTvC8t6u/n0MPHskFzHhAouUIMUNSFMcUEUmY7OIkfRvNT3jARhm8U/r7/dVVvLhMbsTeuIbU5QoCU6Dcoo3O4EW4lzQQcPp70znGGzcJFvHR0XW4J+xOXJriH998DwBwxTnSgkwdppX6m+lVjBhCcWe0iqZNi2mSOhiFHCI49VDfZuiBBwyu0GSsPRUIWLxjxvGTsJlhepIzX2dwywzgHZk6Ox/XMoBlK107BjYorjRseJB9hutMWD5zUMOtNkttGjE2yhTLsUSKNaak2jSnqDCR6igLNblqyQwxXaL7jK5wFcIkg8s162Jga70bcxQhuF647zkllREZOg7Mw4+kLHQ1yYrTxzVGBkwyiZghP5ZIUGEKtuqZuuNAZcidmZzN+sUXtvDJM1psWd8G46lJT5t91IFdxpPGHL9XhCDXJJlLNT1WTuOmJPTisJsBbJtdejtG12Zi2WclvD8j0gmI4kBKg+KwNmZcg95WABNbzJ6PYDt0vc6kCL3Iganrr7NyqqtSToYUCnDKoY7hKgnIM4JkuZaNmgU6fu08MWA/y7VWMh22yTfTdK6CvV+kOTzZELB6TFxxKFA+YEGzTohqTppRMRCQrcMwPUZ58LtaQ4n4RZoXK80hJhwH3B42cGTS3Pnh/mVELBdrGhnsfd6UR0pnnvNDNvYNzVmQ2Qo1m96xZUy0vGwMYE7XkBtYZtb0HGD+TnAJ8x6tjUHoYgqujlosdr6wKZA5uY660rXdcdPFaO3LRRUvXOyLdtEu2kX7gnbu7XSdg6jX7GMN9nze29UJkaYx1pKYgZII2bX4pcpdbVkcD8uIWVqy0qTTo3tcRcqgcqdjgOPOUFLBnLKFtlPCu8F68TC8rYtUYPKMTrJ/Gv0aAMC2E1xrkdt1qdRDL6QTffkr+9g9puPyN69/ijmTnvWKfawtx/fHdI9+7GMQk8liyxTdiMylT7uLOD2hoLpIhCaNFY7Q4Pm4ZOgM5Bl2e8yWWP9lbYSGT1n9vpVgdMxp+0wAnOW8XO/il1rkEj+cLWjr+F99+jIAYHxQxocBW8kLp1gr9QEA8+ZQi9kbQmDEpWaBkuhz6eRPjjbg7+cMKWyxPhsh8xnAXylBsTyEkkLr8ZgzaCnSxC3YgZycAi2SeG+BrK+tRhMOk9NWZKCt10xJLLNGg6MSreMSo6gnzufW7y58gBtVspL/au86TmWdxmNogsu8IRJot2+/X0U25sljKwgGcedqk0FLIWpzsiMw4bvUN1IouEw8G7spwOWXYiHE1zeJneiD0ipC7u+QpUeMUoIXV8mrySDwtEtzazj2kLI6pT0RsHLGoocWgjkuWeVkSFS3YOd+rUyhXM7IOiYEIyGQZRr3me4dFNRdQkKWWHaDQyLmLMTCO8xYdGJjskq/kzFgTrnwIFVI2YIcbQjgJXJzF+tDOIwa3+rQu8z2S8AJrYN9JQDGmZauDNDnJGV47EOyVY2ORPWIk2lThZCTkYONItSUR1uMQOgs9/+391Vc82isf9UvFBPPNoMTM9PM0bjP0cyFMctxxErrJ6U+tOpmqRoge0gWe++arSnnztvOvUFesU70348jcrEzJbQrdZjUcI03nboE7nM8qJOW8V6XFo5pZKh4NBlP+7wxhBLlp+wKHCtYzMJtTgpAeFrKCr1kqSCYCds/FADXaYjHdL2oBnxwiQbvg3QDBrtJL67uQXIsz5EJThP6/l7SwFsjAt/m2bG6NcXWmOEUqaE3+KPDepG1tTNMlpiI4DBDzJUtszkJDl/CmuQgeonkBrnxi9URpryox0NPPx+U0Equi+4IA96Nbvv7mGdCg09Z4OnB7gIM3tw60xJeb+5Qf4jwTEbR0No9u3ELH88I9Hy61cTapywadsi8emkKwfW+yDKAxcGMSYTmfRbWqhSs406viFflLaoSNAYATsYN/IFJoPHduSbWXAoB1I0phhn5x9esHkpnaLJy2MjPuwQP2k9tHdvqtkv4Abung5cdWMfUf6VnAsdZrukDNOinmC4VErTeabGBu+xqDW8pjCa02McTFw7DoYKhBXD4BgML7x9Qn033yoWvxQtPGin6IfnPjpEgYTcz6zr6O3EtQ2mPftj8LIaMc80cBug7UsO8Ek/CqBdhB7vHp1Gafl7ul5uQZwhNchq80RjObh8AMDfwUGWxPGscQwY5GYkHizdLu29gwPpJjYVDuLxBlhdpjX6YrEDtMLphx0PM8c1rrRO9Vj6I15Dk8KlnNiw2apx+Cpv3+FmLIWsuYDDHq3cs8N4jMki22034a3yYexJvh9QPN6yhfl+2ObBmd/DM5Q18YsPKY/iO0mupUp7p312q9fHxi1zVNytqz8/bLlzsi3bRLtpF+4J2bgvyw4CswJIMteD8IPV05nfTPgYfHjCEQpP9yweRhUtlshpOpz76Yzp1c8wcJoa2uMK60ISpzXsJzCm7d0MDHOeFc2xi7iN2V3eHOhg/XaLrRmUJ95QuGFWBoE3Xc9cT/K83/gwAJQtyOUtbpFjhbG+TLeCjuIYln06vj4+XMGLAsJBKKzpapxZyDfLEFdrVtGZKZ0tHa2z+ewoJy6pWrACbFQpXvDa3qxnR//rJNZicpPm4u4y3YjpdHTPBV9tbAKhuHACW/CGeDun5BzNXj8GG1ccyB/QlJB6wxXIvWMb9MVlaSIuSRRGxVbFQgdXjUzeMtMokpgFKu1x/tuZj1mTml1hheJnLQ3P3SpDKJQAEC6l2fbtxCS32M6epg+2Qkipx6YnWUlkwbAw4HNBn8Gs/8+ByuWKiJBIOzYiJAZPlZVMXqHKZr0zJQgGo7j63zHJmca+baRSDu28hWGL3sxRjOnSLd2jT+y7Vh3jylPrM6Uk4zMg+ZfagOBM44Ff33QjxFnkkZkJM2PQ7oZNLqS1hDXOi37x0tCjvG2yasJmw1hlmMKaEIzWShBidALImc4Yo09TsT4JdbShFfAag8Ii7TetOjKfIWnX63BSQTIlXPkgxukLPujNsYLNOCb4Kqxs2q1PUXiPrfxLb2mqUQsFmi//K4gnuPyXPxpoo7VnM5oyfYuLxupkOP83mBeSA5kg2B51Y/TfjFzRqJMU2NjlJk/MkbJpduBWCX9xdX8THBme3H3kIPQ6DOHEelcCq30fAiZln/bpO5J23XViQF+2iXbSL9gXt3Bbkf/nk5/Xfy2WyrjbKHdR9OgJbcgaHd+2ysCDZqlmxeng0JKuhe1zVp0p7iU6Gk4oLcUqPEbSVPqntTgA5odNyJW1iyIFec6pQ2iFLT24daO2JSofuEaw34DK8oX/NhM+i4Z2ghLqkZ71qBbhh0f1tIfBVjqMWpAoKtzgWVrVexFsGWc/d/ZoOvpW3iqSFTICYMVjWVOmAeE4Xb18fQnGQP0gtvFml4H8/9XVSZXehAZ+rSN67dxlml+M29RR/w/Hc/+TKDwEAv9K4i/ctsjB3Zw1cdSjAbUAhYB7BWCX4NKLv7Id1zSTjdA1dWjddp4RT6ghYXJoFx4ay+WSv+RhzPDdoSv2OXjfTlk9OKBK2U101gsxAr0m/eye6hA/5lH95YQ8vVQooWMyR5VAlyKNrD7lq6ePZJbzoUWzVFBlMFovHVGqYD1BYirOGwPgq81G2J5qcNmaNHmuiMPc+zdvGfQvHb9DzDa8DVoMhNXaKN1e3AJCVdMqazJN+HYnPDDcch/NrM/gO9Wl/6GvWKCMUyLh/jRCYrOTMVyZwPYek8L8HCkGbrfnlAJzPgfnIw2iNko/tDy04O1zTqBQkayKJagVZhVyY8SaNY+xJlPe5vDXOkLTpGtlKXfOiJiWprTxlCJS3aI6eOA1crZNF/5tNKmH8au2JThDGysAnk1UAwIedFRx2KPGR9WyUd7ia5WmoS3+VITQxTZZzYPcSyHJReZexx9QuTTQJzJrd0Ynfigz0HAmYfKQuFUJFk881EpR8ruhpOphboTV9ul+DxfWZn/YXcb1GVXY3a0f4y53r+DLt3Btk5yG5dJmbYdCggfmF5x4WJUeZDUvQRJumRYldqiRKFj2sVws0RdQkYFNXFngppyfg5PKPSgHMyF36cAL3kO4fLPskDQl8zuWQRzS4rmVi8By5J0pCuzjDyMGQsY2+SNFglmNDSKScHdG6Iwa0xKUnC60YWAqVT2hHqG7HmM3lMreJZiSSsdKsRnnGbjJwtcl/MKwiZaGrtjnSGd5fm7+Lt/vEcARBeEm6Z6YJVnNi35v2AVo1OiS2vDmdhf8snsOES8324wa2mFr9rcNLmMxy+jmFySJfbzdP1swgh0xw7LvI2FUJ5lwdVE8toSd/WJEaeJxr0ohYaGykMgDjKc2RacWBOU/u+ySx0ea64d2opd+9KyLsMTv3T8aUMJukDkY8eLdKBxgs0d/vR5cQcJmlSIGQabBUM8QLLGA/ihzs7FZ0XwLEQpU3cxzBZYGq8UzCmqf5FIUSDwcEAtw/rSPrMwE0gLSazznOQIeWHtNkZKHK/rY1VghbvKjnFNIq9fFMmRCXaAus+LnMscDlBs2zF2r7WmL14+UVLZb1+HYb1XuEB60/SuDtc8ltqiAYN5kfyP1NEyEneuyh0gmTaVvCP2EW+aMIUZ3Gd9aShFcEACvD7QoDtHnOu1kx9+vGFFVGIEihNJlx846APcoTqwkkh20y24TNBkIO+DemCawuzeF2WkKfi0LmXppoLHKsTCybdAK6ItXu9lmprYA30DfrT/TBv1ctwmK9ygAbZerXzwYLcDjmlSmhS0nP2y5c7It20S7aRfuCdm4LsvYZnYq9FwHTpNP00/EyTpl+56a3j0UOqBoi05U070438TTHVZ36ujohGjCBQUfC4PyATIHSIZMgjItyK/ge5D6Z4KWuo11AlRZWQcbMOcY00BUTygDiCp1Aw6mLrZisg2+4ExiiOBvyvy3kCQ6BGp+im94J/mT2HH0xLhT/3OMpHHbl46qt3VYIaPINn7GCtScWejeZ7PbUwn/tEGPNLy4+1Cw2TWOMTsDJoEjqI/O161v4jblPAACvOrv8vApNSSdkpAzNRvTfHn1dX2PntIHkgNzI8rZEeZRXwQDeKVuOOzReOOkVzEO+B8kB/cwRCBlqlfgFbEmcCb4ndU5a1QNkQ5oL3kmhnOh0DARTeqYP1aqGTB1MqvjGAnEDdqOSJih494igNbaZwrdo/F9t7mpFvSwVmjzZSAQyhuV4foR7e8wUM7ZgRoVFB7DMgpXrLGQFFGskET8kF1VZCrs5hvHQQvmY4WTHGQRbdwNOTgVzJma59MihhfI+408jpZmE4hVF+FYA2XKASy3q75ZLVkzLmegE1ldKj7EX0zq57h1qTwCrwL/ceA0AsPfhEpa/R31pD2JIm54pJ7MwZwoTMjYRVyRqj+nzym4C/yF5WGIWQq7liTIfIy4lFFamQzX9lO7RMscIGNv1o9FV3BtS/z67P4/qI/pd6TDRY536Jqwjekc1V4E1ovs7rNgpo0TrT/nPxogq1O/v769iw6f53DQnqDDX5BQKGf/9mL2kqgzQydhVAXSV26rXQ4/ZuF4o7+n5FGUmGhYn3qw+5nPs0TnbuTfIxe/TQnZ7DfSvUfzhr/ef0/9+7fYe/uHyuwCAnail3YWDsIaU9Uu8uSkiplJSSR4IEYiZE9PpAE6HY2GDsRaxysuuACA7GWvN6CyKIXmzhMWb5ixA9R5n77IGJkwIOp3V8M882pheu7WFq1ah3SH/liGdIMV3ppsAgD87eQ5hl9yx8iMT5QPWqE4ypOyKRhVDuzlOJ0DpAV1bcHxUGRLWjCZl77qJzogGuLIS6HjLTlSBx1RgN2/v4tUGbYa/VLmLrzq5W8Ds6UmmgbOL5gA2+/Kb/ine3aZ4qTp20fiU+q+yE8HbJfcjcwq9HsGsy0plULkWcX+gNbx934bDi93tW0g83hwaQotrgfGY8/Ux9pbpw3AJcA4ZI/qM4nIAMBY+7jy5Rn3WSvFDvsRhp6Z3XecOTfJxWeFwgfpj67AFgw9lNTVRoZJvOP1Uy74mvQq4K1HqFEJceR2w041gjJgCy7VhMnmyPRS6jj6qA/492hDmPgph81w0eqOCzi6hTWw8NhCytLF3ojQA2eklMJiOzZwKiCHXYsviVHmjTi/gywgHEa2lvbiJSxzWuW13EPBBsp9U8FaFQi/PVuuYsayvEaRaqjcXK/NPMhgBH/bTDJWHtFnJ4x6yEdOtGwYE69M4vQSDy3SNUjXAkJmDn3OIEd0SKfYVfffppIXPdmiDNKZSE2jboxhOL6/XdyAj+n7iG1r/G3yAV7YzjccEKK4NALOhi3/9lJjVX1/aRZlDSdftQ2wlFFr75/s/BwAoWyFulykUsGp3EGZUj749baJh00ZYNgJ9EHsy0hlyS6S45e7jy7QLF/uiXbSLdtG+oJ2/cvuUrLL6d05QYxLQYLGk5Ti3u5fwf3uJAuP/wZV3sR3Rzv9pZ1EzpESZiTsPKRNmMX5OGQqK3ZDqTgI5ytkPEqT9Pv2tFCAZByfF51X3wryygX3SMIQYcjD8PhD7XBFTFhqD+WFwCQboFL9sJfBFHozn0qgswr89pRPt3o8vo9SnzxuPEtgcZJbdEQyWIHA7MUTCzxGlQJ+ttSlbko4N55TM5Oh1AxaLmv/1yXVsVshqSJVAiy3FJXeA6y712aY5gCc+r8TWMmbosFV+J1hDzKncmjnDi6uUfb93/xqqT8ltzi0hABSqYBwkcus7zQCWxlRKQbC7LfsTZDZnSEsSiZMTiSjNrWgyYWm/6aHaJitltF3TJA1hQ2gVOqcnYLGHkzoSe89obMTE1NjRPDziHQpteUBYcLp07/ZuBiMiazIzRcEKVc6gmowzHLiwB+yGz9j1HQTISmQFBm1PM78YAVDu8E23gepjegfjZADF+kIqU0ieIyuuf4X6enw1BtjVl7Gty0qVKeGyrG5mGDpJlFkmth4TrvLbPBYvNfdQ48THNLPR5gx1RUjEqiBf+Wady+8uAz++SV6bNbVQ2qXfemyVmT2GFgCAEHodqCDQEhQqimB06D62ZcDjqiTLDbFo9qmPOeZ1mBaubMuZosJaMOOOrcsVE8+Ec0qfl/aBuMzJzzAj1U4AIesWRTUb/jFXx4QRygd1+vOJjSknPD82l/Q9x2UXOyHNkf8fe38WY1mSpgdin9nZz93v9eu7h3t4bLlF7lmVVdVdvZPT5DQxbA5JjSRIGoweBGkGA+llIL0IAgQJAgYQCAECBIKCZhM5mmY32Wx2k72wqrurqyqrco/MiIyMzT18X+6+nP2YHv7/2PFsMjlegPTm9hIe16+fY8fMjtm/fP/3ffKEQi+VZoD6Bg32TwZbOJg09PfHrOnkyFS70nUzxAIvumVrqJm7LtsuvUHmLGWqkhiCS5+8/So81nuOGgsYuU0AwAcL1zDlOsuzwyYMBoV3vDkEM9KYM47NWAq8RmCPEr25qDjWk0pfZBfrL9EVaa0XbiqMdGbbACAU9U8mQDSkAfxouoktm2KaS/kIfrG3chb7vaiDh+dkuue20szR1fs9iKJOeTaH4BfINiTA7o7wXe3uF6leYVkwZsymc+BhuMECWu0cNu8Mjkyxx+DgF71D/DILibUNB1NF1yk2ctI7ZuBy7mhBprf9pxo29EnjBiQv0NwzS/LeIETOIkZFDa9SqpTGNIwSGXA+0AvEWHR0/C3zqA6efqYJeWnxWMcJPweQMeA7UnWkLYbGfGhqRqC4LhGwQJu5NEcScOYcLAs8F7CZ+dw9U/AGdA0jyJFWGPzfSyAZQJ77GerFC3xHIerRGNss45pbNcR1+u5sVWpQeeVQwT2nsfEenSI/oXWRXxgHo91E0qCxL1hj1jZ7OB2QQTC/ZiBgVvzpwII9pGubcwWHY7/zZQHJ7u/RgA6dX1v6Qh9u73pPsMpUN46wMeOF/seDl/QasUSu0Q1hS8JmoLVzygfxcAI4BTpEQnHsD5atS3VVkgIhraeo7WDwMvXvO80zHe4pSlRzJbFl0gH+bv2JhutNOh4gaHyNKNPGgTmfw9phV962YM7oOc1lJszumrB5zOQ8QeUZH0ahj5N36FlsM9OZ6X+8/zoOd+ie7hHD3qqR1rK592gd3jOel2sJxpzBH4aehiw5MsWc46i3bC7M/xnalYt91a7aVbtqX9MubUGqpMREFRnPPFeQTT4lAqUDxHuTJro+WVrVhZlm/shyCamzi3St1BXgCj9EHQs2l08VFuu/sRUANJRWkGBrJI8TbWaq6VRnbEc3bNjMyfj7D17G8Cadav9u5xN806WEyIiDuX8xua2t3tzP4fUKPymHCjixkaZk5QKA4+iMu5rNIIose1KEAgIYfbKMM7cBx6fv1q0Qp2FNP8utKgFaX3f2UWOcZqIyzXqTsyU5zCVOOKvny0hnsb+IVjFiFyJvJZiwpeoOMhhzRgegJD1Q7GpL24JghUN4rlZUFLUqkkWa37PXDciX6RkcM8NsTtd+c4MC+m81nuPzKblHhswxLsgW6hmMEVskpkDEHpGS0CS4QctEsz3jZ6Pnyi0DZsDJjqj0JOZLFqwZg7ZtqV3ytc0efnH5EQDgR+fXcc4SEr24SWNwamkwd1wDqvucpJnlcE7ZKxiNNTJCRZFWpUSnhSkTkxSIC1PmePsaAdkXbk2xM6OQ0mfP1oDHnKxqC0zZO4m7GWSF5uDtdVpvbXOqLf5VM4DPYSRDCByntC6O5nU8OmAJD0NBsorj6KYHu9DH6bOd47klcYUhgQYTwhgG0CdvR1g2wJLLQcdE9wWymN+p7+IFm7LYDR4oC1OdDLzr7mGrRgm2PaulQyJWb65daTGaQhXJIClg8Pq3qkt8Pwf9V6hPRqRg8zyGTQMJS7CcnDbwHhN/DHo1GFMutmDPfPa8gvu7nNE+FJrxyxlYmDPR7/mWAZPf39c7B5qN60ezW5rI+bLtZ9akAVBuUFJoMk+vlyFgAalJ4OKNBYqFdZ0pTB7wvVkLZzVyIwsBqPpT6DjNbNGAt0hvkDGdISs2yTz7S5timYnV8UhmuIbKIascO7FsyJizy31gzhAI49jBj80tAMBL1SMNCegzw8+Hgw0MWCukec9E431a0Gow0pvixTjoV36OY4A3UTB8SKQmDI8WpTlTGLPE6mN/AQGTkK41RrjONG0ZymcNVcYuNcAEzZgrSzPdANCA8IYZ4MmMoEzWiY3JBrvBloHEp+dp9eqQfD3tVvuezmKj00RwjeYgrhsaBpJbChkjEFaaY11mWyxEANjh+vDJ1IPl0pgkqYR3wiiG81wDz5OqoTPN8bGDIdeqF2xJkKqs5VUly7VMlAYeR3WJ6W2aj3dbJ2ibtNG92DjBnwyoYiKtMgXW2ETzPv9sCXhndPOofeEVyNVX6MSMBQrPxMs1vREnDc7a+xO8UqOM6II10YxFx9MaplXaIFebY5xPGbFgZrjOtc7fbBCJ86o10GD5BWlrtvVxHmKRqQObTgDFGVnzCw/hOg9aM8Vkk9ZOwTLuRC7kaYHgUMjb7M5OAsAvCtUVlMmaNLMcRw9o7fxR5UXt7v/NWiEGJlC8nL6IcMOn9fm+t4E5s+a3HAuyVwSWM10fruPcAOIGGzE5cP4Gx0KdXLPRZ65CzmS9KjLQP2gCgN4cAVIeAABzJjVDuH+WoP8Cg96XlIbaZWMLI37euhlooPi63df6U5dtVy72VbtqV+2qfU372S1IIbQ7ZrSaiBfplIrrBvwTOl1Pn9cgN9g0r+1r9p9Pztdg9dndYiOw/5qCYtkB59RAsEqWlp8sQ3KQWcVxqZkiZOnCpikK6cO8sNqU0q6t6HbQf4FO87hR3jPtJBCMVftvn76JX9og1yxl7ObDnRU4x/TlhU8D7e7n0+lXhkKyVaiyrOzfxcRSUWuYK6iUQbv7Kfpv0Kl8flbXUpVHQuFwgazrD6eb+HaNaGqWzVFp4bJb3Uur+GS2wZeW2kI/jWv44WPCb0oDCFh6V+SmPgrTlRawRpaRMSoYfBKA8ZHRSk0jEyYbUtfRGpFA+pyF76seXmLJh0FIlsTvTu7i5B65UlkrgcWyEjCUrttOPaHlfs1AwWX8XP15jtlywRlYWs8mS7O6g0yXs3knAaabdM/jb0o0OXN+3Tsv2ZjMOto1siZPn9KYLX6QoPLFaTlHnKhwGjUohx9SCo2rFbYNVS0UHW0Ei2xtN+m5GlaIL2b0vHdrKTYssiB/afUR/mD3Rb6cwtvL5H30ogpuVsgC22ZAdk2GqHOp7lylmgsggcJY0brNlUClRt7CrGOj8pT7l0KzSc1WWDFz00b7PicAxyHmXM897zbhDhnbejAnpAVI6bP5gL5/r7mOd1vP+P7Mf5rlOmHTlMA3fOIQ+G/xptZJOvpODR2+p/fgGCjCTlJA1ZhUl5Nj0zUBxYUiC0tjpMyMVHFieFwUMApd9Po0Z043LtVM2Zo0QqD+vKw3F/xSy6QkXW6tjdDwaMwsmcHg98eVCeKieP+S7dIbpHSZWqlagahRp7OFuqbOqj2dIlyiGbNGFj4fEhSoa090DfE8tpCucR1qwBCZToCsqG9NfIw2C3BpBbUR138fHkOxKy8MQ0tiymoFihd6SSaaQ7CLHWy3MWdaq6SeI/f5O1Kh0aIXyLUTPOC+7g/Zve+b8I84A2xLyHqN+xzouJ2QQgPWhW1rdzWbznQMtMiwS8+FMLjPcQ7vgFHWwtRuZrRv4++fEyGIXYvxZZfiTnebh7jh0otdxKtCZeHBiPpcs0JNdPrgfAnGMV07q+Swmpz93hii/4jFR1RVU4C5HCd0RhlmSzTu002B1CvgK0qDr9Nq/hX6qpQPpncX6KX6rceva1GvrA3kBQFvKjBjHSJzKjSBbft+GSLIHInac/p8uk43jBoCkj23pCI16JkYsWl+s2qGdoV235oR6rCDL2OdRbeYGk1mSldgQQqq9Qcgwqicx0pFC5aJio94ldbDfEFivsqxSdZC//HhJm60yWW+5Zzo6g8AuNmmDKptZDiL6F2pmpGex6LKLFdSh5cMCBymNF8nmYd7IR2Ai84ULgvTnTereFCjOJH3zEbBJ9t/hf5VEsg8Ghtz5mPKIZa0qlDZZ7GsZhUGM+HbkxxJlXMClRjHMYVh/unkVZqD3MKvVkmcvClT7fb/0sYjPKjT+tsL1jG8UYS8luGcsLZREOv3tDjowiUFo0/fPRd1/JVX6NovVo60e/+9sztIGcI2Gvla9yfm3EX9XMLq0ZzLaYj688IAMvReNBr7+LUNYuRvmTN97bO0hhecI/ws7crFvmpX7apdta9pl7YgC7c6v76KuMVWil3urzK1dKYvWkrRcmiXb5szbDLm8JXuMXqcXTxgkXfHSohGDEBtT+rs2Oi6CafXBABY/UGZtrDssvRwoQ3JjD/FaYU8B+ol40kR0B3fEIiZXFflQmdhAWhVtphrcr2egDNmhp+WCXuB+iejiEDVoMQGONitLBNgfCSmsxKbWdR722VSyQwyrP8JfXd009c1wbkFRIShRxKaiDIay4YZaKaTpxFZlYPU1xbc6byGA8aK2WcGXMYOTrspmnWeA2+Oc4/Gsvc2ysblb8LJoJic2GqFmm1m/KgFj+ni0hp0xKDqxBrn+r1jSoaojxtafyUZmMjYYBV2rhMcRgwNMJdJBqNHFolaa+qMZ8auvsxKmVZ7lELx5/NlD8PbfBFRMh05MsEas8CErgXPoozrOSdVooYBm5MnIlN6veS2CTktyAAkhMOsR76LiFlvUk9AddhTSejvNlsDXKuQW33XPtaWxjWnh4djcr33JjXMI5rgt5f3sGwN6RkvJOGeM4vRTE1xltH6O04aWr63Y0/xapXc9A8mm9ht0PfdEwseA9KLIoqCWQkA4qbQCaW8GyMMyAM0A2CyXIQ5JMav0XMtN2b40TGB4f/Z8Wt0kUzg8M0mAOB/0f0+4gvKkylbZSevVjEoaNUsG4sTsvgMIaAMxjrzLpN7GUTxnmYCTS73fdd7gt8ZUb353rCpGb8AwGY5DHlO/W99GUOEjBgZjFD/kJ/RXNWyJ7PQw7+oUpjjr1z7Aj/PksfXzMFXxv4y7cqCvGpX7apdta9pl7cgmdY9WPYQtgpcG+D1OS5WNzBndhO7FWp69kQZOkj6i+2Huoh8skQnwp+e30Y/b9J3qyV/Y1JT6L1CMc3FcAPGPlmhSimt5pa7FiDp1JUuB7UbFeRWwXKSo/kl8xwaPoYux6VGAilj80arBjCgU75+yPGqRGm5BCLFZcuy5iB3GJrgSB2TU4aAz7EQOZnqJJKOZ3leSXYQpbrUqyGAgMdB5Aqzo0I/PMGIT/xB4uODdAsAcBDQOJ2FVeweUnzWeu6gOipYZxSsOc1H6jnoWWRJr1bHeOMlihW6RoqUzbhFh6yUcergiz5ZPZaR4fA5XduZCZ1gsfoSBgsk7YtFqIJRh4Xv6+dKsxgZkdAEuP4DB41nbHXnOfLCqrAMSJ/HJM40A05BQgwFXa6YVg2EHfI8RjckohvkQVRrIao2WUD356s4T8iSSZShLcuskuv5UrwuckfAHHEJ4nBKmMHitgwPSZu+1nM2AwUVl6w3ACVgCg3vDAKSF0PHmOK7HUr6nSdV/LRPpMWWzPAZC6cV+vGz3MGncyIXMUSOV/nzN70d1Bj+I0WuyRbi3MR8yInBJQGvqPDaZ+yjNDQZrneWQ0bU57FhI/Wpf0FXaIarpAaA4VXHBy1NBu09Z4XLGfAHkkpu8TqwzkzF96criDmhWXMjzGo0ZknFRLDMP/se4hqXgbIyptOaYbtLcdvb9VP4zJg1U6UMQjB3kDH+1arGmihmmdeQuz+GKDDHgE62WbMMcYXWkDUFZg+bAIAfudd1Oedabaj5JS/bLr1BJtsUlB1vmjCCwm0FJsx2ndsKySI9cNVOcTAlt/So0tClPsdRA82CeojrsV6sH+PLFmH3oooJ85BemnQlQsjKc/N1HzXGeiGMoFpcH9zyNJtLUSOtzAsblykQN9hlMgCb2cr9E4UJJyqMY0eXPRoMSDbnQNSka+SWwnSVS9QWfU35ldQEBL9AyhSoMLUUbKvUdCk2SiGQcLbfiEpMp4xK/KRMFCqsymcENgaMqH7UWETX+Wr2/HBYB1jiNK0qzartn0JTTJmhgYxrvqtWhJ9r0kv7knuANXbfHrEuz/1wDTd8Siz83t4rEOxGNh4DmVOMidAvmTUqN5QiCaIEENHlEC/HsCu0FqyZDYOxqN5xCHVByTDu0G442bCRVIrDiX6XOdD10uMNs9T/8RQWFyg70XBC/PoiBfo/m63iC1bbDDMLh6dNAEDtMa3PoAMIlr71TxIIphOTlqFdQZEpRMyWowyhE1dGBBijcp0DQC/wccQgdKOitELjhtXTGkENY47PTEqq/OnzG8gycvtvLt4EANypneAgpGvcqZ5gizV6ts1UYyKBI/w/et8FALx/tKHXdtTOETb5wOc16Z0pOKOC+ixHUik2OoGkRnMw31BY2qSddR5bSJmRSM1N1B+WrP0AsePnvIb/5PgNxMtc7umnmn0pjw1IPjSClQwnXHdtBEIfZG9uE6B+3R/ihkuGzmvermYrd0WKtyp0gP9h9QW4bRq/wcTXJa0xJ5Nyz4Ix4vfBNAE2jKK6gbhB3wmWFRZfI6TAem2oeQ16WQWPYtrH3sTl2pWLfdWu2lW7al/TLm1Bnr3Bbq0JMGwRaUVh5Q7t1JPQgcMmepZJuCadNgdBE3ugwPI8tXFuknWl3e76AxxsNAEA7z+/pt00FZg6oD+4ZcJhzRn76Qnh9gCYowgWl5cUam4iyZH7TFBgCG1dWTOlg8UA8RECZA0V5AIFp19uKS0p4B9fUAFUwJzxcEmtxKEZoUL/TTKf6jsVbdWaE8ZxmhJgKyWtWADImsxcU1tXRpSj9ZCJRZMcvVfIev5icB2fFWw4q5QFaVbnmDvMRbgcIPucCV8FwZIAwsmlLPr+kb2mLchlY4YloxgIcneesyUJALaZQplFdYxEfZetoScK4y0mBlgUurJhdo2JKPbL+UImtArh6IUMEfMVro5MTFfZExClVRC1BII1mg/RoDGo1EIknDzLHta0JZtVc8y5+ujl9jG+6RNedNs50Uwt/+XhtzRRbTGPmQNM16iDs2UHFca5Vg8iBAvUp6QitWa0dxIDKBJDAv6NIc0B81ImmaFZYmIlETO0qyZjDHMak/24rcd1PvI0scIzLiO8v34N7hLNqb2WYlItdLGnSDhI0ZQ5fr5GbD7ve9cw5WoveyC1FeeflhIn4026R+qZ2gtKqrm2xGAAq1WCTD0bdCA4USfnEo1nTKR8RC5puOjBO6d+zBdNnLOeTCZLuE711hA1l0uP20LDq/qjCq4vkqX6H6/+KwBA25ijIkqvqVAqtCCwYVJV0rPtD/DTIYUljp914J7QPX3uhwzTr1Ty5YxVTaoC81XeC9ZC/O2NDwEAG1YfZzzeH0TX8WRK+8h/gsu1y7P5FGG1eenSwVSocQxoozbEZydUi5tlUn9+NK/rcrRh4OFby2RKFzGbSebhTpU22R8n14vEMNzDkgLLHitkLDqkfFcz6hh5XrKLcxxETiOdlbTiRA9m1m0gZkaW2aoNi8si7ZHQNboBefoQuYBNa4h0PXg+grbUANmsksHk+JvIhY6dxXULaaUoe6R/Mkcitws3DkhqXDYXl2V61iiCcUY3zWsVLHzCgkYfKfRfokPlvMYMSbGJ+gKNwUZziAfb/FyBh4TjMMpA2e+Zg1HGoGdlaCqtGYMcKzLSJVi/sPQYv/UhuaqV4wTOIWeaXRNGxIw7HSCr8YJl4O98A3CZJFcEBjDjiTRLNqTRloPpJs+Hq5CxuyqXA7yyRvG8OzVaC4v2GAcRHaw/9K7rbPCrS4dY4JDDN2tPsco74LIR4fvzLQDAw/0lmIe86XE5sozLmKbIS2bwuOoic0rXTHIBQd139YEadnPUeQ0X5YIVM8aIJ/3DaAPvuORGdmWKM44f1oxQh0eEkcM9L0h66d/KkcToFr28e40WrCVa8FIIPUeukJhxiGq1OsJxjUIv4QrQ+vKr6yy3RCmi1gaClQshnHmB4IDODzS8EMNTun/lTMI9o/emIBa2KlapJxMr2pQBGMe2DoVMFz3UeYNsOCGGIQ3yu1s7WHFpPa+yDlFXClgcOpjkKRi7jprIscuT48sYTwd0YNsDAy5FHWCNuXS15cHkWLJIMsSL9G6EHQG1xpo5RvaVeHQRd1yyxvg8K+nULtOuXOyrdtWu2lX7mnZpC7L5iHZwe5QganNZ2o6J3UVyIx6OHE2eimsBVjw6PeqWgydcETOauroa5L3+FgDgI7mh8WQLnQl6fTotzYnQDB6NZwncAzqFRHhBZfBCk3N2Z/ePNGZTGRJgIgkjSWFaZCLOVhzNYxgDOkhftLiRQ3KiImoIbYnFDcC+Tv0IZzbcZ+Xw5QVrS6MkeHC5ZM8/zxA2mcNwmGnpAgvQTChyFiE/p3GQcQI5Y5xmEGKBeSIt5sGbL9oYv8VJjdYAd9bI6tqrNDF5Su623S+rNFRowOEj30KuuQYnrPI4yx2Nu1tzBsiLxMw0gRzS86pGVSdYsnYCwW54zhouCxtD9LxCSVDB2qFrK1NpXkqZQid63FsjrDVojdxtHmLGGg5Fpj5XAm9WdgAA560q5imtrbcbu1hiyd4t6wwVxpruZRLvTwnHpwa2JthljxS5BcRN6rM1FYiWizJMSyMn0mshcg4NKGnrElgAGJzQuI4qZLmveiN8MmLRepFpC3zbOtd6MpPMxSBmiYQjp2TA4SSnMcgQdOm5Ou4MTb5GonKUvoXCW8w2lS9IfLxHYFlVSxB06NqzZU44JdAeTrwVwmKp3OzYg82JtfjFOcKM7tl2Z9gV5HIqAe1hFfOcVExEnAgSObRX1foygcFE1c7QQW+dEh8HmzE2N8jk84xEv+tDtoCHObDBFv+jtIp/PnodALBuD7T0xFHUgG9zkqaVwWLGosEdekb/NAPAPx/HUCyX4Z4rzJj702yn+Jf7hIPcbPRxzLyUCsDhHoeTvotLtUtvkNaUzf8kgznjQctM4HN6KToHCsECD6zMYWnRHANRUpQPCp21K+A+QVqCqCt2jB4DcvOxixrDF9yDCUSRuQJKIlClSt2XQuAryzQdGwxDl/jlCw2kVbpX5paA5bid6TLGpMUZwHqMwCoIQQ2tvxIs5VipUhZ+bORIOGZkTcuM67AjkDEzSRnTNLTuiTUXsKYF7EXBLchOp4FmRsr6A126CMuCOOI6WtaahrIRP6Z73zdXUKmQS/Ri9wQfMgA+SVwozi4a1QR7IR1kj+wF/TIXC/ia1YPkV/KjePOCbrJE3uHFJS84G5GEyVnqnO/hmCksj8vCJjYKtdzUAqaEbiH9F5thN5lE1eJSSCPGowmB4M8DcpmkUDCYAuvf776voS5b1rmuTbcvbPb9rIrHEzoAnb6hSxoH9P5DJoA9vuCS8uYXrGR6I/T9GMER7ajRUqohTJUDiYRDMo8sCj8MQk+XxK16Y7zkHXA/fBynTX6uCF2X1m3azJBz/MhgCdpgwUTUVnyNEXqsCXOQWsjZufNlpOu1Z7mD2ytUrng6q2LSpe8XY51bhDYAgCiVSDkOKxQd+gBQq4SYJbRhHcwbJYF1AEw2mD6NdXS80wROn+6duSaqz2m92AcDrUdvn9Zg8jt9XrHQ5037wGrg4zM6QD4c0AK4WTvHqjMEQAzq/+qAigwGowosmw0ZI0fCh5TZjDFjhh5vj8mBh0IzQgVLtq7dlwlQf1BAxWqYmRx33K6VcVYrh3X2s9FPXLnYV+2qXbWr9jXt0tupvU8g0Xi9hXCBdvOkWp5eYUcgfJmsoddWj7DskD3uyARTTi4klTk2PLpOYUE+G3bwk4iyVqbM4fp0wch3EBfJjjyHGnNJoW0hZ8kH4ToawC6K7E7FL8lfbQs5lzbGCz6ChcKSBdxTunbSEBoHad2m6y43JtjJmCjDvKBhYSidLIhjE/EG9TWeGTAvcNcV7p0eu6lCzN5n0JHofEbjlNtGqRUSRtqCFIZRkm9cIFMwp0zJ70j4DCoPNg3YDfru4bSBV5nA9pHfRRBQX2uVEI+mZKF9s/YEHUFWTcbnoyVSTY7wXm9LS6mmFRPWMZfYNfwyS20qnUhs1MiivtU8w6sdykR+f/cmkgYnz6RC1ibrIF4BBFsEW50+7p+QazZNHExiWiMDJldWADIGGFsiheQkyRfxSiksLxPEbMX9NLiO3T6FIuJmjtkqd/YaC9KfuZrcQRnQIQLlliGUaKcGM2EvqJlBLTOLjnQ00bPQZAs1VOr0+8eTBTiSrCFHppp/sGHOsezQTWvLE8zOmjR8TNSiBJOAADgMGtrlvOb0tHW/aI5hGKXD/euLn9GziwR/X/wcAOCEtV3kxITBFmRrYQLHon4sXZ9qT+2t9nP83i7p2kyHvn4PUg/a6rZHBcwfMFlDxprOS+XLC6TUYjZHk0t4rXkVZxwO+rLe0H0571L/HtorlMADoLwM5hnr4QQCcZ3nw1Ew2dKXOSAYv1nILUdNCf+MPaMw157ZbFkgZfixew5wfg9iZkK5XBTgpjoUdtl26Q1yfpt8ldGWhflaAa1RSIva2uszvLVGbsZZUMUfH78AAPCtGOesizwLbdQsus6yRxveyPNwNGFaprmDjGNaaKWI6wX7itREnMK2IdjFFq4LxXXXiqsyRBAjL9jFq7auqgGACku25qaj6bNErjBhBpnJDvXjWdeBw+5i5kLrMMtQYHjAlTv1BKJYuLmpX6DMKyFCBeDWDBV81vuOm6aGDWWuhGTIilH1dQxSJWnJ4C4NSIOfvYizdj2EHM4wzy2c5xS/MasJ1mtDAMD1dh+9gKufYgsu63zYItNZPYuzrZ8Em/hvnn0DALnK1RXaQPt3mugyViTsWLoiorU8xm9sfoaL7Tiqa6nfihvjfIFjnl6CzS5taHcapzicU18L1/Mvt5UmvZBJZmh6t5O0oenEVs0BEhYNXxRTHcqZZi5shuDM7RwmZ23nXClS3xxpCErDDzANab0EtoVkxrE3QfAogMIst9idjVZMRCmtkYOntH7rH7nImOHq4WYVRyu0Lq63+vrZEsfAix4dGv/pnR7+Ue0dAMCuRXFE71gANXZVZaYhKOv2AC+7uzR+IkOHQyJb9plmAjrNahpKJ6YF27nQQHbTyPFCi/r/C82H2LbpZwM5flShWO3sWeMCi5LQsKtCz90ahBBTOmDy2Ryi0LtRuT7MVZxAHlNmvxrEMLlAZLZqo75LB0jCVVLzRUsjYHJTwmbNcv8kRsIQovmioQ/i3BJIOMxRhH3ieikjnHhGWedtQ7OSm3NR1vwHUsdzrXaGuNz7L9WuXOyrdtWu2lX7mnZpC7II4MYNyvYBgGFlmrC2XgnRC8sAe4PZfJ70F7SrlwwdfDSm2tPb1yjz2nFnGLN7ZcocA9ZosQ8s1PYYPDye6bpmVfUgC4kD00TaJCtpvs6udqZ0ySBAmViAhMwLvFtcE/B6F8x0tjizBl83kYg484ZOpsGqmacAh/5uY3GAwz5ZDea5q08seyh0v4tMnzVLIYpyuyD9Smlb4YoaQRWyCCMAUGkJ/i2s5yJRIpNci7XLWCBjdTvxzlyHLnYHLe1iXWsM8XcXfwqAXLOPQ5qDDZtO/s9mq1qDZxw6mPZpLLsjBRnSs1R3YoRNmpuqG+G2S7jFgmuvZc506d1SdYLNBll8L9eP8DygBNGPDrc0i9JqZ6TV/Ww7RZZ99awOznz8/SmJxX9j7TneS8jqeaF2gpsurZ0Nc6gTG9+oPEGVS9s+WNjEZ8uEd9usUtjkb6x+qgXp3xtt471DCuskQxcyYHzfSoBqlcIfd9pnCJlRKcpMXbq48H4hMZIiaBfWjYl0ka7RcWZ4sUKlbfPcxg2LLLd1M8DGJo33n3XIu3qvt4XXfEZ7mBHOC+2U4bZmwHrTOUWfzaTjpIk5Z8j34xYWPLJU9zixmdgW3BP6bn9YxZFH4/uls6zH1ZeRtqTNmdB8qRBlmWdRQmsc96AKOeA4LnkzLVNLKshuR/MMhGu1C7XgKawj8gZs9vi8vQoEXwNxAnVCGW9Z8eFw+bDTq2C+Qtcb3TAw3+A9gK3GvJ4iXORkUk9qroDcBLwzfr8bSteboxVrbzCOTI0TvWy79AY5+i4trkolRJfT8G929/F0QrG6KDNxMq7pjpwxcadvJ5jPC6IGCfc53fLpCcW8vlyKIditVk4Gye5C/Sl0Bi1vVTXgO+74MBkUXgBagRJImjsSQacglBAww4LNWGqAbrCkYIS8+Ftl7MIYMtA5FZr81R5DxzyCoUT+azN+XgNpyJogE2gdZmUSazPAMUZuxaZoDkNkdc6QxzkywRn0hgu30NIZjbXujjCkFgTTzzpNYI+5FtsVmmYsSAw0LBoT28w0M/NiZaohPcPMx6OAMrHFZx+dreuqlWDuwOzRtWvPY8iEAeHDGTqf0jM8vbWCT7s0f2/45AredfewapErvW4P0DCoU6Gy8Qf7L9FjPW/AO6T7nBoVMBIMmQPYhf4ZV0a1ZzmiOr003/+5OxA8j4/WunixS9nq7ZVT7HEVUNOY4ds+VQu5IsW/t/ARAKBr0ktqQOmDYZS4WOCNc3bmw71GB9M31p7jbpXCRG96O/jDMTHRvtfbgmJXvaDBs6YZ4irDufrAgGFZr9f29LNfs/q4w5n6qvTgcgb3defH9Cz1TzS05yyr4EnMmfy0hmscZ7WFwBnrU9+bryNgiE6QWRrwvdal6545VeCE3sHlzkj/3pGpruppGAHWq/T9I2tZV0TltkL3Y2Ya36ffFwJ1RSuQIqLQnQEQ3FzAeIPRIY7QFGxxRcDm/cD8ksZUxonmJ1CzudZiB6CJRMxhCMGwpWAp1xR7/Cgwzy1kHLeVCWm0AyRDrIs1VhOAK4ccN8EbqxSX/+xsGdfeOcXP0q5c7Kt21a7aVfuadmkLss7Zyu+uPcEv1r8AADTlHP/cIHLNH51eh2XQCbSyONauXpZLZCzi7p1IdD/m4P2cLL7pmoOozt91jNL1jZUGrqJl63KqpCJhMdDaNiWUxQBYVk6brRg6Yywz6Ax13FQ6s5V5CnGzIF0FmGAElX0O/laFJnnt3I90TTVUBSfPKAgdjySq7BEbkSpp7Ac5jBnXVDM9WFZzkRU0aXUHSY1JYdMyFHCR5QemqfGbSilIDo4XJZaQgDWnU9ztl+Vls2cV/MQhK6nqRtq1yJXQFsSCOUE/IYvk89EK30NgwsxJ2chG9bx0u4o+iSyHeUbW2PKPffz2xusAgNtvkKtdUxb2Y6ZgExlGbPVcJChVfgbJlurCh7GuQ89sCfeEafTPhvRl28L4dXIN3T0bOWMVp1EDD9mcuNfawBa7omdpHQZ/5667p8vbCk2VR/GiLj/rODNtaddfCPGbS1S3+6v+U9gX1DNl41MAwKejNUjWby1KFL2q1HIFSQWQnBWf57Z2j7vGDJYobZCapHmUbJe87WRgNQJITBFaNJFNY641aZ6HLTyOaByqRoRbHoUXppmLPrs+xbMcnjchGIg/Clxds/7QXtLhAikUfJPWp7k9RbzHYbFUaBpDv0CEOA7AmGLpFzx0ICJoDrfMF01EHfaO5qQYCQCZKxB26XmrJ5xIncyAItFT8cqV4blIWxQqSaqm5mOo7EvtspvsLOYGkNSKEl9CzwD0fict2lO2Ns5ws07uey/y4bAkySvdY/3zZdulN8jFKsU7XvCO8Kveuf7cbb4PgMC+I66n/GK0hMNhEwAwP61g44+5euJ8rmEDxcvefmxAsX5v2vBIShbEERiwxk3qlwM1vCmRuQUjsqUzxsUGmvrlz/NuroGz8WKKGgs8Tc4rmi3anAu9ufk9BorvZhrKFNdNWEyl5g5S1J/QBNsjBf+MQeqylLHNLEHkFABkj581iGFynDNcr2Oyzi7sQUobIwDzbAKkpTCZ1t2xLagOjWVWK1nQrSl9NzeFpmPzzoAxL9xZzdX6YabMsRfS6SBdhYpBL8jtOmdpqyZ+klFMbpwLRFz1M9q2UTnizPS8rGAyohzqgObm7/m/BAD4G1ufIeJY2aI91lnntjHFr6/TS/hfnb2L2nN2UScJrKMhXTBOoOYMfWLRJ7nQRvUJ+eBGWMOUZV/DBYnRAr2sj4IlXQEkkWt98AwCc+6Lw2+bK2P8ev0TAMAfTu5qGM0vNL/QlSo1acDg1zZROTb42n9z6SPcb9NhMjPoHtM7ZThIJAKbTMywG3bwc5WHuh9FTbVEBovDKcW/mRLweQPtGiFOMnY5JSELAIoPP51Qdvud9i6eR+Uh1GCR7vcndChaDz14Z4yQOGxi9Bb9/tBtaAb61zsHWtxqvT3E43OaR/vIhDvkMJXPG3lSBcDs/GmmY5B5q6ZdYiNSOnZpjxVsLoKwZ0RvRx0rdX4U/5zWXcgKUcEldRvTNbrnfFkg7HAWfQJwVAIslwMjLLPVwXbpSn/rpcc4C6mvr7f29UFyntQQMeeAJTIdh75su3Kxr9pVu2pX7WvapS3It9vEVvKu91S7CACwzeb9f9R6D/fZxToNa3i0S0H8a/8qR/VjCtLm/YG2EAq9FmNtWSchZGJDcFJAxClEl9y+3ARmrKMRvzyH49D3lxsTHA7Y5T1gVyEUMIrSq2YKxQw0dj1ChxXwJgNf051l7kXCVDoVq2Hp+uYm9DHi3duHc0KWWObbsI4okK58F97zckyKTF223NKfhVwWNl80MbpDn0UdC13W1BDjaZkxXFuEYK0SZUrMr9HxOVsuk09aDS8ombyprxx0H9raxf/S7mLWphP6rdqutiBWWCNlP27jGyuUbDlqNrBXawIApkkbXo++qywDSAvsqH4sLNXIymqYc0Ts6/+71Xsw2A02oNB3CQvoViPMl8gKbnweQQ0L5HaOPKB1JBitACGgbD75JwkWPqHfD+9UkDLm9Z+br+DxKiVskszAbo/G7PbSGf5a9x4AaBW7mgw1/lNC4Xf3iCl7tTrGy9cOua85QsUIBIgSPydSvLJF37m/T5ak7SQIEnY7faXX4XatpxMvNZmBcwiwRK7HHYzjNITUgOtEKV1CeZrU8CFbhfuzpmZH/2KyhBeY7cgSGT6bkAW28yn9Wx0B9V3GRmYKcYPW3G5gotoljy3ILO1mdt0p9hfIynTv1eA/pvUsmKUboqQTgygTKlnF1mGkyn6IqM4Iklxpq1FckD/WTO6urakI47qF89eKYgLCMQJAuJpAhPQuVXcNMDACwR0mxA4NOC36ebE+0+sszEycT2kPiBomPp7S+J2GVdyt09xdd860btFl25UFedWu2lW7al/TLm1BDvm0nCkL/ZwssUgBPcZldWWEWxbhvLb8Hn7MAXNrlmpyCZWkuoROFBAYpXTgVs5j5B6dKrOtlobrzJcFwpfopHt57VhzBq45Axy0yWp4v0knxsFPVzXsXpi5RtqrIx/7jLWrNEJsXaeYUS/wcfYZwSsMroYxQ6MUqj+cQT6iGJUCIHvUJzmUUHOOZ/SHpJPNTXCf0kWKiYyuO2UiZU3A2KIEwrRrwz+iZzeiVS3BMN2qXKgcEJrsIalzrHRzBMVfGI1duI+4lLOh0Fomq8yzEwxnbLUOPUwq9J3TpI63feLkXDbou11zDENwcseIdAXOsJvqsjMRJUSoAcDxLNhDinU+OSAL7v8TvIVfW6PkXQKJPss1znJHqzHW/RBzi6xhoXXMCT6iCs+CP1f9ISRDQrJKHTkn45xRjibzIAZ9H48Wtmic2hlElcbvs082MbxDz/7mAs3dS/4h6qxd/aPedfQfkLfTVwv4P8u/BgD4D5Z+ovWtDZFjJ6Zn+/H4BvY4pi722KuJPMiiPM5S8JkT8TfaH6HBBKNLhoeClydRGU4y+k6bf++JUotlooSGXZ2kDQ3nOZ1U4TGsbm/cwojZgfbOWsAOzVODnDsYodJEGDLL4R9zed6ixGzC/V4RWlvm1cqejtsdNmpIuvSzyQw6IkxKa9KxIQL62RiF2ksSronaPidexwnMc85cSlkSycw4Aec6WkMquOFpEpj4ZgknkgCMPuva1ImUGwBMm8as0pxjxrjq4/MGDK6eClMT11u0/5xHVTwbU1IyyyVerpMXccs+xpb5b2YD+7p26Q3yX/zZGwAA5xcTvFahGbkowm0JDVnCT/ubECm7ZlLoTFjhTgDQQFM1GgM8gMLzIEyapNwSGG/TV7PtOd66xpRPSmh814bV15nJIOH68HamSVzXu0OcOPT79MBHyqLv72zu4htN2iRckeC/wLsAgJMnFAw3QgNuj9lFDntIJyWAuwCpy1YTyDlREoRlcslzkbPwU5HoGd2h2l4AWN7s4a+s0kbyYLKMn2YEgJ6ue4gb9FxpI4PBpXIiAYxtcmNfW6aM8ao3xjChF2XY9nBfktsnzRwtnxbbtxae4f6Ysp+jhodvLdDz3nRO4LMLWIxjx5hqtpx+UkFvzKzvc6kJZ23HgmAmd+Owh8UPGVfJL975iyb+4dE3AQDfW7+Fl1p0iL1Z34XPmbRcCR0OEGGMnHF2wra1VK6uowcg+AAyB5ZOHHjHAbx9WkfVhoPRdQYpj0xMeb14JwbO+jQm/3SF5vTL24taajj8rImFLwrS2hiP96iO+j/bvImMM6HNzlQzZR/2GjAf03i3ntA9/LMEp2/wmqspvLlIYaQ1c6gp2CQEJLvTCTIw6xv6zDi+VMgDA7CgYDGLeNecoG3TO9HyA6xWKFl1OGtgMOds79hG7bzIGNM1kirgn3FS7ckY9irjbScSKRPVZkpo13y7co7XW4QRfNpdw2STLuRzYYS7N9K4xdw1tbuZXRCvc573YQyK0l6HkjkAkCc6IaMlo2sVjG7T+xh2BBI+YBwvQd3n4hOZ45hRL9U9pWutR6DDYFRzoZiq0D4xkXLC5rznYcR6Qr94/dFXmM2fd2izfOouoiNpHymh8//2duViX7WrdtWu2te0S1uQG39EJ8NvV99C/zWyMNa6A2ybdLo1pYm9tLQQfRacVwKEpwKAICwh8dxUGEFlTJWephAsEB9XJfJt+nxzsY+YcVwHkwZsdlGuOzWcxWTiDCYlTsuvsCvjzuExacLj2IBgFzvODZ1Q2IkX9N8VJWfeea75L1WSaMYdACXLTnYBtyiFdg1hGJoG/vwunbJpLcPLL9DJ9VbruZabmCYOVtfJ1T9UHVKLA7DcHqPOkhWemeA3Fgmecs7aGgDwdo3G/cPpJg6b5LakucQ4JCvgedBCy6bxa9ghXvXJ6jegkHNdpMvmnCEjrREUZSZs5uZLJOFOASBue3DYghQo+UHbbIlVDwwkPltLziK+d5fc06cvdXRS4GyvhY2dopwzhajR8wjbguQ1olmZlNIlbLlvkxYJADmeI2vQ+CZVU8NKzEjAmhYW2YUkG+vvPFDrqD6ln5cfpHDP2Do9HWPtCcNXmlVMt9kjabUwYtnS1kjB5MSdFeT6FoVUR+vuOf4HC1QdU5MJigxaoGI4ooAeKYQ87oke/xiOJvyt4n5E/Im+jDXxx/PjNk6YiLjmhxquA1lKSBTIFe9UwTthd/V8iNanbMmmTV0q/OfeLWyukSt6NK/rd8lYCTB4qUjIcBVX3oA55wRqkGiYWdy2tSuftasQ/N4nDRdRl6U9WgZixjfX9mnuxhumTi7mRinbsdYa4W8sE+a0n1bwXzykkExSEageMgzunuTrSgy+wexQ3VRXWIlEwGR3e2/Wwphxvbad4mhO78dvp2/iuEVexP8Gl2uXJ8wdke/u71RweJNucq+2gbcb5P5ZwkCHgeK/0H2Ef3CbjNjangWvkD9VeRmruxCzK5oKI6BCDxZ0hV7mUWpq12I89fAI9PIdzesYMytLIRJl9wzMeCP5LLBR8Wmjeev6czzu02aY5gb+on8DAElRDpliyzulPtWfzmA8I3c2n0zLzCqgiWxVmupMvDAMiAJIu9CGzAqKJu5/V2HFo3hfpiQaJmUUb9bOtEbG8npfu97X7B7WuGzPFQlqkt6AexGxwJylNdyb0c+T1EXDo98f9BpwqjQHO+MOrtXoGq/V99CU5LJVZIRlg34u4sc/DbZ1vfTRvI44ZtcoL4mFM08iWqWFllQNHR8uWIWq+7nGk4ZtCck/7+x14Tfopa0/MGGNmT6tXkHSoRdhsulo4tOiUMAep3qfE0pBMtVb7rsYvchuWrNkhHEHGQRvHplV1hgXoY3KjonWQxYY25tCHBCYO5/PyxK6Y4nanDapqu8gZvLXgvUdAFLWRpqumpiz0NhfX32k52iem3jIh/mSEaApS6PhPkuOFuD5j3NLZ2EfBKs4Cum96kUVPOlTjFQIhThiVu2kgpRLZEVc1iEXWODWgynkkNaWCkPI3pCe99iHyWWxqe/guWBWbalgMuu468WYLLPm0Am7xIYNZbBm/G6s48CzRRPNRzSnWcXSRRBhy9R68tMXYnhNGpMBsyVJM4XkPcI0c9xs0SH/H63/ADXGdL7kJvjeixTyOD1fRZUS0HoOclNCjAsdqhRgRIvhpJgzh8DTTCLhMbt77RAt5oX4vLeMBWeGn6VdudhX7apdtav2Ne3SFmTK5XH+icLeoAkAeNroYrdCVo+BFAkj1n0ZY3WDzKegtaSrQlSuykQNJ2lwgRxWGBJixsHakETJAeB8XIHDbp86djF+Qid771qEW+tUDTKZcvC6kUNVynKiG22q+nm9vo/rFepTzQjx6ZgshbY1Q87U9IVmiDKkthSl72sJB2GamqBXpZnWuxG1KgSXieWOCZHQMzae0u9HLwJ1s8yOXiy/K9zP7VoP1x2yaprGHN/kTGNduiimacOkRMv9uIaPOev8kn+IRWZr+aPgDpa4/vEXFr7UuL9t5xRNthpt5JhweKFwsV93d/Xv/8K4hVFAVvxYVXV4IbcExhtMFtwU2r0ruDKtSZmAGd+NIZmk1NpzMY9ZPqACRG2uiOm0ELbp8+EdpaVmK88Zi3ootAVpBTnMCZOLLHgY3mZL0VaIuFJqvmjqLL93InSG1D1m1EFCXIMAUNlRAPNtqjjRzEkqUZAH5DnIVhMW42NlmOqEkVjn7KhnwV6iMWsYAX4aUIaoJgMscpnjaVbT1T2uSPBfHX0LAHAyp7BQf1xBzmGfF9eOseTS3/VDHxFbQOLEgVeQO1cAVeGQwrwcb5M1bi5Gr4Tv6RCQOQpgjqn/awMHZ2NmwFpVsG6RZzObuFpTqtC1ST2h3ff5koX6Y5YdnhqwekxGstHAdIX+bvAiYN8iq3C7MdFJwJU1DsNZAe74NL7L5gh3OcnrCoUfBgTVyKTEv7f2MQDg760t4oz3lIK3UiYKTo/DPspE3qC5S6Y2DJaKiBJPc5reqp3ihkt7xCh2cR5V8LO0y2+QPruTOWD/Kbla/2zwOvov0w1fqh7hbf+p/v7hM3JnV3sK4LpiYZmlXgznvFUGvWkqpfTWUX+eIm7wKn89gu/Qgp7lgM1MO84nLr6MyUVtLrKoVyXUoj/bjXOkHMuJlInvVElfeJ47cJosV5o5WGnRIjlcomeZrzion3O8bzjWkBTRakAxcFaMpig0arPlDmbXGSIxy7Q7MN5koHOrJIf1ZYx7E9qccyW1JG6UG+izwtSqOUDGu4MhJDIen/BCLPSWwzXQMkTHpOtHayb2WdirJkNNZ1aToabJ2slq+DxYx8W2Zg/wKWOJPuuv6LLSaNvEIKS59s5MjG8xBMfPYHh8OOzRTjm6o5D79PvtrVN4Jo3vl8YiLH5R5FKKM5/cyOpeWUcrlkL4HAqZ1VnkKna0e++fXmBGUqrU/NkIsbJEz3g4aAAPaPysWVn+5g4KOhihiYqRKR0XF2EElZTjqrPoSsHosWCZaUAVc80udtAlij8AGKQ+2jwHv997Fds+HcprzgBTTjFPMhcPTymkID9kSr8ECLt077NWBev+EABwrTbAMVPpyURoFuz6M6W1vWt7Cs6ISwML7SNTwmBoTb7cQcz1zVZ/rg0PK8lQPShKVg2EXMOXL2awuLCgOPRyE/CZpcoMlT74rcEMeZWuPV21MGEp37Sd4FabDvYX68daVeCbPqX+bWRwmZE4gwCfj0gUNKFvRaSoc7jinVee4KMhudsFb4HIBeyCAyGWiMOS7LgQm7OGBpIFPmiNCDXe5d2fsQ4buHKxr9pVu2pX7WvbpS1I75Axa6kHJTlzFEitv7HpnGsq/OdRGzJiM7giENykpIqXpEgPyawucG8qy/SpLasV5A2y0HJTYOEeZz+NOo4LjFa/DE5bUwV8wcDyKp2Kf/OFT7SrGioLn0zIMrrhnGDC5KrvTbZxGDAmLrPQm9E9kzpZQOevGnDPmcw1y8oMdZYjXKPTP7ve0FZ11BAYUc4HypA6u2neJMv037/xKd5iCdMfTm7i83NyidPM0Hitay2JVT59ExgYsbXji1iTG7jsMrki0a7bMPO1zKiBXINi3/R20GTBIONCVvdPpy/ge8d0Kid87443x/3PyGU3JxKZU2RHAI/ZkIKugmIg9sZqH02X1sM9JkB++YU9nYja9Ho6U79V6ePFCkXaazLA/7NCOiq7C4vY3Car4Vqtr6UTnHW6xx8kdzURQW6bGN4k6766p2CyBxHMTPR57rJMQDJ4XgkFhy0f75wJkz0Ds2UmsFiswGUpAWGaUCcXOAIvJg95vJO1JlKP/rZITiW1HEN2VXcbbYxTWp8f7F7DezNaDHdv72kFQc9MEDIAut2nvsV1Af+Q7nGy1ERtmSytJXuMT1zCKkailMo1IoXWI/q58ck58kJm5CLonjP/wXoVc9ZgqtoS9oATGwIaWygTBWdQMFhJ7U4XvIrOAGg+5HFSCpILBfK6h6TBwHMLCNdojFev9XDM8ik3a2focqihyRbhYdrANpOYJKq0zQ6zEvvqiwxtDveEmQX/uAh/MVvWRGni62RBfYWoen6T2atcCYyof/PchsHe6huN51hi1M1l26U3yKRODxE1JIZcS7xy+wwvc5rpdWcfEy6onKUO8gpNWtywkJ0VQj2OJoLVoj+GAcnEqGhUkbsc6zyOkLn0d+37An1F104rSlfKzJeBeIU2gd+8TbW3v1L7HB0mLM0gsMwDsmWd4zijTbEfV/CoR5v2ZOxpMtSiEiMyFObLzNpzZkNxva8CsXkDlLEbbXNFx1pWSqzWErSbzAKzQfCcO+4RHkVEUrs7byPl2trJXh3OMi2GtjPHj6f0Yo0SD6/VCBb0a5UHqPFG1+fqiuOs8ZVN8SSh53JkqglsX7IyeILZkJBhlNM13vB3sN+kSp/P+kyjZUU6but/6WgGlagpUKxdIxKa2LjuhFrjprVK47vmD/EfLvwAAGVvTzK697HXgHuhjvdvr38AANhZWNBa2LZM4fMzLrIYuv1mih+fbAEAkjUJj2vMz5faEHGBFRG6TlnlkhjfAdjTHP4Rs2yzrlHvFUuTw0YtB2untAvI4QSyICo2DIAPf9gW0iUa1/mSo+e6iG3aI0Ce0d99dv8Owi7HXCcSnR36zrOH25i+RM/VXRrB6tH4JZXCJS4hOuaxjb9YpjimFApTpgirDASsojglU6jsFTLBc0iuZS9QFspzkC3QBjVdNbUMc+pZ8LgCLOhITLb4eim05K0ylS5U8I/o7+yJugDLkRAc/shtE5LFXVJXwG7QWIeJiUGP+v1T6xq2PTJU5hdovIuNcZLbyFCuiwq73oYAhhyWeHy2ANWk3w+Z4rDxLNebpTkVGig+v5ZqtIRtZlpq+gcn2zhvUp9eqB7hhn1FmHvVrtpVu2r/P2mXtiCn62RKnL2bYWF9CAB4rXOoafbbMkOi6BRYdYdwGnQ0Tm5KgMuc/H0Pf7kJ29ZujUgzKk0EMN5yNdA0bgDxbQaT77uYb/JpU4+xxNZayyJLrC5DBusCXSmwapAltpv6OEjIctoZt7Xou5qZqCyRxelY9Hf9eRPjrUL/pQm3V+raFKfXdF0ivkv3tIxcMwzdbJ9jtXA1bQrW78UdfDGlZNKzYRvTKasUNmON3/zkZFXjDxcaUyw6ZDb8hbyhdV8qXCI4yTydCfdljA/Zzf2l1hfocn31xWbCQIPJWtfMISyOAaxU6Lvz1MYbNwhI/vFkG6t/Sn9nRAIOcwTOFy0EG2Qlp7mEyS5xwZD0anUfq5ypXzIctJlSqZ2d4MOQkkKhsjRA/+drDzU4fc0Y4fOYXMrCMvZlDMHJnZoTl+GAzQFiJt0dn1URM9IhnZvgRDjmiwZSl9aa9uRUSZ5cSBXT5wrC4+8GAVDUDy+2ETfZXW0LzNcLlim6RufTMotcOUmQ2XSj1MtROaC1H3YdbcEOThdgT7+K/TWisn9pNcfROVmst1ZPIbLSyixa4gt9PaNTh+yzacklfbBMpJWCLUcgarN1tZlhxhak/8qAGR6BhhdqHHEYWwiPmOSYcY1mpBAsM6LhmqGlV51JphEGs3UFn9e+ZeTwapG+3g/6N+meCzTg33Cf6dBL2wi1NXmcVXRiJlQZjlMah0YlwClbf0ZA4xE1BFwOUSghwI4KNq6foe7QNY4mNb12Do9asBl7OUkd3HJO8LO0S2+QUYs6uLl9ir+19hEA4E3vmdZWBoAFdrv+J8330GByif/b7JcQsKBR3PHgLlJ2O+9RLEKYpqY7U40akip1abouEPEGJIXCFkuHDuqezlKnucRZn1yKL1uUIfw7jQ+wxFlzC4Y24w0ozDkEkOYSFZcmbW76WnP5FkOC3p/4MBhmkboCKVeIQADDG0yYup3BLDQ/nERvbvuTJh6w3vNHNcpWb9YGurbWNjPgjF3L9RkiBtFOpxXtzpw8r+C/+5LjtmtTLDfoRbhWpTHwjEQTDvxkeB3v/ZRiHs9fbOF/fO09AMAd6xESxZlLIXVFx6oR4G+1ScDrvRkt4EQZ2AkIPOyuzmBE5H7WHo8RdzjG50L7G1/uL2FzhbLHd1sUYrnr7umVkKgMriiWVowxx36vWT0NJzJEjpDnY8FO8AveLi6231MCk4AoyXqxAYP1tJvVuRYYm0QSacBgbiW0pOh8WaEYzMoxA5MjAbfPFUJVQ1NwKc/R9caoeBqSNrndxPAGg8JvpiW3AGd4g66Eo19U6Ay5kQBxk+MSgqVd+ecCjlNsLjItN8hwIBHzRjdPbLh8aAeei9hlg+CZB8EHjD2wIIuNkQkl8oU65ktcH14B6nfoHdtq9jHgOV2rjDBnjWzbyHA2oYM7GLtweRNlZA0SX2B4m+u9/Rwpu7nZuaEz69ZEYHxKm9iskmryiLtrhzhnIowfDGmdPXEX8bJHtd+GUPiDHs2vZyTY9Gg9NYxAGwQ3Gj2cLrCY16c0z5kNnL9O905rGWSLCZaFQsQA/SQzkD7gHIICdliD6Xm9jZpJY/WbnDP472tXLvZVu2pX7ap9Tbu0BTl+mXbqv738xQX1uAw1dtdCBdTYPa5JqWnn/7vlN3AyI6txcMtGl1UQDY2HJKA1AARbLcyXOFu4mkFNGXxt51ox8TvrT3ES0OkwSRyMXbIQpwlZZf3MRZvN9fxC9vYgbWn3ru3N8fiE+mRWEqzUyEL7jQVKqtysnOG/GRKoV2SmDqorA5hu0vUWr/fwn9z4HgDgWdTVwPNx7GLwOV37nOvET643kCdcf/vYQQHpi9oWTO5/fu7r+nWRQgupp5M6npv0vM8qrCFj5/DaZKHHO1XUd7ie1+nijysvAiB3vHC3N8wRNhiXOFGlmzfljMM1p4ce69SEU0dnCcU8gs2YTrdlwhgVtc4G9kwmp21Q0LspQ7TZjTeE0KTKmRJY48xl15hgxsk2AzksY8KfOzAZATFVtC76aVVrHF1bGuhs//N+CzGX28l2hDrLtI7Gvi6ZzyQwusYu2SNyERc/SrQEcOZITG6xNMVyQ1t2UbN0m4NFBfMG9c9RQHzGBQKcjItaUst5DG7bWmrYiMg1pZ8VqkfM+GQJ7S4X68ka57AZy1g5Fphco/W5Hy1i6RZ5M68sH+FwSi7nQWQgPC1lN4qMNZg9qne3ivkSh6VuB3hrgdzJYezpbP/puIoXF+nzRWeCPKd1W/vMRo1ZkhKvzBwXazL1S5LmylEG95TGPa3ZmD9lJqgXTbTfpvVgiVxjfH/wJVmQpp0huk2DcBg08GxIe0GvV8XtDerT7fopljlR90L1GJ9Wac3PmTw7q6eoLnK5YGTqhG2UGdrFtowMzIgG/1DA5eRY3DDxgx2yWvENXKpdeoPc3qIHf9V7Dp8zTpEyIJmiqZ9bqDHkJ1E5+hltDlkuobiqYrop0XpEPTe5IgVRrF0E5EpnTWU7Rt7jl2loAnV6+Dv+Cf56izayee7A3aRFX9Qab5oBGrKMdZ4zEcYkd3X8Y8Ub46zK+hXdA/xa6zMAwAv2CfffwH/wLSIf+NPtmzh6xFlsO4dVp4PiO0tP8bpD7kJNBvhxn2jLTqdVeCf8AjCdtPG4jKfKWMFh+dm+5SBe4xrkgdS1wk4v0ouRUuf0n9kaU4u9ZsJlsPH6vUDzSHrnVXwQ3gIAHLzYwK+u0CH13eoXSECLaphX8IhFoHbmtECHqY/7A/pMnlsw5zRfyVJdg94n1wxkNc46GgoIOATBvlZbpsh5OZ1nqYYkdQzgJGOQv7LRYb7F46yqwzOJCjUw/p8yYP0ffPpt7a4di5qulLKdBH6VQeUTF9vMATipzLSL5RiprvYCmJZt24IRl2GT+WpRfaKQtJl+bH2g3feumeLnugS7+Z1nryJl+jkOkSJ3FMY3OMTSl7A4vhg3oSnirLHUsqSV4wxZUcu8WtSdA0mN4/MHc3AhEMbXLfgcD3/cX9AZWQQGXNZDz20DZsjVQBxSgio5Q2+unGGHOREdM8X4nA5AMTfwjENUz8ct4DNaR80nKbwTZu0WhVttQjJyIq4IVI8Z6fBsBBxRhtowTbhcPFE57OB4Ru7sh9+yMDykg736jMNm11O8f0bx8sHMQ8BSudaeg8MGfTfKTLy9QRVjJ2kD7yxTDuGHPAYqMvHGMr13j4ZdHB/SQd1dnaHDddafP9nCyk+4Mms/QFqwmDdNLQ+N/x0u1a5c7Kt21a7aVfuadmkLspBxfRCu6UD7mjFFrcCNoaR5coWhLbpr9QHOjshFEBlw/gqdGh2DThr3YKLV0tKqgZTNe3XqwFrlxIadosKlhidJHW96OwCAd90zTRc1Z/LatuFAcj8MUdi3hIP8MiAraZbZmv36G9WnWDYIy9fP6CR8yTnA6w6dXN+pfYk/6LwGAPiDL17STN5SKHwR0zNkENgd0EmWfdhE5xnd1eYMMAQwvsbWcKLgMEt37ZmJeEDjUd/JUL1HIO+8P4Qo5DENQ9et10ccnojrcE/JijLPp7qU0ztzUN2l6x1jEf9wwJi4244u+zpPaviLE2aW5bYvmth7RlZy+5GAd0QnsZhHGiztDHztztQXytLJtk3fzQEMmQh2lktknKFuSomXuDbsh+EShjzGiTLRZLzqXprjp5zp/j+8/xv0XM9cJG26xmDkwNsrkg8KySJnTf0ER7N6McQI2Mq4s3SiyXETBr3PV4GkU5aaCZvLWyOpwxUVO8Zvrn6kx6lQafy5tWf4qUmWz4gRCMncBlg7Ja2IMuvsANEGrVVRjRGlTNw6dFCU10rO9PZjD1YxlMJH2GCLupNqjRulgKhP1rN3ZGLCIZ7M9tDiWvGoVYSigKRFa2sQetry7CVlAhAGMNihtWrMJdbfo7H0Hp9DFBYpKwBYhoS9SN+NuxU4+7SG1OGJZoAXQkDNaB5t10Ztl9bt0G6j8pfIu61mpN1uABDsISoDCJltqLswhc1xjpoMseLSPW90KeRQt0I0LZqvjdoQMdfX9wMfASef3BMJ/5D6JMMUDtehO0dKoxQu264syKt21a7aVfuadmkL8uC8CQD4yN/ALzCDT0MKDedwDRMTrtaY5ClqXPnwzdYzTK7TqfulWoHBKoMnbxcQj4bGFgYtQ2u3uGcSgUEn5/pLR/hu9zH9bPfR5DiWBBBxRc4Zn/YNqZChoOUBJhzcP04bOItLwtkC8vOT6Ta+UX3K16NrzZSt9VqGWQUeY/q+deMZHg8pAfN+7xpOIrpe3Yw07soIgJSTHBxygjlL4Z+zvk7XQMq63t4gh2Q8pn8cQU3ZGpvNIQo5AtOE4PiMYDiUPUyRcembmecQM9aKyXK0XGabcS2oU4o7/fb0Lbx8i+I2Dw+XtKZ1QVgKK0fnferf4p+f6evBkFAuWaSVowQ9rqQxjQy/vEaJujWGG/0w2MCGVZBjxFqX2hUxLLZCu8a41K5WicalfhJs4vu927jY4oUMFqvXqd2KJqiQsYCYM/dnK8Apkzo4boIqSyTszVqYH1EgsMEwm6gNJAxVM2YSOVe+QAKtKnkqN+tnuvKqJgP88eAlAEDbnsPjmGDvlPpszaUuTU0WE6QsZt/aHKBh0Dr69bX7GHDd3mlY0+w2hQX0Z9VtjI5oDc1XDG0Zr673EacsY6CAyHL42aGxjUlF4PibBaUSP0oG2Fy1du7V4LIJF+9X4I6KZIvSlTL+SQ73mPkjj06hGOIkfMaFzgOIOfXfGlt6XeRBQHyoYMQSe5HG+RC150xmXPHQf4MtZibByKY29rk0Jpub8M4Zi2wBjXoJ6ft0vqF/LlpRxlo3A3gMJ9xo9tFgVdWdaRsRj5l5QfpaJBnE+AIH5IWyzMu0S2+QBZeSLVMcsCTpTetIZysTlSHhNOLFLqxaQ7zLeiipkngWUFbKnBd1zJIyZCBQbCH/mJvEZAJQ0P2mSwmUZXOIXk6T5ufjr5QuAUA/n2POruBhWtJNjXMPTQaTt+2ZDhm86u/pjbEAYveyKv7lnLJdP+xvw+bkU64kGpwp++XFhziKyQ36fLiiRZEcB5o41hpzLXR/Ckj6btD2dObSnKXwWNbHOhkhL5JVKi9ZnT1PU6kpDkXIJEfKkqh5zQdatBlEHRfmjEa/85nAbIlxbYaFzw3KVsqRicUPebPhzTl1DLTvcY3qaa9kTfdc7ZllnoRq08J8eeEYRftyTmGLD9NreLlKD/Oie4DjtEljaZ0h5zXyKFrGOTMW3XBONMPQT0ZbqPNC/9Y2rZUiwQAAfTPH9gJtvoPQw+EuhRrmEwcqK52g9eaQxiEzAcYtauzhQCDnkry0muP2Ogu/+SP8fJNYnt5xd7Xg1vvRMt6sE3g+UQb+LCLgnMsbkMiAhDer21vHWK/QvW/4Z/jDY0IS3BuvagaZaergP177E7qnSS/732h9iPe3Kdwxyjz0Y9pc6maAk4hZdpRAz6d1+2WyClkkiyyBsFNmzgEg7uQwZrzpRAYCFl/zziW8czZCFoXGYdaeBVqITSmFnLWhjCLp47lQRb13lGj2KhhGudEICVFoz/iuLvSQabkxutcpxHKzc469Mb0H472O9l/DpRR3KvSdBXuGRlFwYI2wH9M6SPk9r5oR3mLROQD46XALAPDsozUd5nBs6MSlGE6+sikWbFyXbVcu9lW7alftqn1Nu7QFudqmU+/JaAEfeRQp/jYLwgOEfStcqUle0so3jZkWqP9u9zHW3qGf751Sadn8tA1zzpanLbQovVDlyXO3eYhnESURXJGgY1Bk24CCwQHdVU4cjXJDE8GOc1cz+Ngi1e7gPHO0iHusDEi2MvcitkxyG8fMk+caiRYen2YOAsYhNYw59nI63Z4eLUAckwVZOVKo7rK7MGN5Ad+BOaDPml+WBAAiy/VJl1ddiAGbz0GoCRREq4G8xtUiBZnwLEbcoD4f/UJDY/ByU6B6WPJ2BoyJizq5ZsbxjiVqu+RyWM8p8A2loObsPk0mWkpCGgbA7pY5zYAZLZeuPdXVDu8dU/LiW8u7cLjE82m8iAcz8hSOnKaWc7jXW8F2kyxBX8b449MXAADPjhew3CELdsKlb5P9OkSTLPD/8NUf4VWPrLkP5tfxXz79DvXpsOSMzFwTjw/JNctdpcsKCymHcAGIlrmqqpridEqWbNuZ4y7DtW5aJiRoDl6zj7FhsjRwVsHxGlk+v/OMvKcCAwkA+8OGtnBW3BHWq0MAwOPhgoYN/dzSU2zxe9DkPjfkAKGiZOAfj16G5MVfNSO0LLLSj6MGFhxa70fLNUwPaF1mXtmHcIXWkNsJEB2RhWSfmlo1EBJIqpxge5prYmhIoSWXhedqmVYU5BdLbZ2kE8c9qIB911yVpDO4wMxlW4g69Lk1V/COuYJunX7/pN/B9Jh5UwUQLrEeTj3R72Ph5QHATybbqLB5fM2jubjtHmPNpHHcSRZwOqcQhTKA6i5brP0ccs4SHeMJRMFHW61CsaTLZdulN8jdp1TKJ/wUw05ppha6v4dphAnXKIXKwDbrz1roaznLDbuHdZsedGdMm9HBRq7Lt+zFObKnVX3tG+wyvervaUaYN51DLS+7YBg6e+1zHGSSCpxxgeayOcKimujrFQtwL+lgxi7558G6zlZ+OaZn3KgM8K06YeA23BranG19Ei4i503g+4M7+MnHhDls3DdgzQo6plzXw9pj3nSqDpTJi6VhI64zmed+WOqB5TnERVlcntToWhvmhGVaWVIzF0JjFeOGhWiBQwTrE5w8ohe59hQI+XNlKMgJEwe3FcJFxp9xtl3N5hprqXIFcCw5nwJymWKu9jCCDOi5/uzoJpoe40sZn3gY1DFO6bqfnKwh5gzqZqePPrt608DBvZA2zkHo48l9OiRFKjD4/KtCnLUAGN+i+63bfR0bBABZZxZpU0FwJtk7KuPXiVL6oC2ou6zXB6gyrrLpBVjy+PCtHeARoxGWjD10DdYYh8BxxoekSPDzdXLDf3/1ZZqeD2pIWdAsfF7DU9YkGsw9Lb3rWQlWfDIsfr3+qS6BNfThXLLwA8CmS+/GPLdh8SF/xz9GyN/Zag1wj/GM1eeyLGCQDIQOKxqPac5EiY8EdBmmNVcIFnhttWyYZ0w0bVmQFY5pdlo80LLU7hmOyjVywWU1qhUds0w7VQxuMRZ1UBoC8nMuBKkpoMmEuW6umYSkzPG0R/vBLLH1mN2tHeAm104XeuW2yLBtsjSvPMSNOvMdiGUdTrHmSscd8yAAilr7hYZ+Dy/brlzsq3bVrtpV+5p2aQty6QecDNlw0b9Bp+UncUeL0B+nCxr76MoEk7woJRSaqWOmbI2hXPTp5EpekHCM8kTabbJLNzI0lm247OOuS65IRQqNfbzYLC5V68oYe3xcNi/QtvhC6Yw2AO16A8RfCQDjiMzvjc4At2xycXwZ4XFI1s1R1MCfPaayKeO5i5WP2EKTueYLDDsG5kzOIW5zBY5RBtJzS8MJYY8t+M85Wz2a6sJIo1rRHH+pZ2C+TG6E16T+xXUTE3ZbwpUUd26TaL1vxvhoQHMTTG1NLAwldAVI2k5x9iqZWuaUEjfWOIYx5LBAGEFxggMqpyA3AJmk6H7AErvzDvrbXM7JXJoffbEFybKrTl8iZgzjo9BEt8Mle1aqs/2PD7s6oVB/BnR/whg7Tv0HKx6CLmPc0irmnMnNlMT2ClsNvSaSA7Ko3L7SLD25BWRuwYVIn0WhBcHelYTSSaE77lGZTY8XsM1u9W7axh+NXqHrKYEqT+B6ewgAOElqaH3O78QWtGUyud+G/SpZXb+88iVe9Wnddo0ZRuztfBHT/Q7TFn73lDC2u6MWNuo0Bl13qskb9uOWTt6YItNKgeGCjcazIlFSYJGlLpV0+wr1HSbTMJR2q4O2JKJpEEluusAyFWlGVW2A1t9Bb6CRFSrLINSFdcFutajXEN0kC3xwx0HcZE9qDNhDXtFcRWaPBQyW3g3bAuEydVYauZZU2TtvAuS04IXqMXZZlvkmS4zcsAZIUITyLO16oxNBJhzmej5FPi49x+JdSqr2z2xBXnqDrD/lFznz8PEfUJbu4Te7elJTJfFum7JLK9YQfdbo2DJ7aPAmGmaWBgrPU3Jxw9iCZDDv4UFbZ8vd2yMs1+khazLQf/dh7qDLNbyWyMFeBmrseLtCosbuuAUFfk/gSwOVggLJmOHPJwQreTpd0FnqQib1DX8HTe7zUEb4cESxrQ8ebcHnUsnaXg5rzhCjVy0Nv8hqGQwuR1QnNGHumfwKg0vliHWYnQv0V2kK0WRwsGNr92i2bGrtltH1sg63cKu3bpzg7TbF53bmHUg7499nmtU9d3OgxplzO0N4jTpzBLqe23PgM/lrwzIhjs/0fRS79SJKUNulNTBfqiBzmFG6gApJIosFKMObt7gEtB7oTfHOwilOOGY0ftRCnZORnU/nMI5pQyiYdVzLgMektv/103eQXKcXct3u4/YaZcv/3+Kb2L3PDO92qT9jjzMdxgibXKY5drC9SPdY80cweSfJlNTurAGFHxbiW0agP783WtXj8fg5hWE6QwVnUrDzCISsgZJUlQZoV41Il1N+Hi9rQ+H/+PivU58iG6MRxwAU0GT53q47xQKzcUsoBAaNySjuIBgyVd61XPvNCfNNCwUNPLcnCs6QN6BMIWSxNHuqNMu6EoAMeOfMc12coBhipoJQsxsJKSh7DQBZpini8k5dA9WnGwTDAii0oYnCeZm7Jwr1nXKDP6kyAiar4NxgAuNQ4pCZm/5c3NT1+B87VEjgdn+EF2x6Tw+yBu6NaW7y0ITX4+d9fkquNQDhODoEkDQsyOhCGOsS7crFvmpX7apdta9pl7YgzXM6mswlVxNnDp610K8yiHlm4MsFOl0dN8G7q8Tv92p1X5PqPo6W8Oc9clEf7FCwvv6JA8b6wlMlQahYUni1Sa7jJPfwLKJrN8w5dgSZ3Vv2Od52+l/p51muMOestC1i1DiA7QgLEXNDrhoT/FqDCCo+srb03xZZ2Fnu4JjJNn63/wY+O6K+yqGpg/9mqDBj5qH5jRh3tsmqqVqRLpr/gUPWSDqvwx4ySDkssXn+7kzLqqp6FTlT2kMpRF06USfXgbRSJFv41+0Y1TqdkDU7wgJz8k8dR7ufu2YL6TkHp60cCwv0nV6/qt20iElE8NjTFmtutNBmvRZICeWyiLxlaIybM1Bgij3tdikzQ1plGY1MAux6N/1AyyK8v7OpWY2soJQUtfZ72iUqXDcrzbAo6Sb7zQ4eL9H8f6fxCC7P019f+gx//3VaPMFnTUgODcQVUzPqhAuFWwhdJpooqcHGGYRmefqT8Us6YVc1Is3GNI0dbcmA+5/UBNwRl1M+SZA/55LCOxaGS/R3ny2s4uMxWT4VM0aFCw7Ox2StR30P7jEv+Bw4qZE1bIq8zGgbkdZPOhnXYLE0q4wEok7JRwkA3plAfZet4SjHkJNc9kjBnrKH1U+QspSJEeeQMVuQSQqVsWczKUtJZaH+aFsQLnsNszkkk80M7zQw3uQE5EoMERTcqQYKpQ1+bFSOYtiP6T2xHwPeKYWu+i966L/BHlglg+Kwyc7DKtQNWosvrFKy5vdHr2FSo4TZvxjcxQf3iSRm4ccmqvcIjZCNx5RsBCCk1KXM1jiFMf9L9Y//Pe3yQPFTevFqpoHKDg18ba+C4U2uMQ4VApZNna6kCJi484/OX4TPGe1cCTz8yRYAoLFPs1o5yjDlNz/sKsRt1vZQQoNlPxuualgGAGw2acP9zaUP8JjjngWbdQE/AQBfAHPFrhSUjlPetCysmnQNCxnen9NG1jDoGnUZ6uziK5VDTca7c+7BKDSejyLYQ2a2vmHjpMusKAsBHjAzzvycFpGTCpgM5vd6OVRRQ7voAeCqFk9qFhV7nCJscdZ5OcXWdWJS2mDC3LY9R8wvcqbKF9wSmQYsL3kT3HNpY1+ozvBykxbmfr2p9XiKzSq5FSBkCM+8Z8IZUv8rD88AfmnilTrGmwzG/5UQKwsUWjnh0y1LpHavom4ZZth53tXzIWYGKvvMjn6Yo7bLgVlDauE2LQschrCf0XM3Hm3gk3fIlfpO45F2VR9nLrZaNCb3litQ7IoqSWzoAHRMDqbCIGRJWZlrEPgwq2AnpAzqk2kXqz4916v+Hn6l/jkA4F/Yr+L3nlA8soBLKQMwOcSSmwJJ4S7WmX0KwE92N3U1SJZKVGp8MPHBtfRDqaVbz1434THLzq36mUYEjBJPQ1lmAw/VPlelOEBc4awthzaaj1JYU7re8JYDZrBDbglNn6dkKdrl9RRyLjgwrJK4uojZQcpSxExIDSSXjTqypSYAYLomMV/jg9HKAa5yiuu5zqgXMs3uwZgQEwBUHMP4mA7FxcEarBlBwaKmLBnfJdBbZY0q3kMmiYvHrO/0YLCE+n36/cKHA6jBSF+7aMJ1kWzTeg4WbRhxCU+6TLtysa/aVbtqV+1r2uXZfDibJZ4+h2RXIN8qWWHCjiDFQQAQCj98xL9TAvKMZV0zYOmndNpkNluQ+yEU11xnrtQZuVlaw1+wPKkMJNzz4oRWOHmNcXDKRJv9tAbjIF2R4+zfUG4ZqfwrBLpVQSf0C/YAn4R06i6aBcHsED3Ocp+nVYRc42kPDHhnzDzkGbCHZO3Untno18gN+sl+Q5dY1fe5PGo/Q22HTs60YiHoclB71dJlll4v1+GF2bKtT/nW8gCvtSnUsMiu9Gv+LmpsRSXK0OWUT+USWpy6Xrd7WPOGAMhy/5X6fbp23cH/Pf5FAMB8SmOw0Jpg/Rp9t2GF+FObrKWNfAFOj/1gAczWGczbmKFq07MfsCstrbL/shMhY75IMTWLvBtUM9GWlsjKcjAkaaly6XESwve1JWBPc+w/Iwvjn1TfwLfaVDvvGxGqTKH/d956HwFzFz6dLmCnT98PWNLCtjPcblHyqW3PMEjJvHqpcoDEo2cYJj5erVDWWYocPQ6zNMxAs8ncZ2C8f5xr2V8jVPDOqK/ViosJJzYw8RG16LnMQCBUnLRj6zazFcImewqtHK8wiP6N6i4+Ymbmh+MG9h+SB+P2DY1MSCpA82FhJXPmeBjDiGjxuwNL6zkoSVYkACS+pHJDANM1G8s/5cRG6JQUpCHPeZbpN0bFIQR7OGo2hwwqfE8F9UZpsSmHw0EVhTwu5R8AIG35MM+YeWg6A3K6j3i0g3aBW1xoYHSHvJKzNwW6S2QVFiGRKDfxeE7jcfC8g7UDTiIGMbJpWXMtOYmExTbmK0ym/aKha/ov2y69QRYuEACd7TKDXJvu4XKm3Q9jbKLCetXmXMHnTcWIcl0rLFJeOGdj1BOmBxt5OuMVLJh6YCvHOZwhDebwhoPjDi3+o7WmrsU+Z/BqQwpc55pRX3rI+MUb5AEcUcQjTRgMFVoyHPxy5QEA4IuYXNKdtKVJZY+jOo736X61voB/zPXVYaYhAyKHzhjLBGgQjwPqz+nltUaR/q4RprDH9PPwloG4YElVEglzaeTvjFH36Xn/1rWPcNel2Moqg6U3jBySF+sozzDknWmWO0gUuYtr1kBLXO4kXcQcelg2h5r4o+WUBAF/tUPuZMecIvk29e+H6iW079X0Mwab9Oy36yMdZ32YMcv52IHDcdYs8mAU7N4uYI84NphZmtA1WJBw+yxdu1tSUCl285CMNUmH00+w9ie05r7ob2P0Ldpo/qcbP8L/aoXqm5eNOXgPwHHHwR+2qZb+lAlKlu2xJii57R5pSi1XJhpCVvwfIDLmQkDsunOGc2a9f9Bid23BQ+3gwknMsWl3mMF8yFCltoQRFFR0pYazf0bPKxOFgLWrVTvBhkfhgvO0hh12OQ8GDV3/bYRA1CxvWYQPiusmdQvDJQZtV0SpGT1WEBzrHt0ikDZAGeciHmkHJbWdJqsYjXX8TggBwXFH0ajrcJB/nqE3pHfdWZmju0TP8Gr7EI8nlCt4+IzWyPDQR/f5v17JorIMakpxT1GvIGLkgX1zjJpD79DHJwRJm4c2fNaTkjNDs5+LJIVkYhUVxxAV2jxm1xsYb3Jc+60BbnJI5rLtysW+alftql21r2mXtiDVy8RmIoIEims2jTCDPeLTo29gvsbErk/IugSAynGstUDoQlxexGV4YhbA4Ov5wxnSRS7vOpojZ6p0YxohaRVuuEDlCX3+41vX8eu1T+lvNcmmrRX8AGhLsXVBhsH4S0Dzm1aRyCEw6v/r/OexM6UT/Hxe0WV6mQ1kxYk7CDG5QdZJ0BXIOSOc+4DNSUDnmH5QhkBSr/B3La35klQV0iU6DYcLAmvrlJH/n2/9AD/vPeXnEch4zIpRlMLQCaeaUAj52V+2jzVDzqNoGV3G0rki0RbTLHc0M5LP4OcNq48aJ6gqIsaKS6GGrJ3i7F0eKyeHw1IHVSvStbN2jd2rEwssJQI1FRqb558ABmftzUDq0j//NIcRs9kVhLp8rchiX2wySuGdFgxJPo6HdPHPO2t4yaHww4JhaOq9UMX4hk+logWWtp/5mh+ga8xwltF8LBszTDjJddfdwxcRJYPeG21jENOaeaF2gnsD+vzFdVojD+US5A/oYRY/nEKwF+QoBccokm0mInahjUhBFvo+THac+aZ2j81jG7+DN/QzK04GWn0TlQKoIQDORSJqAuPrxQDRP0nV0iiL+apCusx43ExATjgZEwpkHVpJ1Q8v6NtYpsagioJVynU09lHUa8gbnH1ve9oiTT0JVmDBZqeP31whwuFBWtF11dOY7jP3l5B3aO6M8US7xEIKXf+fVR39jNlnDTxdpzlw69Qn204xedykn0cS9pTfu7oPYdMcqZqLYIH+bnjLRPQNeg9/be3pV2q9L9MuvUFGbR5M4cLbHVIHj8ZosKZGZgvY0wIqAq3B4owM2If05ogw0sBTxbCOPE5KM973YRW6xJYJY8QZwHYVaYUmKjehM8L3d1bRW6dJ6xr/9vT9X94Ui+YIS29AReVN05xjh+FIplm6Uc5QYbrKMbfU1y+4krJklDZyDZlJG1z50rCRsWRm0JUIFhmeYQJrK2Tyv945wF9p3gMAXDMH2rS3IBBzJGhSaG0ig89vQj+H1p1uG1NdqfTPhq/rxXDLO8EZaDN3ZYJMFTXBdN2n0aKGCp0mdQwTWlwvXj/EiKuLlvwJfBb++nLQxWqV5tS2ab5CAwiW6HrxcqLhMJltwBnQ2CzciyGY+1PkSsvpOo06wMDeIpMKKcjFA2AqBcXCVMvvCTzlOc+3hY6/JioGmAd0klvYSSh7vsjEJpvmGBXOyGZKIVF0v1AZGHK8eSfuYickt/AoqCPh8f7h2TaaDn2/yKbWqgGiBm2QUdtBwnXZ3nmi3U8Amj1+umrCGXLW2y3WskDlmDPHuYUZC3LNV3O9nsyZ0JKySU1ouVWRlfKsFmeJg2UFg+PfSSvFL79AmkS3Kyf4gyOqIT/7/irsId2n/SDSm3a6UIPksFchziZaTURbFLLJbAmDQdZJzdDuvciV7kdvXsFR3KRxMiK8whKv3wNxFgSLAqMXKVbfnIUwisNQ5RBN2jjDRU8/b/0ZMGG0ebjKB0Yj0rCmcCPBiIX9lFHXYz6+ZiBq8Zi1M9zuUmx30ztHrn42p/nKxb5qV+2qXbWvaZe2IAtJysaTGMkiBayNWaJxV35vrgPVWc1B3OZEzjxDzqSbxnQOsMJdQWIpfA9gdmLhu1CFeR9GGrAqTs5QOSOXVyZLyJwCrOvg+69R2eOt9g91XxPGPlriX3fX/m3taUL3KIL5AOWM5DLXks89je0aGaYGOpshtJshDIGgzacdZ4njusR4i61rCxrZmy7EeLVDVGqvVve+wuyi601Vjj8PKKNZMBp92z3UjDAWcl3Odpw2dJKhF1XwF8/JB9vsrGqg84o3xlu1HQAlu1HNCDWFHEBJCQDotsf6enUR4QlbZd+zXsRHPQqauxY9+No3nuPZGWvmpIau0U7aOWq71D/7LIAx5PukGYwVqklO19owRhxy4Trg/LyvEzZSCu3SmQML/iFZfA/Gy7jjk1vVlE9R4Uk4zlq4zbX0C5z9dIVAjWVpE5VhFcw2JQQqgpJfy8YUk5ws1SC1MGbqNUMqzBMGaHNKvuGF2NlkDZ4TUzMJZbat3dzqXqitssSXiGu8LhgrKKMcOdeeZ47QBQT2SOq1Vd3PNWtPsJRrFngRSsgFeldSZjC/vXSGpk3jeKNyhha7WoO0glnMllg3h9NjD6diIK4Wlr6AM2FAdYez7fsTiIT737G0F2dEuWbFj2pSh82aXqBxyKvWUFv3G7UhAODoRhPhCb8T6y1YvC/kvo2oQz8HHQOsRoy4LhDdoIFotehZRmMfymaiYD/F9DW20Lcs+IeMgLmeYGubEpQVK8Y7LSpaueWcoH1hnV+mXVmQV+2qXbWr9jXt0hbkkCVDZFJaV80vcxgzPuXHc80GIkcmkjrBIZKqqUvUssoiTFYYk2dDAFRipxyWD7AMyCcUtyA1P47ZRBFwRqeGdyGIbw+a+EcvvA0AeOvdHQBAPz/HJotS1KStBelzqK+1KEfMf3icUnzkj3buIH1MMbtUARkTj2aNHM6A4zMXqRtDpcsAW1sDDFOuCmCCgKiTI+dkhjEyIbgkbm21j19pED5xkrv4hyekZn63fog7LlW+tI0pDpMmAOikS6G/Q01qIo9p5qLBMchH5wvIn5Cl/zQ1UK/R57PE1uSuZqE8aM2xaZPV2DRmWOMqo01zDpvjaVVhYdWkPmUQGsKhLHquuh3qeOQ8MSAY65f7uS41y10TsuAonM5hnnLlQ8XTrEG60iItoT/5LIDkGLKoeBoL+OR0Ab8vCc5zba13Qe9GwmLphHPGRjZkgkSRxWUIAZev50sLIX/+KGlqCYkgsTBnCzIKLDSbnFBgC/L0rIPmZzQPXj/VuNW4KjUedLrhwog5uTTN9ZpxD/kBDIHM5bVvmBobbATQTD1uL0HvFcaGrgTYXBgCANruDHcb5H0Ueu9vV56WjFoi1THm3xq9jXlUwO6Ejh9OVwxMONHj3h5hco/Wf/dj+kw5BtIqx3g9qa3k5qNYExLPF8tET64EhgmXyNouvmB5lYfnhFuUZo7BN2kxJDUX3U+4RLFuoPcKJ0IdBXZaEHVTvHiNPIHCch+c1WAP+O8cE1tbDGULlnR81m5GeLvzXPdryRrxmCSoiwg/S7t8FpvJLWcrUi/4wQu+XgB1y4D1hAVWTEMHdKOmqaVcc9NChVmGnSltYmm7ou9hTCKdNVNBCKXZZKEz54hirY1hDQJUPyG37u8t/QoA4DfXP8IXvJGsmQNY7HZtmwHaTIZqwtCg8URl2GVOrLOUNsVOdY4eU611P0kwX2RC0rrQOLTcFJrCbLqZQy4xfVb7DM2fo8l5PiMX8tFJF45Dsz61PZicNV/0J/g0IKag3376GuL7dM8POtu4fYsWv2OmuFWlRTBgYGimpNbP6ZpjTDN6gT4ab+BLLiOMntXgcXIksFz0K3SwDfwUOxl9Z2GRkiDXmz20TOpHw5zrl8zAHNULiIAGu6g3rDP83AJliX9n91UAwN6giWDEGLdEQjBDkzkyELJYVqViwuzzKpYCqj8EAIg006DwfP6vZxlVrvTnsi+x8DHN00Gzivu8RI6XGjoEEStDC4g5vBvsZVWE/IYvmxOscshhlMfY5/n/JLiGwznNwel5HWrKIlATA5Mj3gj4ftVTAbfPWN55DpkUCbvSgJgtSxQ6cUZioLpf1Kqzm7zfg2QKtMWzNnrfpHlJ/LIccLZi6zWXhqZOFn2r/VTLH1cEjV3XCLBwwYAo6NUWrAmaFfq7k+sW/Aqt1Xlk4c4iAeBfrB/jd2M6bAYzOlhzswaZFMUfgNfnOu8ggZzQNeqVFkZ3GOyemujHtEF+P76D3TGtf63/tH6gWbweBmuYrzEueX2KFxdP+LsSNuv4uEaiS2o3fUrl37dWdFJIxBIHPZovGZTOsGHkGKe0Fjfdvj44C0PiZ2lXLvZVu2pX7ap9Tbt8qWGTOeQ2IkwPyZJJfUOz1FQODZgtTrVLCXPEwvZNE9OV0i3NbDqJW7NCS0IgqTPZgi1hFcfl4Ym+t3QcXcmTd+qYb7Lim1VWC+ztkyX5D+bfxt1FsmTnqY0bVXId/1rzE7wpyLKsyvJcOMliHGfkVu2F5BrPYgsWQ4nckzkcLnPsvVbFbJ3HwwIyr2SKyVgg/umog9stsvhSJui9tlCi9307wekZ9f/Tn9zAp4LxpYlAm9R0EddMPA7oRnIpxH1Frkrh3i21x1jnwHfFiDUm8XDawOCQTlS/V2IOrYmExRAse2SCD1dkzHQjhcK6TRbXbfsELlvd/dxAjTVVEpVr1cq9dEknAGpMdDro1QCuJnJPTeRmoZMDXR2VWxJph7V2Gp5OzGA6L5N2TJQgPK8Up8eFCpsshzWgv2t96aJvkLXzn9u/hpcWyR37duuJhmxxvgyjPENfsWWkpnjKlswX0YpOju2FbS0+bx46cM9KuE7B4Vno/5hBruWKjXmqoSm5CZ1UGb2UalJgayyRGwXxQ6FFIKDm7IbsH6HDoajp7ZZORAZtibjBVlwO9EOWdkgqMDx239lKbkupS2gJ1kbjdNfdA8hBgL8Z4zlrL/WTCl6vkrcT5Ra+vUkEnd+f3qF7L5mo7dC7653lsIecTE0ywk0CsAcxuu+zBzZZwvgu3b/phRjN6POFGq2VODexxmQg/isxqhY9+7cbT3CLCXFrMtRY3ifxIu7PKQlXkAa/unmAe5L5OXMBPKXPVaWU2QhmNkYMVfssWdUeWNOY6+qoy7bLs/lwW6xPMWBsYHze0p3KLYG8yrGSINFZx8maidlGSctUMHUkVY7x+cBsnS7S/sxElzdWWateWEgS4AkJVms4v8uxvXaO3OIOMO5utl/DxywFutIcI+CMdFG7DJBbPVcsMJU28BlvRschbVyDQRULjMGU00gzmnQ+AfwzLuVyJYY3yhdIhbSQzodVXKvThli4oXthC7sMPJ8EDuof0Dg1HyVUfw5guiJhBTSu4YKh8Wz5oQuscjhiRi/vwayDA5Pcl1ZniumcdVQmDkR0wSngofFPFGwmd00qQse6Bj3aMCqLBzjh+GsOic/nlKF+q7KDrkEx4VAp/JDDAf/10bs6fvlSixa2ZWTY6zXpHvNKqYEyEaRPAkCZAuNtGj9nlKMyYyBzFJEANKCJWIXrlHKdUmj8LFSOjMMFcUVoUHH6SQMf+TR/H6xdw9MXyF39u+33AJBW9x1JL0o/d/F5RHP+2WwNtzzOeJoRDsd0De+k7Lc9zXXczhmWRQ9FhlemOVIuari4xu1zQ5dZJjWFuFZgFHkM+jYUOLZp28ApHVK1KMHkVYrbKSlL/XIAx8ye9CN5Ha9XKDu7yRwClihf50glWjO+a8zwiz5hIjMIzTkwzlwcMZt6piReqNBcftihsQnOmqgcc8HHXqDzB8hzLRcr4gTNoCidrOGY8Yz5msRSgwySgBEAnz9dw7MG/d27a7v4zYX3AQDvOL2vhHLOc+rf86Sta+23XBqbrCrwuMfx7/cbOh49W4NmzcfUwqM+feftpT0tGvfJcF3H3//2TVyqXbnYV+2qXbWr9jXt0hakHNAOP2h5muEj8xUMzsuITCHz2T2yDYQLdMpHbSBbo5PH8RIEY7Kesm0uzXJj2GzxjedVWDM6gRqWARHwaW1KpFW63vkrFubX6fOb28dYYZO9HzEXZexg94AV0nxbuxDLRgTJWexIpZiwxRIqC1UGne2M6KQx9x00v6SjScwCbb3mnQr8fc6ymhJKkLtz1hQwqtSnWiVEL6S+/DilFOGrjQN8yiVs876PtUN6djPMMF8qp6AIRYRthZQz5+ZIImHLUbC1rOYGzD6Nx8j0gR6rFM6FljHwT1PtDk5XTV19kFRKolWjR9f9+Gz1KyVY15iE+IPZlv6sbUzxT86pFC7NJZouWQIZX1hCaX0YZyCRsfvnngskTOWZ2wYaTzmbP0+BU66hi5PSnWZCBBgGBBNEqDiBMArcrI/pJn0nc6GtPGsCeOc0PtNDD7/XewsAsP9GEwDwP1p+T2M9Pwy28I926fdtb671Zv7iZBshq0I2Jkq70N5JrPGKVo9Zmeou4maJ9Z1c4yTYC0DGxMHOmXFBi0ggImMN82VmGDrxICZcUTadQfA6Q5LC36OxHG02NOrBPrEhFP3t/q6Pf+K/CQDYWqVES0XGmHOFEAA8Yjczg9TZ21UjRk2e8O872p11ZaKrsH51g6zN3zl4R+MdzXGoMapqPNHckMK2YTCpiN900P6YmXNqLsYWvxMchhFGjnCPPMeHlUXUFul6VWHBYG8xVCnaTHL9rreLaxatkWFOc74XdzQLlWMCYbGWQ8DiUtfMlRhNOJvedvFFj6zx4fMmKs/ZtfkuLtUuvUFWmTF5uuiWmbwjoUGiadWAKiQ4d4eIt2gjTCsKnTYtzIYbYl6lgY2ZQmwW2vrFaj0u4TOjmxVYXM897xqa4cP7xTOseXSN31j+FO965MYWIOb9uIPfzl+n71oJXM7wzXKpAeRUXkYDeJw0tYbz6CMyy6v70MzDKooBZtUWmYLkTTtcqWJyjRl81mf4hW1iyOlFvs7U3f+cqLEeLXQR9znwJxhcC8CISoBx1AGCjUR/B5LLLBsxqhVa3NMT2jDkRTf6zMHqD3gOHKB5nw4MOZoh67Bei1vRC13G0CDkqMvliocN/KuccFx/Y+seVl1ytd4bXcf/Ze+vAgBeXDjBMKIX7mDU0Ozcz1N66w8/W0L9aQmGFzmTpPZzzWadOlJv1DLJgIIc17aAguSU3WqVJECbNqus5uoYX//lGs7f5JciAmzO1DsDhfpDjm8de3A4o/4xKMbbebc8AN4/3sBon659JlvYYXYo50c1bH4U8pgZmupNzmNdPigYymZKqcMF8TUTIfMCX3t7H12P1vv9syXMvmzS86wHuL7EQlzWBve5Aa+47t5RGX+tVhBxLbEZKh3HNANiBwcoy/3J71GRxH/6Xer/f3bzX2rWpkSZOmv7NOhigyVl/4f1z/X7u2aMsOVTOGgnbaEjyd1/s0qu+4e3N3ByTOGWxmMXBsdQhSGBC3AskdC6NacJmkQhgNm6i5zB3ftntEaMEwdNIs7CSbSE31p4BwCw3P0+Vi9k3wsuhRumrfXu/5ilgzftM7x7g6yAH49vl1pPsUDGOuFOX2DKOjnPxm291zinBtoPSvjYZdqVi33VrtpVu2pf0y5tQTaeFYFYDw5rcVT3Q52hNCcxRFwQTRhIWU4wc5W2NmpWiO0auQNnIVlDnwzWSfUPhLWcbDAItKngnhZyjUDyMp0kb7RP8HKV/Po1a6AZWooi9EQZOsNbMyPtQkTKwBlbjfPc0Zi5LfsMf5S8BAA6MVI9SqGYil46trYezP4MeZVLoroWZjdY46Y10cDka5WBdtm+rBI1fHrgw5mUFlxAFj+ilglzzsmJFPB26dQLb4cQbEGuLIy0O/swYIzd0NMynrUdgdrnNKbIshJHahqQTATsHwQYvEDjPV8rQe1gBiLTyRCn9OG90Sr2Azrx56mF8bMmzdN7bUTtkkfwUZ2s08K6qT0vcYGpK+CfsHvaS2GN2a0eh2XiLYoBp8AW5qVrvUjhEQiBmEtao5aFoMNIgrcztFZH/BWFwVMuQU0lcp+JmaMU1X26Z1yne3y4vaaB3+nTKrxRiUDw3qf7dD8Y6gIGALpQAVICDe7LNU5qOBKTa1zu+fYAt5hncN0fwuMszbFfR/gKrZFvLO7qdXH8Go3dodmANSWvZfm9qnbfw8UKpiw1ENdLsgprDNT2WbWyIdHYof6NR7TO/tfv/F3cvkbu82plhBoXTPzF0XW8uUisR/fd51hlnLAjMo1SeMk61+Wtpxmtt7c7z/Fb29S/0a4P/4TRJhMH1oy+k09nWstGzmPkLRrj2q7CyKKxsliKo/ZcwTtn7tepwD+rUcjmlV86wG9USGcmATDn7PuC4aGg7N22aI0fpg1NBK3cjDLZAFRqaK5Rayxgn9P7e8z8qABQmwL2hSTbZdqlN8jKLrkNlWc5cpfrUucJwGa3sk1kNXJrZmsuhi9SZ9dePMGrbQI9v1g5RE3Sw/9xRpuS5aRIquwiVoDKfulCTG6X2TuTJ3Jv2sLtyqn+3OZU7RYPoBQ5zr2SCfqcwd/D3MNOQpPtikRnrhNlaCnScInuNz824PS4Xta7AAtQSgNkgRqMMX3n+MEijjpNAMD11XOssS5Mi0ML/XkTYsQA+QF0hl/kgFtkeA0BJrmGCkzIGm++1RHOAnqeG8sEWXo4X4H/hDaD5pO4jA2FEYRZALElENE18qanRaygBNwXqH8lARywXKOX5svzRSQJ64rMbDjc7+bjHDbrp8QNU0uKiowPzjRHUmFXZgR4+6xLLATSGkNPLtxP5AooqmosR4uDzbdpHEdblnaflFmyUotUaKlUeejq5LY1UYgbF+r/naJKg34fjSpQQ/q9MxNaHtXt5fDO+bRJc70pqnpVH4ZyNEdeYaadRVr7Z28KLN+lUMRfW/1c16wfRE20OJ67Xh3quRsmHj44J9d6rUEbfPOXjvHe5xQCOItctB+wxtG1i8UV9MIDgH+WaQSCHkMA1oz+rX3m4KlDa7yzOcPOhOLeUWLhw1NylV+sbOGYRfSaxhyvMbyrZhhIOOtdxGpzJWDYub5X1DR5rBMohvQVJLUAkHmWhjJlNnS1TQHFi2sCBoeHjFih/pCu97svvYbFNQoguiLBK9yni5n4Qr75NK3hT48oBW0fW0h93i+aKVSrCPeZmqgYZo7mhyV4/2dtVy72VbtqV+2qfU27vOTCrMQRZh06wcNFD+4pZzN9C8NbjMerCmQdcie+tfgMf6f5EwCAL1L0mS3l93MqUXt19RAHdQqYHz7vwJgzUDcEvIMSYD6T9HfHhsIPzW0AwI/FdbzcIHf7V2okGTDMKmgwOO5t/5kuNexlVfyLHmmtjGMXu30y/8O5DTXgE4ZNnKArYE/ofnbNgjVnKynKqBwSxL5SYNwyRyFhRb09q4WTMVmkNztk1faduraGrFnp4lrzUsvEmhoY3GYXZmAgZbfkWaOj3V+b8afero2VHzMyYKeHfEgWCZIEKNQBs+wC+ewC5ovM2uLlmoHHNenfrXoPv9wilPrvO3d1Fv75szV0PmeGl0kGb2dI8ziaAIXyXYFV9Fxk2+TOmEFGtfkA1GQKi93mtF0ps8FDQ2dt04UqRHahuB3QGV8AqBwoTTKspIIKWabAz3WIRyYS56/a3FeFnC2t4AbNV7sxg8tKjEd5F/akIFakUAcAyLQCg11yYxwhKfg8r1UxWWfr7g49b/PaAN9ZoozEL1fvY8zrOoOAzy72240d/EFAa+6Hz7ZR8akvoznZ7hPfgcWuYNhWOHmHQyyLpetoTQX8Q7YmLQGLlRRlIhB06G9HjOmLOynEOfX/fbkBzyWrNpjZWOOwxL86v4Mll6z7d+rP4HPJ6gvWDM5f4kz9p1+8Bu8jxqVm+YWwmQnVpj0grdQ1o9d8xdElkplTFnEUzZopzRMbLEgEa/R3p7Mq9mJaI3ecQ7S5XNMQAi1O2MScnf8yXME04H2mlev3ynRT5DxmRjdAjcspR+OKXiNGrPT6u2y7fCUNk4OmVRtxnRdUrDDZZjjCdYn5Bj2wsxDgf/kS0Y91zYmOE9oix4cBQV+K+kxbZninS1Cc74UO0mf0ZtT2cjh9muDRDRsRy6Amswr2f8RM3osKT2/SwPq3CvqqDOs2Zew2zQEq7Jofihi/1iZiiP/8s1+D+RO6hu1DQzGKwfbOlK4xN6IcOevJmL1Aa8s4o1z7DrkN2OwGRU0fY9q/8em4qE0u67ZFDng9pmObpmXF0VSizeSls4Gln3e44GONCQpOx0wzFwLWGW9Aw/FXZC51NlhKXctuDuYwOAOtBGAzZKbt0jX6UQUPAnLH/mrnc/zT09cBAJUDAY/Zr63+HIL1svPJVJNJSJ91SjwX9ojhHEkGFfCBKkvHOreldguzig1pFDRejn757DFTsO0q2LOidlnBDItKIEMLUGUO6a0AlDkvCg7slRkWG+QmdvhZHSPF4xNyP62lANGAxjKpSDhc6KSkBbMQG+s6mC9S34OuQPQyvaCdBmVmNxt9XHPIFWzICNsWPe+aOcY9hnR9Ot/A0YSRBDMLN9YpDlgQL3x6sIqca9axHGGhQ5uYJXOd+Y3rEuk1eq5R39FxeWUBKQtQFdcQmYCq0bwkYwfJiDYSrxNoOWDHSGEW7PtGiC7X3e+lFiyGkBTvaKM+Q3+bN+2uAe+UN6DEQuIXeulA9YjDGVWJEXHjIjcU0jrdp/KcD0JXaDB3uJjj5h0ybr698FQz2tdliEjRM1SFA1nkGOjP8HjWRcByyp2PJZIqr6GJB7XC9fxSYcabqPnEhX9K/fBPfzZNbODKxb5qV+2qXbWvbZe2IPd/hYKymYMyCwpyLwEif60t0On63bWn+LZP0n6WyPDDOR0rBhT+5PwFAMCSR0HZUeIhZZ6i8WEN7T4HnJ9MtG5NbnUQNekkaz7OUd3lv71VxZlFlsDhNXLTf6V5X2eoDaGwwOZ6w44Rs+ZMEpuoDAoLUSBcoJ8Z/gV7kiNq0Nkx79ra+msPQ8yu0f2cQaKp7q1xrGUWvDNTU8JlOwV+srQavZMIBmeXoRQkJ1LCTg3uEVk9Zugh7rM07JaLc5dZfBhQH63kCNdZQmH3QM+FrFa0xSYcm7CEAMRgDJPLrYxYoO6QtVPUHTecAK/6pOwX5hYeHlOavT5TpQvbnyA7J4vposWq8YHNOuSMBipeqsJm6n2kGRKuvzaCVKtZIlOQXIfsHxqaMLUo6bOnOdw+3SezpE4QVY5JFhcAoqZA3LiQCGjQ9/+dGw9w16cSyS6X1R0mLfzjnIDVS94E/UWyQt5p7+LeiCy+B398C+0HjMOUEk5RbpoASZ28gbxOa/xg2sCfS1rXG1YPkSIztJf7mj3mp/1N+DavxcWJxscWkhdSKmRLNAa/+eLH+J8x6fNMmfjDZWLW2Q06eDQikOUeWohoGrG2OMTeU/rc7hXIBQHJ4SKnJzC9zvXjRo4eF1LU7UBrDlVkBIOt2V6RIQTw4YTwu692j/BBxnSBucSE3erpdQm7z9ZkKHSIwh4RVRsAJEsZrDZLE/eZu8ET2lqvXBvjzTatub9e/1iTHddkBlamwEwFOrH3IauMfnq0CveooIhTOnnnngntQeQ9BynT7XW/UHB7dO3Mkhr8f9l2ZUFetat21a7a17RLW5AzjvEJU8GwOYZmpxAcS/StFN9ZI4T7r7c+QZvJISbKQsTlIl/OlvBsQEfgg2PCbgmhYJq08/v7pi6Pyx1Taz87vRDNxxwHDHPkVhEbksg5GVSQQZxUmvimT1UtmRJIwNCdPMNeQvFKlUPHLqBQVrMwb6Ezhqa/zy2hK0Hm6xUdKzN8A5JFu2SUIm2ShWEEKTr32MJS5bOklSJum5VYwAt8l3YvhJzQ8WvNI8iILMT2JxUMWCJQkxZUMvRfoE6vPVuC6PGxLGQp+p7EWilOSYH6E7q2Ej4ertHYv7FV6kHvRhSfexYsID3yeayVxuappCwHvNjvvGDZOe9DMjbS9CxtNcoopWcGSvYekI5xwQhjnE/gD7jShYlB0paPsMvBeF/qcZcpdHxYCaFjkEFXwPapf3f9fXybVSE3OGY8d8+wwfARgKpIAGDJSPBhhZ79f/vmAs78JvVpLlA54nLJfo7mA7rOWZ1+31wb4+MD1mpOv4sX6+SdzFIHn/bJIj0bV3F3hSBurpFobeeUk241P8KbW7RW/1bzfa3nniNDt0FEDmc1B/cb9Hfvt65rHfiuPcVnHEP+4oQs/rjvwT4vrEnA7jM2eNXANZZGXHOGWiv8R9ObsDhmWRExvoiooqzAT04K2icAC9UZZgOKY9fWxzA4Ljo4aABcAhv3LC1J4p4YiJg8V7iFlITQsKssMjU0KlcSCdtq/UzqqrhQWTrJ+gd9SuoG5z5qDNESqqy8S6pAzvFjGErHOnNTIre5CnDV1JCoy7ZLb5CGR4tcGhne3dwBANytHWDOAhJL1girjK/aibu6bGmcuzhgCrMn4wVMnzEd1yEnOEydG4EzUBdE1XPkFc4itl34h1wC5pmIW5ypFYDkydnt0Qb5PfO2dqtecw4wYdLQ/dTDs4gGXkiUJUpZqQoXstqgPZY6jJA5AiIrwNDxBbF2AYPZXKKur3F37vFcS3kWCR3zfAprnzZy5dhf2SDFhMZJBkG52RgGjN4QANBJ15BWaFVNOZOatlOMX064r110PuXNef9My6fmQVBKdto2zDMaE69pI2ec4zJnM3MIPJnT2Hx8tgojoP7FNWjwtdGoAadn+Lc23vBEmkNxNjOXJowpl216tmaBUZMZwHMD0yzZfGqsWGgbmC9QPyfXgZSxspXnEj5LwHr9HBknbOKmwl+9TmDjt9xduPzmOEz/5Qkbb9qEKpgrwOcpqEkTd/nz//1L/xz/V/dXAQDnP1nStGXOSEAUvLHMGjV+0kTOB9bn+1t4uEabVJYaMBhtkCYGngzoUA4iG8nTGj8b8wC0Y3TX6W1vGyEAS/d1lTfLVQDb5jP+zhSHzL7jy0hny88CGrPDgavnzj1XMNjNHM5sXUixG3ZQ4ZiRKxP8ZEY4zEHiI2Jy2j0mep4nNpZ4N9quncNhIlvPTHSIDMvAhkvv/T9+9jqGh7RWRSZgDaX+GWD3u/BZH1Tx4y5zFXh7OpG7Zg50iaQhcnw6J+zo5z1ysd1DU9P4iVRo5qTcBOS0OBwULMbvhm2BYIHGNa2UxSCXbVcu9lW7alftqn1Nu7wFyadivRJiySHLY9M+v0BjP8IylzDdss7RZHjNXAWay+1H8XUoo4Ak0HXrBzmSgnhWoMznpzly5tgzZ6nGyVnjCDKmbvunBoJdsp6iBv1+1nbwgzERL1iNTKvUPQ6X8C/3qbhfPne1aZ66BNMBgNzik70jETc5QB8r2JolxNAwFSPKMVtmzFyiNJkoUGJG8w4ldLKGB2mVQy3nhRucardVhZGGzgjbhqiyixokMMIiEcYWphKodMi9On/Xx3yJTu2lD1x4n5NLlw+GpUxFlgFDegh7WIf/iK79aJOsxlv1M5iyrFpK1xjreeTC6LE/M5xol72cJECy2Lxs1LWw/Ph2XeMWrbmCzQmszJHwn3MFTtXXia28VdVu+/kbZGVFLYH5KocwFkPkE0tfo0gMuecx0ipb1TWgY1NfazLBksGYSGZwylSuGWNqopSPSFQGNvjRy6pY9GkNHywuQLEF7p3rx4XJhAhJM4PbpHmMpxUtqQEnQc0tdU8KONtwaMHmypKIE5tL3ZF2MxMlkV8cV7ZdcuRw+RnqMsSZKOep0DJvcNLtKDRQ5/JDr5fhvMuxIyXgsU7KL9YfaK2a3+m/ie8/o0STEApRn1xou8VKgrU5fmmJrPI3/B089smKm2Qu3vB3dJ+KpJR/I8afNel694+WIE+Zxolf79yC7p8ygOegZND/6e1/BwaX1i5XJ7hTo3LJLfcc7/foO8N7FAZpPlcYvMSXzQRSZo2SqYDLxNZxQ2mLP3NLchZ7CMxX///kYqtntPjjFxL4PNiPw2UYvNMcJS2ssIv9HW8HNaYsclWOOy69tEFswWbRq8YO12QOU4w3OfM2vgAWNiVkyCzmhoQxZJqpTlW72FaQY+mnhTtIg/Ols4y33iJcZaIMfDjdBAD8ye5tJF8yLdOhgMmbTrggNDVX7tH9w0VoFzyrKEyzIpdmoPMJbTTKMlCb0DhEC67OTOe2CSPlmNs5l9vZFsAbvJgFX2Gsyce8Aalcu8QQAvmI77Pa0UxGguVCRSYALjG16hESxqVS/S7Fv7yHBvKT0iUuap37L/mY32C8GK/cjj3FccSbbHWq2U8yx0WySiERO4x1WVnhxgNMbFv8zLX4/mmM8TUOj1QEBI9fXJVIOcZnzXJYE55fKXD6FoOnb/IGmgioFguC1eboj+nv4oZCwiHX8ZaN+QqPTSXET/s01y97+/hlj9ZcsecYQsDi5x3mORxRYu3afGj/iv8lFldo3Bt2iO/fJ2bt8MTW6yHfpHX4rc1dPX69dgUdl0IlZ0EVGTPJu2aCOSMa1haH6HGMtMoyrZv1AW6zOBthEEuBuQL/J2HoeuQlYwqfN9+mjDFh4+SgTS7xo2gTRUfjmoTHQnfzkYknXPO9Yq9ilNFYf+/pLYjH/F43crgcvwxZu+ksMfADh1zwpZURXnEpZt0xZljiPcAVAvc5lXwQNfHpLsVL5YmDSnGw8AZpjy8UScwUln/MTFu7Hc3y9GSli4evUbgijQ1Uma18sahBr0s4nEGXCZXoAkRInLYLAUFT50bEFGDJIURthaxart3LtCsX+6pdtat21b6mXdqCrDHP29Bp4AdVOlWe7Xc1b+HrW3t4s0nHwzWrD4kCayXwGVP1z879gkAG5oyTPlmOwruTqdJbtpyGyBq89eeqZFYBtPsWNiV8ZgepHHPS4sTCzpzMq0QZ+PMD6qv6sIFKUZFXLbPY1rQMImeLzG7TCpEcMyFCJLS+ipLQCRZjMNf9y1yp3cVgyUZ9WPjsF8z5Qvp2qQnjZEjXG0+0NSakgGR2GxXHJUNKmGoVN/eMCX87ObJPybJLuxnABfuTLYmMXV5z2obF11BhqCULMk/gr7xKZZnfqD3T3Xs4pcz2PLExHdJzeQ40AYXlWJCtJn3ZMv+/7X1ZjyTZdd53b+yRe2ZlZa29L9PT7Nk4wxEpmhQBSpBsSbAFw4bsV/vN7/4LfvKDYcAw4AfbT4YkSPICWSIk0xRHHHI4nBlOz3B6q+7qrr1yqdwjY71+OCduVJtuqQnYT87zUtXVkRkRN27ce5bvfB9UiTtzco7A6TlJi7KpmW4gAckIhGBFYnKFKfwPLNgj7rDwBYIOp164xVKZCle3yAN+t7WL35sR80ucuQhYZTKuKGy8Rh6YZ8Y4W9A1PY1WMHDIg2xwS6QhpJ5bKSIYukNDwWLPzREp1ri6XbMCyCF70i4wvUwe5zZ3u7xe3dfVYFNkmDOmNM0kVpgP8smwieGQvKtyZYEGKwvealAIWTUDTQzhC4VJRuewDAPWOQmC/ForMsMeqwYaULgXUdU5T3NldhFaztuGRoTIWOCTJ/QO7k/q8JnINp44kH7OJiU0ptl7ZunneFqmMPlhvYOTmObcN8v3ELMreMVaYJDSMYO4BMvhTh7XQsTrgdvjjq5Fhsouq1POQogxed3ergfB6aDZrTYWT+kevV4Ch6WBc7PbHvJiVlQvijRJNUWzQ2vOIK3p9IhaAcQ2nfMrF57hR08u4Rexl14gVz6lm3FGPo76xITjJ4X+xsfzy/Bfo4G/7HTRZKLLvdjVYljCznQ1cniNFhF3UIgfQZAIEAAgTor8F4CszuI8toQ1ycG8Qvd+5u1n/qHA/QHl1mRLYXRW0tfKlwFlKjhMtCpSIHiT2VfyVi8jxRPu95VHjq58ucMUi1VeFC+UMOtI/R1RXnGvCMQehTN5vtIdpnCPeWLMo6KKjXM5vHoN8HnROelC5DQ1cQJONWmaNHMm4HL0nHgSaZ4a2Iz1pDQiH82gTt89mUPl35cRFAUA1qwhnUKZeLNK4dM9Y023uckYmLdzjc0VxD4DnBNo2E3eG+z2XF25nnVMrRWTWcBsI4cbAcph1u8bCUqPOA9YVvrlzCuvcSVFw6ExW7eHaNdpLhwGFkJmo3/l4hG2SxRvOzLBYw4jt62BZjqfsuZ1TXiaiNWUBsZZvqDHmsXGFgL9jObLJ/0tKL6m+WsB7mwf4bxNUhc7U5pnQWLB4pbGsh3C5h3fMjIYLPFryEwD9ENujLhT2scVk5l9pHkuX6qQcm7AEBIp52cNANt8/M+iNfz+8dsAgM8OWNQtoU0oH/ecEs87EUi47bU3tYo6QCx0Lt7pS9R3GK7DqcPxZSD6mObCHw3fxGuXCXw/TR1d8b7pH2POSfzdSRNxwAu7BCKmHyszmqzyZAa5Q40NKgiQMmpDGAZksw4A8B8P4edzNYz0xq7sYsPIzVgo5LG58BN0ysxCtCYx7NJNrL/Sx29tfgoAmKcO9tv1n/uev86WIfbSlra0pb3AXl6ThqUGnFEKe8yruih2KffYxIdNcuM9I0alSS6ELVK8yT18n65vYMKEmtkNWvm7OzV4J/R9nQ8iLcAOy0TGHIHKMfT5zWEKK2BiinYFY5Z2SBk8Pr6eoc7X/NHhFjDOSXfPEcWKgicw8RRe2aCQ52tNyiPshw3MIjr3qajC+oJ5LlcNzNcZfFvLtKi6SISuyie1VOO/TJZaHV+WqDyjE1YfB7C4iCNsmxT9AGSdpm7Dk+2W9jKjTlVfd1xhnZqZAG/g8I8F5mvsNWSFZ9p/TcFiAfjyU6kV+ADg01PyOL7RIJc6VgZq7PFf9bv4XkKVSDOgCj1A6pRxpcCz5WE/2JMdfcWHweD6qCYKqVIJJCW+7naAlTJ5UbOFjRmBDVBvTeEww1DJLtoY//bKXQDAHWcfvXUKZ9+zrsIzaS78/c6HmGTkdZ8lJXx7k1IHl6wBQh60eUbHlkXGUqjklfmSSRhUggl7kN3Uxm5EXqFrxrj+Cnk7nhkjYq/vYERhZqYEXIO+e6s00yiAx5MVNEtMfFs2EcY0UDVvgWsVGqwWawq/5T7DlunxMAlkeSVIZMXv56rv58sLC2XhMTddpFPWLLIVGJaM1AZmmxzB9Ar+S7ln6GPMOVDlYmlmZvBPGL1g0QG1nUJHJzuwsVOj1FXLmenr+IODt9Dhyn+aSSjmezRnEq3P6PytvyLvW03nSIdDvq8i/aRUBjWn9UJalsbTKkMiadNzj2pWPjT6fRBZQVCipiYeHlGI5fkhbl6hc77eOECN+x8fzVc1quBl7eXpzrhv1h6YqD7Lc4CG7j4JGxl87oi5VTrS/dAtY4ZTJq396uoTfNCjSmPOMj6ulJEOCkc2KdFAGAK6im2czgoi02AB4dGCpaTQYF4uViNzUy3YUyktcO11Wpw/e7IJTDifNpSaHXv95qleGN9i6ELNnOOUGc9PnjU15CdYz2B1GOg8syG6DEBtxRpIbxopchLjNWbhefykg9JBHqoKiAVDe9IUIg+rlQI4D6McG9E6r+AC8E84hGYda3MmdN42sfFcmJRTTMkIYOw34lJZH7NYAQR3cuTVTKBgZO/FZVgu01dtKMw2OZSeCET1fIGWYKVUeF16Rqlt6wXU7SvdMywvzbBVpxfo66s7GgGxyCw9WeeZjdMFzxEWNZEiw6MF5UUjZeowzhAZ/laL+vzXzBGuspTrbtzGqkHnsZAh5LziJO/0UiEMlS80Ck9ZCKvL+TMA2Itb+HRK6aPbtSPNunN3uIH7D6g6a/Cm97lfgVGne/G8CGWuLp9NfBwOq/o7fYb/lKwIHi+or/uEsmjKBHk+DQDmipnXIcAZI4yyIl/qCoHHzIr/yewCZru0WMucSm8iNIjaWEB3tdhDoHxMEyZoSr25usOiT1mmGexdKjs3+gzWL9s4/iqzHpUVogF9+afWBqoubXTb5TNUWZpVlhX2FE262gOg/gXnhhYMe4pfzKYjeBNQnkOoDwDBVgUBp3hkLteUKU0mPNsqnB4RS+0gTMcebmxRh9JV9xQGpyvWnDGC2s+H6n+dLUPspS1taUt7gb20B4kT2l2M8RRlbkVSN+qaEzGqSWzdGQIgAHkOgD1Oq/ic5Q0+H62jYjOOy+be20vA0UmeZM5gDVhOcr7Q2EHlORA5DrtWQcTA6OjcbhA1aIe8eeMAK4xJS5TEtkdJ/MfVFkLembJWobq3XRniNCbvJScPvW4f475HoNhn22dIuMjwpfaRlpf92bN1mFcobrnZ7mkS0gwCNucdco/h8e4qEu5ti8smNAG8bQEtGsvZlcLrKD2ZIPFpa5yum0i9ouIOAJkBDR6PS0K3l5lzwJrS351hUdH0upGuRs87JspcTbU4LzBNXV0JHcUe3r2wCwD4yNrW8guLYx+yzcDorguLNXbmHQYJnyaIA/batiSSOt37rdWeDi0b1kyzPNVliBnH6YO0jGc+ud0lfgaWSHQU8p8O30FvSuP+RucAr7oU+lblQt9DqoSu6j4NV/T861hU1Pi2/xiulhZV+MGcMI5Pwrb+jt15S0skXKr00WbgedkK4R5z9MFNA+ZcYHKJPPBpy0LCxbE4MhHn0WPPQRQz9nLLx2+uUrHgulXgU3OlzQyZrqbHSDFMmWMg8bUC57Y51NVjRybIuI9a8LjHFSDjSMY6M55jp/I4fDYCC0bIbZjHEy3XASGKds8TauwwFmV4p0yOvSIgGJ0xf7SCAfNjOpsJOjWa+8OoBYdTa6lbwYIZk2zWd7IOB5AcJWVBgXqAyjR3qYwT3QhgTWIoRn9MtvOlSuj0jjUW+j02QmARUGQZt2Psz+sAgN+sf4LsnB+Yh9svay8PFM9zBqOxJpHwTlwYnKsTysThG/SSH8YNja4fpr4Oq8cLB+usffL1OrnArdYU/yL6dQDA2bMWVj5kX9o/17OcZJAMQo5WSzh+lwZCRrQQ0D/ox7o/1gvT+4eX8FnKi69QKDPL8GZtpBe0ujXHlJMyeQ/opjnEu4xr+mb1vn5pd6JV/P7+l+k8q0O0PVqIb1ZPUGG4/t6igQ2HXsp3SyRJ+/nldRw9ovzs5IIJi6ufVn+G8au8QK4ZqD5lWqayg+kmPZr+W6kmA5DjnCxVwWOhM2NRkG04A6UX4sqTKYwzuj6RpHC4YmhEG9hvUq7mvTJRUX+t8Rh7C7qOTXeI1zgEtESG/VkdAPDgzNUszTOZIeUqYX4+0UeRVzqX5rlW6eJLJVrQXBFhJ6Jzb1pnmvarbUz03/NFsZtUdBdUkkmtQ7N+YYRtcwgA2I2bGmJyGDXwlGEK94cdXK3Shp5y5f0zs6WJDw7iBn7ErMYr9lTnEktmqIV6vlJ5ohfZPz+8CebGhXvGi8sww/QCLUzmmYmYNeFVKqAi+nvpRGqUh/PqHG3uNDvma67IkSaHnagMlXOM3o+YoOTPJ7d1M8Z9I8DjgObOw3EbpQa97F6HrrNdmuLBIaUlzH1To0OUISBihsPdOytIVE57yPJuK5VB2Dk8jZsawhBVDuPDhq8338QDAl4sv4g20GVxtcFZCZur9Gy6rQry9EH5IEc/1GHkfANpWnAPgKVkAYKPRUUDQV6TcJiUxJpmGrEyvG7A5HSoMoDSHqdsEguDbdpQ58qB5BB7P2rqZ/qytgyxl7a0pS3tBfbyRRoG3Ko4Rjah0EOGCVKbiURNYHJMoerRxZoOV8PM0iwgb3dO8eUK+f1fcQmkXJMx/unV9wAA/+o3voW9FdqxnKGCyVG4N0gxY/r7qCY09ZrhppiMaJd69w55pKvOBE/n5EkEoYVkj8lmSxna2xRub/pDHT6dhFVIUVR4Aerlfcd9pv8956x2ZBlYK1GMtXO2ov//hnusd6Z70zX0JbdeMfPKlUoPj67xzv5TG3MmfLV9A9MNxr45wGSTQ9RNDzOqCUBWYu1IZ6ww53gxFgc01tYE4KIoglWhheXlPNYeuDKkxlW6j/vYsOjaf9IgL+rhWhvrVbqvK+0e1hhr9071CfohaapsXuoh4IpsPHLAkEfdBumfFnop5kzCGtCxf/LgNsJr9HvdCjQG86Z/jA7jMPMQEgBmXIz50fiKJnk96NWx0iLvq2yEmvJr0xzq8Glo+Ij4Oa2Viigibwd8f3ZNe6wPpqv4KVOVlf0Fbq8QVVnVDHHJJ1fxWdTCOl+fEEV1OAdfm0GK6hNGTlwFUmb5EUNLs0MpAYSstLfuzdHlYmWu7DlILQw5DzLMfGwzaNwVQMSh9Lo91AW0/aihe6ovVfraS+4wWcCKNUHHo3H6y+5tGBF9zukrhCv0npqnI2Sn9LksCM55/QIib8bIW14tE2aXI61HFoKV3DNWENxOOduU6M9pnotE4Niie4w3Y0S1vJe9GI8c1yg8T/MrqBRQOSZSKSif5RKmEWJmd3IHLOdyOIXg5goZN9C7w5o+nUynF867fR/OLqPDeZHDsKYJgl/WXj7EZlIFUfI1a3XiWbC4I2Z02YBRpWP6cQkrFk36FAJvNQgpetU91Tx9azl0BQJrHDJ9Y3sH39l5k88oMN2mmwlPC0606cUMbpUW305tgldv0OR+rUTnGKU+rBIP1CbwweISAMAvhRpCsuGMdKN/mJk6B5V3NcwzU1cwLWSIeMTvM18eQH3lg0XxYueT/9mkAY/zb/cCOn4Su7h0kfJOT2frms/Snkjdg1rezzC5UFDA8XuAaGJBcMU1hw0tGibyFmhrAjCbHIwFVSYBIPMtGOd6pnPoBISANeaOjQG9NJOoiltfJqjTTfcINgNKLJFqHsG3G0/xvS7Bf4bzpu6OKB8yEDpUGqakDAGfcdXjioMfHtIzaPiB3iyveF2dm5ZQ2A0oB/lg2NaXfDal8Y1Hjl5I/uL0Jq659MxXjQnu2PT7IrPw2KTP7s/qegOzWZjs8KgBMcn5AgGT6bDifhnfv0YD2Ngc4R9e/ggA0YJ9MaE89Dy0teZy4ubhYqY1zc2ZhHxWSItqMTcbMDk//PDeJn7g8+bqUDrhtn+g517bGGPBi4clMlzixdmVMf5icpvOnUkMuO/ZFBkM/uwtj1IYmZI4CWgeGp0AC+66gRIwFzTnfN/Vzg6E1OkQYZmaIEX/v2Mj85gnoRcgZG1w72gBi6FF7pmpxyS1gSFfn/AyrXefM8PLeVwskL4HmZ8nSYiLAIAIQsTcWy7SQnwt5RDctgyo/P0ZRqjv0N/7rkT9Bi38TW+O3pyu46Ozbbzb3AVADRJ16xfLQS5D7KUtbWlLe4G9fIh9jq4rZ622TidQmxQSz9cVahWKiT84uojdMnkEbzT3cdlhgKxZtA7mDCWTc/3KQWrBvkye3bzk6wrVIpWI1skrs0oxPId2pNeaB/hm9T4AaC/0o+Cyxsy9Wd0DqBUbJ/MKDvp0rT+QV/D31j8GAMxSB1sslJGHerGIdIhzPqn7JGjj433yeuITD0GTzvNsrYVbzFj0Rmsfr/r0e+5BAsDrTdrlK2+E2NliZnM7xqTPqnf3ikq9oYDSYR6umli0aYz8IxqPZGSCcctIPOhUhH+iNMZttu3DY0lRGSSQIX35Yq2kBeBdDn0CKXXl3RUxXL6QN9xn6LFnvMgsnE5Yj2cgtVJc3lOvDKH7sisHiW4BdQcCwQp5BM8u13RjwX99zcClCnmnu5OmxsXmCpf78zoWHNKXt0P0WYXwdFLGPkuEZpbULa2ujLHGoeafnr4K7DIrOlOMtU4UHBY7kSngdmkOiyRDeZ8qM0ffrOGnLXq+V0o9jGPysMdnPiR7kGGDvfiprfF4MiaVPgCoPjDQeBjzs5G6mWCxb+A9xXR7zFL04eoF/LOL3wUA3LHP4HNklimJOntavpiiWiWv9tNwE3dzAtnROsYhXd/hnOZ1xxvryGetOcYeqxrajwyYYUHiLDrkXRsomJlEuYRsmzzbYI3GzhmEmjkrcSUWjHm2JzbMOX3O7cVImSzaXKSwJ7a+99IRM/7s03MR4xlg5EBdAyJvH8wynQ5KWxWc3SoUOPMxtuZ5K6qvZWZFomByWkeZAtMF3e9vb93FcYWKXLuzFs4YHLrujvDl0i5+EVt6kEtb2tKW9gJ7eRykVeRYhMvui1JIPPa0+gKDXkUfk7eODaISvlqmAoovQt0CNuEWsI5hwnKoG8Jd+aHOoTyMTCRjJjO4EOKXr1PusmSGuOlTvuw3K3exZTDzCOfNmvILzBkoFSsDtxgz91fTG/jOnBQVr1e7GkKSKoEPzi4BKBL6l50uDuM6AOAsLqHGzAvHQQUZyy94RwayHu10f9m5hlGTfm9Ycw1xyu3+oI3HBnk9l2oDfOsCjYcpU/SYVPfjyibCh7TrtT5TRedACq1HnHuYjQcpAvZkgtWiqyasCU0YUTrKsGAP15wbMOcsh6AKgonGQ/aoYhM//C7luY7ereEfb/4IAPCuu6s1xoepj+stigQ+LdVhLlhBjoXYnbMQ5hETNaYZlM8QnZUyrBkXCAKpizrPPlvH8RZzUNYmMJhg+SqzcDgywUWfzr0zbWM4ZkydmWhs43X7RJO/No0p/vSImFSN+yWUn+W8iHRJpeMUpXuUoxJRDMXdHcJzUWLNkpUfu/ihT4Wr7nYZbZcinlJtgfDEfu4ZJJ7AvMMefUkBGo+nYIQ512mocXzeQYLMoPsdX6Px6HplfDCj862ZQ7xqFdjAnNknAxUNAeCGfYIbNs392/46/vDkLRqfAc2tz4J1uC6rZC4sWAMubNaFLpjYwxL4dQMubOiCR1rzENXJA1uwJnvQ8nWnWtgo2ooXTQMO31dUKbq3/JNMt6YakULKuclcn8g66UF49J7EF9sax6ykQOk+F47sojsP6lwHTY5GkgKLVrEW5R566iiIhM43Sj0dxZWNEEP2IO+U93Xx+GXt5RfIPInqONQOBCBtlOAdUgm1JcsAWLozA05YZvSXO491Il0CqOTAz7z1TaVoMrnupjnGnTrd2IPDDsodmqDXW128zmwzADQBb8eQ8GUxWADgW6lu2eqlkQ4Xf4gME35RP+xuY8aLx48PL2DWpQHMXmF3vplqHZ2PetsoWfR9T7pNpGdMSWYCpQN6OLs7HSyYZPZrq0/w8ZDCoFw+NZoW11hzFth0hwCAh9NVnHK/dDBxUeEQunQYwTmisMQZ1vRn7TN+qeMMmUGfm20bYLY2mBI69BZZQSIcVSTK+1y8sQTmbTqoaN+CJiE9+s42/u2v0PVOLnjYXdDLl0LiaMbiYa7SvefeY1rExHyB7IzuS4WhfhGs8RRmj6510VjV4HW3K4EurV6HlTLM65RaWawxW7yMEDO7zbNRHa9t0UZ3o3yqsZJ1Gen5NFMxTob0fZ1PEsgwf1HpO6xJAhHwyyEE1BqnOQAYc66QjjNYe3TvjxbreMSoATk0UWWMXfUZHWvOU0w3aS6EbQXnLA8zlQbl28cTzSdgDMZofsHOBNPJDWY1/F73HQDAzqsr+Cfr3wcArBljWDlYWmSoiJwwN9Cc40NzhC9V6T143Ofe1gMPc6bMc08NXegLGwpJmdmBQgdtBopnttQbXFySmq1pfCVHPyjk60lcU1Ayp/2TerGMfYHUzYtStha4S9xi4cxBIrZlQXGhJ/EM9F/NcZIZbG7+6L7la8SASHUfig6xM0tgtsppjhWhma5krJA8o4X4pyubeG2T1ouGNUOZNXgmmYsHUyq8/V28nC1D7KUtbWlLe4G9PMxnjSAUypRIPSaUCGLIM1rCS9MALmtQLDoeBHtUP7h8Gb/TIAnLi+ZcN943OVn7NBEa17Ybr2gB+50LKxhFtNN+q/UAb3mEmyyJomjii+e9R4A0SCwO42dK4POIJAjuTTo6gX3areLkqA4AsI8s+JzI/8whbNyWP9R8glIoHE8Y2zW3NeQm2Ez0PZojA8dHVIj4w6MGjDNurWIoSSkEgjXetSGwF9Cxx9MKuifkIXo7NlY/YQakZwMo1pDxp+dgCTnLiRQoHdIzsGaWVlFMXam9xtL+Qntroysepps0VtMtgbCVk9YyDKOvtEfgjBTO3ifM5r88+lVsbJCHOA5czBh7WdqXMGfsWpzRdSb9QaFSCEDNuGVUCKCcw00Kj0AmQPUJF3oChd6YPIh/L34JAHC7c4x5Qtdc8xYwOQSvmQG2LcIqphB4zIWU789vwDRzWn5DF6vy80EAKXMBijjF4HX6PVgR+piwpbQukVULkR7T/POPJeqPyB1zBnTfQcdD+aDAfSbMeRFVBapPuRPEMnQHGJJibOwR/W3lrkK8Q3P1o/gq/nVKz/QfrP0YrznkMW+ZBWFuUxgYcAvimjHWBYfv+dQRNbcrAEPMwkYEdBlPOC8UBr1upr3Gsxs2Fi32/pyiWJpruFgTobtnhBKaWFrGQMSE05kF7fH5XaWLLUFb6DllLrhLplrW42CNIzjcjROsSMRM2jLfUEUUpAoNoKDFRateQbBtjwo9Ke9UaL5U34w0QUWYWZindNB7/auI8y9/SXv5BdLlXt5NH94JVwDDIpeDsxFMZqmx/A5Sh44/6dbw3U3KDX2jfA9tOc+/EQAwzDw8DMnt/YvBLdRtWhB+t/OB7jutG3PU2defKRNt/j1WQpOMnrepokny/fkr+IMDytPsdRtIWTfXGFiwZkWew2NM3+JVGtSH4zbeatJCHWcSMw7NhVSa8NVpBpgLbnmcGboN0BpJcFFcCwSZC4HMpc+NFi4SBtlOAweCGZC8noI5YmnYeVDQoM3z8QJkjlPzfQ2y9R/0NLBWjuea6TutOEj5mUUVAe5cQ9QoGFAijt7dHnTVWaQZGg94MX9sYnBtjY/NUHtI1105SLQGD/g68xSMtiyXn11Ajrin+SiBOyqCFues2OxWP6LP9/miPnnbxFcuUlPBb3d+igu8KLaNCRacY74brqPPbXvvD65gzrrNng34XTr/4BVu2bRdeANbj8fZrbwNTwE1uo6NtTM4ZiG+tveEFnb/SMGcMesNbwzeCSBjXoAC47n2Sm1CILO5T/qVdd1fL7gFMPal1vg2ZhLPhnUAgL2eYsZ57FgFcDmNJCG11lNFKviSwKZfWyXn4b4313Orbgd4PyQIh9m19SaQeMBiJd9cSZQOAMKW0NotuR547Umor7lyUNzWvG0iYGap6bUEFutMZbYEr0UwIugNOr9HAMh4ri5WPb2ARrWC4T8zM906q6wM2KI1ZbjB+cq7Frw+E/tWhAbii1QAl+hdaTlz/OWYeu09GWli4+6sjLNxgV1+GVuG2Etb2tKW9gJ7aQ9yfJV26qgs4AzyJv2xliqFYei2JftojAonu1PXxX8wKWx6cmUFV32qUvqcOD2K6vjjB68BAOKFiV+99QUAYNvq44pJu0esFJi8Bm0jQ0PSVndeJvO8RXwddWOOKxXyPHb32jCZv1GmKJRLZSEfII/II9xRbdyu0+48CVyIPfq7IYgQFwDCgQePOR5FQoppAJHM5px8eXiwWFGw+zRm/bCFjTdpx1+UTIRMUW+E0B0C4hw2VEVRIbea80WWPU0+IGaBlnRVaQbBIUy24iNg2c+4CizafMOZ0NhAzUwTKmBybvyY1zHxBMpPOTluCzQ/px3a6s90wSPX/hCmBZXz/Ynn3SnFXrB//1RT52dVD4JJkGEIqBUaNGtC56s0JrjDbsuaOcSaQRebQujKNQCNee0FZVinuetRFKgWK0qPQVTnyv9aitrFEV+qQs2jiChODU3GezSpFKwxQYbUz1EAdJ1hw8aUW0MzU6B0wu1viUKwwq2kjoFFg1vhmgLn+HD5l6JN1AiBjL2/46SmkRAbxmOsMFIjVRk8TitlUPC5APnrNWIJKhs30eWyvWdEBKgFVdk1N+Qkg8WFFCUNeL28Pc/UkY/LeFGrP4fzlMYmrZW0O+X0DeAVJoPYkkiqLFkxNHR0kniFmmD/VW6ntdtaTyouAVOqZcKcFSS4MhZIOU1QagZ4Y43mwKY3BAD899VbGNytAwCidgIZcOrg4hi/celnAIA7/h5KzBJyf7EOWaFxGEUu+v0GfhF76QWyvE8DNV9zYOQT23V0rglpqiVAs6qHGbNcx9WCbOiHBxfxuEoVt19fo5u5P+7AYBnMKJUsf0kQnXwe1aQNZNyudO6aHPE8nIY+l6LJIckd5wB/FHPrYip01VYmAolfvGQOv9D+If0cNwx81GOhsdMS6kwQbM0U4jJXWU9T+MeUDshsqTV2Mgu6BS0PN4I1gbDB2i2bUwxDmjltf4aBTRMtrAlNFuyUfQ3GF6alw9ecIkp2B5C8MaXTgt1ZOA7QJvSAMY7gcp43rEpNZmtOBUzOMdWeMENSWYI7xHD2itS62H4lxHg/ZyU3IJOc5SXWSIac6FQCyOZ507h6ThoW5/R1RM4qNAuQcd+9iBKYLKG7aNH3VmQGnyf5YdzAJYtyoSsyhp3rW8sTzXTzdzY+w3/k1sRBuQxl0zO4eYNeMN+McO+UcqtGVEx7z471onjQr2HMczi8W0eN6cLMWYaMQfBz1kJPHaHbRDO7yJG5g0yjBIKWxIxw54haGez+8wGb2xXwenT97U8Ujh3Kg/xh6U2to/I0qaIiafeqSVd/dpQVkKAWp61q5ly3Lj6cr8Kv0jGBVBBPmbHqmqEr7n4305CezARs3pzy1Efm2xDcYCCngRbWgpTw+TnFDyydqjGiYiNOyxkEK/RJZqPqVlykpcKpMWbMSBUWrbXGQsDpc778msRJjRb8hHMEX93YxU9tqhUMRiUkKY3JhcYZ3ikTFHDVmGjmpq5ZwZOAgPG9aUnr8bysLUPspS1taUt7gb20B2l8/AAAUOu0oUx2mds1rZehhmOApRCQZbBmeWuT0gGRlEq3lOUErYmS2oOUVopPB1R1/o2Gj4XKCxQxeZEgQHgeWqeq0PHIiUd7WaQJS+eZh683CZSd3RT4tMSi5vd9TSgQV5QGE+f47kZnrOUA7K6B5n0mcR0udBhsjBdIWPbVSDN03qNCRLBVQVLiYwIu6IwMTDeZ/cQoocvZ62dHTRjH7HVb0Nx3yjIhV8gTVPMAitmTcsKQnE0JAKU4uEVN+j4yVldUjgG7R95lI80Q1elaK3uFiqTTJ08haLi6TdC4PsGvXaJnbcoUf5pwe9zDChbMCCMajj7e3yPvRioFmXP6nfNqje0NDZbGLICK87DagBzN9D1KSfebe7eGzFAz6P8v2T1ssGrgilFIJPhiAUsQcLppTPH2G+RBvHftJp4xDjdP6bzl7+K/eW8AAP7s4S3MFzSf6n6Ae3tUiCp96oILyagfqKICLqExgvlPe5rB5+Je0JSFJpEnwfzLmG8oqBJ5Mp2NIfoNunbLZs/94yrkHlfNJynaH9HJe+N1/Js1Ksl+59VDfKtNz+Oaewxb5EQiJc2LmRd0RomPJhMkHs5q2KpTGsFZSRBu0au+22siYEnj2WbhH2UWVevp3ljudsUCtmne2JMM5pSllQ/O4DOw2z0pAYyiiBsuUsZhRolAsk732WRFyu7E0voQmxf66E8obJk2XNQ+51RTBPin/N6cGdg7oUjuUYdbYVuBJuhNUwnBhMRlK8QbLPXrC4WnnOeSQqFucTuqlWAe/mI+4UsvkFlerT7pQmzShBJRgqxW4gsRSBtMLebbmhVYmQqK4QElJ8K31+4BgO7PHldcPDyhKtOVjZ4+3+Owg+tcuXQF9ELswNHiS7EqQOGPmPl6J97E04hc6gezNThcKpvEroaBxOUiJ5O6BfN2DuEZ7TQwZLhH9VTo0FIuEoCrt8oyoMxisAVXar0wgipz8kVTSZURVbnqV0oQzLj6eejo6mdmAyl3KJmGBPICb1JUVXNT8bm/CQHBC1BOOgoAmSkhObRNPBPeKV1LaT+A2ecFjDc6v2uhxwDtq+0evl6lF/KzYAv1MqURhu0yZJzjLyg8A4CM0QrCsYsQLEkgWU95camFuMq0V4cBjMFUX7di2FKy0UBUfT5dIoXSi8GmMX1uYczNEzbaklbUiphqcHWpchfHPsV9G+aZPn7DGQIALnX6OjQ/Glfh3qeFv7KfwWZJ4ahi6I3EGsWwB3kuM9eMNp6THLY5SZ5aBfSkcnGEt9cIDVGxFrDW6LvvDskJuH/JwwkjDSpPDTS/yCFdLiIWsjs62Ma/26Lj6xeGeH2VFoGmNcM7Zcpl53wBF50eBow3eqf1FO+dUhU7ygzcrlOzRqIkBi4zcwmFVZZKlULhi8d0ntkm5zxrCdx9i69PQrboOVazOswdytHL0RSCu6bSso3aDt3j8JqBmAHduSTupasnOOjV6dlZMW6v0XfczTYQl1mSNyhy4CKB7ohymVcg8St4ejV3xIRGIHyz+QB1Pf2FbhC5wU0qALBTXUGvUjD3v4wtQ+ylLW1pS3uBvbzsK1cfhWlqzwOA9pKi7QbmqxwG+1ITi8qFRMbYrYnv4L0e7Wr+KivCGTFurxei7C7zBVaMAD67dr4wYbJehyGeX9PnjLf73ox6if9H76bGgp1Oyzqkz5TAxRZ5Ew8mDixmHXEGBSdeDi4u7RUhk0wUkrz3vOFpr9EazGHlnti5qq2YBRqjGFwlT3bRNDC9QP+/uX6mAevOZoLHh3RMsiEwOeDCR1qBs8MNs2mqCx4qr25nqebsE7anWVGUUjC6QxqnkYW0Sd6EPVho0LoxCSFCVlXkG3ZPA/gndOzesI5um3bZaergtEe/V3tCt3tBAZUHXAXm8EosQt1/LQBkLfpc2DB133Zcd7T8bOZbuuAxumxoTNzkdYpUvl0/wHXuO/b/TxhDPC/fKlXhVd+yI1xRJ88du1AKFx2KUK5XG3ifOSrH/RLa3IZZvT8hqAIAkbiI2PMNV2z4B+TdmQtGCdgSC+6HT0qF4uSik+Amy8XeqR9ilRmGzuISLEY4b/o0do/LK1D8HBNPIHWYkPZgAZfnXPlIImH8affNJv7nJj0ntxzhx9WLAEgtFKD2zLxI07HG+LU1QoTEytCMNpfKA/xah/6+ZQ9w2yaP9D+P39QcitdeoXGSQuHjFqWl5lFNR13qmQSaXJmREhm/E3HZRFziwuBKhsYKhcIXK/Te1e0AhwP63NPTJtaaNDZZKgtJ5nPAlNpuCGvAGjdlDt1rFgTnQaKGQnKBWb5Eil1uLGjLEC6PwwTA7oLesSgzIcL/R0Bx2eaTXGojZYKK+aqpF5JFU+qyvjkH0twLdlIYDKJe+DYkw2HKRlGFe71GE6oflzRl1SxzMGLUu4FE+7oebL1ITrMQJ+nzoZktEy0/W26EuFqmh90Ly1q7+LhVwTjJXwQJ5abPfUflqYXGF5S3SD1TL6DmJIRgTW4xmUHlDMxhqCc6lNKYYfeA72V9RVc8LSPVIPSvVR7h4xZN8kezNn4UEXHB2W0Hl/+Yqv3mTgTkOb1zYGxNU2UYEC7nHZMEyJnfz0YwWGtYhVFBM9WoFTKcDCpXhtTg3GBh4b8cE+zqeFzR4acZKPinOWOAKvKHjGJQSmkBMkiJpMoTQABBk2nXUoWgVdF/79/JyR5SmHMGodfp+657xQJ3klqo5eIugG4OkBB64ywL47nNM89J5z8lYrzh7NN/VoFP+xROTs5MWEGOaBaasGG6YWk4jtVLEKzRWOUgbxllUDk9mQGIO/Ssf/fqp3ohlFB4y9sFANwV25jyS3HGHWK2k+jKf3Uv0bnrrG5qGjkjyHQOt/IEyPYZ7F5zsHeTrvUbHcqzzzMbN5hMuJdUNCn0NHU16cimdaZ72W9aRc/3tyo/w8kqbWpNxh7tzlt6PKOa0mmz2aYDXgdhTCMsmB4tqhgaQC7WA5hcW1ik9Pw3nCHKPr33g+OaJtAwzBRRjeninkBDj+y9Mw1hszi3adkWrAnll/u3XZyxLOz7o6sa8vU7lc/QZ0nj46SGPkM0TqYVKO/5d/1vsmWIvbSlLW1pL7CXB4q/Ta72yVek7lcViUC6Rjt7qRZg9ox2IGsidH8mLIW0zN5OJnRf8/0qFXpa1gzjhHbWMDN1KFAz55hkeYtVCJ+rX4GKtDzmMMuwE9P3DBLaJda8CQZMNb/mFtXodXekK3z9Vgk/YXF0WQmhcqoqLuLM12ysfMCV6+OhBjdDCuCYikvpfK61O2S9pjGgahECDl33+DbtdMNXAFyhc//W+l0tW3rRPNPFAl9G+PIvEfDux8NLePiMWqU2jjyIUa6Yd273Y29JBYH2XlUU6QpyFsUQubbIOcU6WfL1dWd5++iGi8Gb9N2vr5/oHT9JDLB0D7x+posS1jQtJHkZmyksU/eKx62y7vdd1CWCdg5SFtoD87sZJGumqGaG2GRA+pzG8SSuYcHXN8k8ANybLhM0uSjhCkMTLxsQ8FhQ1xBSe5n5z1ESYTchD/fT+bbutfcPJSSD7mcXShrPGPsCrc9pDjinMx05KEYJTK5VMLlMYxO3I/zKFj27X6l8gRZX34eZp0HtBpRWjtwd0ryY75fBIp+YbJnnqLsEXGZXsqeZBphnNnTEZs4Ludfc07vgkZcIkHRGLi/rixSHrNjZlAu0GAtYFrYen1esGX65SpK8fzagdNU8seDaNNbz1RiKccepJTDZoueUuK5m8wnrwOIGzYd6OYDLbZs5p8J3T29oSkTzzESvROkC3w8RNpklKTDg7bCE5GiKbJTT9dBENBp1WKf0N2/NxphRAl+t7eANl57BILVwL6QI4b3hNfzkkCrhFS+E6f580fOvs5deII++zg/s4gRf4uqTa8Rosr71W6Vd/MkqhWY/eXqhaE0NTEiO+1VkYzihQf6iQgvbujfWoa8jE829eBA2tLhRSUaYKwqVF8rUhBURHA0IzSt5JSPEaUYDP0lc7Ecc1oQ+7jQo37LlD3G6RQ9hGLiYTVhPd8Zg72amK7Kqf1YsTFJCBRy2pimMGtN/Xexoxm7ZS5GsUp4l5G6O1FV5ags1Y46LXFklXR7KNTaNKeYZTborq13888uk/6IMqanDcndfJYnuy1ZppsPnLFg8Txhx7vd8gVSzuc5fyjGTY4xcTbzhmjG6AX13tDABTjVlR0J3HFkz6HPKCo21qpYRN+klFEkGc8oLimFrtu1gU8Hf4zzbKfWAA4DzegFbmvKzmGc2umlVj02f2d4tMcWcw+aTtAD9uiLBCr/4NeHhf7eFAu4vuEqbOHC4snp8I0HYyjWWFDKuisqRidYXDILvDknDHND5ZmviI67xQtOa4+s1WlxKMkST0wFtI8KQ87zXnWPsR7RANnwa91HDx4wXGnsokedhUk/B5xT0ZMOEPS0Wzpw8wu9mGvXwVy6RVQyuHAJ1+tz12jGa/F65QmKumPJLWdgWPx9mpkphk+flP2oTH+g4c/GgTqz4H1Yv4osyAe3DgzIEX+vwdgLBi9TbV57i2y3Kb25aA/xx/8sAgJMFLYqnszLAa4F/IDAz+L27kMLhzjuZJhDM6aDOITjyhoSs08T4Jk3K0RWJrTZd8yWriwqvC4PMxSmTD3x0tI34Af0+UEDSXIbYS1va0pb2f8WEUkr9zYctbWlLW9r/f7b0IJe2tKUt7QW2XCCXtrSlLe0Ftlwgl7a0pS3tBbZcIJe2tKUt7QW2XCCXtrSlLe0Ftlwgl7a0pS3tBbZcIJe2tKUt7QW2XCCXtrSlLe0Ftlwgl7a0pS3tBfa/AKNB8mHOVNjZAAAAAElFTkSuQmCC", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" + "ename": "ModuleNotFoundError", + "evalue": "You need to install `pyfastnoisesimd` using `pip install pyfastnoisesimd`", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m~/Library/CloudStorage/Dropbox/Flash Sync/Code/Git/PoreSpy/src/porespy/generators/_noise.py:93\u001b[0m, in \u001b[0;36mfractal_noise\u001b[0;34m(shape, porosity, frequency, octaves, gain, mode, seed, cores, uniform)\u001b[0m\n\u001b[1;32m 92\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m---> 93\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;21;01mpyfastnoisesimd\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m Noise, NoiseType, PerturbType\n\u001b[1;32m 94\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mModuleNotFoundError\u001b[39;00m:\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'pyfastnoisesimd'", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[2], line 3\u001b[0m\n\u001b[1;32m 1\u001b[0m np\u001b[38;5;241m.\u001b[39mrandom\u001b[38;5;241m.\u001b[39mseed(\u001b[38;5;241m10\u001b[39m)\n\u001b[1;32m 2\u001b[0m shape \u001b[38;5;241m=\u001b[39m [\u001b[38;5;241m200\u001b[39m, \u001b[38;5;241m200\u001b[39m]\n\u001b[0;32m----> 3\u001b[0m im \u001b[38;5;241m=\u001b[39m \u001b[43mps\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgenerators\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfractal_noise\u001b[49m\u001b[43m(\u001b[49m\u001b[43mshape\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mshape\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 4\u001b[0m fig, ax \u001b[38;5;241m=\u001b[39m plt\u001b[38;5;241m.\u001b[39msubplots(\u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m, figsize\u001b[38;5;241m=\u001b[39m[\u001b[38;5;241m4\u001b[39m, \u001b[38;5;241m4\u001b[39m])\n\u001b[1;32m 5\u001b[0m ax\u001b[38;5;241m.\u001b[39mimshow(im, origin\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mlower\u001b[39m\u001b[38;5;124m'\u001b[39m, interpolation\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnone\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", + "File \u001b[0;32m~/Library/CloudStorage/Dropbox/Flash Sync/Code/Git/PoreSpy/src/porespy/generators/_noise.py:95\u001b[0m, in \u001b[0;36mfractal_noise\u001b[0;34m(shape, porosity, frequency, octaves, gain, mode, seed, cores, uniform)\u001b[0m\n\u001b[1;32m 93\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;21;01mpyfastnoisesimd\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m Noise, NoiseType, PerturbType\n\u001b[1;32m 94\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mModuleNotFoundError\u001b[39;00m:\n\u001b[0;32m---> 95\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mModuleNotFoundError\u001b[39;00m(\n\u001b[1;32m 96\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mYou need to install `pyfastnoisesimd` using\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m `pip install pyfastnoisesimd`\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 97\u001b[0m )\n\u001b[1;32m 98\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m cores \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 99\u001b[0m cores \u001b[38;5;241m=\u001b[39m psutil\u001b[38;5;241m.\u001b[39mcpu_count(logical\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m)\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m: You need to install `pyfastnoisesimd` using `pip install pyfastnoisesimd`" + ] } ], "source": [ @@ -83,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:22.493509Z", @@ -122,7 +115,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:22.553838Z", @@ -172,7 +165,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:22.877245Z", @@ -219,7 +212,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:23.027378Z", @@ -266,7 +259,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:23.153336Z", @@ -314,7 +307,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:23.301448Z", @@ -373,7 +366,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:23.558076Z", @@ -423,7 +416,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:23.865447Z", @@ -463,7 +456,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -477,7 +470,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/insert_shape.ipynb b/examples/generators/reference/insert_shape.ipynb index 14bd009ab..f50ee65ac 100644 --- a/examples/generators/reference/insert_shape.ipynb +++ b/examples/generators/reference/insert_shape.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 21, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:26.855004Z", @@ -19,29 +19,16 @@ "shell.execute_reply": "2022-04-25T01:54:29.042073Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.generators.insert_shape)" + "import porespy as ps" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 22, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:29.046733Z", @@ -53,14 +40,12 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -69,7 +54,7 @@ "shape = np.random.rand(11, 11) > 0.5\n", "im = ps.generators.insert_shape(im=im, element=shape, center=[25, 25])\n", "\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(im, interpolation='none', origin='lower')\n", "ax.axis(False);" ] @@ -84,7 +69,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 23, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:29.129869Z", @@ -96,14 +81,12 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": 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"text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -111,7 +94,7 @@ "shape = np.random.rand(11, 11) > 0.5\n", "im = ps.generators.insert_shape(im=im, element=shape, center=[8, 8], value=3)\n", "\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(im, interpolation='none', origin='lower')\n", "ax.axis(False);" ] @@ -126,7 +109,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 24, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:29.208228Z", @@ -138,14 +121,12 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -156,7 +137,7 @@ "im = ps.generators.insert_shape(im=im, element=shape, center=[25, 25], value=3)\n", "im = ps.generators.insert_shape(im=im, element=shape, center=[18, 18], value=5, mode='overwrite')\n", "\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(im, interpolation='none', origin='lower')\n", "ax[0].axis(False)\n", "\n", @@ -175,7 +156,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 25, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:29.397055Z", @@ -187,14 +168,12 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -205,7 +184,7 @@ "im = ps.generators.insert_shape(im=im, element=shape, center=[35, 35], value=2)\n", "im = ps.generators.insert_shape(im=im, element=shape, corner=[10, 10], value=3)\n", "\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(im, interpolation='none', origin='lower')\n", "ax.axis(False);" ] @@ -213,7 +192,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -227,7 +206,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/lattice_spheres.ipynb b/examples/generators/reference/lattice_spheres.ipynb index 9d1d55e90..3d16c906b 100644 --- a/examples/generators/reference/lattice_spheres.ipynb +++ b/examples/generators/reference/lattice_spheres.ipynb @@ -26,32 +26,6 @@ "import porespy as ps" ] }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:15.522322Z", - "iopub.status.busy": "2022-04-25T01:54:15.522032Z", - "iopub.status.idle": "2022-04-25T01:54:15.526501Z", - "shell.execute_reply": "2022-04-25T01:54:15.525977Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(shape: List[int], r: int, spacing: int = None, offset: int = None, smooth: bool = True, lattice: str = 'sc')\n" - ] - } - ], - "source": [ - "import inspect\n", - "b = inspect.signature(ps.generators.lattice_spheres)\n", - "print(b)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -62,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.533000Z", @@ -74,14 +48,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -112,7 +84,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.667128Z", @@ -124,14 +96,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -162,7 +132,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.872537Z", @@ -174,14 +144,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -211,7 +179,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:16.010426Z", @@ -223,14 +191,12 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -262,7 +228,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:16.145676Z", @@ -274,14 +240,12 @@ "outputs": [ { "data": { - "image/png": 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Rdmk+khHjaAqzTLI3heWRgvwH3ov5zc/31bEPOOyTjzF/8hjLDYvLaQhpWDShHgr5NJJIwKOQgamF+XvOMXxpnenJEdWaQU1YPIHWhgHNYuhfQa3io12X2znDm0q5XaAWqnGwv+CE4wFqGykQLyFiEH3u7OyYbO4Z3FpQTzLcQPAZHRsm2jCgwZ5jAQL10KAnBoyuLiAz1OeOMj81DMcQSZEXaaMcpr0O7759ncGpjzJ+5ibuG8+/Keepx3cOu7FB/d7Hkd/5/Cs+R7IMffcTVBsDvA0EFdXODh80j50sXoOdx8f8Y2ewl/IQIVBdrRU4SAigaZsVH59nbUgbUGCePM9ya4gvTHyPSKpdOBZRRZwEM1alOjLEfuRd8OkvvX5f2CHEA0kIbv+vP0E9FGypaBZ2IfaJTzQ7plP/5CL1pcvtPxihHtnARC0rBVDJMaewkprweuKDYVTrGe7J44iHwZUDuayOQaoId967wdbT+6G4SzQ87BQ/yFmeWccPDD4LYdHw3tJZGNIuKR6yC8exXM/Jf+SDr0p4ejwAGBQs102zkE7PBFs0y5aA1hNpbHh4C+wCvFXK7Zxq/Wj43/j4ckMwlWJLWBwTih3FOJieEkwNoxtEGw6L8uzUIOx6ijYy0CUTQrC5xbYw2NE2jeDC/6gxVJMxPo8koLOIp2NO9Qop8mEczeednxo2RKYeBcLRRjc6x9EJ6bpcWByxVB86yVbtqF+4+Kadrh7fGnb/7Pc1vthngs8he+z7ml3/8X/2PPWVq+0/iMEPsk5RLAgdMtD1xbZth1Ur1GsF/onT4JX8yp17urq65ODu+4+x8dUdZFm1mznn0SKnPr2FG2at3UXirJbWEOmQZS+BvKwVZN/3PvjUF9/Q7/StxANHCO7+ue9juSH4Auo1aRfQYTih4uHaH3sU/KMc+7ufe8UcvLfJeR3IQ8XdfSgMjGmFzDC4tBfCT0XGy390C6nDzi6EVQnEJIPFkXVO/+bd8P9pV5+ZQAbyaFiGNpTlU9hVGocajiXkv0Cpxxb54Q9ifuMP2+P/Ix/k+odGYWcmwXhP/Re/Ty+IdLihEhZwteCL+GPDuTJVa8PLdUEmMLqpTSRJnDZk1mdQHom7/Exxg3QbfEVDOEXC4u6z+J427O6nZ6WxW3xrh5qBGwqja4poDOOjjdaBz8J9amF+IryWqduF3S5geLsl1+FAlDrWS7hBvGYzqNaEatKSALUwvqbNbQTUC/UA7n7kNBvTOe7GjTflPPV4bUz/1MdZrgtuIFRr0iygbhjOsXi4+eOPYdwFNv+nP3xFXxwW4vv4YlZD/cEXC8VLO8F/5hlXf/QExgXyKD6QYm/DZmpx5AgnP3lAmCizuGGGz2OULLXcZq0fD08P1weAmFh/U3vqcU7+0fein2kjBfqJ93PrfePwfAnvf/y/+nTwxQ+YH34wCIGxSJ6x86c+yPSsacKUzW5CiHnLcF+5FXYgV/7dD3Pqv/h9Fj/6vsA2O2FOOXCefBbDpCKoUTzBEUpM34sql3/yWHTg0dkZQmogMk2JO6LLP7GJWcLp37iLuDos2N2QViQDQAgfQ5OzjenjYFzxInGFYK2hOHeWWz/8CJvfnPHyHxmF99P2eF7+Sx/HWxjsKCf+m8+Bc339wSGAffIxdt57BG9hesZQTyIJSPYDYMDnKX8uVOvBHqqJYfO5YBjVxLD3aMzdW22jXR78mjZ1LcbA3mNh9zW8JYxu+mY3tPeooHl4/+b/E/dMr5XB9BFBali/GMK2Iop4mB8zLDfT+4fXMKWE2wbqCSw3wThhdFXJZzTpCeMUV0C5LSGycTSEZQPxCK81PSt4q5hKmFxRPOFaqIeCZJYebzGiL977Ex9gesoGAmppNiZdX0zji4XyL3yI4//Vp6l/4D3NQpxC9QfhC2n8buriUtshB6pc+akzIfVqobLEa0lWfLFmwss/dQKzVE79+g3wesAPx5eLq6DP28dCVCLertLzDKqKzwz56VPs/OB51p+fcuUTE8TFDaYN38e1/+3HUQvFXeXozz84vviBIAT++9/L9Y+MVxbj4BTD4ylvigSbSMxObegqsEsfUgYxRAXtDqoehtBrm7vXWEBFU6hVjwyz8xsN+2vCrQawBKfeCZ06E553/eMbHPvijOVWEf+3U78Qj6G7u2ouDg0ExThtCrt8YXj+z58HA7sX1oIRx1y0z2K+K34ni6PC5X/vw2w+51j/5S/hZ7M37Nz0eG2I8yzXhNlJiQ40OptkPwnx/HsJ5xPC4z4P0QGfEWws0066C/xAMaU0r+EzgGA7y00hmwp22dptQ0Zo70vERGK0yVlFLExPC+Nr4bV8LrgBuJEGMhrtTUeBHOClTRmoMjstjK8q+RTQsKjvXSB6zvjeWTgWteEz1yb+nSnT00K2gMEtRbygk1Fbo9PjrcHH3s31D0zCDjtrbcB1fHGyKTEgdbjP54Ld3kJLhxtnbSFthJrQOmuXPpCBRFSTX7eC8Uo9tOiFo9Hvrfpi7W70oq/GhtTDze87ztEv3KU6Mmx8e0gNt8dgKm2KzLv6HIE4B5sXp2hhuPjnHg+++PxGG1WI1444mjSgz4Vrf/HDbLxYM/7VL67Kfh9C3IefHUJYWT35BzYKaSFUG0OaWctSL/0bT1GPbTBQ3zqScsMw3xZufNyzOBpuz49K2L13C7Us7J+x3Hp3js/j6zaERPGZ4vP0O7DN9FNtCDc+NMENTUtevDYGvNg28XiF5fq9RTFpZ4XAYrttEfMDxQ3a9w3Gp2gWcg6+UNwQ7rzNUn38Ha/vuejxHaG10bgYd648hcbm1CT7DecRDbv6aiJMz0q0ueiEC8WNPHp0iRt73JrHDbRxRslJupGwf07YuxCdeN5JD4w9bujRXHGjYFPN/+fgRoEU1GNhdkJYHgmRADdU/FBxExdsz4Af+uYzqAFfKNMzsFyLLWTxmtS4i/QDRfM20qAm/o7O3o2U5YZSbQTnPH3n8X7A0luMFLZvbOSAL04EwSdfXIAbhMeu/Ktvx42bmDyp8LTctMyPWa5+AmbHwu350eQwaYmDEfbO5dx8zzCkXwsaX+wtTdo2+f/kj30eiPGNj2wGQmFTOoKmy2Z21AbCmwvl+r3LYqqJwAiL7SJ+F/HzFTTX5Mr3Eu24HsOdpzLqjxx+X3yoIwRmMkHOn2V6rGgKoLRrINDcL8Tf6bEOu9x9JGPjpZpqbJidDCmH6XmH2V5igLsfFUym+FqovjREFAZ3lOFOSx993jnpsrpDgxSlCM7axN2dt1CtBUIxvu6bkNf0lMEXMHvvnPGXRrgBzM/WbH0pY3inQ1njRVOuW/YfieGwTgFWczEmkpQqzE2MkhiYHy/YPHLkvsqLPd54mPV15k8cox7Lig2v7HGT/0m2nEygs9uZnZJIAsFNXBhgtFYxGi1RFdygxtrwj/ObY8QJdmrQWpkfD/lQn4ciXLfuAzHJPOMjc5ZlTj3NydeWVHsFds8itYT0gVV0KE0oP5EXN/aQKcOtBYvbQ8iUbFTjbg+QKmhyGMIObHZGAcPsbIcMSadWIL4mliZCpwbUCSJhQfEWxi/t97ocbxHMeIycO8306KBTiMfqLn8l+tp5rGPHu+cLNl5cUk8s05MGtcLeBY87ugQVbn1cIPNQG7a+kIPC8I5ncKdt9/NpAZa4+eoWyKa6rE4KTAjPrybC/tmMyVXX+OL90xY3EHbfu2TziwVuCNOznu0vGkZ3/MomEg3kZe9R2xDXtsOn89ljXU76W2JaeXF8wPrW5qEWOzrchOD4US7/2DHcKIZ/4gnXxoFGpxIdbOqVTnkkD5gq/I8bCDffL8j5faxVxtZjjMe58GLGKKpC+ZEa9YbqmTHZPEjC+mL1uNIOKKUWksGn42rkW2M6wVuYnjSUR0AzpXp8zmi8ZM14yo8ERz4Gdt4/ZnA1Y3wlFGZJzBvPTkqHgeo9FeIkQtQhtj5TjAh3njKsP3vmvsqLPd54yMljXP/IADfshOo7EYJQPJqeTDTkjg1ryKc3O6ETJeubczLjsUbJrKOO8dqkQ5CdcnhvmN4YY6osvSgIVEdrJkdnFFlNkblQdDgq8ZtCbh37owG7+Ri8kF/PY9Fh6Jipx4rfrJHMs745Z5jXWOOZ5eG1APYyx3JWwDRDXbBb8bA40UkxWO2k2LT97CkHHL8OzRRvhGpdyXeFnXdtcOS58X2lbHu8sTBHt7n2wyeoRx39ie7mpLupbuy4TUGphlx8iC4Zrn/QUF9YIFYxxpNbxbng1MQEe9v9eI16Yfn0kO25UsWIQxfpWNKiS+zclXg7PKndsauF6WnL4mioJZs/saSYLBkaZf/jDmM8GXD7Q0OGL1vWLiujWw7xSrVmmJ6yq9GAA3Yc6hdk1Rfb8D3sPGFZ++bpQ63WeagJgd7eYfP5U9x+Z9aEX5rHjMbiO4HkVNKveJLEB+a2d8EzO2XIHt8nyxxGgiM1AmQO5wVrlNoZKMB7z/xsxfxOjtRQDzvRgRgeXSlKTItzIggEckEsFKzWQwRgcnKKMZ6x8WTWoyqNIwUoTu7hTwh3TqyT3bVsfzkKvWQS8sYp39txmg0Ll9XP3XxPFu68d4PxyY8y/K2v4qfT1+fk9PjWcPM2W984wa1322ZRT0g2HBbC1Z1I4gUpn16ecGCVra0ZeeawxpMbjxFlYB21N2TGU3uDquDVUW2V1HNLNhXKkzUyqtne3g8LuSi5dXiVYKuANR4ZwvhUiDpczzawVwYIgQzYMzO21xZk1jX/ryoMxvPm0Iusxq/PuLM3ZrnIkZsFZiltKsJ2OhCkQwbi75XrOn0dNhQq+txwJD/ULuuhhd+5y8aLp7j99qJJayU0NQNNx1TnsU4k1Wcwewxmp3LcEzMy67HxR0TJsmCL3Y2aesP8rGN2y2AqWg2Mzg696+8aopkIArHEK/ri5YYwPefJTk7DxjD6Yq9Cntehu0CU+qRDTwg3T40p7liOfsnHOpqWDEDnelZpyW0kSmoUU6/a8d13bTE69mGKT33tUNZ2HeqrS9bXmJ2wjcNYMbgmVKN046/BocSWKoH52ZAa8KIM8posGoA1UQ1LJY4mULxCIUrtDcVmyd13w+hi3ulm6OxsOscANOmKVNDorWIiU6w2lGJ7QW5dZMOeIjrjQVZT1uE0iATrWj+1x3I748ZkzPo3QyWveAmpiu7n74Tk0k6sOR4bitNMJeyfFTa/sezDrW8iJC8of/R9uGHYVayETzsLIIRFUlZsmGZAEALL0zWjI3OMaW04t44s2rBXwUZykGzKqTAcVMxPzqmvjrAbSzbXZ2wMSwa2xqkhj5W0Jto8hOKtQXydI9v73M09y2mOLAyjYcUgqzGiWOMZ2FA1XVjHMkUpXLDlI+szFoOc/czDxVHTTom04dWDNnzPtRyLufBCPVZO/16J391/Hc5Oj28XZjJmdiJ7dV+c0pa09zet1QKzcx53tEKMUmSuIQNZxxdD8MWqQlE4nFP81pI77y2YXLSNf23etxspjUgRgqa4PHbzqIXluiJHS/LcYYwGQh2JQJHVLJMvTh/l1IxqO+Pq2oDNZ0MNDhpfr7FjXTkGf187DqY8PW1Yf26JLg+nDPKhJgQUOdUkrr7JkXYY6CsxUul43cEtS31UKQYVVhQbjaB5C+uovCE3YfBLFZlpljnkyILF0FG8OAg94ir81E9/hn/yWx/mp37w8xiU0meM7JJf/PL7yK4WTf5efMhZ1GMle2yf8bAkj8avBCdsRMnEY/KKylkyE5iyNSF6oMfnVFfXVmsnGvYJSKy+tp0kHe1NNSnFIORX71I/AG0vDwVEmP3xDzDfttEJ0dowBxyYF7B64P8VpZFrIbudYY/5JkSfHGjCwNZU3pIbh7dC5WyIGFjHZFwyP+sZD5eMIpn42VNf5Jevv4cfPvZ1LMrC5wxNxef3zrGzHFN7Q+UtRmB9soBJqIxeH5bk1pGbEBlobdhhrLL0lkkeHF0WbdiPS6b5EKlk1YGbVFwbbDjYta5EBlY6eRwUL9/FfQ/oyR9K5HmQu+74Yj3oiw8We8uKR2JwyzA/rmRFXIyNrjyeZ47amSZ6Wjkb58N5/PaS/WHG6IUcE93YD/zsF/jkr7+PH/qRoAkQfHHFr33hXQxfzju+OPzUI3BPzBmPls3G0GvwxYhiRRlkNbU3jIrgi0vj8V6oT5RUV0Yradrwo20KORHezsawu4HU2H2WXT+8vvhQE4L6xUuc/MwmL//gWthBJRGevOtZV9MFoiHcmE7I4nTFIHMdESsNxmBClMBHx5YeA8hjSHThTchnWfj4T36Jd629zJl8h/f/9Es8kt/CY9hxY9btnPd8/DKVWj6/9yhGPL/xyx8M9QKnl0yKKuR7jWeUh6ZWw4FFIL6/iYY5zGuKrGbnHZbi2dH9v6BudVo3WhHzZ43IUQaXfvYMZ/9uP0nxjUT5Mx9luW7Z+J/+gPkR2xSAZnNY5q3DSK2iQNsyS/e3NI4MwJ0uV0isiDKwYadeGEd9YLdvRCliBGFaFkxGJaO85qfPfJVHi5tMzJK/cOZ3OGrDbnvHjxlLyfniJg7hi7MwhfM3rz3J0licNxRZHdMUjqGtMbJKSox4jJjw/igVyjCrA+E+b6m+sZ4+WguJxFnbHGyC2rDLEhe2Vt4KL/4rJ1m7dALxyubPf+q7OVU9vk3Uly5z7HObXPvEZqNgKdLRHLiPHbfzMMLf8zMOk7WOyUiMFER/XHvTpFBFFBElzx3eesoyD4uvhff8zNO8Z/1lTuc7fOBPXORCcQOnhttujXWz4AM/eJFKLZ/bDXb82X/0ntCOfbpmVNQxZewZZHVzHAnpdoogW6MMBhV57th/p2Xy9VjEkKIinYhJ00rbgY/RvxDhDb74yk+f5dTf3zuUhd6HmhBkFx7h0ifWVu5LX+63gsXbFxSDmsmopHaWPHONowTaEKutKV3GWrGkNBlLZ1mqkGUOhkH85yMbL/CB4YssNGciS4x4huI4bvcAOG738Gp4qrjKJ/fe2YSR8lHVHE8ytkQGkkGWddaEX+toUSKhOmY4WjI7bxm+UKx0FRAfTwVaaWeV+rnThZjI0dlfvtaTgTcYbmAoN4Xb//pHmzxjUHG797krO+FXgXlyn/WiZnO0wKlQWMfA1vdECYa2Yukz1vMFC5NTuoyyzshjzYwR5T2jS5zJ7jQ2bFEG4ti2IZd5QvdxCKc27vLb+29nlAXbrQ6qeK28b7Dbhcso4tbNd2zYAJPhkp1H53CxQ2wlRgRUmqjfPTYcbTeJFxkXFRw1yJdv/7efotckeHOQnX+EKx/bWLkvbL6+tf/ff8cSM3QMR0u8D741kYHm9UTJjWfpLOOiYuk8VW1Zehs6aMY1ogXft/UcHxq9wMwPGJsSi2ciFaeyUKx3NrvDEstTg6v8i7vvamoczKRaGQAGrU/u+uLChg/lOuxVRMnHS6YXDJPns5UarpWiRjqpCht0Zho7jj751K9dPZRkAA65DkH93Auc+fUdgEb0IVXwJ4hLxXvSVpnEx4fPDPHOUFY548FyxfjyWIilKpQuLMhVp1o7s54iq/n+R57n3/u5X+SJ4joW5ZTd56Sd84gtmUjNuqnYNkvWpcKIpxDH+8Yv8b/7U78IBkbDCmNCzYB5BccqMVTVPb5hFvJa3hsGl/LVcJyGLyRFQ+4TbLgX3r/2c3p8x5As5FdNFUOTUUpYashi7VAjQHUQvrVhieI+CfrsGs4bFnXGOK9WiEAmviGQSx8W5GWs9jKx6G+Y1XzsxIv8+Ud/jy0zw6IcNzOO2yVnspqheCZSs2VqxqbGolg87xpd5i+c+53wOsaHcOp9iEiCEWVo68aZiiijrKL2BucFvTxa9TZKIAMA34ppxu8kFHUFXYSbf/H7mP4rH0fy4tX/t8d3jfqFi5z8rbCINcJwBzht2iWnEH3XL609XaBOWC4tw+KAHRuPi8WtS2cpom+Gji8uaj52/kX+7X/tn/J4EcYgn7K7nLX7PJ7NGJuadak4akrWzZICR47jvZNL/G/+7C+BQDGsEeEeItKFib44ty3TGeatLx5fzFavYe3UbvnVtekgmhpad3h98aGOEABIWZFPNWhla2uMSSFQbez7jyGr7gmZP7akiL3Zi2UeqrNtMIa0S++e+ARVoXaGj566yJ/Y/kOGUmFR1k3IX6ZBcwOBMCtG8N5zXEowJQ7BiCd/524swGrDULlxK0VcXaSd3CivYh4rpBruPGkpvjLGjWjyd43+u2nDru0HiN9dv3l6U2CGQ+Z/9L3Mj8QW1jr27xtp+qJNBYigHUnUVOwUWqSksd+mYFXAnV8wjM5rVuUUNhRjBVvxGILE9sEQvo852I8ff4Gf2vwSQ1Nh8YwldBgk6xsK5DGf5lTZthXbVDgMezJkazBnpxy1LY3iKWK64n42nDC0NR5hkod87fKJXZbPbCCx8EyBrmzzPVG/+9hzem7zSTNhdtyQ/eT7GfyTz7zisfR4fSBVjV0EB+Sj702iQKmeq1n0DiyO+4/XmFgrs1jmZJnDGtcUwzoVsni7i+SLP3zmJX7u2OcYSoXBsyFlTE+BA4aiDA2A4LznuJ1z3M7xGHJxuPfsB7tvUgG+KZBNG8GDaVyBpkB3kIfowvRtlsmXB0GZsXu9hhdoFT/vlwpMfx7iTplDHSEAcF97lqNfXawUh5B+6PytbQjLVMEpm2HoszbGN4YAwVnWGtq0Kmcbg3glDKVi284Yi2PdOIbRgQ5FmpbygQTnCmBRHs1u81ff84/Z6rRkAThvmgJCgExcs6sCsNJW3HoVGl0MAbMUTEUz5wBYGTUrHqSW5nsQHzTBB7dB5n2HwRsF/4G3MT+WhcWqiK1ReTvsJdlkc05cp9gJ2l1VdC5qgxKgG4ViWAgOzHacZbANg0Gp1TSRgVfCUCq2TMnEeMaijQ3nIljCz1Bo7rd4Ttld/uLZ32BrsGrDtTcsuzZsHIVpbbiINQZeBY/E1kZwAw32WQc7bfLOndviJDzHd9IFPkp8p0I2Q6NAh0A1NmTnzmLW17+zE9jjtWEssj9jfMORhmGJo7kNnZoB3/HFy0iGhz5OIA7FhAleBaeCjQRz+S344hN2n3VTsS5143OHnRkFY1HiLC0MnkfyW/zVD/xjNierdlw5G9JqnahWd4OYx6iuxuiFRjtOkUBTdfytgqna2yv220kXZDOoj64d2qjWoScEAPnVPYa3FVN2DM7d+7shBnU4WZPPjYKKmzONeEuC82YlLJVCrz4uxBvDkjODu/ccSyIB6yYjF8NQLEOxrBtLMqV1E6qyJ6bk8fVbIWRKiACkYpnEhJMj9ypt65cKlQ/HXDvL5DPjpiCtMbSDn7kbrnMtOx/dVM780iXqyy+/Lueix71Qa1YUJFEwdau4hwTiZpdEGw4dKI1DTYOsoNEdCBLUnuUy2Eft7EpOE0K9iY/VTaEexjT261XYGCw4NbjbkMyEYSQBa5IzFMtAMgaSMTYWF3PyKRo2kSUX1m6F6yheI6koN+2oGhumfe9abUO2K28oFwV+4nAjjy+ilkeqE2hsV9pCws4hmxrsvC0U7g42UyvMjlvu/MAjmKNHvpvT2ONVYIoc3ZhgF55iX7FlmG9h3Cv74kTkTEWogVJwTvAHokHOm8a2JdZ1AdHmhPVRyenhvWJUEyNYEbZMRo4wFstYLBNpl7WN6IvHpuSxjdvhNX3o4LHGr6QOKt+uEUmfw2noPKu9wTnD8PlBWxycNl61NMqeqLTXd706KyGbweYLFfmVO6j7Fosv3mQc3thFB+6Zb3BMlerkBjffN6Ie0YpOZG0RRwqli4ejX1lSbmUs7lOAWDnb5EZd58RDKCSpneHM1l3eP77IlpmxbRZBiEVgEI3NYMJsmshMjSpD8VSqbJsle5qx4+FWOcHHqEDdCfemxX9oK2q1TWX4/cKwoxue8fWaqx8t4nsJvgkL0BhnasdJrBWFrWeX/Rz5Nxhp5oQoYUyw0OilJ4iLJpvSXL4tpvN5YAN+GGYJkASoBPzSoveR7092kqJLaTcOwbE5bzg7vst7h5dYNwu2TCgizIG84zANprFh1DIUpVLPlqmZesMecHs5pvKmIc5pb5NI9NBW1N7G1IVS32ef4Z1ApmgaL+4B33GYIo2DRWUl8mUqaYq2FNpoQkwfGA/j672dv5HwiwXm4ssMrUXNOvXEMDtm0Kwlaj6nnVIoLTEY3faoNZT38cW1s00xYfLFdfTFtTN4bzizdpcPT55n2+6zZRbBjgXyRIYxDKS1Y4PBUVGqctzO2fM5O4y5tZjgnGlSFKlBIl1LSZ8DaLoeDqLYg/E1z/4ZE9xuFkqAGnSJQuc3CoO7HrvwVGe3sVev4xeHjxQ8EBECAPf1b2J+6w85/clbnP31u9h5Jz1QgS3DLPajX6o48+t3GXzySwxvVbhoVD4ywxSsMqK4eMLLGD3oGkAYf+zJJaqyoRQi5FjWZEAuFitC1hlXl4vBSmCu61Jzyu7yp0/9AY8diTssb3Bqwu/4U6sNXQ3xJ6UUXCzGArjxUyX5r/0hZ35n0TBwUwumjjusGuxSguN0gqlheEN59Ff2GH7t8ptzgr6XkcxGCdrnvlPf2vmRGCXIZuHHlO0OIw1lSZP/1GqjT1DXFuelsZkk4GI6u6kyCgK5rg3Hxwp860S/BRs2wFiEifEct1P+5NHP88TmzeCsvWHpMuoYYQs/llpN+5Pu1zYKN5qUwVkaDcQga/u326hesukUbhbyvZgmU+7pAfeWhjztny2of/TDZKdOvu6nt0eEiSR0Z8noasnaVcfkqiOb60p6IFsodqGMbnnWrjpG10MdmNbRF3uJKdH4sh1fvKyDLSY9GAhdK6nYNSd0dw1FGEjGhhm+hh3Duqk4m+3wZ85+mgtHb4csVYxedX2x69puvK9yFh+jAwC7710yvlax9rLv+OLUTdBGp23VRkiyfVh/yTPY8YHMducjHDI8EBGCLtxXngHg7K1H0TgfXbyG9iMR/LUbjTxv/muf5Ynp+3nh3zNB3CKeYGs82nGczhuq6FzLKnwlz+0c5dOTJ/jx9a9Q4Fk3IZdbak0uFoNQaaCAKcyaYxmKZ6HKTC1TzXm52uL6bB3nQxrAONuoyRmUaVWQiW/CrdCmLZw3HP1bE07fKVHvyH7ny5x/+RHmj29z4wN5Z7hHx4lqmMF9+hcvUl+6zOGUv3i4kH/5RUZHnmS+bWM4MaxeTZFVzDumOpe0wLGgOYfzuI6p0VbGWEArw2JWBFU3ozjjWXrbiFqlPUbtDSY6xPW8ZCoFd6sh31yeYGs4I9dAbqG14VwspXpq2p2KwTAUYaHKQoWpZtxyayxcjjU+OE011C5jnIW0wqwumqLG1HLoIglX4PbuhHoZZ9N2RivowEOVSG3bKms0kCTb0SC6R40uEon0PVXjOFFxd++7Opc9XhkyHOJHefN3sVOjVshmBp/HkH831bP0IXXmla1nFyw3Rux9yOOj2E/lLFZ0ZX2svQmjvqOvBnj+zja/u/YkP7P1BWZaY6XCqTKjaojA/X2xY6Ew1YypFlxabnNjuhZSyKJYE2x0GFsOZ1Uej6fdOKbosarAV9ZZm4L4BaObNdnCUq4byiMhKujzuAwlX+zBlsrkmiebuphGVPKXblIfUtXYB44QJHyr4UHzB1+jmr4PVxuWuWNtXEa5Yr+i454kK5MjO7Oxy/vGF++p3s7FUGnrQN2BPmgDOAUXw1mP5Lc5t77DV66faroN8k44SlUwtk0hdKtsq9ry4h/LeOo/+Hx4brXEff2bDC9e5tE/DD3BN37mCRbHhEf/wSVe+rlzmApO/Y/PUPeaA28a/IXT1EPT1nLEiADdRYu2rqMNKwaltv3TYZSx5r6NNqQF0CrqhPlsQJVbisKyMSxDQZ9pc502EoUjgxlDW7OWlzw6us2F4sY9xzuQjEodHn+P/QJYQkoqpdFOZLu8be06z8kxdqshmYT37hYyFuJZ+qwRJkpYVFmQoo3RLrEedYkphRkdMjdkCyGbhpZN0bDbTBM7gVapU4l5grZuJj2W7ZaHUh/+YYG7dZtsPERPboV8jSo4sAuPXaw+V1RRCSQtYXhb2d3PqAqDGziG4yVqlIy2579VKAy1X6pwcnuP908uYjt2ZUUYSqh5cXHbc9CWrQhetSnAfbS4ydn1uzw9O0FtFKktmfVUHV9srcN1xOoSqmVGfbJm86tZjGgp+b7Dlp7Bbvj/2QmDK4S1K47pSYt4ZXI1pAm68NvryLUcPYSqmw8sIfhWodWSd/3HN/jaXzmKesP+bECWeSbDcDJqZzDGU8fIwaLMg3bBRrZigAkGw0wr1k1BhqXUV9+D/72rH+fG377A/F8qkUlgw3nhGyKSjLFqQlShmLCqLd4L7/jPX75H5tIvFrAIV+DRv3cXsZZ6NuPs374JgOud4psKP8ypB50Z8SY4xJRcPLi77UJF8IVHC21JgAocUO7zlcHb0Au9uxiQW8f6INhw5Q15FCxqWldtxcAkJbZ7+55LrRlLzkCy17Rhp4bdeshWMW9EvPbrQRPRqmLUq/K2aXd0KiyqLBRD1haTKW4ZdlJiPaomfEYXxLWKnZDqQmm035tpeolAdarZD16Z3gq337vB8dvnqZ9/8VU/T4/vEN7BskIqjyg4IxgN7bU+N4iGaIC3cXOT+u093H1iiBvA+jcz9t5RoV5YzAqMVYajZahPqYMAUV1bjFGWZYbWhmrTUryCAtK36ouNeD699wTP/PoTlOdLmIQBXpldtr7YtWmLREy8F6plhqowvhi0RvYeGbD+UhnUGo2EBV9g7XJoKTaVsvGiNqOTxWsg/14xS48fFxhr0OoVD/ctwwNTQ7ACkebHHjmC/yMfXLnvINxLl3nkH7bqUt4HZ7WsLcvasljm1M4wnQ9QH6pgL//6I/zlP/i5+769B/b8sjHAUmsqHDOt2PMhXTDzOQ7DTx3/Cld/rGbzN4ZUVcZimbNfFtyZjdgrC5Z1yMfOyiIeT0a5zFguM078/Ij61NZ9P1OClu2uyM9m/Q7pLYD8zudZu7zk4LqbZq5LZzHDB4eRHgOwZaxShrBI5rFvy8YcgwvtTvUy7LaFsJtZ1BmlswyzmvV8wThbcmK4z3YRUma3qglXq60mjN+FQ5n5qrHhihAxKLVmqp6pN8w0w6uhUsvZwQ6ZODLxrOcLNvJASEuXUboMr8KsyinroPQ5X+Ys64z9/SGujt08aWaDgOQeKTzkHj9U5idDTYFdhh95FY6itg3Ldvvdj3x1vycDbzDqK1exN3ZA2wUPwqKnItTDsDNOtTRSK1J7tr8SZLLtAibfjGmH2G1aVZaqyqhrQ7nIqSvLfFYEcqhw5Qun+Bvf+PH7Hs9r+eI9n7OrAyq1vH18ldGHbpFfK6hry7LMmJUFu7Mh07JoagoWyzx0x1SW5TLDVYbBl0fkU8jmyvqlMmiMxM9tXFzwnWKqDgnoiDNJjCpk33gZfv9LYVN3CPHARQgkL7j7pz6EGwi2jCNVRTCPfDz2KQvHfu156itX2/8pCgY3Sx77WwLWcv1DI/Y/NA95n9KST5ZU8xxzJ+fCL1aIKpf+qPK/f/+vc9utsZCcsdkB4JpbMjGCh44zVRbeN1WrKV3wj3c+yFf/5FneObpDfWyNerLO7ttr6iMLiiIoI+bWMYsGWNehYGz022sc+/ICqavw2T7yHvQzX1r9Ikysn7AWonH20wzfOuS/9lmG//LHWWwZ1Hc03n10lge6DlRCRGFxXHFDbeeoK52BRzEebmNNQi3s3xmDEyT3DNdKrPWcnuw2cw1Kl2GsspHN2cgWTEzJjh+z0Jyh7ILATb9kLIJDKbXGiFCpZ09D4WyX1+z4MV+en6NSSy6OPJtT+pyNfMEiFjKWdcb+chCcaG0xxjNbFNRVCK+aA8ObRBRfm/A5Y4uhz2B6RhlfOdCd0XQh0CjBHRyig8L2MyV8+sA10uMNQX3pMlmewdF19s9P8Hn0xbHAsx7b5vbwVkW2WyKVC7UzXpG7YD8/xGdQbivlySpEjZYWM6zxS4vZy5i8ZBAHu++s+LMXPsN1t85UC8ZyG6eea75mPfrimVZYhApl6nyjT5DwbHmKv/mrf4z15wwjAws3YnnE4TYMeVHjvSXLPLMyFBAuy1DzIhdHTG5J08HlCmF2omDtpTm+CIbos7ARFa9N8asaAVVMrY1/RhX/yAnMbI7fO5y1Lg8EIZDBADMaArD74++gWhO8DScibX5MHW6bGnRtjN3aBK+4vT3cB9+28nrHP7+gHo7YfM4zvFXx4h8fc+FXHFK3MZxH/vmCv7nxx/gPfvIf89TgKjOfYalWQipTDd6qSEpvtO3TSyw7VadfTIQTn5tz7AuGl35iwv5m6EMbbM8pb42acPH61zO2v1aiIkGNUQV14TvQ5RIzHqPLCvfxd2GnFYszY2bHgpzm8X/0TKhgdQ63e2/fbo83FtncIxumtUNDcCpKKCxJfkEEX4SFbXBHcAXNEK2mEj/BExxKHPLTvEZpWEiBzjKujxY8vnmTtWzJyCyp4oo58wU36g3GpmRsShZqMd7R5SYLDZXPXbXCFLyo1LLjxgxNhXfStBMOTMVuPWrmGFxZrrM3HWJt0NioK0tdWcQonQ5HjNXQfijx86aUStRdGF8xTTrAuMAXuoqcCSvR48ibfG7CNdKT4jcUMhhgBgP01h3m7z5JPZKQyrI0u2ZTa6vjXyvmhSvosiJ/1xblZggLmArwMLwhqMnJdwVbwvRRw9olu6JDsfWlnL+18cP85Q/8ChtmwUwzrAb12FQ3sAR8bKsFqGg3ZpVa7roxulUxO10wvCEMbgvF3YzpOaEscjBKvVbhdovm+st2MgY7sloH5JWN//lzSJ6hH3obPrPUYxtqJozBZ+G7GOyE6U+iipk7TOWQ0mEuXsEdUjIADwgh4L1Pcetd6834yEYCvTNpK932Cjf+yElMdZKsVNb+4Wcg5rk0N+G3wMnPLuN8BOH8L9exCExQQu5XrfDYLyz5T/3P8md+9Hf4obWnWTJjXapmLkCy2VKVhVqmmrHQHIvnv3z5x/jsC4/yDnsLLfLYqx6c4blfr5rjuPSja5z/9bptWWOJ2sA2w+z4UFgj730KO1uy+84jjK+W3HrPCPGj2H4VXvf6z70dNZDvK9v/7Ju4G/cWlPV441D8089gf+RD1CPL/rksKPJJu6NVkZAXj7snjY/lU6EsQmpAJHYapAK6LqK8cZplwV4OI8daUYaCPkochjVbxqmZnpv1GntuyLF8j7cVV9kyc8YpWQ/N4r9QpUKY+YyFZuTiuFhvs9BwYeUmjD12MYUwMO3EwyJzVDtDqswjmSLWY6wSuUb4TCl02sgxrjpaNeBGoX04CQ8ldcKuVLc42rG2MRVT7MUF6NGzuGefez1PaY8DkLc/xt13bDW1Miqpwr5lma4TTt9/ZIA9+RS2VDb+4R9w+899lHq0SvCGN9oOhbUXbdOFshJy/+aY//bI9/PTZ77KB8cvsNBZFM+KBYVx8V8AC7XsuYKF5uTi+M39d/DyYgtEqdc89cyS7wfbGr9sm/eYPWIYX7YrUakV0aUaBjuKeeoC1I7Z6QF2qZQbpklb+UjqfRY2abZS1l4qyV68Tn3lKvevhDg8eDAIAZEIpB9Ds7gCNCpvGhyOceCiU7FPPUadvFJ6DtHmFGbHM0a3XMyBxZdMryvw+P9S8vPjT3Duh25zKr/LUCoeyXYwKB5hoTbMlNcsRAXcmB035rn/7m088ZUZ1ekjYYfXqZZOPwDn/kXdVqN3agU0IxSt+EBmFsdH7J5fR40wPTkOj6f2LRuMtY5xMt2AnR99gq0vHYHrt3A3b70xJ6XHPbCf/BxWBPtHP8T+2TCh0msoynZRa6Dpv4+/64k2kQFtYo4aowKE2wc6FBLOnr3N9mAWCv5MmEFQqWUgQWTFiqfUjH03DO2DmjP0FWeysEtxKlSYaMMWh7Drh+z5EV9fnA5iQ2jTspiQGYdRz9KEoUsyrtGFDcJD8fhVBYkXXIoGGKv4WlAncahT23KoAvWQVtClMwK6mzJI95tasQvY/sM7+C8/feid7cOCZmNmpUMMWCFuKLg8ntdh+Ns89ijjmzXVxDI/GtNmGvU3oFmAEUgn07hgE/Wa8vK1LX67eIITp3eZ2gFDqbiQ3w6Rgo4vnmqBV8OOm7Djxvz3X/1I6FhwhnxqGNwOx2yIl1Yk7OOX2lyUpG4WbWtUbKVsfmPK8sQauxcGTeurz9vn+CwQ2SSMq0Yoj+bk1ybY5fahnzh7qAmBWV+HJx5hfiKG1GWVlSZDbGTUJYZj0XBSCuHWx46z9ew0OKq40qvA9GRONYH5KWG50TLUzW8uVyYqVhsZx3/P8tdHP0Uxqvg/vvefM5QKhzTGZ1GmfsDElPyVr/0s0/mAcS7cfucYu4TxjRq7cHGH2BY+7l7I2HihxmfC/Khl7eUQqUjFOuEiC6mD/XNZ+xltVGiMx6gGNG9Dqa4QFttw/QeOcuzzA+gJwZsLVbJPfp7t972damvIzhODFafZkIFIDLOp4PMQQhdDE6VKwkSkxdNoI4+aUNYZs7poxmePzLKJDuTiWPiwS5r5gqv1JhbPul00NgzEqFaw5YksuVpvUmkrR5zg4uwE4mtP/SDc7w3GahDSiimuhqymvyP8wbHPsWYi3zdNsWDSZjCpGLNDAtSmyICGHduux3/56dft1PW4P8xkglw4R3l80uTIGzKQIl4HalfVRGnj6IvvfuA4G8/cJd8Yslwb4bOwqdIiTbEMqYSk35FNCYV6yWZUePblE/yz/F2s5yUf2XiBiSkbdcGZDjD4ZizyP7/7Lm4v27StmGgzdz3LdcHZEKWSGtywfW+1IEtWClbFweimD4G5RwbpcIIOTBtkCB0XmTbERguYH7EsP3acI18eQE8IvnOYtQm337kRRsnGqVopMtBVLWsMMe3+TWhlQsNji+NDTKXcfmeOK8J91aZSTzymFJYbhH5oJyw3BhS7ytY3QktXClFu/d4AtUP+kzt/nH/n+z/J3/6DH+LY8T3Ort/lC8+da1rM1r9aMC4JbWcG3ACWG5bxPKQF1MOddxRUE1huKtVajs9huaEstnOGt5S1KzW40NozP57HEFSHkaeUSVJqOxhaJha6qLL/6JjNS6dWiix7vAnwDv/5rzJ45Bw89Ugz7GiFDCS79YEU1OOwqw6tdzFCAM3iGnbJLVFQo2TWUdgwkc2pUPqcLDpJgzZzDJwariy3ABiaCqfCpeVRhqZiYCr23TAUDYrjdj1haKoQGYjVVKVvBWkOYq0ocbt5OC4nHenlSGxS7YOXJnXQRaNCeKBYMKoch64DB8Yp6uDE7+8ilUOqGlmUvfjWmwBZm7D3tq3GFx8kA+0TaTdU8bx627YnlicmGKfMj4c6Gp+BL4Jkt1l2UmqEIWHZTBhfU5brhsUkPPCFl85hM8fF7SP87GnLJ2++naODKVv5jOenR6nVUpiaZ26eYLkMHTAabS+bCusvLtg/N6DcgsVRCbM1BEwe1g2fh9kZ2QLsNHQFTa45EJifGbVrkW0/e/LNYc2RlcYwyYIWwvzshPGVE7hr19/w8/Wd4lATAoxp5m43lZt0nOlBMhANUKIR2jhqttw0FHuevcccmmtbtGXAFTQrrKJMH1XmpWCqgsm1mnLDNmqAamDj6Zy/s/PjrF8XpuMBXyuOsh4LT9Juxketep9plLRU7l4Ysvt4MLjldg2ZIqVhfzMej8B0zbA4YRCfsXalglrxGSw3JBRQ2vYza+fCEQieMz6WRpH6PIyH5fvPs/HJ5aEPVz2UMB0S17XXtMDH26YUMkL6QNNoVSehngAi6YtkIPNNC1+SE/YmSAjn1mNjdUvqDPC0g4kAFj7n6fkZblUTgEavYGQrxnGoUaVhNoFFWfgc1xmktPA5ZYzzGpShrZBJHboHlmFVVx+jGp5wQZouwYm/a8GUJgwuSrURB2yYLESPMwfD255qYuCr38D3xYNvKkRaO1a5v017K60oldLOnogpIzXKcjOj2HMsjimaBwnr9Fw/6BBIDc93I2F4C4pdWFQSZgd4QZzhys4G/7D+EDuzEc+bbQZ5zXRRNLoCmohAtEXZzdn6hmN6ZsDO2wxuqNRjD1YxC6GOktoAvhDqsTByodixuFuzOJpTbpg2dS2spE3iR23FyUy7ofRZSE/zkfOMf7fC3bnzpp27bweHmxCINAvxCgul/bvJOaUfbR2Kt8EX7bwtbj+MJwmeND3eXsL9KlAJmoOzys7bLdVaTjbXZieeHPXoenhzOwe7aJlh95i06RBQpqctexc8bi1WQiWd+kEopZa4m1KBeuC5+SGL/VTG+Fq1MsVQU/7Zrn4HKW1y8HsKLVrCYsuwORy+bqelx7cB6YRWD9pwekq0YVMKtpN7DCFHRSoTZH6jzYqE8GcaI5umHCZUaslxuDgL/iDmLmfuC5Y+aAhMRcmNo1bLsKiaVEMiB/7AxZeU30qXMXc5X712iixPVX7x+J2gVVpBiNemtBPhKonjvCU6zRAavu+1btoU2fh6DYd0UtzDjoMRgW59KMTugg7hlbjQ0yyKwp13GBAT62XC81KXSUMGAKmIUTVl97Fwv/hWWbauggjW3fkQ5wxVZamjsJDe50LTpSGfCeWmsPs41BMfjsHGSO6mX+nk8WJgqEwLYe0SmKXDuCx85lQmYzv22vHFiQTc7/tbbFkmg8M5+hgeAEKQqjbv2WFFqKVtTYrP6apO7p+PU+QGHgrfGnPmMZlvdjRI3JnF/K0be/YuCGsvmtBjK+37NYeXdjXEi4W0CMcnRGJQTcBtOGjYsGKycNAm98F5pn5zQIeO6x+3SFWw/qLcu5D4lqGmPJfPO99DCk0vwS5DkWXqjOjx5kDygvLH3s98KI0GQTeq1T2nyYYlhjTtTHCjEB3Cm5hiCJEBW4QnCmCsZ38xoB5PV967UkvpQ6fArg9EcGBqKrXMXcHA3CuRloknExcmJcZewZkvKGPHwat+VlGM9fEzalgk0gi4ZHa1icQ2Rj2UUExYhfuCDQenn74TNXHuQxwgs/nZq7iXLqN1nyR40yH3t+MufCYrYkXdjZII7F0Q3FDxg+iP0zUQo15UpvWnNt7vBTcK0bLNr1n2HhfcVvDfqFCWWXMxVVVnfLE3QetCQWyIxm58E6o1od5wbWRCCO8tINEXNyk7gAJufMhw671j1l9I30Xna9FwiXaLXg/6Ym9C5CTZsd4vb3ZIcLgJQQeJmUG74KYipFf+J6jHYa48EBhgpkjmQ/sTybAI+uopB+qlMYjpOWVyKYxjVYKR1yN46sdCe1NZZ4yyii997jHGV0zoDHBtlODOO100eEXi4BqThT2Xj3O5sYrWglgf+9HDcCPJQmgMIyufOaVMukUvTYcE7XeiNhTzoMqNn3qMY78wx+3c/S7PRI9XREocimHxk++nHoa+5LT4p0r68Ef4dY8Na0sMqnVlfNWw/3gNeSSLHsQGMmCMogrTqqCIYf/1fEHtLZlxTcoAaEL8XaRxxWFYkmdkw/NCS2F4v0QQkrbBQXLgCREuaz3OGcR4MhuGMNWaoRioTDMzPo0yNmUgBokM3PNVJhuO0QE3hJf/+FlO/w/7IfV1iJ3qQwnTrv6NHUusYyJEtLpkoIumQHui+CL6XRfmWGCDTwztufGJtXR8Mc1GbXYaTCXoXoYfelgPxPaxE7cQUUqXMbA1l3a2WMwtWhuoBJaGra8a7rw7zAtpIhKZIvG21qGSUSxoev/oi50njnmOUbu0SU0t8IaGDIQP1/nsSb3ZCuRKPRJ2/ujjbP3S4lBqxTwwhOB+SFWhTUg9VqeGBVnZfzTIwmouaOHbRRlWw5LJYQthNKsEtqrEPJcVtn/2Eh85epG9Ouy4RjGculuPGNklx79/HyOeT/7KBxjeSt4e7NTiNuOOpkMGgBBmBbwzmMyHXVUyqtyjRnADu7pg+BBxw7dRiS687VRn06YNgpRo70TfKEiWUf3w+4NKWyx+DXUcr/F/Na0tdk6PeBjcFmZnPVIaNPOYQagdODh4RVWY1aHV6vpiPcwxiC9ax4W8MDW1t5wa3OVuPWJiS44Xezg17LsBY7Nk5kMoc7cesZHNAdipx2TiGNkqpBrI8WqYuoKXp5tc318LUxB9mCgqHSUik/sQMSgtZmEY3BaqTcXOJDrREM7rjp0XiBEEWZGCTs5390eeDP3qv/SFQyv/+r0IW4XUatKG0Ji+Td0he4+GXLzmIULQLMr3ZYPpRWNkNrJon8Pai8L4T1zjo8cvcrcaATCxSzzCbjVkZCuODacY8fzu84/jlgXbXzShm2cmVFvavHYiAwBmEJysOpCMlc4YLYKN+qJjk8nHmkDSuY8v7q5NaciTj9HAwxoleDAJQSdf/2oIoal2tryYYAAmKqqllzJG8TFSAITBKza8yel3XOdqdZLjo30snjODnZVpbkfzEK4tNaPyln/pZ36fX/rH3xdmg9fgRyH3m3b/EHZ3WebiNC+JYi2CGMXH1q3Ul7779pritmV0rf3A3QjBSlXvge8oXYx2qRz75y9SH0JG+rDAf/Td1GMb8p4pLZDEqL6b1x0Gvf9gQ4EMiFFsjBAAXLu7jrWetWHJhc3bVGrwLm+iBlaU2ttmkT9d3F0ZeHQsD5oEZSweLDUML3JRPKNWy9yF35W3TOuC3Wq4UlsgcXphihRAvEQN+HGNljkgZHvSiXLFCAH6mjZsljC4q9SD8J47//IHOPJPvnood1nfM3iF9fx+cKMQHQgFefEfYy1XqqFCQpRUJa6uyR/nHmph69232a2Pcn4UfO7Z4U7TRQNwvAh2vPA5tTf85FNP88uffR/LDcFU4IaBoIZanPA/YsO15H0QgAv3B7KgtWlSXmqVnXcqg1uG8dVOrUwnQtCtY7vne/LhJyuVrd98nvqQqhUeakKgi5LBrmextRquatqUYHVXpat/4wVNhYTNk+iceBqnaow2PdJiNDirQVCB++kf+RwjuySPggdjWzKUqlHC8mrADTEmFGe980efZVoNePbps2hknjSFYDHXGj+AiGKyQARUQTBgPWLBVxbxQWYTaFrWDtZJrLDy+32PBlb6YHq8IUg5VY1SruGPUGzl83bG+krNC+3zunbd9D/7EGloTl8isirNLsPG/P3+YsC1fJ3COHLrmgFE6/mC9XwR1AZjuGlslhRSNzoFCZVarHpmUjB3geSW3jIwjmld4BH2qwE7i9FKpCK3DucDVVaNpNo4XG3BC4M78ctpbFjvY8P3qZdJX48NHUF2KVGsC/Z+/J1s/N6L6KI8tFXbDwu0LCn2HOWmvceOu0WGjbLggUUxRXAPpsyaNloNZAAIpKA2NAXgCjryTIol7/uxL61M8hybJQNTUUY7bhULc9bNgne+/RKzxwte+vKpQK7jwUncpEHXF4cUcorUBvJAOIBIDgaxUSt1WtxDAF7DFwdV2cPriw81IXA3brD5Owb5xAXmR02Yq552XGlR7ITG0yAZgHoicRynoLZlkZKqtImGcB+Km9pUjh3d48n1m2zlM4YmtGQlQaLkRI0opRpyUzOWMszdntxhrxryjc3j6MIG4zOhEEwkko9YMWuM4lzbt2picaP3IWKgmWd+0rB28UAItUOIVhxrR10rXaD3mX7b43WEPbpNOcqCKEnKK6bIjVfyqVCNte0cSIWwiUCkF9K24cVb0AGNWlp3vkGw4WDH3ksT7YIQLRgWVWjBqgqODGY8Mp6zaefRhoO8sSWIC2HA4Kk0jPse2zlehT03jCONRyxczn414E45DhMWqzAONnU2GFFqbxofb4wi4vFe8MYjuWdxwjF6OWjUR/fbseG2jiBUrsvKDlE6NhxIlyBOqYfCnR++wORKifmNnhC8kXA3bzH5/AD90DnKTRPaEFP4O7XJHgynN7UDAnH6X2rrA2KUIObwvSAHdzpKkPN2wtqpPZ7YuMl2MWVgasYmpAmSdgaGONsgw6BsZyGKcGHtNjvLES9uHYOFaVq8UzeBGI3kOtz2tWkiuanmS13sisiV2Sll/YW4zsQN5P18cerACH5YV6IEjIas6HkfItynOeJwob56jclL06ZCM83cDrUC2hbWdRa/pIHuUrqgg6ZHFYIhqty3TSUhhVYTAdi0QSI2OVeLx4hnKDVDqTBRxe3kYJcfeOKb2HEdugicNLunRAYAjPEtYYwERaER0sBAfjcU10inYDF9bkmqcMTvx3XJUdidrl2q0d3DGaJ6GOAfPc1yMwt67t0ebWgjUXV77ppFPp4/05HoTa1dPo+aBAO/Qga6UG3JpU/V+SrMFgV39sa8fHuTO+UYi2+UCwHWzZw82uvYlNiobDg2JUMJtTG5OI7kMyZZyZ1yzIt3j3Bzf8LefBh0DzrXjDG+2SilFFhj5z44WKlktZ7C39+GG/vukNqkIw+BKCWBsjRUp9zKyc6d/S7OYI/XgmQZOEexWzUiUc2i3/FNdHyxiT4bAT/g3imVERpbr1Vpu1MOvj9BLhtWfXEujqFUrJtF43vX7aLppMnEcWK4x0ff9jwyjjKYKS2rrZ8NIrJtjZnGFG7TKutD3UtxNxbFxjo1qVs7Ngfs2MRrPREBcTDYdYe64+vQEwIA88IVJtfqOD4zftlVYl0aZm47bWdQexjeUh7/hWWoDE2QTu1A40AJQ1gSUXAGnJCvl5xb3wFoWOjAVBRSM5QludRYUYamYhKnyaUQ6poNoilr2ZLtzWkMT7XFYK9JDFPvdhR2Gd3USIRY/UndVylo0nWwQJLlHH/zdp9rfYMRdgHatMmGO0NoEcI5saWu2nC9GtFJUYVUxWyWYPdso4LZvFfKX8adTSK1Ke3kvVBXGYNBxSNrYeccnGVNLo5CHENTBRtGGUrFUIIdJ4yjDefiqL1hb39EXduV2ptXQ3M8hGstm8dWyoIm1Ho/G+aADafnpDnzKU/b7f+uhwZ3fOu1T1KP7xiSZTAekd0tGdx1jR2nRT9tykx94G+njG56TnzG39sR1t0IQfR3Enxw+ltBNpac3tjFq8FIiM4mhc20OQOYmLIluaz64km2ZG1r1kYlVgS/XhmNwFYkPuPr7f+lYsEuYW19sYIPnz8939TK4HaFv3HrUEYH4JCnDBLczVuMf7dmMplw+4cepR7Kin5/Y2gmTEsTr2z//nUu/8wpGnF0F3YVEmsFumFWCKQA4nlSYTisODfeYSNbNAbXhFkJYjB5tAKLZ4nFaajS3s6mTcX2+qDkRi1gJHQ5dHx7twDrlZgxwKlfvcKVnzzdOVia6vSmHVPb70LqUEgIsPVciV668m1+4z2+VWSPnGN2YrRaPNgs7tJGCDoFntARK4pXYDO8y7RhVTVBQyP0qMaBQBL24ikiYDsRsCbSFYnCuKg4N9xhzZYMo60mUgDg6diweJyappBw206ZSdBsXy9KvDcYDe26XUvNrMP7VxaESUjCQr6IDtTJypyCboSPGOVLcglpgVlRMIzPVwnpA7IHYm/zwMKXJbK7h+QZo5dhUFj2z4+bEfQ+k6D7lhZAiZLTXhldLbn6fePQveXbQVZNayGsbk2181shH9Q8MtlhI5s3Ylm5uCby5VQaOe6xKak0a+z4WL7PngudYevDkj23HgsZla4hi2hrx05WHuti47k5d58ctdM7PU1RbFJpEh9tnKBUm3zx4K7HzpaYk8fRi+Wh1NN4YK4it3OX+vLLbP3iVyj2PVmp2DI4DVtBtlCyuXL0s7fZ/kdfxX3jec79j89hFtKwQhFa9kkMF7mWkXYf895Qq8VKSAl0IwBhMIzBq6EQhxEfogWyZNvuMzBB7S03juOjfbZP7qK1wVUW5ww+/tSVXXWi0Sh9OqZ4sbiLlzj195/mzD+5HHaZsYPBJI33KobmUgi6DvMQTvxPT5P97lfws9kbf4K+R+GuXqe4G+dedHb69yDtKFwYT50ttD2Xy/gU0yEFkSDYqYFlyGGmjj7n2pST9wbnJN5HQxQgKApWHRsedgSJhmYZ5YijDZNSYzXb2X4kDoE8nBzucebYDq62LJcZzpvmZ1lnK+kDEcU5E+zcm+Bc02frCjNl2hbJEkhsIvbGtREVu1BMvRodSLcb0TID00fGZBce/fZPYI9vDapQ12AEWdaYWcX681PymQ+2vIw/HV88urFkcnFGtr/k1Kdm2FJCLj7WDeBSoU1chNMPtL8JRLOO0QErvoleWfEMpcJjGlKQMJSKI9m0E92tOT6aMjk1hdrgl0GnIKVzXW1WNu0ioZ4g6dKkSHO1kXPkq/sc+cYirD/LtAFrI9eJwKZoSbHn2Xh+wejaHKk9evvOoSQD8IBECLrwe3us/8Ifhh13B+bJC/giw3316004pr5yFfxjyMKiA4+qInmbv9FokGI96qJBVKZxOk6lqcK2KMeyEHa34hlSNWItCVbC1MOZL8KPK7gxX+P21U1SvQKOwFCJod7kMIGmIbuTh3vXf/QydV2HKuo7dzj1q8K1Hz3dOFdPuKDEhUp2u1CGdz3DX/lD3CE1uocJWi2Rum1Z7Yq2NM85UCslHrJ53EWo4gphb23VnlckfD3owuILj2axqyAWFbpow8b6hgwMhhVlmTHMavyKDXu2s30gFGANzbKZapgQxiDnzPyAmR+w8Dl3liPuzEbYzKEqOGea2hfVMFQJaLsLup9DBbldkGYZNJ/Lh2iBqSQ4zphv1Qzsok2p3E8CNn0/3cI1b0FHg9c8Xz2+C3gF5yELfk9qz/jl0MracEIjuFGGipDtLcGFEGY9yUDBzk2o7YqttI2NR4VAMm1uywFfXPqMmSswKCfzu/Htgi9e3qdAoVLb+OK5y7kxnzC7shZsMaazxEKqAEy+GBV8fS+rP/ZZgxuCVB7rK9ZfMkxP543mSDJV8aEGKJH+4fUSU/umdkCrw+uXHzhCAMEJH4T7yjP3fe6T/9fP8Y2/9kG8TUV9sWI0ymKiwShUaY0yOtaNbNG0tYxNyUILJlIy9WEWN8BS7T1O1Xe8WOUsMjdoEYsFrWJNcOipzdE0g2pYSSlIae4pBqyfe4Gjz7/Y/D3/kx9lsWlDznnfs/nzvw+qr5nj7fE6opMauOchr83j4qPjMdIsZCqwf07agSlWV6aoQRS3WndBQQ2DUxADPhagJkJgY091ZjzDtQVbw3mwYVs2udaFz5mYZbDhGJo4aMOus+P3CJkJGgelzVgs86bDAWhSXrbTyQNtilTLYJvCarqgiRRELQI7D59Z5iEyEL68b/X757vWe+jxLUK1c3IVWdaoMSunKqtc2/0VF8HhlX1O/sEmVz9mgj4LJvgpE68P7b4+rS+Oka+NrAzDt+ySsS2bEcezji+uNFux464f9mqonMXMJRQ4AqEA2IW3r6N2RtbpCU6tAoCZd1vfPYoh31uysagbpz09O2wKivMZTC6Htl85pPUC98MDSQi+HWhZ8rb/6Gt84y+/i2q7bvKx3W2bL20cbBFZqRNm+wOmbsDYtuQjFV05FSqCLOxCX1mKzohy9c46T/79kuf/5Ih6S4NQS2wzTCkKj4+62yFkJksDmceU5v6KVp37Rr/waUavw/fU4zuHzKsQoelMPguiUcGhCIq+wurW1Xv3ebtj6u6MRUNxoZsARbBh9TF/LsRUk2A7glsiytLZoEJo22LBiWntudKMXGoW/pWHreTi2C5mXJItBnmNNUrtTNN66KLkq2pIg6kK3knQ0OiKfXU2cI0SYawL8BkUu9r2qnemya3UDHAg2vLg+NmHAm53F2sEObIFowFqgkCGqDbFs0AsDNW2mt5DeWYNgGNfUG6/S/BbHhVtyWE6qUsT7jOEccheqGYFU1cwyTpFr40vNizIGUrF1N8bIXJx8FdmHLUzbH5d2HtMqNejhLGL0xDrFOUyTSpDnCCloLk26SyXC8ujY/I7i0CIag9GUJGGADSKsHETIC58F1J75OJV3HR6z3EeFjyQhMCsrze3RdKJjLvs+fye/Izb3efCL865+JNj3FBxYx/GIBNOempNlIVBHGw+K8CAi48eYT1bYNCgQaCCx7DUDCsl6OpuaqHFSrpgrx7iL4/JX7jI0S8+yo2P2CCFPCBIEydy7CUIXwB4yPYMdmE592uzfrLbAwD/5acZ5+9memEtdSetTj2LpKBbmZwWs9mpNk1kKmkjBBqiBWnYjyiY0uBNFpynjekvo+QDRxbnc4yKCmt8U2MQwqzBUYbalzCpcKk2koPgAhpBF9+mC2a+YOFzdqshg6ymcm3Ni1NHVcVKQRW8b6MFqgJLg5YGWZp2AfdNyrghTkYhceogOJQY0Wo9xkHRsYMdN6ZWOMSh2IcFbucu1lrILEKGFlkb2kwCaC4QBCGkFXCe4XO3qN53AlMrm98Qdp8w+DyQYF8oImECZhg6JNi5BCGgO0I9K7j22Drr2QKLj3owwdZKnzM2JUtaxukwlD5vfbEvmNYD7u6OOT5VhjcNc2PCe4+IQ+ci0/RxUxbbDe1CMPvC2ouhODArPcXteRj0pIqooD7W97gDDNWtim/h9ND78weOENhjR5l97PHgHGJ1KwSHoCKsfeFl6pcurf7PxhrcnvL4/zhn+vgm1z4Sxlimorz5Kc/wusGWkE+V45/eRbzna0+d550/chVPKM7a8yO8GgamZaNp9vzMD5qKbQhG+Zlrj/K2v/Z16ifOMjtpGF0JTnB+SkJ/OYRcWhUFW7xgZ4YTn/GsPbePOIdcOId58TL+AKs0kwk4h4xGUOSICPXVa2/U197jNaB/+BWyEx9huRHUJTGd3ezBQsP4d8qBNwqHSTQlPicp9yWnYirBVBY1QZKb0uJzjxYOazxFFn5bUfKsjjLDA47m0xAyVcvMD1hqxlCWTGNkwMY3mPoBhawuqtfKDW7M10K7lw2vXzmL84JmDhHDsszxdSyETaHiOMxoBUl1TojtWokdhOFFZsqK2Fi3m+Dgd7f65cPai1PcN57/Fs9Wj+8G7tZtrLHoyaMst0cNkQtFooKpPCpCvlsiVYnMFqEgMSJbKFvPwHJDmJ80+Eh8TQXVmpLNwtwDcTC5Gl7ra4+e5sn33sBhmtqASi1DqZn5ATBoNGNmvrhnCNcL+9sMnhmx3FBcAfm+4DOh1hiZ0zDvRippOmDECaPrwmCnjRCgIMsajIE0/jg3qxGSFBlQmiiJ1B6p6kM7wyDhgSEE9thRZG3C7O0ncIO4EzGtM/VZcC7u5BZZHkQ06ouXsJsbcPZUc8LGF/c4VmyQTz2DWwtU4MaH1zj+2b2VE4iEyWy7dVBsW7MLKrVBIUulYahJz71Si4vEAcLMeRd3d9lLNzj3T5doblErXP/oRlNkk44/KnGydtmx9uI0LChEovDoGfjas0iWYY8fw+9Pce97ArN0LDcKqnULCutfCu1vUlb3kKIebzxGl/bwj2+GnU/WqSuIix60xVfeCtjQJqsG6nEiAAfy56YtskowdQhp+kKRNUeWtc7PiJKZUEdgxVP6LNhwJmFn5c1KzhVCygpCV8JC88a2Z67Aq2CNR1Tw0bazSD4gRAP8naIlOIY48fOV6yoOwmfKYluwMeLaTRF0VTZXCNTh9qsPNeyRI8igoDoyCmJcxNHIjW3HmqZlsC+7P4+blfMrr5Pvh3SRqcEuwgldHBWGtzsLMEGyGmCnChuydbugcrZpQUw+N1UyVD7DdyZ0TusBXoV6ovi7wvpLPqT3bIjQpXHFak0jsgSQT0MqK0Sr4jEJyJ1dpMhxJ7YAqNeKJm2imYBXbOkhU0wtmP0lZjpH92fo8t76t8OEB4IQ2OPHWb7nEaq1rCm4SmplyRGlHOX++QnyyATxyvjyFbA2kAErIedlJSy4tIVIxz8bKq9VUgoinNztr8BvTj/I8R+4widOPM+6XeDVMDbLezoMFj6n1FAFW/qMX/rkh0PqwdxG18ZoFlmkCCc+u9/MFsdrMERS3k3jKFGigAbgwnfgz51gempMNnfMThVNRbuaMG1s5yOnwlSvhWc9s9Sd4sMebzzcV55hsnwc8ozddx1pxYainXXb5JIN21Jxg3tXzjTXILU7deqbQCORsGDyMOQo5PcDPbWRDBhRFi7jymKTSbbEDDXYsBjGJpFYg40iHAvNw+7LDSh9xguzoyy9JYvzN4xoaDX0lmFWN1MO1Sr5Hdu2E8aUR4rirX4wolKj3JMGaMbJxnRLI04UHTEcSBVoqOLeeOYu5sYOfcLgjYc9uk39tkfChiYN7+pEasURVhWFaj2nXsuRrQHFlausP7PD/lObuBzSCS12tSHMokH4J01NbHQIZsrgpYLfLZ7giVM3MJuejWyBU8PYllQHRnuXmrFwOXOXU/qM33zhCeqlxRL1MBwYFI8wvqrtKOes3ZgBbYqvk5YaXV2g8zlsb7I8EqLE9ci0Y44zwS49bhSuB7NURosaf/3mPVHew4hDTwjs0W2W734kSMM2RVttQVIz+CUalYk31Ah88J3ovArsrbujeK3hEjE/tP3Fu2x+I+fa3dM8/6d3OTO6C8CRLMw2qNQ2M+dnLoSwdushn/yVD3Dq857J5RliDX5QrOTY1EojWnPPkcTFQ0lExyJOKd/3aPgOMqHcsitFWontpn+sh4a9951keGqL/KWb1Jcuf4fffo9vF+7Z5wDYWD7G9B3Hw1yKLDgKtTQ23C0edAdroToLZcq3Q8dWki2n+yWoYDbRAfHNIr5fhRffrwdsZPOGyG5mM4ZSr9hwIrX79YCX5keY1WFrlomnjgch8T3S7AIlVGCbOnxObRRaDpCYtNM3rYNNDtdUIUScdoIr8zjSTrFTS9AIv3gY3KnxX3yaTiChxxsEu7WJe+oc1UZstUtRgQ7xbWw1TZDzihYGedeTsKgYX5oxOzsOftBosJlO3QgkEa9WmbUaC6YUzMUhX98/zZH3zCh9hhVlK5sxMK0dW0JUrPQ5u/WA33v+cfy1YSMZ3i1ITaJuQod8dg3pQBRqfLUku75L9a4LLDeLMMQsbz9z+x2YZqPqCyhPjCnkAtnVW6EV/hDjUBMCu7FB/fZHwoz5aGyaSAG0YdjOCQlRy6AWNTszwlRDxi/cBWPBwPz0mL2ztiEUR7+6wMxrbn5wDXFw9Iv7kZ2GF/cDy+aLNc/8g7cz+5efZyNfYIeeWzphYGpKn1GrpXQZk6zkk7/yAY48rbFWYEg+OYepPXZ3GS4Coc03yep0t9SOJtopRjGguWW5meHyVfrgU5RBwu2mYE0CKZidHbKxuwZ99uBNh/vmC0zu3IXtLfbffSwquiUbjkQ2OqV8H5YbtEOPYIUpNkp+hhWnZudCXQXjd940HQYeofamIQUQ0gHP7p9gq5gxsiFlcEeF3DgqbxuHOjA1z0+PsvTZChGAkCrwUTsj6Q94b/AbNeyHykDxhIpto+3iUHc+z3228dksCLuolWY4GdKWC7SzObQd2KWQTz3Dzz7H4S7TejhgJhP8Y+eCxkAkA6EbpPVZQEt0RUKxXh3OaXlignFKcWkHzo0Rp1QjQxWH0KkR8v0gQlVuBsY8vOMxlaJWcFGx0+5m/P7XHuftj19hnC1hFAq7c/FUalj6LPriJZ964THc7UF7KUXyYpfBNl3RphlUWt2LFbLqotCQV+zdBZpZqo0ipAY6r6um9eWaRbXC+JgbGBanx4ynCzjkorGHmhBQ5FQbBW5gmhRB6vO8X99xMso0Ec1nrYN145xrH51Qj2mGrGimLDdGYQEdK3YuK2Sgi/VLjqs/f4FLQ+Han7zErX90jv3zno9839f59OefYv3rFvGwtRPnKUgYvLLczMh3a7oJhpsfGFOtCac+NefGh8eohWyqHP3yAUVBVeanJ+H4i/B6TWgukaHuC3dYemLo08c2Wds5Q3355W/nm+/x3UIVd+s2WZ7j8uPN+esq9vkYWje1ku8L9SSe3xR2T+Us2tYeiEZCAdRHagaj6v7CiPeREZ7XOUu3jhFl6TOe3z3KMKt4ZLLDtcU606pgYMOKbUSp1VCYuunnXjq7MvIYYJBX6BGor6SLqrPz8sShMPF/vKx8lgSfg6+STUf77VRs22XrmFFl8188iy4rcA7Xq3C+KZCioN4ocIOwsWrIAMkeD5xUJURFbfBDPjeIeqR2jF6ec/1j69TD5L8CuahHAib4bVOBuaEYp4yvO+phxvyUggWzl/HM189C4Xnb+at8/cVTjDYWvO34DZ69eYzZTvDpMrehuDXVtBCKxtefvUt5YsLiaM78iOAGYfZNtRauUeNgsOObAUXZ3DO6MmN5MvrigcSI3+pnXhETQ/CprsYGslE+ssXg7gnctetvzEl6HXC4CYG18ctv6wXugUR257QtOEqKZz442Nn5TfK9imot3K9WG8e83GoLWPwAXvqJdVDYfN4zulFRHsmaRTafKnYBuz9/loFTsqnw9W+8ne0apFZMep1MQBQxQj71+IHhpZ/ebHaHfhAEOS7/yAhXaNCzV5gfDwa3/Yxj7cXg6Hwu4TuwbarE2zaa1RRYxdduQqxe8LlSrRkYvHKfeY83GNYGMpAddBgRnYW+UebzYStj4jlsRga7lgxoppipxa3boE1wAJ4wnriwjrIjL2xEqbzl+d2jLOqMvbLgxnRCbj2FDcaTSEERE6pJNrawjqWzLL2liqqaRsAYpV4PFmkWcWuvaecY14ZUC9Hk/0OfeTZr87YrGg4xyufz8B0Nr3kGt5csjhX43f37ipP1eANhDW5gY3TrwEJ4IMppUrtdys0XQUHVZ0J5/ijZXhnIQNapq7GBGDa+OIPdC8HYt77pKPaU2dloGw7MwqC18PVnz4CHeTnmC7cfbcTmwou0xyUeNp6DjeeXvPxj2zGNR2NfrmjFwQDqsUEFRteVtYsLzLTEHxvhBtJEqcPnbT9/Mw66Y8ehYyGoyFZrlmFxuH3x4SYEPhQNqRVcHHsKBwwyOR0RhLYSNCnCqYHb78hB8k44i2ZxFm0jBuKgHoUWmGokjCPJ8Fkbnk//k0K+ZtnZrZv2dVQAE9hkNbZNz23X6JabfmUaYz0J0YWb7zNk8yHDqwd2P0KzywxRiHh/iuoeCDeLC+Gx/XedYLK7h7t56zs6DT2+A6S0kPchRBltWBsbXn26qeIkxHHYsTQFswbEC76rYJjOu4BbWnTcaqF0UXnbEIEqXjyVt5R1RuUNlTPUzgblzHQcnQjA0mcNKVi6e6Vha2dZ1pbp5TAwBg2kOkUGwoAXmgNOsxwATBnqBtIMDjrXzsr34kKEYLluyPcMk1/5Ir4nA28+nMeWDm8zNG99sD9gFuLbIr2wOEqnLVG4/a4CNcMVYhx8cfC7bhDIhF2E6yD4ZMGWSjY1VGvJh0am6Vuy2UwF9bRj7yM5NVWoRSi3c1wR613S5lBo3guCP6+HIQU7Oy1svJhj787jgweO+0DHS1onTCfCJTEKaJbK4m0nGexPgxT9IcShJQRmMmHxwfPUY9OEVrvhxpXdcIwS4AXNOrlG4M5TBl8AEkavAsFgTGsM4QVDAYh48FbZPy8sjg8Z3lDyeVCASxdBPWqPRzy4GBLCdclBKKipB9HBZ7pqTFmqUQiGHT6LBMdYh8jA/oU1fN5GB7rQVzhzSfjFx0pep7D+lVu4W7e/zTPQ47uB/4H34wvL/tGMemRWe+qbgsI2Z57qSrKZks0ikZzEOoG1sFNWoy15TU4vhuO9N9QOBjEi4GJ0oCspXDm7MogIVglA6k4AKF1Gbhw+Kr0ldFMRiYQkWyaSVPUShIJcKOpJcwpMmtsR87XNLJpXiPyF9FiIkIxuOYrPfxO3WLzWV9/jdYYZDqnefZ56lDVaEl107RggFQw2u2QAgdtvz6IdR18br4ckxuXTlE/i/s0HP7Z73pBPYetZz93HDPVaWHjdOLTDptqaMCcG8IIto56AC75SamHjJcdyYgKxTjt8aUm6L8Kbh0ivBoIRffHswhZ+EEhNlwSF/7+fAafvIqgbplrbyTO3qHd2vpPT8Kbg0BICP50y/MJF6k9cwMR8TNcOV3YS2i7EzeMKdaedq7szu88cjNADfmCH7wZQbgvmOlSTEPryOdSf2MVaz/6tMXYnY/j4HtVXN1h/EWKLd8OKdx+XqMZF8wH0QI64Pa5ADqwK1z9kESdsftM3i0hXd+G+SEbe6df2Gdx9/zE2d3YPde7qYYAZDqNgiaUe2KBpvu9jW6Eg5oANd5zoQb3zbK4gIdRarbdRrfBG2hBC3c+ox5asqPAKtTcokMeWwDSGO7cu6GeoNEJEufV4E4ZupRbChebkMXVQ+VAsm0hDIgaqIR0xL4s4RlYbJhoUQIOUcSIIsgS7DM7Z56GI0lTc25JIJ8rWiBOF62d6ImMymcDO3W//xPT4ruAXC/KnX8J96LEQiU1y0ikSeTA8FW1ZOn65HnYWzaQdY3VlYW7aD13a4UsrGTyE+VGDqWLaLA//a4+U2MxRLTN8acknS6q9AexkTWpqdFlYe9lx520Wn9FEIRIZSFHf5vBNiHwIoa7s+ocLUDjyddep3ZJX9cUH7RgJacPDHq09tISgi8CutFWA6z4Yjaj5U9t2lb1HQ8QgncWU2mwqoLXz/3HIigqxjzY8OLylLNeF6Q/ts7m2CL3escVrdLoiP+fIjWf6gYq75ij5nrB2Wdtj64TvQ/5N28W/0yoovjV+tYGcSq1UE6HY0/vVOd6LJAwjbZ42KcP1eOOh73wCN8nRzLQkLmt3xalyuXEknWhSI2eczp2H4q5y98nO84UYfwx2lGxrMStYLjPyPBhQkTnqmONPBKByNlRjG481nkFWY1CW3lIYR24dpWtrDZpUQ0wVJIVChTj22LLYH4SBS4ZwvSTWrpH0xkgAlTC6Huy+mkjoKHglm+yQ39Rd0bQYb61j6xON/OthdaoPK7RDAEKEKqaC9MDjyVcpTYvo7pM2+uLOuY8bnEbOmvi72SwFUoyGTc7opqeaCLP3L5isLxrNDRGlLmqyTUduPbNhxZ6u4UvD4JZl4yUXoqzxfY0TfNbWkalth8GJl7YgVonzRQSpoZoYin2/2k77il8Wq3ac7r7PZvQw4YEgBADdFr2u8/Sx0C5MlTvwLwre0ISp6JKBA7nYsKOOBuiBDJwo5aaw+4GS7cmCzDoG1jGw9UreFYJhTj5yhdoblv/DScQFaU5XdHJe6WI4cJxhyEYIGzcFVvEimZ0OhEC0MyCnk+ZYea0uY00XowbRovsmmXu8brBHt3EDixva2J8t9y563XN/IAXWLcBb+Ze0GOba2pBZtXWdZTjAbJYhLeDDeOI8pgscNGQgj/ZbmHqlLRFC+sBraFmsXN6QCgVcTDekuoFF2RnqJZHcxtRAk8s1QeDL5zREIVt0rsWVcEk6iNX70+JjK9h/ahNzYSMU8FbK8OvDXmPjTUSzq07TPbVNm2rUWGnIgrn3f71EX9wp6k7+sOEQQjsDJNwDWYgQl1vC7Q/VTCbLRi2ziHLa0Ka/rPGMz1U4b6ifOQZAuRlSxz5FZ+G+ESrfDDKSjjJmmLWwf1bYPjhUV1ajeyn115D89LT4vZil8q3t7t4aHGpCoHv7jC/PmZ4bh5OinR1IJyST+vaVA6mD+3zvKfS6EiJKjlpW2Vy16Vmedhw5us8orxlkNS46ySAA4xon6rwBEyq0r74nSFbaOS0LTqkKq7yiikpTpxAjGhpyWF2hmvA8VgsItXO7x5sOe/IE7vxJ3LCj3tZZ6LO5Uo2l6YARaRd6aO2XtM53z/f9bCVFCqCz7VHqpWXqhljrsZknyxxFVje2mxvH0NZN10AQMHIhguAttTd4DEVWs6hzXCQAALUzTbRgubTUZRbmx6+MH6S5jtqiL4HUUqidKF36nOl/OsJFrwSfet5NeM/5O04xyiz1Cxdf5ez0eD2g+1MGV/dZnF4L51dDETddierO0C45aLedc92cf+HemoR0H6z4uOWWZ37WMz42Y1RUFNEXG1EK45qorVehEgsmdM1cPavMj1uyebze4k8TpfX3d5pNBDnObkLBHvDF97PjpiboAR3HfagJgZ/NMF99jlH2JLMzQyBUa7etTDTVzdCGWkVhsbWq3geR6SlNbnMFTQoh0WDQtZozp+8wzity41oJV5TMOArjGuGWQVYzIshhnnvfVRZ1xrWrW+TX83bnJ9q+dyqEiVXkjSNNYWOXyIsyO2EYX499scTr7sBuM31+PZAuWLtcUrx4C7e7+zqdlR73YGMNN85XQqhNpbUqdhl3JkmFMkn7EgqYursp8bGrpYjFqN1qaegQwAMLsYLOs7gGK1WuiPXU44pj4xmjrKKwNZm0u6ncuEZ8KJCF9qJYK0pyl7FXDpiWBd4Li3mB1iYQgaQvINou6Ol2Oj6IETlhfixp1CtGZaWmJ6VJAOiIwzTRgTIMxAkkSmJ7l6LGsHjiOEORXqb7DYZfLLAvvEwxvkB5ZNCkQIU42dARfFkittq2cy+O2BVf3JDhV/DFTXot3e/BrXm2z+4wymty2/piG1U5kx0b0SYd5hG233+DssrYubLB8GrWbM5TEXrYhLVRjqZ7K17ETfpAwgHNjhsm12P7zAE7VhFMJARS6z12PLhTUdyYovPDWxh7qAkBhOLCbHeBnBoCNCegWfQ6O/r05UPQl+72eKOB1arpOFE6j7PKauuJMlovmwKswERrhrFHOym8FZJIQU0dy09FFGs869tTystbkIFIO9qz2SpBmAmeWGoiJNHhpgtneKcbeoo3Upo6FV8lp9qpZheFai2jWJRo2c4S7/E6I0qV+m69gNC0vUJyCh1CACuKaOEBGpv1Fuoh7W4p7ba79rvSAC4rz5PKoEMYDZaNgqERbdIFVpRMHLVajPogPmTrplXRiGIIdrx/dS28riG8f7q9ssPv2nD6XC1xME6ox6H9K9lqY7Odz52u1XuiYiuiY+G7FgeuMJTnjzKAnhS8gZAsg9EQKV2Tnm0IcFoEDxZ6+0AW6hHt+Y2tiK8YNu/4roR6Tck2lknVncx4cuOCUmH8u/aGDBd8sK1DukslRA6MZ7A9R15ax6jgY4orbNQ6of1upEpbch9sVKIvbheJ8D1IZxOmK5+zm1ZBwRcGvEcP8QjkQ08IAKhq7NJH+ddOtDQO1ugSgeRcN1+sWf/Uizz37zzR2F7X2TQ7k04hX6hwFdyaZ/3cLtuT2UpbVtCLD2+QiQfT6rxXYlmKsnA5hXFBShaanT/QTIBrOIHtWH2KGnR6YRMGdx3V2LQXYiy0MZ1cXRJFSnKbqRp4dHlKff3md/Hl93hNGAnhbLm38jjZo3GhlqMrMAWs9DJrmnkQbTqfgi2FxYk2JbayUN4v9B5tWEeOM+duc2Q4b6ICCTYu9kYUo0phA5nNEQzK3OWBLJjQcmjmsVUr084aHcntig1rtGHhngU92qorokxx/MyJGHS/q6As117P6fbKdyuJWAl2UeMuHXJN2Acd1iJZhjgXfLEV1NiOOmxSmKSt8VIwqmw+XzG4NuXizxwBWLHllYBXZ3OTogf1RCnO77M5md/HF4e/V3xxJAdLySjrUDfjjAnRhk7tSqNX0/jizmeNkdlmfHda1CX44npsViMd8sp2bGolRQqz/QopKw4zHghC4J59juFzgf2XP/YB6nE4e2qCoEsjFOQJYyc9jH/nGS7/+fc0va0HcbDwpctusz3D7vU11h4tOTqaUZi6yVUlHXivBqfSaGEb8RgxDG1FYepmdvxLjw0xL4XoRkMCpPu+kYnWsQjtYP8kMPnVL7P/0++N7TBJ6KMlBs3FFFl5EHPxmKUi8yX4w8tIH3Rk586yPDqJcr0hjL1S8JfkiSsNhE5huWba9EF0om4Q0wRpwE+06WrtAHFsXph2p979O8LsZ1y9scnamSUbw0WjPjiyFaM4NtZhGkVDI74ZbzywdYgkuBCavfvoiMXltc6LHziexDdeZeSxzyNp1UAKxAVCm2oqAjnvkoAoWVzp6gYAmpbepABXHhkwfvI87mvP3v/Ne3zX0LLE79zFZJbB3hy1hvLR7bDrJSyGwcZbspctHCgUL9/l6o+duH+FfXdh7fwN4Xe+a1hcnTA6v2R7PG/seGgrhh1f7FWaUfSJKOQ2dM8MsgxrPFcfLxhcDMO+hFBw3vW3jTBRLfeff6cwfHGH+WNHMLadSttM6ezYJwR7FxcEiezSY8o6CJUdO0p95dqh9MsPBCFAFa2jnOqv/AH2j34IN7D4qpuTFbK5Z/yly9SXX8bF+80y5nk6RVhquEcoKO2sGscaQ6DzOsdbYWirJjrg1VB6G8KuxrH0GYNYnDWti4a9GgmCRuKC03u1lpNEBoL2tjRO8Ym//hXcbMb4f/597MYGuz/xTlwagoSG8HCnsjcZ4fDGEvNbf9gPfnkz0KkdEKdtn3UMa3e1L8TDYDdoE6gRvAvPq+M5TX3W3ciSqYIYijiNIU6iVPW9RKFRbVNQH5zkrC7wSENmIZCBpc8wKLk4KrWB+MYIgY/RAgjSxOIJ+hb3deoHvKcPNkwUhinuGJoWLB8iIamcxkQSm+y9lXwNnyGQCKXx0J3UgZo2dz0/v8V4/mhfYPgGQfICs74GzoPzSC0MLt6mPrmJZoLLU6gy2LEtPfnNGWa2CGFyE9NF6WlIo0NwsNYLOhu0GClQFeZVjldhlLV27DWM4zYdX1zEcOnC5SuS3WL0QAfDKyPI4YPUYOI8hFOfKqmOrzH65i10UDB/dB2JQkihJkzbCG0krOIgmzuKyzvBdp3HXb95KMkAPCiE4ADsr39uxS/ZY0cp33eB4fM3V4b4nPqbv8vV/8P3U27RFq8kx+wIOc64a09kwKTJbAqLKmOcr4Z45i5nYO49mUn0BYIhzuucm/sTvA+CNOE94yyCPOSTpZY2PKXc61jjrjPB7e6y8dvPs/cDjzXGVo0NptamGM3UMLwZyECPNx71y1fJN9coT4YddAqHpt0DtCHELrK5b2xy93znMkz1B9FO7SLclk4RVuPQ/H1s2IAOHFobjA36Awev8rkvGkniLrqKhKXLWLiMW/NxeGzimoVePWGSnQIuHoyNKYQDHOVgN4/GefRJ78MTigalToQqfP5soTHcKm1kQInMuhNJiLux4aU96ot9C+IbBa2W+N09zJGtKL5lEOfJrt0FoIhRG4qc+sgYM6uQMkpMG8OJz+5z9eNr1GMaO8a2t01q8bMp7RA3c7HoOnS4rPrilJ49iIN2PK9y7uyPUWfawscYofJ53Hyldu8mdXzwCwg1ANm0RpyHRcnosrA4vYZGI/cDabUzCK3i+X5NfnUPiLaa2SaScBjxQBKCg3A3b5H9i1v3m6zK6f/Xp3np//wxfCb4VBDlYCUmlApIolG6oTI4OmeU3+8VA1KxYZoEVx2gnQZlkNdMrw6w8zC+sxHh6Ax6ad4/hcqSMWrQ88YfWE3qmmKnZnDxNu4bzzP82HsxX3kOP53if/iDmN/oicCbiezEMaqtUYxBxqiTl6b6GljZHd8PKu1glaZFtdOjnU2FWhTvBS00CgCF3ugESUqBcWG26xVHNqcMs1fOWYY6Ah9SB9F+/YGY/1q+ZEdHyDCQDF2m8Ed8XvOZDvwdi35NKW1FuW0X/GbUs4TUQCrWqodR9riD1VbidvfV/f4W59YZT8/1hYVvILSq0bJEBoOwqIkgzqO24/uWFdm1u2HRlOC//NYaaoTjX1hw/cPDONclklnR1esi+kGppfHFcrxk+Cq+OCHZcH3QF4syLCrKnTXsnDigKOb2O7VXCQKNHaf7bUmYRzLOyFMrmFNs6bDTCru3oDqxRrazQCpHdXxCfmN670HW7lBrwjwUhODVoF7ZfM6znAh7F2g7Sjoh3FQlamoBD8VdoZquox+/zwkFSm8ZmCAFW8bOglw8pQ9KbymfdXd/xKP/rGbn8Zz5qTj320Yt7AO5K/FtmsAsg3Nff7FNlSS4W7fJ/sXtNhXw6S+1Ldw9GXjTUV+9Rj4o0EeP4Ua2KXRVaauXtSNy0qB7O4ZNfVRyO5jKgrCwkiZjEghA2/IU32fomnSFKy3TRcH26P7jgVcGF/nwopk4vNpQV4CE1JjLqJYZYhQyH3ZDXqAycdGPabvURRHTBMmGbRm7ZeIo8i45SLUvdhmEhhI5SCI30AbNmsslit90ayZEFak9h1nw5WGAVkv83j7GWsS01d1Su3heDv5DTDnd2kXzI9RrOcWO4oZCuRWjsSrNtNe0GUo7dvEwvCmUOsS/7/6+OCltehWW0Rdn4lnGbpn0M50P2Ho6DQ4LdhsGHOmqlEZqXXfSzNtQCaqh4hW7CJ5XvEK5pHi5bnb8+fX9xm6b286D94EgeY+/fedQT+p86AkB3rH+P3wKe+QIox95G/Ntw/ScoE2/aGgHNFFr3ZZw+nf32X90zPLDGYV1GCxDW1F72+RWU6U2BGY695ZaQ162cjbIvCrMj2Wc/uVLXPvJc0xPRyc+OKA6qC0TFQdrLymTqzWj33oa37cLHnrUL75E4TzlkyfRgQkEgLaWoG0/0jZ1FXdC5YZFXBiVnYqrVoRbEiGoIml0oXU2qP8FgqC5wtAhNg7h8oLE+oLSZQyymqWzjGwVxIa8JTOu+Q1BydBpRh3nF6Qxx4s6YzCsKBc53kiIZjgTrx9poriishL5Mi6QmKTJcLC1UqGRqC23oiRsHfOvsT04BD06io9d5bf4fYaOBCh2SvTu3ut6XnvcCy1L9O4usrUZWZ6ANeHcpFqPdBtizYHDXLyGrD/CxksVbmDYr8Jo+3oSA2uRDPgsqFImQjC6ESIQlbMUmaNyllFWRQKQNeJwrS8WFj6jVtv44WX0xdOzwrEvOvbPWOpxeI8wsCgYqZowcrwdIR/mbuT7yuiWC/UAO/MmjSXOx24JaSPOTTovMpxG+CDUDxx20vrwE4IId+cO4//l99k4e4YbP3GefKaMbiyRWrnyAyNOfWqBWTrsrMJ//qts7r2dZ76+zeBd1zGigQxEz5QZD52hL7Uals6utMV4FaqdIRt/71PUwMl/qizPH+Pm+8fMT7SUtMmZxQrtyUvKiX92kfrS5VcUNOxxCKFBdCdVyiPStrumHW3z3Db3vVxvc+TNrlfa53UhDmyUVXVDkLlQrSkMgTpIsWBBrGLi0KIyOkRsGFZUeRuKY6NmRRVrALqFsl3MlznlIsgUG9E46c2jqXYhAzM3TSFsOk5TdcIccb1IOhna2Qm+ElpNDW2+Dzn4/UTYhcO8cOXQjpR92OAXC6QaI9beu8AlW3aph1Dx+1PkkdOBELtQcLh+SalHhulJG3beZTjni6NBwMrUgewNdhz1SLh1e8LgRFj8KxdUNU3T5trKbneLDLuoZgVb10PYf+1KaOMut4QKmjZgtdLYpQpkszA/IZ/65rpenpgweHYfsSbUUhz8/J2xx8EnxO9hUaL14Swk7OJ7hhAk1Jdf5vivgk6nuDg57dHbb8d9JYhUNx1UX3mG9ee/n/Jt4SvKTdDNHtrATmeuwESVLK/CwgWneXC8bPO+L13CvHSJMy9fwG1OVpQKgcbgzI2dlcLIHg8GdDanePZllk+dwecmtNnVwdmshL2jTHE635Orjv2zFp9Crqmo8BXqjpJQipnCcl3xg3tXVTGKGI8qlFXGwgbbXJhQgZ2boOI2rQcY8eTi8YQd1/3sV1JKovG/gliPYsALg1umPe6kL6Cdz/AazFYFFluW4R0X62eURm+Dzvqvq2mH7vhzGQ5f/U16vK7wu/vINKSjmkJD7yGRBOdQ59HZDD+dYm8M4cTaymvYUhnfcCGaVAUby0pDtvBNHRXAYFcxOxnldkgJlHEmR2bqji/W/397ZxJbV1bm8d859943OYNTdoaqckQNqVTSoUGkWqjTm1YLWuoFEixgCUhIsGCBWLFggcQSCQm12MESoV50IxBi6IFutVBLqKhKE6qcwpWhKqnEKSe2Eye233DfOedjce6973oKru5CsePvJ0XPfnnzO77nf7/h/1UGRQMfj9lr1rIRfBOGHROfcyhYZ2ncN1UkrupwKdZu2pf4WgpBb4LQnLmFv3sPk6bYySfi2hQBW7QSG1PVTpgg8TMZ5PiFuyChikzvVPacIAA2bLilGFjP0z++jv+fcd780jjHn5sHclywdNKcgMGFlDxEdVp6wfddytJKhw98SzjdXdrQ9ufeurbpc9VSWMoupDw7TVe7mMQyeOlE/FKtQGKKdkQzak3KPcYLK081KjOiKkJQbHyGdSmEkjK82gBpB0gDNo13MKYwbbGCMdDPM3KX0m4MsWMCaY4Ty1iax2FFkpITCwz7LsMVdQN3u21CiP3daeoRMXhv415d9G9LELBC1o3OipLGy0rk1g6ydcqDbmk1LglMvrxA99nxeJZWXFfP69bTLsaVUTUh6zqy164Rer0/w7eqbIUMc6RIF8n8QlwUEqhaqsrNr2iv8/Pz2PwpJLP4JKk22LR08S2+67QX1phRxc1Y6Mwl5CvjrDwzwEws0yGO+h7LcrxYhsEw8LF+YOBSvBj6ecbKagtzvU1rYEgG0LnjiN1kQrYayAwjT5B6LUG51sqol0Drd9dx8/PxCl8UBw76UQRlKaa07yyjBs6Dc0gIO7puoM6eFATbxd2chZuznP7GYa5890kOj68AMS9bur+VVdnlInQ+4bmvPcC9fV09APYgYTnmsZO+jxt5YhBvChOpwst/GEguXEacY+Ktg9z+1PO4tChGXG8JzGjzrJzgioNU+7ZhtZEghwLGgrUBm4TY6mqIXQlisFZYDQ32NbNqOFds2YpFhaXldh4SfIj52t6gEYdrrcNYwRpPCBaTCNKvuTOWr7MsjAwbovsbH8/D079axM9cIXnyLL5ZGjsVIkooui9GRZrlhpHkAZMHTRU8YtYXPm+FPT+DbTbxf31y1CWyLgVUpYWgSsFJMdQq6Rmab7Xo7hvgiy6X3CdkRZQ2iGFQXOdDbAO3V9uk3SgyQwaD8YTmPV+J6tFcjJF7qNnkLN64QCgiyuV7drPvViIoOXgA02njFxZJDk+CSDQfgnibXYIKgm3g5+d5/gurXPrei7Q7OaHdx/mEZuoQYKXfxAdLp5lz5Cu5tj4pmN+8vmEzTE49D3cW8XeXCOWZ0+07HPup5d1PPht7osuwe/k4Ye3PlSOlUIWTZGjxEl0srRhsOYTLSq3Oy3Dr7kE6rZws9Rxs9VkOTZqJQ8TwIG/ifMK+5oC73TbWjo7MIhCCJSnGKTtXf4GwOhXY946N3ZCFaKnefHnQrRvN1D8YC6bbX5uLFTBORt0ahQCwTtakX5K+x7w8ve3vRHm0yGBACELS80haGHOlbJgOWveXSIaBZDCqMcCAmz5A77k+SeqRzoDlYGmmniDQ7Tfx3tBuDenPjJMOirRTbd1lXUdILL5lq3kMZcpCEipPgujvIpUw3UBpLiQ+itJCmLrZWzu+eHArVBBsk9DtcuKzF7CdDjPfPsPJL7+C+7uz3Pii48i/tLh3MmHyJ/NbpgSUPcYmTmT+jUub3lSGw2rqoYXKk2DNbcqz7lpBXn+SWEOQSCwkTAp/dzH40h0zGGyxkYtAb5Cx2mswdAn3lzrYLHBwf5d+nmEMLHcLa9d1asbasGnEgKZHBmWYeG2On7pAYHRdXdjYIZXXRvpf50kBkzXwf3MmRlUMhMxG5zgXD8zZr3+/7bNSZWchw5z0whXc2ROUA7/KOhtJTLUxQ5kekup7h6JVsWewM21CQ1h6Ji2iBgHzVB+/0ESaAd4ei5GBWhvjgWuezo9fJj0+Rf7M4bgWfcyzlYPJqjkahkoMJD1HcuEyYbth/10qBgCMPOTF/739zO59Z8qO4z/CP/+pCPL7zm5Zw+nU0yz+7XGG+wyuPeo6KH0HqtZUGQ2yajwQ7n4Q3CEXRUEaSDOPTUabty0KAr0f/R68jfUA3kTBkAZMIiRJIE1jOgAgSUIVHSgnJvrivqEcgyyGZDHj4GUY7i8KKG1RS1BSa7MsUwp2CNmqcPS/5/FvXtn6czl2lPyFp2hcvoWbu/0+fNL/Px7FGobds47fC+mxowyfPVbV1vh2GmtrQvSVSJa6+EtXARh+/CUWPtysZn1IsvZvoyzErdpcS+FctC827wmT3/vNmue3HzrF4MgYEEUnjCITdihYH7txsulrj11aaqt1rBECRdkBuJuzHPzhLOYjZ1j8yAFcy0Q3Nzcqwotn1EKSx4Pd5K9vsjJ1HHdo9DjlZg7Ewr/aNmIMBG8JoRADPpoLhZBg0rCmVaveSv5QhoYTXz/P/U+fJTRK0y0gq0U5ykLJIpVQGr5MTPceKgYgGj/ZudubupAquxs3dxtTE3mND54iXHyzWnj1GFtjaUB7vkFvMpoLVfbHdR+XdZNfK7dBKSIL6wivzdB68QSh0yS0RluhdYFk4UGV+t1LtWAqCBRlByG/u8ik/AW9J8dYmUrpzMdWvJAZek9YJl5bIb1zH6zFXb+B8cdrd44X5Rm9obaxF10Cm2Lj4BcRg3MJxsQoQvCWJA3FY5j6GIHiiQwEgwxzxn92kdWPnUasYXDA0n9i5EsQh4yNogP7b3pMgPRed08dbJWHE6Zntvw/eXWa8VdBPn+O3uEilZRSjR8uI2f14Vix7Tde7ru1uaQsBWn9dFlgzwpQFQSKssMIF96geQGaH/1LePUNCB6TNRj70AvI+YtrDlaTrw/pHUsIYx4RSzAh+hCYog/bm1G9lsSaAmMkRge8iWdRUuRwbSB4i7GjSkZfTU+MVdxINFwSb2BomXwlhgHC8jLtn/wWgPa5DzP/0hj7Zj3ZqufeyQaHLsX86+qxjLEfvRwf+8/4GSqPJ9HmOnbkhLQQAevra2otrTaHw6/11NZ9m6ggUJSdym9fr36UYQ7nL264SfMXr/CB/CXcWMKNTxQbNYVzalVUKJUYkGEs0GNgaSwk7H8HFs96BEswEtvIfVJZH1OmIApLZAmxjZJBAgEmfnB+QwF2du02R/MJ7OUb+AcPOLp4BvnfN8BYJk6fUCGg/J8Zf32J/ftj4evcuZj/L6MFxpfjsuO/Ixd63HuhpWLgPaCCQFF2OdmvzpMB/MNHAYs4ECOYrOguCCMxgMSoQONuwvP/tAh3Fnni4hRz58ZYPi1xjLIhOh2WOVhLVYAo3oIzHP8ltOYHiNs4TdG9OwfvzlUbv5RCRvyWJmCKsh3C9EwV8ZpaegGMwR3qcPuvOhy4EVdcazEnm1smXL3GkdnjKkDfAyoIFOUx4fR3FgkHO1z6XAdJ4hk9EIe3eIPJLdIKmKHlxPdncdfeAcAsLNI6eY7lYOJMBCMxVWDLKEGsFTADizFw/F+F9r//HtHBW8ojxP/hMgA2azB1bRJZXgFrCL0+vlib/srbj/Il7jpUECjKY4K/dBWM4aSc4dLnx5h4NeHwz69y47MnWH3Wc+q7C3B/GYKMLFgLJn40zeQv29Xvf/jmMyMToaQQFEPD1H8G2v92YddYsSqPPzLMdf7L+4QKAkV5nBBBzl/kxekm4hzeOZ7+xyVMYvH9/pZ3C8vLsDwaH3zqqw82eWhBhg7ZxHRJUZTdjwoCRXncECHUNv/6IJrtEh4iHhRFeTzZojFZURRFUZS9hAoCRVEURVFUECiKoiiKooJAURRFURRUECiKoiiKggoCRVEURVFQQaAoiqIoCioIFEVRFEVBBYGiKIqiKIARWT+8VFEURVGUvYZGCBRFURRFUUGgKIqiKIoKAkVRFEVRUEGgKIqiKAoqCBRFURRFQQWBoiiKoijAHwFoW/qfB+h0PAAAAABJRU5ErkJggg==\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -293,19 +257,19 @@ "shape = [100, 100, 100]\n", "L = 'sc'\n", "im1 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", - "ax[0].imshow(ps.visualization.show_3D(im1))\n", + "ax[0].imshow(ps.visualization.show_3D(im1), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", "ax[0].set_title(f'lattice = {L}')\n", "\n", "L = 'fcc'\n", "im2 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", - "ax[1].imshow(ps.visualization.show_3D(im2))\n", + "ax[1].imshow(ps.visualization.show_3D(im2), cmap=plt.cm.bone)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'lattice = {L}');\n", + "ax[1].set_title(f'lattice = {L}')\n", "\n", "L = 'bcc'\n", "im3 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", - "ax[2].imshow(ps.visualization.show_3D(im3))\n", + "ax[2].imshow(ps.visualization.show_3D(im3), cmap=plt.cm.bone)\n", "ax[2].axis(False)\n", "ax[2].set_title(f'lattice = {L}');" ] @@ -313,7 +277,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -327,7 +291,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/line_segment.ipynb b/examples/generators/reference/line_segment.ipynb index e094b3b08..c9df3a45f 100644 --- a/examples/generators/reference/line_segment.ipynb +++ b/examples/generators/reference/line_segment.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:02.325066Z", @@ -19,24 +19,11 @@ "shell.execute_reply": "2022-04-25T01:54:04.619256Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.generators.line_segment)" + "import porespy as ps" ] }, { @@ -55,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:04.623055Z", @@ -67,14 +54,12 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -94,7 +79,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -108,7 +93,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/overlapping_spheres.ipynb b/examples/generators/reference/overlapping_spheres.ipynb index 4cd6daeca..013a61006 100644 --- a/examples/generators/reference/overlapping_spheres.ipynb +++ b/examples/generators/reference/overlapping_spheres.ipynb @@ -26,38 +26,6 @@ "import porespy as ps" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Print the function argument and default values:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:16.595502Z", - "iopub.status.busy": "2022-04-25T01:54:16.595273Z", - "iopub.status.idle": "2022-04-25T01:54:16.599345Z", - "shell.execute_reply": "2022-04-25T01:54:16.598822Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(shape: List[int], r: int, porosity: float, maxiter: int = 10, tol: float = 0.01)\n" - ] - } - ], - "source": [ - "import inspect\n", - "print(inspect.signature(ps.generators.overlapping_spheres))" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -80,14 +48,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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\n", 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", 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\n", 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", 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -289,7 +249,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -303,7 +263,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/polydisperse_spheres.ipynb b/examples/generators/reference/polydisperse_spheres.ipynb index e52914a3d..168f19582 100644 --- a/examples/generators/reference/polydisperse_spheres.ipynb +++ b/examples/generators/reference/polydisperse_spheres.ipynb @@ -19,26 +19,12 @@ "shell.execute_reply": "2022-04-25T01:54:22.692723Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", - "import scipy.stats as spst\n", - "import inspect\n", - "np.random.seed(10)\n", - "inspect.signature(ps.generators.polydisperse_spheres)" + "import scipy.stats as spst" ] }, { @@ -63,14 +49,12 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -78,7 +62,7 @@ "shape = [150, 150]\n", "porosity = 0.5\n", "dist = spst.norm(loc=10, scale=5)\n", - "im = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist)\n", + "im = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist, seed=10)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", "ax.imshow(im, interpolation='none', origin='lower')\n", @@ -107,14 +91,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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\n", 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JcI24c3dw0rStaDQjLdexTohJ5Ef8i7t6sXtlpN9sM4NNxLmCYVkaRChObN4Q5SnCsaIjLcFskhcbmsxPYmNzi/e85z3NZKsth9WF2SrDqnSJu6Mx+IgNMOZXlg+W54NmeRppHyFKfYvNMiJMatld5dh1NVYqYpOqCF0ChmcMYAxQ0xgg0iNW7r/kS76ktfeMvI2V2vj39Kc/vTkmMB67iclu9LWRlnEaQTw6tOzc5QhXjkefYlV7/rGomNiuEu8f9aqPfj3GGhFCHnUqVr3PPvvslX/zspe9rOnT29rwk9MJ6t5Q3G2K5znieYj57cDjeYyogKscfJYvVoTiecD5MIto6MKqgfm64sDo+UYs/nc0JtHozBrf+F5xl21e3CU7aN1ri/eLXSPjrvR8uFPsFhd32+K5gvlna3Yxe75mnX+bmIVFbZsPcYcxJom//uu/ftp7ROcVdy6/7uu+7lQnEM8hxU6/MZncpCPeZqv/VWKFMHZkfM5znnPaHfvYaTgGNRFS1IZVdSEGRjG4eO5zn3vG1vvzaRJl7WAaxa6Tq1YbYifk6ADj+dXoBA9adczEusf9RMe3aMfOJz7xic11RyjiIrNnmdsa/AG7MwYwBsg6BljUp0W/Hj9f1g9tatHK7+xm+ayMx7O9cb3z5fLgd43yE+ON+X48ylHUu1XieMCLL754YX2MfIgdwds47ieuLcKJ47Piud6IGFtH9O369e5Ysd1C3MGL8Ip4OD3Oz4xKEgPpmBBEXP9h4m5OPOwfg+q4axuNWKw4zW/uEL8Lj3jEI5oGOyr4ths8xB2vuNZY0YrNaF7+8pc34SFxpthspShCN2ML9fgO0ZDEYD+ebVj0HMIm1xbPRszOM4t0iucpYqv/aNzi2IG2tP18TZvniEaYa4SoRIMX59PNtvqPNJ+/Wxd3NKOji7t4sSIaz99E2G80lrFyN9uQYZet/mMCFp8dZlvvR8cS7x3/5stgXHeEAcXAJPI3OuJ4bawoxLXNdzTxvNc2z3+uUxee+cxnNuXnFre4RZMu8VnxmVGG4xmVEMcGxEZPkabxntHJxJ3TCPNdlb8RBhj5E3U37vh/zud8TvOcbtxZjkFXDDR2Pe4nnr2Ju+FxvE/cMAjR4cazeDGYiOftFpmVO5tKQFmMAYwBMo4B4gZGTMRuetObNuUi3jeO0ImJZxyLM292JNOm3z2eIY8bJPG8aXxelKG4QRJH8UU5COedd14T7h1nFsf1Rz2KZ42j345yEn1i/H2s9kYfGc8Bx/vEGcpxE2hVHfuBH/iBZlU0xgbRN0eZjfePY7qirsUY4rBjn9Y97ieeTY7PiRXbmNDHnhjzYn+MRSJN9esd6mi35eq9+tWvnt7ylrdstrK//vWvP332s5/dbLe+aqv/Jz3pSdNb3/rW06te9arTy1/+8tMb3ehG0yc/+cnNNuYzn/rUp5rt+a95zWtOjxw5cuo9Z1vJx3EsBy3b6j+2PI+t6u985ztPr3CFK0yvda1rNdf56U9/+rS/j63Z73WvezWvudrVrjZ9yEMeMn3Tm950xnsuu7awaMv517/+9c1xKle60pWa977DHe4wveiiixZu1X9wm/tlRxD0JY6Kic9/zWtes9brF+VBeMUrXtEc6xL5Hcc03PWud22Ohjgojo6ILf8jbS972cs25SqOVvj4xz/eylb/s+tb9C/K6aLjZuKogriW61znOtPHPe5xp5XT8MY3vrH5+9hGf1Pr1IUQ5fAe97hH87o4YuOGN7zh9PGPf/yp33/wgx+cPvCBD5xe4xrXaMpZlLe3vOUtZ9S9ZeXpDW94w/Se97zn9OpXv3rzXePv7nvf+05f+cpXtnLcT1zf/e9//+kNbnCDpg7EZ9z4xjeePuUpTznju8571rOe1bz/u9/97kPfH+ifMYAxQLYxwIMf/ODp2Wef3Ry3dOlLX7rpk+IYuo985CNnvDbK9rFjx6abin7zbne72/Ta1752Uzfiv/e73/3OOHonjvJ57GMf2xytF9cSn3Xve9/7tKOV4sicOIoo0iLqSaTrOnUsfPSjH50+5jGPab5jXEeMD25729tOn/a0px3a725y3E+8ZpujpeL4pwc96EEr35/tHIn/0+XEGbJ61ate1YRqxd3T2d3teGaI/xN3YmODhtgMpa0D3scuVtYjXC+ODYg75hHGvOjoJQC6M9YxQPQ5EU1w/vnnN/0Qu4vniSP8+qKLLmoe54qNySLyg/ZZC4clIjzmnHPOaZ41jU022gydqkWE7EZImklteyIMK45CiLCs2OnZpBagf2MdA0QocTyW8x3f8R1DX0o14vGv2C05JrURNn/YMYPsxootrPC2t72tee4yHvY/eB4gtC2OlojnsOJZIjcMAIZlDMCu4oSD2Bck9v6I5+xXneHL9kxsAQAASE0oMgAAAKmZ2AIAAJCaiS0AAACpmdgCAACQ2trbcp179D6TzPbf+7dDXwK0Zu/aN5+M3bI63Xba9NF2lJ6fJbefR4+dGPoSqtJ2X19y2VmmxDak5DZCHtelq/ysKc3n06iP79V3HdvrKa82+V7r9vVWbAEAAEjNxBYAAIDUnBAMidQUypMlLWaf03YokLxkDObLeckhq13Wx67aEDajze02nRaV71rTvO/v1UY7uldpXhxkxRYAAIDUTGwBAABITShy4hAPxmEs4SMA1GeXPmzXsY/+sz9ZHjsYUzrvjbD8W7EFAAAgNSu2PWjjjok7YUCftDNAKWMf7VEuY1wpLMXeyNPeii0AAACpmdgCAACQmlDkxGfiBeE5wNBtWBvt0LZt5gUnd/5oerIoj/VhOS3Lt67GPsY9UIf9juuvFVsAAABSM7EFAAAgNaHIyXcis2Ngnca+qx3t6eOcu23DBJVzhJiuZ5Y2Q9aZvsOPl1FmIJf9HuupFVsAAABSM7EFAAAgNaHIAAOE0My/b9uhfH2EH6/z3ouuQ/gxJRqyPvZ9ncJ3qVmb/U6X7UJ2+4W2I1ZsAQAASM3EFgAAgNSqDkUudZkcKFvfbUcf4YVD7toOmXa7zRLua4wz3lDSNvJ+TOmhroyHFVsAAABSM7EFAAAgtapDkcek5HApGErG8p3xmqFW6mM9Sg9LzvgITE3plTENFl3zfpId3rtixRYAAIDUrNiOXCmbdQDAuisRQB2rt0PW64yrtKvsjXCVdp4VWwAAAFIzsQUAACC16kKRs599NyRhybDcLnVafYLd6aPK1PfYp428L2W8VmI5nl1TxnHsOmr9XjWVwV1YsQUAACA1E1sAAABSqyIUucRl9FLCXLYl5Avaq7+z91CXoB36qDJ1NfbpMo+XvXeW69+WEGw2bUu3LTN95rcVWwAAAFIzsQUAACC1KkKRS5c9LJn+KTPb6yqUJnv45BBlatF3VJ5hHNrYXbeUky5qCYcXftyPPsLbMz6O1Uc5sGILAABAaia2AAAApJY6FDljWMO215wxfAFKog71E5a8qo0TZg/jknGsVtP3GvLRE3La67DMdB2WbMUWAACA1NKt2LojRF8ynNfF4awIrtbGCuq2Zd7qLQC1ydqf7SW97nlWbAEAAEjNxBYAAIDU0oUiZzw3jDxKPK9LuOZq2oJ2lHxmJADsypiq27Onh2bFFgAAgNRMbAEAAEgtXSjyvNlS+RhC2PoOnRhDmmY8r6uGMJG2jKmMAqdT/7fnkS7GxphpPKzYAgAAkJqJLQAAAKmlDkUea1hNV2HJY0i7IW2bV/KlHvKSMT/2suujFOrPejZJ33VeK93JSPjxOFmxBQAAIDUTWwAAAFI7Mp1Op+u88OQlx9OFAowpfEZo1zjCVRblV6br39Wm5bWUtFHPunP02ImhL6Eqm/T1Y3sMqGROS2AdXT1eUJJS+v0s9lfkYSllZt2+3ootAAAAqZnYAgAAkJpQZEYvY9jKsrKd8bv0VZftIF4nocjt2ravp3/GV+yi1kfYah0HtWl/yzwcsswIRQYAAGAUqjjHFqhvJbftu8LO0GxXX2VKugO1GrI/artt1bd2Z500mqX/fofpmSGvrNgCAACQmoktAAAAqdk8ChKG7O5Stkv+jups2Upsz20e1S6bR+VRYn3MqO8Q2lLOBW1Did+l5DFOG2qqe5uweRQAAACjYGILAABAakKRIWE4S5dlu4/vrW7mUlpdmC8/QpHbJRS5bKXVxazted8htDXtIl/6GKHEOjLGOtY2ocgAAACMgoktAAAAqXUSiiz8mDGHIZUepgM1hXNdcPLFQ19CVYQi52GstZkhw4GzhyJnLGtZ+rAS69tezzuFr0MoMgAAAKNgYgsAAEBqZ405TIF69V0es4cZQW2hWwCMV9+PiNVgb8d0mv/7ocarVmwBAABIzcQWAACA1FoLRYah1RpqIvwYKF2Ju2gy3vJT63iASWftTGllpq+2ca+j7z1UWLIVWwAAAFKrYsW2hIeV6fcOfml31tqg7K5mky6oqz628R5jra/Zz08vpfxQJ2WjzA1Wu26vrdgCAACQmoktAAAAqVURijxPWPKw2g4tGtM5ZMruOMNmIJMS22H1tdu+ss00LbH89KGvscyq9x7DZluZv8tY2682WbEFAAAgNRNbAAAAUqsuFJn+DRlWUyuhdeXk/ew6xpoPkIm2c/X3lkbty5KOpfSrbadnlu+VscxkY8UWAACA1ExsAQAAGHcocsnL/8JtgLZoT6AuY63TY/qupaRjyWPlktReNmv/fiWwYgsAAEBqJrYAAACkZldkKNxYw+UAdrFJ+Oeq12p7WbfMKCubGVN6Gc91z4otAAAAqVmxhUScqQrQP6tzrEs/vZq0KSf993rY2KzP/LZiCwAAQGomtgAAAKQmFBkAKDKErXQZN4PZNt/a+H5jKj+1fz/y2qss/HieFVsAAABSM7EFAAAgNaHI7GxMoUX0R7nqnzRnE8pLHm3kT9th122Un2XXoTyOi7Zo3OHH86zYAgAAkJqJLQAAAKkdmU6n03VeePKS44f+vsSl/xKWxMesxDJRozGV8yHL1JjSufS6PJ8XR4+dGPRaarOqr89edsbWXowl/HAXYy2jQ+qjzJSerzWlwX4P32Xdvt6KLQAAAKmZ2AIAAJCaXZHpjN0KGSLcpe3ylT3Mrs00EAoOQAYl7pSsH+ueFVsAAABSM7EFAAAgtbNqW/K3zF+mUsJAak9b5b+dtkg6ltPOywvGRJsFdY0726ibpXyXDKzYAgAAkFpr59gu4ww1grtN/VMvGAPn2LbLObb9t8VdbnhnDLYZ5bWeclJ6XvbdLnTJObYAAADQEhNbAAAAUus8FHkZGyTUL1MYRe3UG2olFLldbff1Y+0TagozHGtfU2sejaU8ZMq/Es6K34VQZAAAAGiJiS0AAACptXaO7ZjDVYByeMwBypE1tI7tOFe9bMvypMuduamzndwvNI+t2AIAAJCaiS0AAACpDRaKXKPSQwlKDRuAEuqeEDqot/+DsdmkH9PnUcuYyYotAAAAqZnYAgAAkJpQ5BGFX/URNpApPcity7JWaogNlER7v1naaEugP/P1TVvVrVn6ltDGWbEFAAAgtSPT6XS6zgtPXnJ8qw+o9UzJWu7+tJ3OtaRLbbbN59JWLocsXyV8f8509NiJoS+hKpv09dp7xtBmZirntaR5lzLlZ2b7LZfFdft6K7YAAACkZmILAABAap2EIre9zF9KaEXt4QttpHPtaVRDfvaRRzVuTlZKO8TphCK3a1Vfr41nzG1m9vJfY570pe+xU/ay1na5E4oMAADAKJjYAgAAkFpr59jWeqZkTaEAjMuQZXfZZwuDAqg3/LCmNj57XmQ46SCTLuvporyoqV3okxVbAAAAUjOxBQAAILXWQpEBVpmF02QMgRLCtX041FjTi2EtKnelh/StqislXn9N9bu0UwNqfcyvS22m2bJ0aSNMeJM0L6XMZGDFFgAAgNRMbAEAAEhNKDLQu+whUNmvf1O7hjaNLb1qlDG8rcZy1/fOrGPQd9nOWJdK11WartOGjLXelMqKLQAAAKmZ2AIAAJCaUGQgTbhgiQeW1xjuOHRoF8MppV61ofby1ffOrFCSIUPI1ZtyWbEFAAAgNSu2I+euE1mVuHqbnTvg0I+2y/u272ell0xK6ev1XeWyYgsAAEBqJrYAAACk1loosrPVcpGmlGjb8B5hyUDpSul322gjs4di6ifykFdswootAAAAqZnYAgAAkFonuyI7W61MfaSpkFBKCkte9n5AnUo8C7uE8UyX3zVjWLKxSjl5Ndb0r93+QOXLii0AAACpmdgCAACQWiehyCWGOow1LCJj+sOyOqk8A20Zw2kOfY9nMoYlj8mQeVLT2Jp2ytcmZeKCk+u9zootAAAAqZnYAgAAkFrnochZCJGA8u0S5jZ7fV+7gy76bKB9bdQvpzmQVcnlzth6HPY3KINdlwkrtgAAAKQ2+hXbGu8mlXL3zjlxdCnTJiVZNr/qu86Wnh6Upa/yolwC5FmlnWfFFgAAgNRMbAEAAEht9KHIwDjCkksIh88UPt1VWHLp35vhQtS6LBs2hGIZj021TzoyFCu2AAAApGZiCwAAQGqjDEWuPUSixHBHoT6Q165nAJfSDtGdbfN427/rqx/JsqN5iTbJo1LS11iFTOW17zK8X/D3nrFiCwAAQGomtgAAAKQ2ylBkcoc1wrpKLmMlPjKwSpbrpJw8bjN8fcj63HZ97SusP0t/m7E9ZFwylsv9FsKSs31vK7YAAACkZmILAABAakKRGYzdB9cjnTYjjSB/HayxHredLpuECGbqR4Ql51R6uSrt0Yy+y/b+SOqSFVsAAABSM7EFAAAgNaHIUKBlISNZdrgExkWb1H/ajCEsmTwylqshd4Ff9dqaQof3eywbVmwBAABIbTQrtlnuHo1pE4ax5skypeUPAOv3XRlXrGBTynbZERml67qdtGILAABAaia2AAAApFZdKLIQidPVFL5Qo23zR8gbQFm0xdQ6tqu1bG+7gVPf6TGGsOS2WLEFAAAgNRNbAAAAUqsiFLnWEAlgNyWHbHd5fl4foUrbpmdNYVRAvUo7N174cf9qDQGumRVbAAAAUjOxBQAAILV0ochCI4AaLGvL2gif3uTvNgmvaqP9FdoFHKa0dqGNNrm078TmzD/6Sd9d64oVWwAAAFIzsQUAACC1I9PpdLrOC09ecnwyFMv/2ys5/KWvfN02Dfq4vjbyR/3YLH2lV5k7Sm9bF44eO9H6tYxZG329OpZ/Z/W+lTxWGSv1uHxZ6s1eC2XpgpMvXut1VmwBAABIrdjNo9wpqv+ssy5XhLLcxar9rNYhrMp76bUeacO21LHudNm3ybfu2HSKtmQpE3sDtSFWbAEAAEjNxBYAAIDUig1Fpv7QAuHHDG1ZmRGGB+3o+5zkktNgl+/Xd//Wd1hyjedbO/ebIcrV/oDlpIQ23IotAAAAqZnYAgAAkFpRocglLGFn1WXowVjPtusqFKvt8FfhSe3Q/sBy2qfdv3fWtGgjlHpMukqnvsOS7ZKd097Iw9et2AIAAJCaiS0AAACpFRGKLMRhe12FGZSSJ6WEVLQRkrPo+rvcNbGUPOzDGMNtoGt2dd1M7d+P8Rrr2CL7KQp7I2p/Z6zYAgAAkJqJLQAAAKkVEYrMZsYSTlBr+ncZtlJySEzb1IP85GF5+mifagprVIYZ207mm5T5Uk7V6HJX9yzt2V6HYcklfW8rtgAAAKRmYgsAAEBqQpEpMpSgxt3dSk/fDDLmO6eTh2QM44Ox7WS+aVtdcv3tq99Z9TmlnGKx1/J4evYeJZQBK7YAAACkNtiKbQmz+qyyr1zCppTzsskfxmSs5b3LFaaxpmnJ4+l1xpoljuVLLkslRqjsVTansGILAABAaia2AAAApGbzKKBIfYfElBgiBFCivs4IzairjXRK2WyoRLWWJTZnxRYAAIDUTGwBAABITSgy0DthQ3WpbVdFhpHlcQDl/XTSoJ/yXHKd6JLylcd+AW24FVsAAABSM7EFAAAgNaHIQG+yhBSVEE6TSZZ8Zdiyr5wwprBwfcf2SstL8oyjrNgCAACQmoktAAAAqQlFJk34ZfbQlK4ObQcotU/Ytt0uvT/axi7fY1U69p0/fdnke616benfFWq1v0bdm9XfXeupFVsAAABSM7EFAAAgNaHIVKmP0DUhdsBYDBnGueizS2k719mVt41rXRSm1+b7HnzvIXWVtyV+V8rWZZkpZSy4X0hdaOs6rNgCAACQ2pHpdDpd54UnLzne6geXcrc1uz7utGS5k5TlOsdcJ0q5M7iJMeRL5nw9euzEYJ9do7b7+j6U2PZnbzf6rtMl5uGuspeBIdRY7kocx+4nHIut29dbsQUAACA1E1sAAABSG2zzqFIems6o7xCCvvOqxLCNPjYY2OScLxhaxlAmAMpSY/jxss8r5dGFmjdSs2ILAABAaia2AAAApOYcWwY7T3CX8IeSQ3JrDvEAAFbzyF05Skl/48PuWbEFAAAgNRNbAAAAUhOKzM76CqcoJZRkE8JO8pvlW8by1zZlmFIMWR/Vg3aU0qb20U+3EZYstHkz0micrNgCAACQmoktAAAAqRURiizUbzWhTzCsMYeBbdL+DLFLOnRN+ay3Te07b5WlbkPBs/TPpVznXmWPzFmxBQAAILUiVmxLu3tXihrunNCujNENNZbjMWwEsirf2r7mZe9XY/kZk+wr+NteR1f1u8t2o5Q0Z1J030A7ShkD7FdW763YAgAAkJqJLQAAAKkVFYoM5AphGUtoS9ffddl79JG3fWwMtYvZZ46pTGXXRjmpaUOTNh4hWfQebT8SQTlK7NchAyu2AAAApGZiCwAAQGpHptPpdJ0Xnrzk+GQoYwrJEBZUbzloM28zpYUy3Y8uQzdLK2/z3+/osRODXktttu3r+w6b76tM9t1+2em4vEcw+lJaOzukXfKn5HQc8rGjZbI80rBuX2/FFgAAgNRMbAEAAEgtxa7Ipe8AW2NIDJCLdoQx6XJc0Edd6msss+hzSm8rusrb0r835e/SX/LO6dt8Xtu72JdQx6zYAgAAkJqJLQAAAKmlCEWet2iZO1M4QgnL9ACrlNyuzl/bBScHvRQKkGVXz1LqVJc7qLdt1fVl+i4ll4lSjD09+nrEYq+jdC6hPlqxBQAAIDUTWwAAAFJLF4qccdfkjOEx9K/EsguQqc3S345LyfldYv1gWJuE6q5TtksI/S2NFVsAAABSq2LFdpc7HH18Hizjji6QiTarrjSz4jOu/KYu6uyZrNgCAACQmoktAAAAqVUXirwOS/c5lb5JWI3nLm9LHYO6DNluaU8oXcn9esax0xhskhfawPVZsQUAACA1E1sAAABSG2UoMvnNwjJKDKtZFjJS4rUClEjoHbRPWHJOdi9fnxVbAAAAUjOxBQAAILUj0+l0us4LT15yvPurgYp37aw97Ed4TL1KK7vzZe3osRODXkttlvX1fZeB7O1JaXVmbOnftxLze9s8bPO7CH0uv57udZTfbVu3r7diCwAAQGomtgAAAKRmV2SqIeSlf8LVAOroj7Tn+bWRh6veww69ddlvoa0qqRxYsQUAACA1K7ZUaZO7R23cTS/9DmZtd+Q4U5f5WsK50cofMGaltIGlXAft268gb63YAgAAkJqJLQAAAKkJRWaUugypzBSWTG59h9EPsSGO8lqGEsLRKYdHWvppG2tNL+iKFVsAAABSM7EFAAAgtSPT6XS6zgtPXnJ8UjNhNeNQwq6uQjjL13YetZkXpZefvtvSo8dObPV3bNfXl17++jCGcOxF6V9yu1iiXdKrxrQZQ73pW43lZNe+3ootAAAAqZnYAgAAkNroQ5HtXjcuJYQizxPa1b8Sw6FW5dvQ11xyuRKK3K5N+voxtV9D18G+9b0Deld5Lxy4HLXWob7777GWy6NCkQEAABgDE1sAAABSO2syQl2FQ8y/71hDBeg/3EtZyx8Gpe0gozG0XyW3G3Sbb7P36HuH+Kx1ZUw2yYsxtJMlsWILAABAaia2AAAApFZFKLJQoVyEYozz+w0hY9uQ8ZqhpvZLHcyplMfMSrkOdtd2Osu37lmxBQAAILV0K7bupObU5kYOfZ0JS07KAbAp7cbppEfZ6WX1th3Srj5WbAEAAEjNxBYAAIDUUoQiC4nJqct8y1ImhLn0s1lYlvIAlEO7QQ3lR1gy/B8rtgAAAKRmYgsAAEBqxYYilxLiwWbkm1CgYBfs/JRjoEvaGIYmjLs+VmwBAABIzcQWAACA1IoKRa4ptFB4w3iNNe/72AV7TOk5BOlLl/Vc+WKdMlDTWHCs5CFDsWILAABAaia2AAAApFZUKDLUZqxhyeShXNL3TufKXL22zduSQ1eV1/x5yHhYsQUAACC1Xldsx3o3x6odXZb/MZWpsbYhbRhTOaHs+qZPJEN7rmzmz0PylY1d650VWwAAAFIzsQUAACC11kKRhSMMq6/0F5pTHmF9AJubby9LHMOsas9LvObStNEnSudxWJTPGcdUewOOCdvcZHDb67diCwAAQGomtgAAAIw7FFmIRj9KSedV11F6aFfthCUDbK6Uvit7+HFNfVDpaU0ZZaCNtmOTurLJZ+xteP0l76B/wcn1/saKLQAAAKmZ2AIAADC+UGThGd3JnrbZr58yQ/lm7618AbWFA68TCpix7Ztdc/aQ5NJJ32G1uRPwsrzssv7vVfT4QLBiCwAAQGomtgAAAIx7V2R2X/LPGGIEJe0SyHLSkZItax9KLrd9XVstY4NMoY4Z03yT0yoyKmXH8j4M/f32Knh8wIotAAAAqZnYAgAAkJpQ5J6NKaQCsoe0wNiU0i9lCl+tMf1r2Ul/HbWneU11yRiaVazYAgAAMI4VW3dG2iEdyV7Wst/xHQN5BGTS94aDYx2Ltb1629UK6hDnuVIHK7YAAACkZmILAABAakem0+l0nReee/Q+3V8NkMqQ59UKSTrdWMOPjx47MfQlVKXkvn4MZbz2dq3LPKw97TLli3DyeuwPmCfzn71uX2/FFgAAgNRMbAEAAEjNObbA1toIO6npjL2+SS8gk7bbe+GoZdI3jTP/9gd8PG3Gii0AAACpmdgCAACQmlBkoBjCkgE4jPBjatVGKG8phhrDWbEFAAAgNRNbAAAAUhOKDKRUU8jOJoRoM1ZjeFRhrO0aLDOGelBrezYEK7YAAACkZsUWSK/2VY627+YOdb4c7GJs5a/2dg2WyVre22yjhqj/+xW0sVZsAQAASM3EFgAAgNSEIgNVqSl8r82woDbSYgyb91CudcpwreVy9r2yt2lwmOzle9X1b9s+dTmu2a+szbRiCwAAQGomtgAAAKQmFBmoVsaw5FJ2QN7kfWsLZSKv2stlxjZtXo15Ql1lcFkbUsrjPMv+LmN70AUrtgAAAKRmYgsAAEBqR6bT6XSdF5579D7dXw0wan2EqZUYrpMl/LjE73LByRe3+nljV2tfX2MIbIltWd9p38cOsVnSOVOdyNJH9XWd2+bFmHZIPnrsxHqv6/xKAAAAoEMmtgAAAKRmV2RgUH2HvqzzeWMK7ylRraF/DF+m1MV2lJKObexau+q7dLkTdd+7XI81/LgmXabjXgXtpBVbAAAAUjOxBQAAIDWhyECnsoS0CO8ZljA12MyYwlhLub4uP6Or/BR+vPyaSi/TbM6KLQAAAKlZsQVGq++7ye4UA13oa4Mj+pE9zUtcqV33OrOn/dhZsQUAACA1E1sAAABSE4oMAJCY8GMYVxg1i1mxBQAAIDUTWwAAAFITigy0ThjbsJxvCfXr4+zt+fq97edpH+pVe9iu3cbzsWILAABAaia2AAAApCYUGWiFsJoy7RpGuOp9IQPldXu7th2LwprJq/bw43XK7pBh+cKjD2fFFgAAgNRMbAEAABhHKHLfu2xCF2ETym67aghbGYtSwqjWeW/1dDyE1Y3LpnksD8ugTS6zXJberw/Bii0AAACpmdgCAACQml2RgdGGrfQd/lpK2pVyHcsIS67bsvInrI6DZuVAvsLh1JH/z4otAAAAqR2ZTqfTdV548pLjC38+prvpi+6GjOn713BnSn5tZqx3AG1ik8fRYyeGvoSqzPf1XbWX6kM7xtqfZS8/XUYjbHtm8FjL0ljLYM19vRVbAAAAUjOxBQAAYNyhyLWHMawKN6j1e2chJLlbwm1sYlM6ocjt6ruvV0/aMdY+rY/ys21477L3ICdt1bCEIgMAADAKJrYAAACk1loocvbwC+El4w0NkYenE25DJkKR2zXkCQjannIen8jSL5Y4BphdU5Y0ZD3ap2EJRQYAAGAUTGwBAABI7azJyO0aWpAxdKcmbexWKAxdiA1ALdpoz2sc2/T1PWpJL8jIii0AAACpmdgCAACQ2lk1h2EIrxyXNsKSxxSqpX4AUPMuvxmvmXIYJ+VjxRYAAIDUzsp2V8zdE3Ypj12Vn0wbUKlDAADUxootAAAAqZnYAgAAMO5Q5L5DKfveIIi6zMpPKWUn+wZUAJls286W0mewHv0p21LXc7NiCwAAQGomtgAAAKTWyTm2UHOYkjAVYGy6Osu0r/Z01+se4jEoYdPQH/WmDlZsAQAASM3EFgAAgNSOTKfT6TovPPfofSalKTlswI5849VGucwa7gd9O3rsxNCXUJWTlxyvJlS25H54WRpkafuHTNt1vlPJeU85jI3q6+ut2AIAAJCaiS0AAACpCUXugZCY8RoyLDlL/aB/WcId1yEUebhQ5NLpe/upo32k8xjCj+e/Y/bvUjJjo5yEIgMAADAKJrYAAACkJhS5MMJP6lVjeaVMpbUjXZZ9ocjtEopcp6w7UW973VnyftX3y/I9hmZ8Vb+jQpEBAAAYg7MmydR+V6avs+3o3ywPay/DDKPkNmL+2pR/qJf63a6sG0rNrruUFXzGw4otAAAAqZnYAgAAkFq6UOSxhrTZYKAeYy3DtCN7XV92/eoCQF1n+W56zfoBdmXFFgAAgNRMbAEAAEgt9Tm2M0IXygs/YXPKMcuMrX5vUhecY9uums6xHXMdOmis/UuJ+Z71TOFNjLW80R3n2AIAADAKJrYAAACklm5X5NqVGDYDDGOs7YFdMmnbrByNrU6pP+PVd5lX1tjFqnJ6wcn13seKLQAAAKmZ2AIAAJBaFaHI2cPWxhYaxfblIGP5BnJqu28qof1q4xpK77NLSOcS02KsuwR3mQbKGrvook5asQUAACC1Ks6xzXonqfS7vpSr9LLN9rQLm5V559i2q4++Pnv7NUQdzZ5mfRvr6mwfaZTl+1FXubvg5IvXep0VWwAAAFIzsQUAACC1KjaPgrHJvmEapxN+vJoyXw95SRe62hip1vJa03fpKsS61ryveYxjxRYAAIDUTGwBAABITSgyVKTvXQ7tqgjsImOo3xBno2prF+sy/WfvXXsa1qCNcrDqPdb5DGVleFZsAQAASM3EFgAAgNSqDkXOGOIEQ4fgrKorfX8eANsRTkutSjxNQH0bnhVbAAAAUjOxBQAAILWqQ5GB9sKEuwr7GWtYcolhVBnT7oKTg14KpDDWdhaGoL4Nx4otAAAAqZnYAgAAkJpQZGAp4bIAy/XxuAYA67FiCwAAQGpWbAEAAEgd2WLFFgAAgNRMbAEAAEhNKDIAAOl0GeLo/FHa4EzbfsOSrdgCAACQmoktAAAAqR2ZTqfToS8CAAAAtmXFFgAAgNRMbAEAAEjNxBYAAIDUTGwBAABIzcQWAACA1ExsAQAASM3EFgAAgNRMbAEAAEjNxBYAAIBJZv8PF84WdAuV4U4AAAAASUVORK5CYII=", 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\n", 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", 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j9KgEs1QCGqGM5vTYd5ciWQUAIKymyeqcWyOdrSMMKe45GInO66FsIqcc1LV2zdGj6rU6WMbWcu0pRS6lh767NMkqAABhhUxWb1k7wpConpOR6LxIZTNyGkJdR81ljXB3eIRtaK3UXeU9i9R3zznqGu2aZBUAgLC6S1YvRh49cZzWI9HW3/+USNsCvaiR3K2dn7n0/WvVOL+W6ofOkEpHPK9cO7q8JasAAITVbbJKHBFGefdGcbW3MUKZ9OAM88yoq3Sbi1Bna+3jtTX7HK3vi3Dc2E6yCgBAWHmaptkXH149n3+xc9FGfZGtHYnWLNtSa/dtFSlR7WkljL1px9w+vXx4J+/64M5c+uyIx/ja0QlX5F92lurhuF2r9USxUkZIWiPX/bUp/bO33n2yz5asAgAQljmrHK5GunjU86CPfupNb6lC75T30yL/GnK0CNt+1HzIHvuR3ueC9r79KbWpN1sT1evXrbMKAED3Tpus9jiC7U2JMj569NvzaHpOT3NVtxppXyLQH7JX73VnLum7tV/Rzh89/Kq5lWQVAICwTpusXkgU5h01goo2+iwhQv2plahqM+NybNtS7nEsORZR57v28KvmxdIylKwCABDW6ZPVC4kCvao1qr/+niPaTLREgvfsudN37XPr1QHnnUhGOhYt2tbW8rv83cuHp1+XrAIAEJZkFdhlS8K6dMQ/UsoxkiXHT8J6n/rNKErXZckqAABhSVZfM8J905kTD9Y7sp5oj4xM/R6Dc2O9uixZBQAgLBerAACEdfppAH6Ouc90AGrRHvepVX76As5CXY9BsgoAQFh5mqbZFx9ePZ9/sXMSnO2MNOfVrFdrj8PWbatxvEuV28uHd3KRDw7qxbO3m/fZax/7u7d+RerL9zxMgfic+95Xu8+WrAIAENbp56zCWaxdvL/nRJV2ro/ppR5JpYCtJKsAAIQlWYUdWiSDexMqCRc1lV5NZMvjfkttA1CGZBUAgLBuJqul7t5syRw5jqAewTqjJaxr9kN/QQ2RV3zZS7IKAEBYm+aszt3tCaOLkJB4ohg96z1h1e5o7ei6fevzotR3ySoAAGEdshqApOccznx8IySq1yKtlwpr9Xbe6GU7GVeL89BcO609R1yyCgBAWIeus9rbSHlUa5/NvfXzIjsqdYyYqK6lXRJZqfp5L/nRHogu0vmn9b1KklUAAMLyBKuOrR3ZRHw2/NHWjkTnUp1II9qjSFiJrHTCClu0qD89nH+u22vpbZasAgAQVpFkVYJTx9qRzOV4jHhc9o7q1FmIQVvkrHpIVK/VSlglqwAAhBV+zurI8ytrc1csKdVvU4+/T11jqaMSVv0e1FPq/g/JKgAAYeVpmmZffPHs7fkXF9g6ct1zJb70O3ucG1Jaz0mD41lOz2vRvnx4J7fehpr29tmRHb1+9NLP3yNy2+C2mufDkerJ3vPFXJ8tWQUAIKxQc1aPGF24k3S71k+oIKba6+nBU0rXuyPntmojLDFiPSl1DSZZBQAgrFDJKrFIqXlsxBQA7lnzi5M2Mg7nv1gkqwAAhFUkWe1hJGL+3XI9jDD3Hk/1AVhCHwHbbT3XSlYBAAjr9HNWJWpjWXs8I6fFe6nbAPXpc+//Irv2/CRZBQAgrEOT1Z5TKinUfT3MXb3oYRsBGIfrh/WWnqslqwAAhHVIsro3xTpyNCJRK6+nhBW/GgBs9bjfnDvn6VvLk6wCABDWpmT1qEStxGjk3mdKA7llhBTyqLsvAZinL61HsgoAQFg3k9WjU8gIoxDzLTk7CSsAPZGsAgAQVpUnWEVMcCSs+ylDAKA0ySoAAGEVTVYjJqr3mM93LiMdZwk3ACOSrAIAEFaRZHWktIoxjFwnz5yonnnfAaK69yv12r5bsgoAQFhVVgPokbmrYxj5+EkVAdpxnTDvXpmsXU1IsgoAQFiS1TuMnPo08vGSqALUsaS/dZ1QnmQVAICwTpusrk2nrt9vBBXTyMdlaZ0duQwAolqbsI6YyJbaJ8kqAABhdZusbk06j5rvd+9zRhopLXXkPq89TiOXt0T1TebtAlFt/eW25z78ep+tswoAwGnkaZpmX3x49Xz+xQVaJm1R9DxSuqfGaFCCPW+E0fhWi9fme+vdXHZLYnnx7O1dfTbwnhbXHD335UeV11yfLVkFACCsonNWj0h+ek1Uz6DGKLDnkWZpR5dND0mt/gAoSR+zTq3ykqwCABBWldUAtq49BtTXQ8IKMIoe+9ra12mSVQAAwnKxCgBAWFUfCnDGn/f9pEqv5tpry7p8+e4z9iVAOfqU21qXj2QVAICwun3cam8krIxi66OOjyRhBY6gD7ktSvlIVgEACKtosjpi+mH5LUazt66ueSSuXxiAlpyb39RDmUhWAQAIK0/TNPviw6vn8y+m49KRHq7qt+5rxDuq15KGjallu6vVdzx76918yBd14tJna6vw/0W+zqjVXveUwdw2Hl2uc322ZBUAgLBWJas9XP0frXQCFDkBiXDXN/tFak8XktUyXjx7+8kO3a8jRHfU+SZifzenVXtcU0a179ORrAIA0J1FqwHUvvp/6u7h2o7e57mVEZ7avx5GW/RjxFU5WGdpHZC88pSS56m5Ojlyf6WdrSdZBQAgrJvJaoSr/zOmQrXnl52pbIlhbx1XZ6GcJe1r6xxTbZctJKsAAIRV9AlWRzpTwipRvc/dzWNYexx7rrMQ3Z72tfZva63byT73+uhax0uyCgBAWN0kq6XVSujmEuIWCeGZ0mpiUwfLUr48FvnpdWc4Ly1NKyP9ctj6eEhWAQAIq7tk9ehRV6uRS6QR09IyjTDaaz26g8i0Dx5TH2Krfc7tuT5IVgEACKu7ZPUokZLNKCInrPeecuJ4wn7a0xh6TtBaW1P3a5WzdaklqwAABJanaZp98cWzt+dfDOKotd1409KyLVmmju9xRhhdr/XsrXdz622o6eHV8119dov2I809Tk9tvPW6ndf21L/a2zzyutRzfbZkFQCAsLpPVi8ipICjalG2e0eEjvObehxl7yVZXSfCPHRtd70ztu2jRDpvIVkFAKBDwySrF/dGNkbt5UQcVTre8yIer6NJVtep0V78Cnac0m341jHovf+IdK/FUaLNA95CsgoAQHeGS1YvzIfqS8uEgKf1NBqfI1nd5shnlvf+tMGIIvWXvfYTPSerI6+3KlkFAKA7p32CFbGUnmsjaV9vhPlPbLO2vdSoE9qwtnd2Z6rr1ySrAACEdbpk1dNS+nI5TqUSha2fe+b6U/qY0N7a+v34/VHrRc8rxUQtU6hFsgoAQFinS1YvJKx9uT5OrZMG9SfeMWG/Huvzvba4tF5ev69lWbRuS0v6t9bbyHIjHCvJKgAAYZ02WaVv5k3G45jQ0tH1rsbqA9HbSsvtq7VCTE/H86hfEXokWQUAIKzhnmDl7u5zivYsZmKM8j3Bap2Rn4xT09JyVG5valV2e/ryMyWepY+PJ1gBANCdYeas7h25uLsbOLszJUTw2J5rgHt/0/N8/q3XREevFiNZBQAgrJtzVi/znyKnjaVGKpH3mXm1Rq7qx3It0wRzVmlJQr1elPm+Jfr4Xo57yfPbvTIwZxUAgO4sSlYvaqVJkUYfErQ+9TjqPoPabVuyCn05qm/d29ecMVmteV6bKwvJKgAA3Vm1GkCpZydHHm1s3edIz5kGGEWUOY2sU/scuHe+8JLVAZae59XF/SSrAACEtWrO6lpnXFvsmvVb2zBnNSZzVssacc7qGX7BG8n1eT96X6letD1G1+VvzioAAN0pmqz2pPTIopdR5miswxtTrTRDstqvUm1MkrbdyP1ezXoRZW5rhOMpWQUAoHurVgMYUYSRBQDvKd0nL51TKYE91/mxxj0298qz5/t8SpOsAgAQ1mmT1ShrvgH0bs1alFFIuead+XwV6bhL/d8nWQUAIKzTJquwh9UdYFn9X5pUaUvtOQbva5mw1kr9ezqPSVYBAAjrdMlqDyMIAPrRem7h3u93Xpz3uGxKJ5mtks4W37u2LCWrAACE5WIVAICwTjcNAADuOeKGsNI36Vh+q66jb2za60zHV7IKAEBYklXYoaelP+BoS+r/GVKfXum3Ylp7XjnqBr/I5zPJKgAAYUlWGVLtNCfyiDQSKduYRjyu1215xH1km3v9/Nb5ztd/t/e8svbvLt/3eDuinNMkqwAAhJWnaZp98eHV8/kXOxVllEBZrVIQ9eu22sfl2Vvv5qpf2NgIfXb0NvRUHe71oQDRy7p31+XfS3nfqjd79+FenZzrsyWrAACEdbo5q+YWUpL6BWN7am3L1vNZW38/Y7n1iNlWdU2yCgBAWKdLVhlblIRBwvq+KMeEea3nXD71ndpOOcqWpaI8JUuyCgBAWKdbDeCaEeYYWo/6ljpTfYtwTKwGcNvS+tjyWPbQZvaWT6tku4ey7dGIqzDU6gOsBgAAQHdOP2fV/ChqivhkEIis17Uql7i3L1HmC3Lb2uMzcp0uRbIKAEBYp09WL4x0+tRz4jC37b3XvZLHpIc5liyzdZ7mqO2G81Fnl5OsAgAQlmR1xtJkxsiojZGTs17vJI2QqF6//+XD8dsykqVz9teU/976e4Z5mlHbMHU4/utJVgEACEuyShdGTlnWijK/usYxkUCUVaJ855JRx3K90m3Majj0QrIKAEBYktWdjEzLkqjepw6yVo26Uuo77q0iUKsd6JugHskqAABhSVa5q8bKCFKK/WqvP3mGu7ZH00P6vrUe97BvF/dS4Nptyq8zRCdZBQAgLMnqQUYcme593jExeOIPPeil/zhyO6Pt84jnMcYgWQUAICzJ6sFGGJlGG+0D4+qlv+llO48wwnmshq11oqfyjVLvJasAAISVp2lqvQ0AAPAkySoAAGG5WAUAICwXqwAAhOViFQCAsFysAgAQlotVAADC+j9UlYI7s+abrwAAAABJRU5ErkJggg==\n", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -286,7 +262,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -300,7 +276,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/pseudo_electrostatic_packing.ipynb b/examples/generators/reference/pseudo_electrostatic_packing.ipynb index 31d5707bb..a824fcda5 100644 --- a/examples/generators/reference/pseudo_electrostatic_packing.ipynb +++ b/examples/generators/reference/pseudo_electrostatic_packing.ipynb @@ -40,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "6549258e", "metadata": { "execution": { @@ -53,7 +53,7 @@ "outputs": [ { "data": { - "image/png": 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dej2fqQ2Z991336hUKhv935w5c1q6jjvuuGNA69iQiRMnxj/90z/Fq6++Gvfdd19ccsklcdRRR/UJ+J966qk46aST+rwRK0CRCdMBEs8///xGH1f7Iv9Dtb/mmU2QRLRmUgUAAMps6NChccABB8Ts2bNj3rx58fLLL8cDDzwQn/3sZ6vH3HnnnXH77bf3e45WvZ5vtbFjx1Y//r//+7+ODdPUruO3v/1ty88/atSo+MQnPhGXXXZZzJ8/P5YtWxa333577LPPPtVjLrroonjxxRdb/tgArSZMB0jUviFPIw899FD14/3222+9v6+dblm2bFl6vsceeyw9Rk0KAAC9ZOjQoXHIIYfED3/4w5gxY0b1z3/0ox/1+zWtej3favvuu2+MHDkyIiKWL1/e9Dpb7aCDDqp+fM8997T98UaNGhUnnXRSLFiwIMaNGxcRH9S/DMZjA2wqYTpAYtGiRfHMM880POapp57q8+L3qKOOWu+YSZMmVT9+9NFH08e97bbb0mNq33DJm3MCANArhgwZEscff3z185dffrnfY1v1er7VRo0aFUcffXT187lz57b9MTfk05/+dPXjn/zkJ00N9bTC6NGj4+CDD65+3ug5BCgKYTpAolKpxPnnn9/vr12uW7cuzj///GpX4AEHHNDnVxY/dOCBB1YnyX/+85/Hk08+2e9jXn/99fG///u/6dq22267GDr0g1v5K6+8IlAHAKDUVqxYEatWrWrq2Npalh122KHf41r1er4dLrzwwurHt99+e9x0001Nf+3SpUtbsoapU6fGkUceGREf7NVpp50Wy5cvb+prV61aFW+88UafP2vmt3A/1OxzCFAUwnSAxIgRI+Kuu+6K008/fb0e87feeitOO+20Pr+SeOWVV27wPOPGjatOuFQqlfjc5z4Xv//97/scs2bNmrj66qvj/PPPr/7KZyMjR46MKVOmVL923rx5G3VtAABQJI888khMmDAhLr300n6HS9auXRu33HJLXHfdddU/O+644/o9Z6tez7fDEUccEWeccUb18zPPPDO+/OUv9xtIv//++3HnnXfGiSeeGJ/5zGdato7rrrsuttpqq4iI+NWvfhVTp06N++67r9/jn3766bjiiiti0qRJsXDhwvXOte+++8b1118fL7300ga/fsWKFXHhhRfGL37xi4iIGDZsWJ/aHoCiGt7pBQAU3cUXXxx/+7d/G7fcckvceeedcfTRR8fYsWPj5Zdfjvnz58fbb79dPXb27NlxzDHH9Huur3/963HwwQfHunXrYvHixTFlypT4xCc+EePHj4/XX389fvrTn8Yrr7wSW221VVx55ZVx3nnnpeubOXNmXHHFFRERcdppp8V3v/vd+NjHPtbnDU+/9a1vbcIOAADA4Fm6dGlcfvnlcfnll8fYsWPj4x//eIwbNy6GDx8eS5cujUceeaRPSHvYYYfFqaee2u/5Wvl6vh3+4R/+IV566aX48Y9/HJVKJb71rW/FtddeGwceeGBMnjw5Ro0aFW+99VY888wz8dhjj8V7770XERH7779/y9aw1157xa233hp//Md/HO+880785je/iU9+8pOx6667xoEHHhhjxoyJVatWxauvvhqLFy9ebyio3uLFi+OLX/xinHvuuTF58uTYa6+9YsyYMbF69epYsmRJLFq0KFauXFk9/itf+UrsuuuuLbsegHYRpgMkJkyYEP/5n/8ZJ598cixZsmSDb240dOjQuOCCC+Kb3/xmw3MddNBB8Y//+I9x9tlnx9q1a+Pdd9+N//iP/+hzzE477RQ/+MEPYu3atU2t76/+6q9i3rx58cQTT8Tq1avjrrvuWu8YYToAAGUwatSoGD58eKxZsyYiPujRvvvuu/s9/uSTT45//ud/rlYfbkgrX8+3w8iRI+Ouu+6Kyy67LK6++up45513YtWqVbFw4cL1pr4/tNlmm8W0adNauo5Pf/rTsWjRojjrrLPikUceiYiIF154IV544YV+v2bixImxyy679PmzrbfeuvpxpVKJp59+Op5++ukNfv2IESPiq1/9alxyySUtuAKA9hOmAzRh+vTpsXjx4rjhhhvihz/8YTz77LPx9ttvx0477RRHHXVU/MVf/EUccMABTZ3rzDPPjGnTpsU111wT8+fPj5deeik233zzmDRpUsycOTP+7M/+LMaMGRP3339/U+fbZptt4r//+7/j29/+dvz7v/97PPnkk/Hmm2/qTwcAoHQOOuigeOWVV+K+++6LBx54IH75y1/GM888E8uWLYu1a9fGNttsE5MnT45p06bFaaedFlOnTm3qvK18Pd8Ow4YNi8svvzzOO++8uPnmm+O+++6LJ554Il577bVYvXp1bLPNNjFhwoTYe++946ijjorjjjuuLR3j++yzT/ziF7+IH//4x3HHHXfEwoULY8mSJfHmm2/GyJEjY4cddogpU6bEtGnTYsaMGTF9+vTq+0J96IILLoiZM2fGvffeG4sWLYrHHnssnn322Vi+fHkMHTo0tttuu9hjjz3i6KOPjtNPPz0mTJjQ8usAaJchlQ/fYQOAqlmzZsV3v/vdiIi48cYbY9asWZ1dEAAA0DSv5wFoB29ACgAAAAAACWE6AAAAAAAkhOkAAAAAAJAQpgMAAAAAQEKYDgAAAAAACWE6AAAAAAAkhlQqlUqnFwEAAAAAAEVmMh0AAAAAABLCdAAAAAAASAjTAQAAAAAgIUwHAAAAAICEMB0AAAAAABLCdAAAAAAASAjTAQAAAAAgIUwHAAAAAICEMB0AAAAAABLDW33CdUv/X6tPCQAALTd03G87vYRS87ofAIAyaOXrfpPpAAAAAACQaPlkeq0Z4/dt5+kBAGCj3LPk0U4voSt53Q8AQJG063W/yXQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwnQAAAAAAEgI0wEAAAAAICFMBwAAAACAhDAdAAAAAAASwzu9AAAAAADa754lj3bssWeM37djjw3QKibTAQAAAAAgIUwHAAAAAICEmhcAAACALtHJKpdGGq1LBQxQFibTAQAAAAAgIUwHAAAAAICEMB0AAAAAABI60wEAAIDS6lRHeJF6vovak96s2vUXaV8B6plMBwAAAACAhDAdAAAAAAASal4AAACAQitijUmjNbW7qqSI+9Eq9dem9gUoEpPpAAAAAACQEKYDAAAAAEBCmA4AAAAAAAmd6QAAAEChlL0TvB2932Xfk4GqvW796UCnmUwHAAAAAICEMB0AAAAAABJqXgAAAICO6+YaE1UlAN3BZDoAAAAAACSE6QAAAAAAkBCmAwAAAABAQmc6AAAAMOi6uSO9kfrr7q9DvVf3pxHd80CnmUwHAAAAAICEMB0AAAAAABLCdAAAAAAASAjTAQAAAAAgIUwHAAAAAIDE8E4vAAAAAOgN9yx5tNNLKJzaPZkxft+OrQOAnMl0AAAAAABICNMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgMTwTi8AAAAAgL5mjN+3z+f3LHm0I+sokvo9ARhsJtMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgMTwTi8AAAAA6A0zxu9b/fieJY92bB1FUrsnzR7XS3tXlOtu9nkCupvJdAAAAAAASAjTAQAAAAAgIUwHAAAAAICEznQAAACAEqnv7+7mDvWiXFujdehTh95hMh0AAAAAABLCdAAAAAAASKh5AQAAAAZdL1WV1GpHJUjtOXtlH4ukds9VvkB3M5kOAAAAAAAJYToAAAAAACSE6QAAAAAAkNCZDgAAAHRcN/d+D2aPdqPH6uS+dvPzW6v+2nSoQ3cxmQ4AAAAAAAlhOgAAAAAAJNS8AAAAAIVSX41RtlqQjan26NS1DXb9SNmew1apvW6VL1B+JtMBAAAAACAhTAcAAAAAgISaFwAAAKDQGtVjlKEmpYgVJ43WpI4EYMNMpgMAAAAAQEKYDgAAAAAACWE6AAAAAAAkdKYDAAAALdPJfvCidH0XsSN9Y9SvfyD7WvY9aIfaPSnK9yqwcUymAwAAAABAQpgOAAAAAAAJNS8AAADARilqhUejdbW7VqOoe9IK6kkAPmAyHQAAAAAAEsJ0AAAAAABICNMBAAAAACChMx0AAAASnezDLkpHddk7wVvd+132/Rio+usuyvcnwGAwmQ4AAAAAAAlhOgAAAAAAJNS8AAAAQBS3tqO/dbW7XqOo+9EKqkoAGAiT6QAAAAAAkBCmAwAAAABAQpgOAAAAAAAJnekAAAD0pLJ3grej97vsezJQtdfdaB97dX8aaXbvALqByXQAAAAAAEgI0wEAAAAAIKHmBQAAgJ7RzTUd6jYAoL1MpgMAAAAAQEKYDgAAAAAACWE6AAAAAAAkdKYDAADQtbq5I72R+utu1KHeq3vUn43ZOwB6i8l0AAAAAABICNMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABIDO/0AgAAAKCV7lnyaKeXUDi1ezJj/L4dWwcAlJnJdAAAAAAASAjTAQAAAAAgIUwHAAAAAICEznQAAAAAWqq+m997GXi/AugGJtMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEsJ0AAAAAABICNMBAAAAACAhTAcAAAAAgMTwTi8AAAAAgO42Y/y+1Y/vWfJox9Yx2Gqvu1Yn96C/NQE5k+kAAAAAAJAQpgMAAAAAQELNCwAAAACDpr5mpJtqX8pwbY3WpAIGGjOZDgAAAAAACWE6AAAAAAAkhOkAAAAAAJDQmQ4AAADQhNo+6SJ2YXdCKzq2y76vZV9/rfr161CHvkymAwAAAABAQpgOAAAAAAAJNS8AAAAAFEKjWpFOVqgUdV3tVnttKl/AZDoAAAAAAKSE6QAAAAAAkFDzAgAAAD2strqhm+sqmtVslUX9cb2yd0WtOxnMCpJeea7rqXwBk+kAAAAAAJASpgMAAAAAQEKYDgAAAAAACZ3pAAAAAJuom7vny3Btjdal3xtoFZPpAAAAAACQEKYDAAAAAEBCzQsAAABdpQyVFIOt2ZqLXt27VteA1J+vbHtZ9vXXq13/QJ/rsu9Bq9XvhyodeoXJdAAAAAAASAjTAQAAAAAgIUwHAAAAAICEznQAAABgPd3Wm11rsPudGz1ep/a1iGsaDLq+gU1hMh0AAAAAABLCdAAAAAAASKh5AQAAoGt1c1VJI+2orqg9Zxn3caB7UsQalnYo43PaCrXXrfIFyJhMBwAAAACAhDAdAAAAAAASwnQAAAAAAEjoTAcAAKBnlL33u5HB7Htu9Fid3Ney9aI30mhNur0BOsNkOgAAAAAAJITpAAAAAACQUPMCAABAT6qvyihi1UcjZaw0KUo9Sdme63r16x/IvpZ9D9qhdk+K8r0KFIvJdAAAAAAASAjTAQAAAAAgoeYFAAAAonGtQ9mqUYpa4dFoXe2u1SjqnrSCehKAwWEyHQAAAAAAEsJ0AAAAAABICNMBAAAAACChMx0AAAASZeihLnsneKt7v8u+HwNVf91l+N4FKAuT6QAAAAAAkBCmAwAAAABAQs0LAAAApdfJSo9O1Wh0c42JqhIAishkOgAAAAAAJITpAAAAAACQEKYDAAAAAEBCZzoAAAClUNSO8P7W1Y6e76LuQbvVXnejfe3V/Wmk2b2DdunF97Sge5lMBwAAAACAhDAdAAAAAAASal4AAAAopLJXdtSvX90AlFftz2/Z702tUH8/K+qeNFqXezIDYTIdAAAAAAASwnQAAAAAAEgI0wEAAAAAIKEzHQAAgMIoau9uK9Re28Z09XbzngyELnrovG64Lw30nkxvM5kOAAAAAAAJYToAAAAAACTUvAAAANAx3VAVMBCqSqC86n9ee/U+1k1UvtAsk+kAAAAAAJAQpgMAAAAAQELNCwAAAAAMUG0tiMqX8lPDRSMm0wEAAAAAICFMBwAAAACAhDAdAAAAAAASOtMBAAAYVDqF11e7J/p5GQz132d+Llvzs1f2fS37+qHdTKYDAAAAAEBCmA4AAAAAAAk1LwAAAADQBv1Vx3SyPqVRnY1al/Wp4aKWyXQAAAAAAEgI0wEAAAAAICFMBwAAAACAhM50AAAAgB5X2wXdS73ZZes0BzrLZDoAAAAAACSE6QAAAAAAkFDzAgAAAEBVfc1IN9W+lOHaGq1JBQx0lsl0AAAAAABICNMBAAAAACAhTAcAAAAAgITOdAAAAKAr1PZJF7ELuxNa0bFd9n0t+/pr1a9fhzoMLpPpAAAAAACQEKYDAAAAAEBCzQsAAAAATWlUK9LJCpWirqvdaq9N5Qu0n8l0AAAAAABICNMBAAAAACCh5gUAAAAKrLa6oZvrKprVbJVF/XG9sndFrTsZzAqSXnmu66l8gfYzmQ4AAAAAAAlhOgAAAAAAJITpAAAAAACQ0JkOAAAAdL1u7p4vw7U1Wpd+b6AsTKYDAAAAAEBCmA4AAAAAAAk1LwAAAFASZajzaIdW14DUn69se1n29derXf9An+uy70Gr1e+HKh1oDZPpAAAAAACQEKYDAAAAAEBCmA4AAAAAAAmd6QAAAAyqXu39bmQgfcbd1ptda7D7nRs9Xqf2tYhrGgy6voEiM5kOAAAAAAAJYToAAAAAACTUvAAAAEAXKHt9zkDrPIpYw9IOZXxOW6H2ulW+tF8310cNlO87aplMBwAAAACAhDAdAAAAAAASwnQAAAAAAEjoTAcAAKBjerWft90dvI3O38k9LlsveiON1qRjGaA7mUwHAAAAAICEMB0AAAAAABJqXgAAACiM2nqMIlZ7bIpmqz/KWMPSamV/7uvXP5B9LfsetEPtnhTle7XbdfM9uT++t2jEZDoAAAAAACSE6QAAAAAAkFDzAgAAQCHV/6p92SoGGlUFFPVaGq2r3dUHRd2TVlBPQjfo5soXP5c0y2Q6AAAAAAAkhOkAAAAAAJAQpgMAAAAAQEJnOgAAAKVQ1A7yZrt2y94x3Ore77Lvx0DVX7euZsqo7O9pEeFnj4ExmQ4AAAAAAAlhOgAAAAAAJNS8AAAAUHpF/HX9MtYeNEtVCVCr7DVc0CyT6QAAAAAAkBCmAwAAAABAQpgOAAAAAAAJnekAAAC0Xac6cwe7L7ebe9Ibqb3uonYnF1WzewftotMcmmcyHQAAAAAAEsJ0AAAAAABIqHkBAACgJYpY4dFoTeoFoHvU/jwX8V402Orvb0XdE/doysZkOgAAAAAAJITpAAAAAACQEKYDAAAAAEBCZzoAAAADUtQO3mbVr3+g/bxl34dWa9W+AgPXDfel2mtwH6EoTKYDAAAAAEBCmA4AAAAAAAk1LwAAADStG6oD+qNSALpD/c9vN9+3eoX7M0VhMh0AAAAAABLCdAAAAAAASKh5AQAAoF+9Wo9Qf91qBaC8an9+e/We1k3cn+kkk+kAAAAAAJAQpgMAAAAAQEKYDgAAAAAACZ3pAAAAAAVT3wOt67s13dhl39eyrx/KzmQ6AAAAAAAkhOkAAAAAAJBQ8wIAAEAfagPWV7snraiaAIqhv5/nTt4HG91j3J/X5/7MYDKZDgAAAAAACWE6AAAAAAAkhOkAAAAAAJDQmQ4AAABQcLVd0L3Um122TnOgu5lMBwAAAACAhDAdAAAAAAASal4AAAAASqS+ZqSbal/KcG2N1qQCBrqbyXQAAAAAAEgI0wEAAAAAICFMBwAAAACAhM50AAAAYFDU9kkXsQu7E1rRsV32fS37+mvVr1+HOnQXk+kAAAAAAJAQpgMAAAAAQELNCwAAAECXaFQr0skKlaKuq91qr03lC5SfyXQAAAAAAEgI0wEAAAAAIKHmBQAAADZBbXVDN9dVNKvZKov643pl74padzKYFSS98lzXU/kC5WcyHQAAAAAAEsJ0AAAAAABICNMBAAAAACChMx0AAADouG7uni/DtTVal35vgA+YTAcAAAAAgIQwHQAAAAAAEmpeAAAAoEXKUOfRDq2uAak/X9n2suzrr1e7/oE+12Xfg1ar3w9VOlAOJtMBAAAAACAhTAcAAAAAgIQwHQAAAAAAEjrTAQAAoA26rTe71mD3Ozd6vE7taxHXNBh0fQO9zGQ6AAAAAAAkhOkAAAAAAJBQ8wIAAEAftbUN3VxXsTFaUWVR9n0d6B4UsYalHcr4nLZC7XWrfGm/bq6PGijfdwwmk+kAAAAAAJAQpgMAAAAAQEKYDgAAAAAACZ3pAAAAMMgadfx2sgO5bL3ojTRak45lAAbCZDoAAAAAACSE6QAAAAAAkFDzAgAAQL/q6zCKWOfRDt1Ww9JqZf8+qF//QPa17HvQDrV7UpTv1W5Xu8+98j3p/kwnmUwHAAAAAICEMB0AAAAAABJqXgAAAGhaN1cKlOHaGq2r3RUDRd2TVlBPQjcowz1soMpwbZ28PzN4TKYDAAAAAEBCmA4AAAAAAAlhOgAAAAAAJHSmAwAAMCD1HbBF7bHtT9nXX6/Vvd9l34+Bqr9uXceUUTfc38rQk94s78vQPUymAwAAAABAQpgOAAAAAAAJNS8AAAC0RKNfXe/Ur+gXcU2DQVUJUKuo98Kirqud3J/LzWQ6AAAAAAAkhOkAAAAAAJAQpgMAAAAAQEJnOgAAAIXsNG+Hbu3gzdRedy92FG+KZvcO2qWoneat1qv3H/eYcjGZDgAAAAAACWE6AAAAAAAk1LwAAAD0iCL+Cn2jNfl1d+getT/PRbwXDbb6+1tR96S/dbk/06tMpgMAAAAAQEKYDgAAAAAACWE6AAAAAAAkdKYDAAB0qaJ28Darfv0D6egt+x60Qyv2Fdg0Zb83teo+UvZ9aDX35+IzmQ4AAAAAAAlhOgAAAAAAJNS8AAAAdJFu/pX52mvzq+9QXvU/v9183+oV7s/0CpPpAAAAAACQEKYDAAAAAEBCzQsAAECJ9Wo9Qv11qxWA8qr9+e3Ve1o3cX+mm5lMBwAAAACAhDAdAAAAAAASwnQAAAAAAEjoTAcAAADYSPU90Lq+W9ONXfZ9Lfv6gcZMpgMAAAAAQEKYDgAAAAAACTUvAAAAJaM2YH21e9KKqgmgGPr7ee7kfbDRPcb9eX3uz3QTk+kAAAAAAJAQpgMAAAAAQEKYDgAAAAAACZ3pAAAAAJuotgu6l3qzy9ZpDrApTKY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" ] @@ -61,7 +61,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -91,7 +91,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "id": "4e96524a", "metadata": { "execution": { @@ -104,7 +104,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -112,7 +112,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -143,7 +143,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "id": "bb0a85c7", "metadata": { "execution": { @@ -156,7 +156,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -164,7 +164,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -199,7 +199,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "id": "8d69dc9a", "metadata": { "execution": { @@ -212,7 +212,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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" ] @@ -220,7 +220,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -255,7 +255,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 6, "id": "932d6982", "metadata": { "execution": { @@ -268,7 +268,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -276,7 +276,7 @@ "metadata": { "image/png": { "height": 384, - "width": 777 + "width": 776 } }, "output_type": "display_data" @@ -311,7 +311,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 7, "id": "4c555eb7", "metadata": { "execution": { @@ -324,7 +324,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -363,13 +363,13 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 8, "id": "21f16120", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] @@ -408,13 +408,13 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 9, "id": "23972b01", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] @@ -422,7 +422,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -449,7 +449,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -463,7 +463,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/examples/generators/reference/pseudo_gravity_packing.ipynb b/examples/generators/reference/pseudo_gravity_packing.ipynb index 7b9294497..41826fea0 100644 --- a/examples/generators/reference/pseudo_gravity_packing.ipynb +++ b/examples/generators/reference/pseudo_gravity_packing.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 1, "id": "f6b2c2e0", "metadata": { "execution": { @@ -40,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 2, "id": "6c3e5994", "metadata": { "execution": { @@ -53,7 +53,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 10, "id": "3c438335", "metadata": { "execution": { @@ -102,7 +102,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -122,13 +122,13 @@ "r = 5\n", "im = ps.generators.cylindrical_plug(shape=[151, 101, 101], axis=0)\n", "packing = ps.generators.pseudo_gravity_packing(im=~im, r=r, maxiter=500)\n", - "ax[0].imshow(ps.visualization.xray(~packing, axis=2).T, interpolation='none', origin='lower')\n", + "ax[0].imshow(ps.visualization.xray(~packing, axis=2).T, cmap=plt.cm.bone, interpolation='none', origin='lower')\n", "ax[0].axis(False)\n", "\n", "r = 10\n", "im = ps.generators.cylindrical_plug(shape=[151, 101, 101], axis=0)\n", "packing = ps.generators.pseudo_gravity_packing(im=~im, r=r, maxiter=100)\n", - "ax[1].imshow(ps.visualization.xray(~packing, axis=2).T, interpolation='none', origin='lower')\n", + "ax[1].imshow(ps.visualization.xray(~packing, axis=2).T, cmap=plt.cm.bone, interpolation='none', origin='lower')\n", "ax[1].axis(False);" ] }, @@ -143,7 +143,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 4, "id": "c55915a8", "metadata": { "execution": { @@ -156,7 +156,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -196,13 +196,13 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 5, "id": "183766dd", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] @@ -241,7 +241,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 6, "id": "8440efee", "metadata": { "execution": { @@ -254,7 +254,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -291,7 +291,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 7, "id": "e6c6c931", "metadata": { "execution": { @@ -304,7 +304,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -342,13 +342,13 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 8, "id": "3637e56a", "metadata": {}, "outputs": [ { "data": { - "image/png": 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w//WHSiv5znmxD9/ePrjyb3eff66wku8ME4Ly7HwCAAAQJ3wCAAAQJ3wCAAAQp/NZSGv9ztb7LXeP6nU4WvL13aMr/6ZjAgDfHfKZOP9s9bkK7bDzCQAAQJzwCQAAQJzwCQAAQJzO54Fqdjxb73OusXQvr7ma9/baih4K3E4P18MRLL1Ote/9Sb98tkK77HwCAAAQJ3wCAAAQJ3wCAAAQJ3wCAAAQZ+DQAsOE2nDTUKIRBhIBAH1r/buf4WCUZOcTAACAOOETAACAOOETAACAuOE6nzX7nHOt/41/65Y6oXqg673/dF57CezQ0nnT0nUVoCU9fNdb8xj0QlnLzicAAABxwicAAABxwicAAABxwicAAABxxQcOHTJ4YpQBFj2Uzls3H0LU2gCie88+1l7CP5beY4YQcZMer80Ah/Ld7jtDiVjLzicAAABxwicAAABxwicAAABxxTufh9AhAgCgZfqdtzN//nRAx2TnEwAAgDjhEwAAgDjhEwAAgDjhEwAAgLgmBg71SjG9vm9vH1z5t7vPP2/yu+89+7jJ7wEAyvM9Lmvp+TWEqH92PgEAAIgTPgEAAIgTPgEAAIjT+YQD6HMCAMDPsfMJAABAnPAJAABAnPAJAABAnM5nIe4FtR/ze3+6pxRA3+bXeZ/Zbar5eeycaMP8dfAdrT92PgEAAIgTPgEAAIgTPgEAAIgTPgEAAIgzcAj4x9OHp5d+fv/pvMo6aMf8nAAAOJSdTwAAAOKETwAAAOKETwAAAOJ0PgHYrfkNyN0ovk2t3SjeedOGmueF13wfll6n1q4n/Bw7nwAAAMQJnwAAAMQJnwAAAMQJnwAAAMQZOARc6+nD0yv/9v7T+ebrYDtLrzkAQAl2PgEAAIgTPgEAAIgTPgEAAIjT+QSgG0s3H3cz+e3t7Sbwzpu8vZ0TQIadTwAAAOKETwAAAOKETwAAAOKETwAAAOIMHAJ+ytOHp5d+fv/pvMo6uL35awn8MB+QYwDRzzFgCFhi5xMAAIA44RMAAIA44RMAAIA4nU/gVpZ6g3qgbRq146m7lzdCv2/NYxzl3Brh9QYy7HwCAAAQJ3wCAAAQJ3wCAAAQJ3wCAAAQZ+AQUNx8sI0BRNsbdbjQGkvDUkYZFFOCYTPX62EokdcXSLLzCQAAQJzwCQAAQJzwCQAAQJzOJxCnA5qn43k7PXT1StD3y/McAyOz8wkAAECc8AkAAECc8AkAAECczmch7hu3H/o29a3pJ+qF/qDP2Yabrh2tX/Nd+wCozc4nAAAAccInAAAAccInAAAAccInAAAAcQYOQSHzATmGxNxOqaFEv57/dunnv07/PHBFGanzxPCb7fX4mACgJDufAAAAxAmfAAAAxAmfAAAAxB1P0zSVPOCTOy9KHq4rrXewerTUwVrTE2zdqH3Sr+8eVfvd9559rPa750a5luhQAlsZ5bq6Nz4H2nB28abYsex8AgAAECd8AgAAECd8AgAAECd8AgAAEHdSewGQ1MNwoSU3Pa49DiSqOUxojTXrKzGUyNCLH9Y8F4ZRAMB+2PkEAAAgTvgEAAAgTvgEAAAg7niapqnkAZ/ceVHycF3T7Srv71d/1F7CbtTshbbe7yxlTQfUdaAsHVD2aH5NLNEf5/Zcn7fnGt6ms4s3xY5l5xMAAIA44RMAAIA44RMAAIA44RMAAIC4k9oLGNlSqVq5fT3DhW7n/afzK/9WcwjRKLzHs5aeXwMs2EqpYWqHHMeQoh+WPt8O8csr12sozc4nAAAAccInAAAAccInAAAAccfTNE0lD/jkzouSh2PBKJ0xnc76SnVAS/WgevDt7YPaSxiOzicl9HAd66EXWqrPeYhfXv1e7Xf3yLV5P84u3hQ7lp1PAAAA4oRPAAAA4oRPAAAA4oRPAAAA4gwc6lTrQ4kME9qvQ4YQ9TCo4xCGC7XJkAvWGOW61dIQoprDhA5lCNF6rr37ZeAQAAAAuyJ8AgAAECd8AgAAEHdSewFktPR39XvscHC9+et5SAcUAHr4fnDTDItROqEtfe+kbXY+AQAAiBM+AQAAiBM+AQAAiNP5BIob5f54c+7ruQ9L90HWVxrbqNeso6Orjz11388e+p2HWHNf89Z7oa6PlGTnEwAAgDjhEwAAgDjhEwAAgDjhEwAAgDgDhyhu1KECo1p6vZ8+vPzzyMM8AEbku8B6a4YSbenpw9PaS6Bjdj4BAACIEz4BAACIEz4BAACI0/kEAG7ly8vHtZfwr+6//lB7CV3T7+zL/PXUAaUkO58AAADECZ8AAADECZ8AAADECZ8AAADEGTjErRgywJL5efHr+aM6CwFurfVhQmvc9BjuHn3eaCXt+/ru8vX63rOPlVYC9MjOJwAAAHHCJwAAAHHCJwAAAHE6n0DcvDM07xQBdfTQ5yzh29sHN/43d5+P0Qtd0/E072EsS6/304enm6+DPtj5BAAAIE74BAAAIE74BAAAIE74BAAAIM7AIQAYgOFCt7M0lGiUIUQApdj5BAAAIE74BAAAIE74BAAAIE7nE9jc0k3Mv757VGEl0C8dz7x5D7THDuj7T+e1l0CD5ufF04enVdbB/tj5BAAAIE74BAAAIE74BAAAIE7nE2jCUg90rmYvdM36vry8eh9AgJatubYBlGLnEwAAgDjhEwAAgDjhEwAAgDjhEwAAgDgDh/gpbjbNIUrdjPqQwRjzIUWGa9CrLy8f117C8L69vTp07O7zzxVWAtAmO58AAADECZ8AAADECZ8AAADEdd/53Hvfq7UOzy+vLq/n71d/VFoJe3Jox7OELd/z919/uPRza+9fvpu/TjCKvX0Hom+tf0b6rMiw8wkAAECc8AkAAECc8AkAAECc8AkAAEDcbgYOzQcHbXmcVEG/9aL1Gr+8+v3G/8ZQIoCyevj8GMW3tw8u/Xz3+efI7zFMiNbs/Tq1Zv2GEv08O58AAADECZ8AAADECZ8AAADEHU/TNJU84JM7L376/1Oqz1nTUtdi73/rviW90L49fXhaewnNcF3YXo+dHOfRfi2dj/PvQTX7m+8/nVf73ezHmpkffNfDZ9DZxZtix7LzCQAAQJzwCQAAQJzwCQAAQJzwCQAAQNxJjV/aw4ChOcMfbmepuG4IEQAjqDlgaG4+IM4AIgwXup2ljNDDEKJD2fkEAAAgTvgEAAAgTvgEAAAgrkrnswff3j6ovYTuzTsGOqD0YN7z0Bcva+QeDUAJOp5588/+kT677HwCAAAQJ3wCAAAQJ3wCAAAQJ3wCAAAQFx849PXdo/SvABozv0k51zOA6HauDCJ7dfW/cT4CQBvsfAIAABAnfAIAABAnfAIAABAX73z24NvbB7WXwNHVmx5f6XpBB9bcaHqUXmip9/j7T+c3/jd6ocCI5t+tqGP+ub7mu8Be2fkEAAAgTvgEAAAgTvgEAAAgTucTuBVdue310AttrbOtFwoAeXY+AQAAiBM+AQAAiBM+AQAAiBM+AQAAiDuepmkqecD/+b//V8nDVfHt7YPaS+BArQ0xGYEhLG1YMzCHsmqe+60PlOJ6Pdw83vVmv3559XvtJXCgmteOs4s3xY5l5xMAAIA44RMAAIA44RMAAIC4k9IHvPfs46Wfv757VPpXABXpeNanb9WG+evgvQEA/87OJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHHFBw4B/TBApQ0GDO3D0uuUeg8t3Wz8y8vHkd/F7dS8MXzK/Lx2jQLWsvMJAABAnPAJAABAnPAJAABAnM4n8A8dz/p0p/oyfz29xwAYmZ1PAAAA4oRPAAAA4oRPAAAA4oRPAAAA4uIDh+49+3jl376+e5T+tcANDD6Bvtx//eHSz19ePq60knHNX4NRLH2eGJ4GLLHzCQAAQJzwCQAAQJzwCQAAQFy88wlsT59zP/SixrL0enu/0qP5ee1aBxwd2fkEAABgA8InAAAAccInAAAAccInAAAAcVUGDt179vHSz1/fPaqxDDq0ZnBHD0MPDCgBbnL/9YdLP395+bjSSvo1f4653tLnVg+fx8DPsfMJAABAnPAJAABAnPAJAABAXJXO59y8A7pEL5RSUn3JeXdFL5MlOk7MbXXtWOon6oGup99Z3vxcd30sa/Fa8nLzZcAldj4BAACIEz4BAACIEz4BAACIa6LzucaaXuiSeVd0zXG+vHxw0O9ibDqewN6s6TGO0AvV52zDKPfqLsX3DvbIzicAAABxwicAAABxwicAAABxwicAAABxx9M0TSUP+OTOi5KHa8IIwxb2yIAI9siwDG6yxyEirX9O+rwYSw/X2a2uA62/d0fV2jXr7OJNsWPZ+QQAACBO+AQAACBO+AQAACDupPYCAIB9a62fxNhSfcmlLukeO9pQk51PAAAA4oRPAAAA4oRPAAAA4oRPAAAA4gwcWmFpkIKb8m7PQAsAoJYehwv5jtuGkb7j2vkEAAAgTvgEAAAgTvgEAAAgTucTIGTphuRwEzeyB6BXdj4BAACIEz4BAACIEz4BAACIEz4BAACIO56maSp5wCd3XpQ83G64IW95I91wl3EYQsRNDBcCWuI7bnl3n3++9THuPftYYCXrnF28KXYsO58AAADECZ8AAADECZ8AAADEndReQC+W+on+Rn49/U4AgPb4jns7JfqdS76+e3Tjf7NlL3QtO58AAADECZ8AAADECZ8AAADE6XwGzf/Ge/5316P8vbw+JwBAP9Z8txvhe26qz1nKUi+0dg/UzicAAABxwicAAABxwicAAABxwicAAABxBg6tsOYmrocc5+7RzSXlb28fFPndKYYJAQAwd9N3xNYHErU+TGiv7HwCAAAQJ3wCAAAQJ3wCAAAQN3zns1SfM2XN35vXvlksACS03gkz9wAOV/v903oGSJk/7q1zhJ1PAAAA4oRPAAAA4oRPAAAA4oRPAAAA4oYbONRjuXjpMRlCBG16+vD00s/vP51XWQftmJ8To2h9mNAaax5D7aEqHK72YBbokZ1PAAAA4oRPAAAA4oRPAAAA4obrfAL70HofTI8Lrtf6+3dLeqH1lZr3cchx9EThMjufAAAAxAmfAAAAxAmfAAAAxAmfAAAAxB1P0zSVPOCTOy9KHu7WSpXM907hnZaMMozkkCEi7z+dl18IzXj68LT2EiJGeU9vxQCi9Xr4nuc7Wl4P58mW5ufk2cWbYse28wkAAECc8AkAAECc8AkAAEDcSe0FAP3R//rOzeXpkfd33vw5dp34ocfu3tJj0gMta+n57PFcOsTW55qdTwAAAOKETwAAAOKETwAAAOKETwAAAOIMHAJuxfCR25k/f08fXv1v3n8632YxFPf04WntJQBAM+x8AgAAECd8AgAAECd8AgAAENdV59PNYq/nBsaUouOZtfT8znugOqBt6rXf6T1f39JrcP/1hwor2d6o3+3mj9t3Nnph5xMAAIA44RMAAIA44RMAAIC4rjqfS38PP2pXYE5XAPqx1C3UA91erx1PgBHMvxuPkhlqZwI7nwAAAMQJnwAAAMQJnwAAAMQJnwAAAMR1NXAIKMvN5dswfx2Wbi4/H35jAFF5IwwY8p7fjzXXBYDW2PkEAAAgTvgEAAAgTvgEAAAgTucToENr+ol6oT+M0OeE1n1996j2Epq19Nzce/axwkr6NX8+ezgfWzxH7HwCAAAQJ3wCAAAQJ3wCAAAQJ3wCAAAQdzxN01TygE/uvCh5uOJ6KA+v0WLBmPa5wfx+pW4w38NQIsOE1nMN2K/UNaC2Ub633cT3ujbVPD+3PCfOLt4UO5adTwAAAOKETwAAAOKETwAAAOJOai8AgHal+pJLXVLdTAD25NDe5bwrOlKn184nAAAAccInAAAAccInAAAAccInAAAAccMNHJoXenu4efFIJWWgD4YLATCqkb+72/kEAAAgTvgEAAAgTvgEAAAgbrjO59yav7mu2Qvt9W/CR765LgCwTo+zOtbwvYhe2fkEAAAgTvgEAAAgTvgEAAAgTvgEAAAgbviBQ2scWvoeYahOqeL/Icfp8fkEAIBe2fkEAAAgTvgEAAAgTvgEAAAgTuczaO+dxNZv5LxmfXt/DQCAH+af661/V1nDdxVGYucTAACAOOETAACAOOETAACAOJ1P/tFDb2Ju6THpVgBAH9Z8ptf8fuM7B1xm5xMAAIA44RMAAIA44RMAAIA44RMAAIA4A4cAgKOjo6Oj+68/XPm3Ly8fV1gJN1l6rVh26NCf+aAiw4Pg9ux8AgAAECd8AgAAECd8AgAAEKfzObCaN12uSYcDxrZ07XMdAOZcF6A8O58AAADECZ8AAADECZ8AAADECZ8AAADEGTgE/GN+03I3l2+Tm8v/UGpw2iHHGWUYietCfd7zQC/sfAIAABAnfAIAABAnfAIAABCn8wlAk0r1OVPWrG+UXigArGHnEwAAgDjhEwAAgDjhEwAAgDjhEwAAgLjjaZqmkgd8cudFycNRSOuDO1pjSMj13GB+e6PcYH6E61Sv1xbXhbJGec8D+3B28abYsex8AgAAECd8AgAAECd8AgAAEHdSewFsY6lnNEK/ao1eO1gAW5l3FHVAf46OJ6zX+vXF+/nf2fkEAAAgTvgEAAAgTvgEAAAgTucT+Cm6XVmjdEVG7ZwvPe4eeufzx3X36PON/59vbx+kltOUUd7TUEIP3ynWPIaRrwt2PgEAAIgTPgEAAIgTPgEAAIgTPgEAAIgzcAi4laXSfA8DA7Yy8tAB9qnUsKi7z/c/lMj7F9bz3eCHm56Lnq8tdj4BAACIEz4BAACIEz4BAACI0/kc2PzG5qPc9L2HG7q37qauwii9j547G7CFNb3QFJ8VcDujfNYnLD13vXynsPMJAABAnPAJAABAnPAJAABAnPAJAABA3PE0TVPJAz6586Lk4diQgUO0pPVBBb0U/7cyyvWlhNauUV6771p7XaAlrX9m92jL7yFnF2+KHcvOJwAAAHHCJwAAAHHCJwAAAHEntRdAO+Z9lh56Pjo6+6VT2Zcery+luE4BMAo7nwAAAMQJnwAAAMQJnwAAAMQJnwAAAMQZOMS11gzBqDk0xJAOAIDtfXn5uPYShrf0GuxhWKOdTwAAAOKETwAAAOKETwAAAOJ0PrmVQ3uX865oa/3N1rsMe/ibfmB/avb4W7f03LT22QXQOjufAAAAxAmfAAAAxAmfAAAAxAmfAAAAxB1P0zSVPOCTOy9KHq44g2Ro/RwowXnEHo0w7GaPA2pGeF3WaO21a/2zzOdQP1o/17heqffh2cWbIsc5OrLzCQAAwAaETwAAAOKETwAAAOJOai+gpB7+Jn3NY9CjuF4P50AJziOA/erhs8znELDEzicAAABxwicAAABxwicAAABxu+l89tB/KEWP4jvnxO0sPX8jnDe0a34fxR7uL9navSGpz2fXD77PwHjsfAIAABAnfAIAABAnfAIAABAnfAIAABB3PE3TVPKAT+68KHIchfyyeijsOye218N5Q99qDiUadZhQD4Og1ij1+vrsKsvn0vacw/tV6v1ydvGmyHGOjux8AgAAsAHhEwAAgDjhEwAAgLiT2gs4OvK35FtYeo71JoCWrfpseBtfxr8Ys/PJ9XyfyZs/x77LwL7Y+QQAACBO+AQAACBO+AQAACBO+AQAACCuiYFDsMTghvoMqiKlh/f3msfQ4/vl3rOrg5a+vntUYSXlLD0mAMqz8wkAAECc8AkAAECc8AkAAEBclc5nD12fHrhRM5DgGv/DKL3QmzqTtTuhqU6nc70+swlgX+x8AgAAECd8AgAAECd8AgAAECd8AgAAEFdl4BDMGdqwHwZVMef9ezsjvKcOHfgzH1SUGhwEwDbsfAIAABAnfAIAABAnfAIAABAX73zqAu3HCL0j4HZc0/OWnuNRr8ctdTyd+/vh+wy0y84nAAAAccInAAAAccInAAAAccInAAAAcfGBQwCjeP/p/NLPTx+eVlkHAJSyNLDJAK427WG4lp1PAAAA4oRPAAAA4oRPAAAA4nQ+gaHMe5l7/F1bdkn1etowfx320OsBgDk7nwAAAMQJnwAAAMQJnwAAAMTpfAJd2bLTWcuax+geowCkzHvn5gNsb6/dfzufAAAAxAmfAAAAxAmfAAAAxAmfAAAAxBk4BOzGCMOESjl0KJGhEfuw9DrtdfgE1PD13aNLP9979rHSSvZp/vwdva2yDHbIzicAAABxwicAAABxwicAAABxOp9Ak/Q785ae419e6XwCfbnSTzzwv1nSY1f0kOfi7vPPV/7t29sHJZbD/9NLr9/OJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHEGDgFNMGAIgL25aThP6wOJDh20tMZ8CJEBROv1MlxoiZ1PAAAA4oRPAAAA4oRPAAAA4nQ+gc3pdwIwgqVOZes90JR5B3TJKL3QnjudN7HzCQAAQJzwCQAAQJzwCQAAQJzwCQAAQJyBQzRhqXj95eXjCivhJoeU5A0YAoD6lgYgtaSHoUQjDxNaw84nAAAAccInAAAAccInAAAAcfHOpy7ffqT+Rv3gfsHbossAgIP5PrMfa3qDNc2/F9179rHSSvap1Ovrea/DzicAAABxwicAAABxwicAAABx7vPJrSTvFzX/m/7W7+vUo0N7wO7rCQDAnJ1PAAAA4oRPAAAA4oRPAAAA4oRPAAAA4qoMHJoPMXGT5joOGSaTHDAEAHvi+0x98+GE/OA727+bPz/3nn2stJKx2PkEAAAgTvgEAAAgTvgEAAAgrkrnEw4x73V8e/ug0kr6dUgP+P2n8/ILAYBBLHUzS/QPl46hB/qDjmcddj4BAACIEz4BAACIEz4BAACIEz4BAACIO56maSp5wCd3XhQ5jhs1l3XIIJk9ltINIVrvkHNiiYFDffvl1e+1l8CCUu9f8nyfKWs+fLAHWw6+2eN3uxQDh9Y7u3hT7Fh2PgEAAIgTPgEAAIgTPgEAAIg7qb2A68z7LDoTP2fUPtCaLsgIvdBRX3+AUsr12S8fR4/65/TY8YSR2fkEAAAgTvgEAAAgTvgEAAAgTvgEAAAg7niapqnkAZ/ceVHycD9llKFEWw2TGflGxK0PJWppoFC5oRzsgWEpdbT0nu9B69etUd5nhgl9d+/Zx2q/e5TvejWf4x6cXbwpdiw7nwAAAMQJnwAAAMQJnwAAAMSd1F5ASWs6Ma33Qmv2ekb5u/81buqh6A4AtKn1Pucaf7/648b/pvVe6KrvM68v/zjK9xDfIRiZnU8AAADihE8AAADihE8AAADihE8AAADijqdpmkoe8MmdFyUPR0WjFP/XMBzghx6GeVBW64NP9qbm4Lk9ck3a3tOHp5HjjvK949vbB7WX8K9uGrq4B763lXV28abYsex8AgAAECd8AgAAECd8AgAAEKfzybVG6V6soTtwPX0r5nRAf46O53quN21KdUCPjvb3XaT1PmcpNXuhvpNtT+cTAACAXRE+AQAAiBM+AQAAiDupvQAA+vL3qz+u/Nu8E/bl5eONVlOXPuft6Hjuw9LrVKoHelO/b8tO6Ch9zjXWPBfz69/8tdLdHJOdTwAAAOKETwAAAOKETwAAAOKETwAAAOKOp2maSh7wyZ0XJQ/XrFFL03u72fOhRnk9b7L0es+fGwNBWOOQ4SOtDyUyTKgs15K+lRpAVMqa73GtX4P2xjVzv84u3hQ7lp1PAAAA4oRPAAAA4oRPAAAA4k5qL6C2Uh3GQ46jV8iWUuf6r+c3H/ev0z+L/G7Goh8EpMy/g+l35s2fY9f4Mdn5BAAAIE74BAAAIE74BAAAIE74BAAAIK77gUOlhqwkrFlba0OJ5utp+fldq7Xn+BCtvw6/nv92439jKBGM5f2n89pLYENLr/fTh6ebrwOoy84nAAAAccInAAAAccInAAAAccfTNE0lD/jkzouSh/sprffeStlbR7Hm67K352qtEc51HdD90uNiDZ1Pal4rvrx8XO13c737rz/UXgILzi7eFDuWnU8AAADihE8AAADihE8AAADihE8AAADiTmovgP4dOvRnPlSn1+FBAL0zXIgl8/PCsDLon51PAAAA4oRPAAAA4oRPAAAA4o6naZpKHvDJnRclD/ev5p3AUelC9s15/sNfp3/WXgIL9LS4ic4na6SuJV9ePo4cl7z7rz/UXgJHR0dnF2+KHcvOJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHHCJwAAAHEntRcAwH6kbgIPAPTPzicAAABxwicAAABxwicAAABxu+l8fn33qPYSmrX03Nx79rHCSijBuX69X89/u/TzX6d/VlrJOHQ8AYBS7HwCAAAQJ3wCAAAQJ3wCAAAQJ3wCAAAQt5uBQ0sDdAxm+c5wob7MX0/n+Q8GDOUZMEQJ7z+d114CO7R03rgmQV/sfAIAABAnfAIAABAnfAIAABC3m84nAGXpUpEyP7d0QFnDNQn6Z+cTAACAOOETAACAOOETAACAOOETAACAOAOHgN1YM4zCYJPvDO4AAFpj5xMAAIA44RMAAIA44RMAAIC4XXc+7z37eOnnr+8eVVrJtuaPm74tvd4jnOuHnuc3dR176ITqcwIAe2TnEwAAgDjhEwAAgDjhEwAAgDjhEwAAgLhdDxwC+FnJYT3zYUYGAwEA/GDnEwAAgDjhEwAAgDjhEwAAgLiuOp9LN6X/+u5RhZWUs/SYYH5e7P08Pzrq41zX8QRoz/3XH67825eXjyushJssvVb0xc4nAAAAccInAAAAccInAAAAcV11Ppfc1COr2ZXroeNGG9acS851oJalPvT8vriMR08exmPnEwAAgDjhEwAAgDjhEwAAgDjhEwAAgLjuBw7d5NBBKPPhLQaq0LpDztGlIUXOdQD27v7rD5d+/vLycaWVjGv+GjAGO58AAADECZ8AAADECZ8AAADEDd/5PJTeGyNwngMpTx+eXvr5/afzKutgG/PXGxiTnU8AAADihE8AAADihE8AAADihE8AAADiDBwCAGBo919/uPJvX14+rrCSfi09x4zHzicAAABxwicAAABxwicAAABxx9M0TSUP+OTOi5KHAwAG9f7Tee0lcKCnD09rL6E4HdCfo+PZj7OLN8WOZecTAACAOOETAACAOOETAACAOOETAACAOAOHAIBdMICoTT0OFzrUKEOJDBMai4FDAAAA7IrwCQAAQJzwCQAAQJzOJwCwW3qg29PxvJ3We6H6nMzpfAIAALArwicAAABxwicAAABxwicAAABxBg4BAN0wgKgsw4UAA4cAAADYFeETAACAOOETAACAuOKdTwAAAJiz8wkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAECc8AkAAEDc/wVQotMTeppisQAAAABJRU5ErkJggg==", + "image/png": 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", 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" ] @@ -403,7 +403,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -417,7 +417,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/examples/generators/reference/ramp.ipynb b/examples/generators/reference/ramp.ipynb index e2b3a5404..73d53576d 100644 --- a/examples/generators/reference/ramp.ipynb +++ b/examples/generators/reference/ramp.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 1, "id": "afa8f574", "metadata": { "execution": { @@ -40,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 2, "id": "18d56359", "metadata": { "execution": { @@ -53,7 +53,7 @@ "outputs": [ { "data": { - "image/png": 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0SAMHDmz6FwAAAAACKKTD/8mTJ3XnnXfW+Vnnzp312GOP6YknnvBYsaemvLw8FRQUmPs9e/Zs9L7R0dGKj4/XmTNnJEkHDhzwKfwXXczVl5/6tlrRtbf+i0/XAQAAIHD2bfct6xVdzPVzT6qEdPhvSF5enmbPnq3169dr48aNSkhIqPO8/Px8j/0uXbp41X7Xrl3N8H/u3Dmf+lhZUaZL54/7dC0AAACCX7BlvZCs+W/fvr0eeOABrVu3TkeOHFFRUZFKS0uVnZ2t1atXa9iwYea5O3fu1OjRo+t90VhhYaHHfuvWrb3qQ/XzarYBAAAABKOQC/8JCQk6efKkli9frrFjxyopKUlt2rRRZGSkEhMTNXHiRKWlpWnevHnmNXv27NHzzz9fZ3sul8tjv6ESoeqioqLM7ZKSkqZ/EQAAACDAQq7sJyoqyiN418UwDD399NP65ptv9MYbb0iSli5dqlmzZqlVK8+vHB0d7bFfVlZW61hdqq/w4+1fC/yJNwMDAACgqUIu/DfF/PnzzfBfUFCg9PR03XLLLR7ntG3b1mO/pKTEq/Bffba/ZhveCguPVJv2XX26FgAAAMGvbZxvL7stvpCryooyP/emhYf/pKQk9erVS8eOHZNUtaRnzfDfsWNHj/3Tp0/riiuuaLTt3Nz/ewI7Li7Op/61ad9V1976qE/XAgAAIPj5mvX2bf83FZ7z/8PCLTr8S1XPCHwf/muu7CNVLQnaoUMHc7nP7Oxs9evXr8E2XS6XudKPpEbPbxDVOwAAAAiQkHvgt6mKiorM7ZiYmDrP6d+/v7m9d+/eRtvcs2ePuR0eHq4+ffo0o4cAAABAYLTo8F9SUqJDhw6Z+/Wt9X/bbbeZ29u3b2+03U8++cTcvvHGGxt9ABkAAAAIBi267OfNN980l/I0DEPDhw+v87wxY8Zo0aJFkqQtW7boxIkTuvLKK+ttd9WqVR7XNoebsh8AAAAESEjN/JeVlamszLunno8cOaKZM2ea+yNGjKj37b1DhgzRkCFDJEkVFRUe19W0fPlyHTx4UJIUGxuryZMne9t9AAAAwFYhFf5zcnJ01VVX6bnnntN3331X5zmVlZV66623lJycrLNnz0qSIiIitHjx4gbbrv756tWrNWvWLJWXl3ucs3btWj322GPm/u9+9zt16tTJx28DAAAABJbhdrvdVt9k1KhRysnJ8TiWm5ur06dPS6p6EPfqq6+udd2mTZvUrVs3c//YsWPq3bu3pKoynt69e2vAgAHq2LGjIiIilJubq4yMDOXl5ZnXhIWFacWKFV7N0D/11FN65plnzP1u3bpp+PDhioqK0u7du/XVV1+Zn91xxx3atGlTrZeG1Sc5OVkZGRkex9rGJWrg7Sz1CQAAAE+Z22ov9Tls2DClp6c3q92A1Px//fXXys7OrvfzoqIiffnll7WON1Ti43a7dfToUR09erTec5KSkvTqq68qJSXFq34uWLBAUVFRWrBggcrLy5WTk6O33nqr1nnjx4/XsmXLvA7+9TIkd0j97QUAAAABYdFzoSH1wG/Pnj2VmZmptLQ0paenKysrS2fOnFF+fr5cLpfatWunbt266YYbbtBdd92l0aNHKyzM+3RtGIbmzJmjn//853r55Ze1efNmfffddyovL1dCQoKSk5M1ZcoUjRgxwsJvCQAAAFgjIOH/+5dsNZdhGBowYIAGDBig6dOn+6XNuvTv31/PP/+8Ze0DAAAAdgipmf+Wx5AM1voEAABATdZkRCrOAQAAAIcg/AMAAAAOQdmPzXjDLwAAAAKFmX8AAADAIQj/AAAAgENQ9mMjt3jJFwAAAGpzW9Qu0RMAAABwCMI/AAAA4BCEfwAAAMAhqPm3kyGrXt4GAACAUGZRRmTmHwAAAHAIwj8AAADgEJT92Iw3/AIAACBQmPkHAAAAHILwDwAAADgEZT92o+wHAAAAAcLMPwAAAOAQhH8AAADAIQj/AAAAgENQ828nQ3KHUfQPAACAGnjDLwAAAIDmIPwDAAAADkHZj814wy8AAAAChZl/AAAAwCEI/wAAAIBDUPZjN8p+AAAAECDM/AMAAAAOQfgHAAAAHIKyH5u5+fULAAAAAUL0BAAAAByC8A8AAAA4BOEfAAAAcAhq/m3kNnjDLwAAAGqzKiMy8w8AAAA4BOEfAAAAcAjKfuxG2Q8AAAAChJl/AAAAwCEI/wAAAIBDUPZjN8p+AAAAECDM/AMAAAAOQfgHAAAAHIKyHzsZkptfvwAAAFATL/kCAAAA0ByEfwAAAMAhCP8AAACAQ1DzbzM3S30CAAAgQJj5BwAAAByC8A8AAAA4BGU/dqPsBwAAAAHCzD8AAADgEIR/AAAAwCEo+7GZO4y6HwAAAAQGM/8AAACAQxD+AQAAAIcg/AMAAAAOEZCa/4qKCmVlZWnnzp3atWuXdu7cqX379qm8vFySlJKSou3bt3vd3vnz57VlyxZ9/PHH+uKLL/TNN9+ooKBA0dHRio+P15AhQ3TXXXfpnnvuUUREhFdt9urVS9nZ2V73ITw8XJcvX/b6/DoZYqlPAAAA1GZRRrQ8/G/YsEGTJk1ScXFxs9sqLCzUhAkTtHnzZpWVldX6vLy8XJcuXdLRo0e1du1azZkzR6tWrdLw4cObfW8AAAAg1Fke/gsKCvwS/KWq8P/Xv/7V41iXLl00ePBgde3aVeXl5friiy+0b98+SdKxY8eUmpqq9evXa/To0V7fZ/LkyYqNjW3wnPDw8KZ/AQAAAMBGAVvqs0uXLhoyZIj58+GHH+rFF1/0qa0rrrhCkydP1rRp0/SDH/yg1ud///vf9Ytf/ELHjh3T5cuXNWnSJB06dEhdunTxqv358+erV69ePvWtKdyS3JT9AAAAoAa3Re1aHv5Hjhyp7OxsJSYmehz/7LPPmtxWZGSknnrqKT3xxBNq3759vefdfPPN+vjjj/WDH/xAFy9e1MWLF/WnP/1JixcvbvI9AQAAgJbC8tV+unbtWiv4+youLk4LFixoMPh/r1evXvrVr35l7r///vt+6QMAAAAQqlr0G35vuukmc/vYsWP2daQhlP0AAAAgQFr0Ov+G8X/JuqKiwsaeAAAAAPZr0TP/mZmZ5naPHj28vm737t3asGGDcnJyZBiGOnbsqIEDB+qmm25Su3btrOgqAAAAYLkWG/4rKyv1+uuvm/sjRozw+tq77767zuPR0dGaMmWK5s2bp65duza7j678U/rmbd9WPLpq/G+afX8AAABY68hbvmU9V/4pP/ekSosN///xH/+hAwcOSJLCwsI8Hv71lcvl0rJly7RhwwatW7fO45kCX7jLy1Ryyvu3CgMAACC0BFvWa5E1/1lZWZo1a5a5f99992nAgAENXhMREaGf/vSneuWVV7Rv3z5dvHhR5eXlysvL0wcffKDx48ebzxCcPn1ao0eP1sGDBy39HgAAAIA/tbiZ/4KCAo0ZM0aFhYWSpKuuukpLly5t9LrPPvtMcXFxtY7Hx8dr5MiRGjlypCZPnqyxY8fK5XKpoKBADz/8sLZu3er37wAAAABYoUWFf5fLpZ/+9Kf65ptvJEnt2rXTO++8o7Zt2zZ6bV3Bv6Yf/ehHeumll3T//fdLkrZt26Zdu3Zp8ODBzeu4L1giFAAAAE3UYsL/5cuXNW7cOO3YsUNS1cO5Gzdu1A9/+EO/3mfatGlauHChsrOr6rc++OADn8O/ERGp6E4J/uweAAAAgkjrhJ4+Xec6e0ru8jI/96aFhP/KykpNnTpV7733niSpVatW+u///m/deuutfr9XWFiYbrvtNq1cuVKStH//fp/biu6UoKsmsGoPAABAS+Vr1juy5kVLHhZuEeH/oYce0urVqyVVhfPXXntNo0ePtux+CQn/N1ufn5/frLbclO8AAAAgQEJ+tZ/HH39cy5cvN/f//Oc/a8KECZbes6ioyNyOiYmx9F4AAACAv4R0+P/Xf/1X/elPfzL3X3jhBT3wwAOW33fv3r3mdvW/AgAAAADBLGTLfv7whz9o0aJF5v6CBQv02GOPWX7fgwcPKi0tzdxPSUlpVnvukP71CwAAAKEkJKPniy++qDlz5pj7M2bM0FNPPeVze9+/E6AxLpdL06ZNU0VFhaSq5UF/9KMf+XxfAAAAIJBCLvy/+uqrevzxx839Rx55RM8++2yz2hw2bJh++9vfepTz1JSRkaEbb7xR6enp5rF58+YpNja2WfcGAAAAAiUgZT+jRo1STk6Ox7Hc3Fxze9euXXWux79p0yZ169bN3M/MzNQDDzwgt9stqephW7fbrX/5l3/xqh8LFiyo82VehYWFeuGFF/TCCy+oc+fO+sEPfqCEhAS1bt1aBQUF2rNnjw4fPuxxzf33369HH33Uq/vWyxAv6wIAAEBtFmXEgIT/r7/+2nwpVl2Kior05Zdf1jpeVub5YoP8/HxVVlZ6XPcf//EfXvfjd7/7XaNv8s3Ly9NHH31U7+ft2rXTokWL9Mgjj3h9XwAAACAYhOwDv/706aefKi0tTWlpadqzZ49Onz6t/Px8Xbx4UTExMYqPj9egQYOUmpqqiRMnqm3btnZ3GQAAAGiygIT/Y8eO+aWdW2+91Sz58acePXpo3LhxGjdunN/bBgAAAIIFM/92o+YfAAAAARJyq/0AAAAA8A3hHwAAAHAIyn5s5qbsBwAAAAHCzD8AAADgEIR/AAAAwCEo+7GR25Dc/PoFAACAGqwqDSd6AgAAAA5B+AcAAAAcgvAPAAAAOAThHwAAAHAIwj8AAADgEIR/AAAAwCFY6tNuvOEXAAAAAcLMPwAAAOAQhH8AAADAISj7sRlv+AUAAECgED0BAAAAhyD8AwAAAA5B2Y/dWO0HAAAAAcLMPwAAAOAQhH8AAADAIQj/AAAAgENQ828nQ3JT8w8AAICaLMqIzPwDAAAADkH4BwAAAByCsh+7UfYDAACAAGHmHwAAAHAIwj8AAADgEJT92MzNr18AAAAIEKInAAAA4BCEfwAAAMAhKPuxkyHJcNvdCwAAAAQbXvIFAAAAoDkI/wAAAIBDEP4BAAAAh6Dm30ZuSW7e8AsAAIAarHoqlJl/AAAAwCEI/wAAAIBDUPZjN379AgAAQIAQPQEAAACHIPwDAAAADkHZj81Y7QcAAACBwsw/AAAA4BCEfwAAAMAhCP8AAACAQ1Dzbyfjf38AAACA6izKiMz8AwAAAA5B+AcAAAAcgrIfu1H2AwAAgABh5h8AAABwCMI/AAAA4BCU/diMN/wCAAAgUJj5BwAAAByC8A8AAAA4BGU/dqPsBwAAAAESkJn/iooK7du3T6+88ooeeughDR48WJGRkTIMQ4Zh6NZbb/W57a1bt2ry5Mnq06ePYmJiFBcXp2uvvVZPPvmkDhw44FOb+/fv15NPPqlrr71WcXFxiomJUZ8+fTRlyhRt3brV574CAAAAdrJ85n/Dhg2aNGmSiouL/druxYsXNX36dK1du9bjeHFxsc6fP6/MzEy9+OKLmj9/vmbNmuV1u4sWLdK8efNUXl7ucfzw4cM6fPiwXnvtNU2YMEHLli1TbGysX74LAAAAEAiWh/+CggK/B//y8nKNHTvWYxZ+wIABuv7661VSUqIdO3YoNzdX5eXlmj17tsrLyzV37txG2507d64WLlxo7nfr1k0333yzoqOjtXv3bmVlZUmS1qxZo/z8fL3//vtq1YrKKQAAAISGgCXXLl26aMiQIebPhx9+qBdffNGnthYuXGgG/+joaK1YsULjx483Py8rK9OcOXP0xz/+UZL09NNPKyUlRSkpKfW2uXXrVo/gP2PGDC1cuFCRkZHmsTVr1uiXv/ylXC6XNm/erEWLFnn1S0W9DJb6BAAAQB0syoiWh/+RI0cqOztbiYmJHsc/++wzn9rLy8vT0qVLzf0//elPHsFfkiIjI7VkyRIdP37cLAuaNWuW0tLS6m139uzZ5vb48eP17LPP1jpnwoQJunDhgh566CFJ0nPPPaeHH35YnTp18um7AAAAAIFk+QO/Xbt2rRX8m2PVqlUqKiqSJPXp00fTp0+v99wlS5YoLKzqK6anp2vv3r11nrdz5059/vnnkqTw8HAtWbKk3jYffPBBXXPNNZKkS5cu6fXXX/fpewAAAACBFnIF6xs2bDC3p06dKsOo/28iiYmJSk1N1UcffSRJWr9+va677roG20xNTVWPHj3qbdMwDE2dOlX/+q//arb5+OOPN/FbVBPm9v1aAAAAoAlC6iVfLpdLGRkZ5r43S4RWP2fbtm11nvPxxx/73GZaWppKS0sbvQYAAACwW0jN/B88eFCVlZWSqmbg65rFr2nQoEHm9v79++s8p/rx6ud702ZFRYUOHTqkgQMHNnpdTWWnTinnxX9r8nWS1O03j/p0HQAAAALH16xXduqUn3tSJeTC//c6d+6s6OjoRq+p/rzBuXPndObMGcXHx5vH8vLyVFBQYO737Nmz0Tajo6MVHx+vM2fOSJIOHDjgU/h3l5WpNDu7yddJrBIEAAAQCnzNelYJqbKf/Px8c7tLly5eXdO1a1eP/XPnztXbpq/t1mwTAAAACEYhFf4LCwvN7datW3t1Tc3zqrdR174v7dZsAwAAAAhGIRX+XS6XuV395VsNiYqK8tgvKSmpt01f263ZJgAAABCMQqrmv3qNf1lZmVfX1FyJp+bMfs3nBsrKyrx6lqB6u97+taAmIzJSkQkJPl1r1VvfAAAA4D9RXjxPWpeyU6fk9jLvNkVIhf+2bdua297Ottc8r3obde2XlJR4Ff6rt1uzDW9FJiQo4XFW7QEAAGipfM16p174N0seFg6psp+OHTua26dPn/bqmtzcXI/9uLi4etv0td2abQIAAADBKKRm/vv27Wtu5+XlyeVyNTpLf/z4cXM7Li7OY5lPqWrJ0A4dOpjLfWZnZ6tfv34NtulyucxlPiU1en69DFG+AwAAgNosyoghNfPft29fhYVVddntduuLL75o9Jo9e/aY2/3796/znOrH9+7d26Q2w8PD1adPn0avAQAAAOwWUuE/Ojpaw4YNM/e3b9/e6DWffPKJuX377bfXec5tt93mc5s33nhjrRWFAAAAgGAUUmU/kjRmzBilpaVJklauXKmZM2fWe+6JEye0detWj2vra3PRokWSpC1btujEiRO68sor62131apVjbbpDbfccoe5fb4eAAAALZNb1mTEkJr5l6QpU6YoJiZGknTw4EG9/PLL9Z47Y8YMVVRUSJKSk5M1aNCgOs8bMmSIhgwZIkmqqKho8BeK5cuX6+DBg5Kk2NhYTZ482afvAQAAAARayIX/zp0767e//a25/+tf/1pvv/22xzllZWWaOXOm1qxZYx5bvHhxg+1W/3z16tWaNWuWysvLPc5Zu3atHnvsMXP/d7/7nTp16uTL1wAAAAACznC73ZbXnYwaNUo5OTkex3Jzc81lNWNiYnT11VfXum7Tpk3q1q1brePl5eUaOXKktm3bZh4bOHCgBg0aJJfLpR07dujUqVPmZ/Pnz9fcuXMb7edTTz2lZ555xtzv1q2bhg8frqioKO3evVtfffWV+dkdd9yhTZs2qVUr7yqnkpOTlZGR4XEssleiEn7HOv8AAADwdOq5f1PZseMex4YNG6b09PRmtRuQmv+vv/5a2Q28pKCoqEhffvllreP1vcU3IiJC7777rqZPn27O+mdmZiozM7PWefPmzdPs2bO96ueCBQsUFRWlBQsWqLy8XDk5OXrrrbdqnTd+/HgtW7bM6+APAAAABIOQTa/t27fX2rVr9cADD2jVqlVKT0/XqVOnFBERoR49eujOO+/UfffdV+/ynnUxDENz5szRz3/+c7388svavHmzvvvuO5WXlyshIUHJycmaMmWKRowYYeE3AwAAAKwRkPB/7Ngxy9oeMWKE38N4//799fzzz/u1TQAAAMBuITvz3yLwhl8AAADUhTf8AgAAAGgOwj8AAADgEJT92Iw3/AIAACBQmPkHAAAAHILwDwAAADgEZT92Y7UfAAAABAgz/wAAAIBDEP4BAAAAh6Dsx26U/QAAACBAmPkHAAAAHILwDwAAADgE4R8AAABwCMI/AAAA4BCEfwAAAMAhCP8AAACAQ7DUp50MSWFuu3sBAACAYGPRcvDM/AMAAAAOQfgHAAAAHIKyH7vxhl8AAAAECDP/AAAAgEMQ/gEAAACHIPwDAAAADkHNv90MlvoEAABAYDDzDwAAADgE4R8AAABwCMp+7GSIX78AAABQG2/4BQAAANAchH8AAADAISj7sZWb1X4AAABQB2syIjP/AAAAgEMQ/gEAAACHoOzHZoZFT3IDAAAANTHzDwAAADgE4R8AAABwCMI/AAAA4BDU/NuNpT4BAAAQIMz8AwAAAA5B+AcAAAAcgrIfGxmGZIRR9gMAAABPVi0Hz8w/AAAA4BCEfwAAAMAhKPuxG2/4BQAAQIAw8w8AAAA4BOEfAAAAcAjKfmxm1ZPcAAAAQE3M/AMAAAAOQfgHAAAAHILwDwAAADgENf92MiTD4A2/AAAAqIE3/AIAAABoDsI/AAAA4BCU/diMsh8AAAAECjP/AAAAgEMQ/gEAAACHCLmyn+3bt+u2227z+foVK1Zo6tSpHseOHTum3r17N6md1NRUbdmyxed+VHFLlP0AAACgFmsyouNm/rt27Wp3FwAAAABbhNzMf/fu3fXII494ff7mzZt1+PBhSVKXLl00YsSIBs+PjY3V5MmTG223X79+XvcBAAAACAYhF/6vueYavfTSS16dW1FRoSuvvNLcnzRpklq1avgrx8XFed0+AAAAEEpCLvw3xYcffqjc3Fxzf8qUKTb2pm6GRW9vAwAAAGpq0TX/q1atMrevu+46XXvttTb2BgAAALBXiw3/Fy5c0HvvvWfuB+OsPwAAABBILbbsZ+3atXK5XJKkiIgITZw40eYe1WYYUlgYS30CAADAk1Wl4S02/Fcv+Rk1apTi4+O9uu7y5cvavHmzdu/erbNnz6p169aKj4/X0KFDNXjwYEVERFjVZQAAAMBSLTL8f/PNN0pLSzP3m1Lyc/LkSd155511fta5c2c99thjeuKJJxQZGdnsfpYez9Px2f/l07WJix5o9v0BAABgLV+zXunxPD/3pEqLDP/VZ/07duyoH//4x35pNy8vT7Nnz9b69eu1ceNGJSQkNKs9t6tMrkMnfLrW4M3AAAAAQc/XrGeVFvfAr9vt1htvvGHuT5w40atZ+vbt2+uBBx7QunXrdOTIERUVFam0tFTZ2dlavXq1hg0bZp67c+dOjR49WsXFxZZ8BwAAAMAKLS78f/LJJzp27Ji5703JT0JCgk6ePKnly5dr7NixSkpKUps2bRQZGanExERNnDhRaWlpmjdvnnnNnj179Pzzz1vwDQAAAABrtLiyn+olP//4j/+o66+/vtFroqKiFBUV1eA5hmHo6aef1jfffGP+ZWHp0qWaNWtWo28NtgJlPwAAAGiqFhX+i4uLtW7dOnN/6tSpfr/H/PnzzfBfUFCg9PR03XLLLT61ZURHKiqxsz+7BwAAgCAS3edKn64rPZ4nt6vMz71pYeH/3Xff1aVLlyRJ4eHhmjRpkt/vkZSUpF69epmlRfv37/c5/Ecldlav/3efH3sHAACAYOJr1js28xVLHhZuUTX/1Ut+/umf/qnZq/HUp3q7+fn5ltwDAAAA8LcWM/N/4sQJbdu2zdy3ouTne0VFReZ2TEyMz+0Yhps3/AIAAKAWq57vbDEz/2+88YYqKyslSR06dNBPfvITS+5TUlKiQ4cOmftW/XUBAAAA8LcWE/5fe+01c3vcuHGKjo625D5vvvmmXC6XpKoVgIYPH27JfQAAAAB/axFlP59//rn2799v7jel5KesrOopam9eBHbkyBHNnDnT3B8xYoS6dOnifUfrwJKdAAAACJQWMfNf/UHfPn36eLyNtzE5OTm66qqr9Nxzz+m7776r85zKykq99dZbSk5O1tmzZyVJERERWrx4cfM6DgAAAARQyM/8l5WVae3atea+N2/0renEiRN68sknNWPGDPXu3VsDBgxQx44dFRERodzcXGVkZCgvL888PywsTC+//LJXLxADAAAAgkXIh/+//vWv5nKbYWFh+sUvfuFzW263W0ePHtXRo0frPScpKUmvvvqqUlJSfL5PdYZfWgEAAAAaF/Lhv3rJz+23364ePXo06fqePXsqMzNTaWlpSk9PV1ZWls6cOaP8/Hy5XC61a9dO3bp10w033KC77rpLo0ePVlhYi6iWAgAAgMOEfPjfuHFjs643DEMDBgzQgAEDNH36dD/1CgAAAAg+IR/+Q5khKYzVfgAAAFCDVaXh1K8AAAAADkH4BwAAAByC8A8AAAA4BDX/NgsLq7S7CwAAAHAIZv4BAAAAhyD8AwAAAA5B2Y+NDEMK4xW/AAAAqMGwKCMy8w8AAAA4BOEfAAAAcAjKfmzllsEbfgEAAFCLNRmRmX8AAADAIQj/AAAAgEMQ/gEAAACHoObfZuG84RcAAAABwsw/AAAA4BCEfwAAAMAhKPuxUdUbflnqEwAAAJ54wy8AAACAZiH8AwAAAA5B2Y/NLPqLDgAAAFALM/8AAACAQxD+AQAAAIeg7MdGhtys9gMAAIBaDFmTEZn5BwAAAByC8A8AAAA4BOEfAAAAcAhq/m0WHlZpdxcAAADgEMz8AwAAAA5B+AcAAAAcgrIfGxkSS30CAACgFsOidpn5BwAAAByC8A8AAAA4BGU/djIo+wEAAEAdLKr7YeYfAAAAcAjCPwAAAOAQhH8AAADAIaj5t5Eht8IN3vALAAAAT4aseS6UmX8AAADAIQj/AAAAgENQ9mMzlvoEAABAoDDzDwAAADgE4R8AAABwCMp+bGSIsh8AAADUZtELfpn5BwAAAJyC8A8AAAA4BGU/djLclP0AAACgNosyIjP/AAAAgEMQ/gEAAACHIPwDAAAADkHNv40MSa2MCru7AQAAgCDDUp8AAAAAmoXwDwAAADgEZT82Y6lPAAAABAoz/wAAAIBDEP4BAAAAhwjJsp+VK1dq2rRpTbpm4cKFmjNnjlfnbt26VatWrVJGRoZOnjypqKgoXXnllbrzzjt13333qV+/fr50uxZDvOEXAAAAtRmyJiOGZPi3ysWLFzV9+nStXbvW43hxcbHOnz+vzMxMvfjii5o/f75mzZplUy8BAAAA34R8+O/Xr59SU1MbPW/IkCENfl5eXq6xY8dq69at5rEBAwbo+uuvV0lJiXbs2KHc3FyVl5dr9uzZKi8v19y5c5vdfwAAACBQQj7833DDDXrppZea3c7ChQvN4B8dHa0VK1Zo/Pjx5udlZWWaM2eO/vjHP0qSnn76aaWkpCglJcXne1a95KuyWf0GAABAy8NLviyUl5enpUuXmvt/+tOfPIK/JEVGRmrJkiUaN26ceYzSHwAAAIQSwr+kVatWqaioSJLUp08fTZ8+vd5zlyxZorCwqv9s6enp2rt3b0D6CAAAADQX4V/Shg0bzO2pU6fKMOr/Q0tiYqLHMwbr16+3smsAAACA34R8zX9zuVwuZWRkmPu33npro9fceuut+uijjyRJ27Zt04IFC3y7ucEbfgEAAFAHi4r+Qz78FxQU6O2339bXX3+tCxcuqH379urevbtuvvlm9e/fv9HrDx48qMrKqoduDcPQdddd1+g1gwYNMrf379/ve+cBAACAAAr58L9x40Zt3Lixzs8GDhyoOXPm6J577qn3+oMHD5rbnTt3VnR0dKP3TExMNLfPnTunM2fOKD4+vgm9rnLhyDltfuC9Jl8nSf/0Xz/x6ToAAAAEjq9Z78KRc37uSZWQD/8NyczM1Lhx4/TBBx/ov/7rv9SqVe2vm5+fb2536dLFq3a7du3qsX/u3Dmfwv/lksvK/yqvyddJUhhLhAIAAAQ9X7OeVUL2gd/evXtr5syZ2rJli3JyclRaWqrCwkJlZWVp6dKlHrPzK1eu1KOPPlpnO4WFheZ269atvbp3zfOqtwEAAAAEq5AM/2PGjNE333yjxYsXKzU1VQkJCYqMjFRMTIz+4R/+QY8//ri++uorjR492rzmz3/+sz799NNabblcLnM7MjLSq/tHRUV57JeUlPj4TQAAAIDACcmynw4dOjR6TmxsrN5++2398Ic/1KFDhyRJzz77rG655RaP86rX+JeVlXl1/9LSUo99b/9i4E/hrBIEAACAJgrJ8O+t1q1b6/e//73uu+8+SdLHH3+s0tJSj5n7tm3bmtvezuDXPK96G03RqnUrdbjqCp+uBQAAQPDrNKDpz4VKUsGR87pcctnPvWnh4V+Sxwu5iouLlZ2drT59+pjHOnbsaG6fPn3aqzZzc3M99uPi4nzqW4errtCoV0Y3fiIAAABCkq9Zb9N9f9XZr874uTchWvPfFAkJCR771Vf3kaS+ffua23l5eR7PANTn+PHj5nZcXJxPK/0AAAAAgdbiZ/6Lioo89mNiYjz2+/btq7CwMFVWVsrtduuLL77QsGHDGmxzz5495rY3LxKrjyGpFUt2AgAAoAaLXvDb8mf+9+7d67Ff8y8B0dHRHmF/+/btjbb5ySefmNu333578zoIAAAABEiLD/8rVqwwt/v3719nic6YMWPM7ZUrVzbY3okTJ7R169Y6rwUAAACCWciV/RQWFnq9us769eu1evVqc//ee++t87wpU6Zo/vz5Kioq0sGDB/Xyyy/r/vvvr/PcGTNmqKKiQpKUnJysQYMGNfEb/B/DcPOmXgAAANRiWLSse8jN/L/zzju64YYb9MYbb+jixYt1nnPp0iUtXLhQ99xzj9zuqv9wPXr00G9+85s6z+/cubN++9vfmvu//vWv9fbbb3ucU1ZWppkzZ2rNmjXmscWLFzf36wAAAAABE3Iz/5L0+eef6xe/+IUiIiLUv39/9e3bVx06dNDly5d1/Phxpaenq7i42Dz/iiuu0KZNm2o97FvdU089pf/5n//Rtm3bVFJSonHjxumZZ57RoEGD5HK5tGPHDp06dco8f/78+UpJSbH0ewIAAAD+FJLh/3vl5eXat2+f9u3bV+85t99+u1599VX17NmzwbYiIiL07rvvavr06easf2ZmpjIzM2udN2/ePM2ePbv5X0C8qRcAAACBE3Lhf8KECbrmmmuUnp6u9PR0HTlyRPn5+crPz1dlZaU6dOigq666SsnJyRo/frwGDx7sddvt27fX2rVr9cADD2jVqlVKT0/XqVOnFBERoR49eujOO+/Ufffd16zlPQEAAAC7hFz4j4qK0k033aSbbrrJsnuMGDFCI0aMsKx9AAAAwA4hF/5bEkNutTIq7O4GAAAAgowhVvsBAAAA0AyEfwAAAMAhCP8AAACAQ1DzbyNDUhhLfQIAAKAGw6J2mfkHAAAAHILwDwAAADgEZT82C1el3V0AAACAQzDzDwAAADgE4R8AAABwCMp+bGTIzWo/AAAAqIU3/AIAAABoFsI/AAAA4BCU/djIMKQIo8LubgAAACDIGBa95YuZfwAAAMAhCP8AAACAQxD+AQAAAIeg5t9WLPUJAACAurDUJwAAAIBmIPwDAAAADkHZj40MSeFGpd3dAAAAQJCxaKVPZv4BAAAApyD8AwAAAA5B2Y+NDLl5wy8AAABqMVjtBwAAAEBzEP4BAAAAhyD8AwAAAA5Bzb+NDElhFtVzAQAAIHSx1CcAAACAZiH8AwAAAA5B2Y+dDN7wCwAAgDpYVPfDzD8AAADgEIR/AAAAwCEo+7GRIbfCKPsBAABADbzhFwAAAECzEP4BAAAAh6Dsx0aGpAijwu5uAAAAIMjwki8AAAAAzUL4BwAAAByC8A8AAAA4BDX/tnIr3KJlnAAAABDKWOoTAAAAQDMQ/gEAAACHoOzHRobEG34BAABQC0t9AgAAAGgWwj8AAADgEJT92MiQmzf8AgAAoBaD1X4AAAAANAfhHwAAAHAIyn5sZEgKF6v9AAAAwBOr/QAAAABoFsI/AAAA4BCEfwAAAMAhqPm3k+FWOG/4BQAAQE0GS30CAAAAaAbCPwAAAOAQIVv2c+zYMX300Uf65JNPlJmZqePHj6uwsFCxsbG68sorlZycrIkTJyolJcWrtnr37t2k+6empmrLli2+dl9S1RJOYSz1CQAAgBqsWuoz5ML/3r179atf/Uqff/55nZ+fP39e58+fV2ZmppYvX65bb71Vq1atUmJiYoB7CgAAAASXkAv/Bw8erBX8+/TpowEDBqhTp04qKChQWlqaTpw4IUnavn27kpOT9emnnyopKanR9mNjYzV58uRGz+vXr59vXwAAAACwSciF/+9dffXVuv/++3Xvvfeqe/fuHp9VVlZqxYoV+vWvf63i4mLl5ORo0qRJSktLk2E0/EeUuLg4vfTSS1Z23WTIrUijIiD3AgAAQOgwZM1qPyEX/hMSErRixQr94he/UHh4eJ3nhIWF6b777lNcXJzGjh0rScrIyNDmzZt15513BrK7AAAAQNAIudV+UlJSNHXq1HqDf3U/+9nPNHToUHP//ffft7JrAAAAQFALufDfVDfddJO5fezYMfs6AgAAANgs5Mp+mqp6jX9FRXDV1xuSwnjDLwAAAGpgqU8fZWZmmts9evRo9PzLly9r8+bN2r17t86ePavWrVsrPj5eQ4cO1eDBgxUREWFldwEAAADLtOjw/91332nbtm3m/ogRIxq95uTJk/U+FNy5c2c99thjeuKJJxQZGdn8/h0q0dx/PuDTtQv+m6VGAQAAgp2vWe+7QyV+7kmVFh3+H3/8cbPUJzExUXfddVez2svLy9Ps2bO1fv16bdy4UQkJCc1qz1VcqcNfFPl0bbhFyz8BAADAf3zNelZpsQ/8rlq1SuvWrTP3Fy9erKioqHrPb9++vR544AGtW7dOR44cUVFRkUpLS5Wdna3Vq1dr2LBh5rk7d+7U6NGjVVxcbOl3AAAAAPypRYb/Xbt26Ve/+pW5P27cOE2cOLHe8xMSEnTy5EktX75cY8eOVVJSktq0aaPIyEglJiZq4sSJSktL07x588xr9uzZo+eff97KrwEAAAD4VYsr+/n222911113yeVySZIGDhyoZcuWNXhNVFRUg38VkKpWDXr66af1zTff6I033pAkLV26VLNmzVKrVoH/zxhhXA74PQEAABDaWlT4P3XqlO644w7l5uZKkpKSkvThhx+qffv2frvH/PnzzfBfUFCg9PR03XLLLT61Fd0mTIl9ov3WNwAAAASXPj9s49N1xw+55Cr2/5LwLSb85+fn64477tCRI0ckVZXybNmypdkP5daUlJSkXr16mS8M279/v8/hP7FPtJ5952o/9g4AAADBxNes9/u7v9GhL/z/fGmLCP8XL17UyJEjlZWVJUnq2LGjPvroI/Xu3duS+yUkJJjhPz8/3+d2DMOtcF7yBQAAgBoMw5qVHUP+gd+ioiKNGjVKu3btkiS1a9dOH374of7xH//R0nt+LyYmxrL7AAAAAP4U0uHf5XLpJz/5if7nf/5HktSmTRtt2rRJ119/vWX3LCkp0aFDh8x9f5cVAQAAAFYJ2fBfXl6un//85+YbfKOiorRx40bddNNNlt73zTffNFcSMgxDw4cPt/R+AAAAgL+EZM1/RUWFJk6cqE2bNkmSWrVqpbffflsjRoxocltlZWWSpMjIyEbPPXLkiGbOnGnujxgxQl26dGnyPb9niDf1AgAAoDbDonZDbubf7Xbr/vvv1zvvvCNJCgsL0+uvv66f/OQnPrWXk5Ojq666Ss8995y+++67Os+prKzUW2+9peTkZJ09e1aSFBERocWLF/v2JQAAAAAbhNzM/3/+539q5cqV5v5VV12lv//97/r73//e6LUdO3bU/Pnzax0/ceKEnnzySc2YMUO9e/fWgAED1LFjR0VERCg3N1cZGRnKy8szzw8LC9PLL79s6bMFAAAAgL+FXPivHsIl6fDhwzp8+LBX1/bs2bPO8P89t9uto0eP6ujRo/Wek5SUpFdffVUpKSnedbgRYWKpTwAAAARGyIV/f+vZs6cyMzOVlpam9PR0ZWVl6cyZM8rPz5fL5VK7du3UrVs33XDDDbrrrrs0evRohYWFXLUUAAAAIMPtdvPEaQAkJycrIyPD41i/61rrhXd62dMhAAAABK3H7z6mA3tLPI4NGzZM6enpzWrX8TP/djLkVqRRYXc3AAAAEGQMi1aEpH4FAAAAcAjCPwAAAOAQhH8AAADAIaj5t5Eht8IMlvoEAACAJ2r+AQAAADQL4R8AAABwCMp+bGRICucNvwAAAKjBsKhdZv4BAAAAhyD8AwAAAA5B2Y+NDLkVwRt+AQAAUAOr/QAAAABoFsI/AAAA4BCU/dgs3KI/6QAAAAA1MfMPAAAAOAThHwAAAHAIwj8AAADgENT826jqDb/U/AMAAMATb/gFAAAA0CyEfwAAAMAhKPuxWZhB2Q8AAAACg5l/AAAAwCEI/wAAAIBDUPZjozC5FaFKu7sBAACAIBNm0YqQzPwDAAAADkH4BwAAAByCsh87GVI4q/0AAACgJove8sXMPwAAAOAQhH8AAADAIQj/AAAAgENQ828jQ1K4Rcs4AQAAIHRZVPLPzD8AAADgFIR/AAAAwCEo+7GRISnCqr/pAAAAIGRR9gMAAACgWQj/AAAAgENQ9mMzfvsCAABAoJA9AQAAAIcg/AMAAAAOQfgHAAAAHIKafxtVveEXAAAA8MRSnwAAAACahfAPAAAAOARlPzYyJIUbvOIXAAAAnij7AQAAANAshH8AAADAISj7sZEhKcKyP+oAAAAgVFH2AwAAAKBZCP8AAACAQ1D2Y7MwVvsBAABAgDDzDwAAADgE4R8AAABwCMp+bLRrT7niup/U4EER2vyXznZ3Bw70T3fladeeco9jjEfYgbGIYMJ4REtG+A8ChgyFs+QnbGDUMe4Yj7ADYxHBhPGIYFDXOPQHyn4AAAAAhyD8AwAAAA5B2U8dysrKtHbtWq1Zs0ZZWVk6ffq0rrjiCvXu3Vtjx47V1KlT1alTJ7/dzzCkCCPcb+0B3qprpVnGI+zAWEQwYTwiGFi1Gjzhv4YDBw5o4sSJ2rt3r8fx3Nxc5ebmKj09XX/84x+1YsUKjRo1yqZeAgAAAE1H+K/mxIkTSk1NVU5OjiTJMAwNHz5cV199tfLy8rRlyxaVlJQoLy9PY8aM0QcffKDU1FSbew0AAAB4h/BfzaRJk8zg37NnT7333nu69tprzc/Pnj2r8ePHa+vWrSovL9c999yjI0eOqEOHDs26ryFDYTx+ARvUt6IF4xGBxlhEMGE8Ihiw2o/FNm3apB07dkiSIiMj9Ze//MUj+EtSp06dtHHjRiUlJUmSzp07pyVLlgS8rwAAAIAvCP//69///d/N7SlTpmjgwIF1nhcTE6MFCxaY+8uWLdPly5ct7x8AAADQXJT9SCosLNTWrVvN/WnTpjV4/t13362HHnpIly5d0rlz57Rjxw7dfvvtzepDGC8OQRBhPCJYMBYRTBiPaAmY+ZeUlpam0tJSSVUz+0OGDGnw/KioKA0bNszc37Ztm6X9AwAAAPyB8C9p//795vbAgQPVqlXjfxAZNGhQndcDAAAAwYqyH0kHDx40t3v27OnVNYmJieb2gQMHmnX/rANluuWuk0265tO/dG/WPQEAAGC9pma872UdKPNzT6oQ/iXl5+eb2126dPHqmq5du5rb586da/T8o0eP1vtZYZFbn+0u9eq+3xvu40ACqqvrH5asA2WMLwQcYxHBhPEIf2pqxmtIQ3nSW4R/VT3w+73WrVt7dU3186pfX5/i4uKmd6wBGX4cSEB1hUVuxheCAmMRwYTxiGDgjzxJzb8kl8tlbkdGRnp1TVRUlLldUlLi9z4BAAAA/kb4lxQdHW1ul5V5V1/1/epAkvd/LQAAAADsRPiX1LZtW3Pb21n86udVvx4AAAAIVtT8S+rYsaO5ffr0aa+uyc3NNbfj4uIaPb979+46edLzQaE2bdooKSnJy14CAADAKY4ePVqrxr979+av9kj4l9S3b19zOzs726trjh8/bm7369ev0fObuxwoAAAA0FyU/Ujq37+/uZ2ZmanLly83es2ePXvqvB4AAAAIVoR/STfeeKO5ek9RUZF27drV4PmlpaXKyMgw92+//XZL+wcAAAD4A+FfVQ/spqammvsrV65s8Px3331Xly5dkiRdccUVGj58uJXdAwAAAPyC8P+/Hn74YXN7xYoVysrKqvO84uJizZ0719x/8MEH1aoVj04AAAAg+Blut9ttdyeCxfDhw/Xpp59Kknr16qX33ntPAwcOND/Pz8/XhAkT9NFHH0mqWuXnyJEj6tChgx3dBQAAAJqE8F/NiRMnNHToUJ06dUqSFBYWppSUFCUlJenMmTPasmWLueRSq1at9Le//c2jXAgAAAAIZoT/Gg4cOKAJEyboiy++qPec+Ph4rVixQj/+8Y8D1zEAAACgmaj5r6Ffv3767LPPtGrVKo0cOVI9evRQZGSkOnfurGHDhunZZ5/V119/7VPwLysr0+uvv65Ro0apZ8+eio6OVkJCgm688UY999xzOnv2rAXfCC3dypUrZRhGk36eeeYZr9vfunWrJk+erD59+igmJkZxcXG69tpr9eSTT/L+CgepqKjQvn379Morr+ihhx7S4MGDFRkZaY6pW2+91ee2rRhj+/fv15NPPqlrr71WcXFxiomJUZ8+fTRlyhRt3brV574iOPhzPB47dqzJ/4aOGDGiSf1lPCKouBEQ+/fvd1933XVuSfX+dO7c2f3+++/b3VWEmBUrVjQ4rur6WbhwYaPtXrhwwT1u3LgG24mIiHAvWrQoAN8Sdlq/fr27TZs2DY6FlJSUJrdr1Rj7wx/+4I6IiGiw3QkTJrgvXrzY5D7Dfv4ej99++22T/w1NTU31un3GI4INy9QEwIkTJ5SamqqcnBxJkmEYGj58uK6++mrl5eVpy5YtKikpUV5ensaMGaMPPviAZwngk379+nk1doYMGdLg5+Xl5Ro7dqzHjNSAAQN0/fXXq6SkRDt27FBubq7Ky8s1e/ZslZeXe6yChZaloKCg1ivmm8uqMTZ37lwtXLjQ3O/WrZtuvvlmRUdHa/fu3eZKbmvWrFF+fr7ef/99VmwLMVaMx+/FxsZq8uTJjZ7Xr18/r9pjPCIo2f3bhxMMHz7c/O2+Z8+e7i+//NLj8zNnzrhTU1PNc+Li4tznz5+3p7MIOdVn/qdMmeKXNp966imzzejoaPeaNWs8Pi8tLXU/+eSTHjNX27dv98u9EXy+H2NdunRxjx492j1//nz3pk2b3L/5zW98nvm3Yoxt2bLF4/wZM2a4S0tLPc5588033dHR0eY58+fPb1K/YT9/j8fqM/89e/b0Wz8ZjwhWhH+Lvf/+++b/U0dGRrr37dtX53mFhYXupKQk89xZs2YFuKcIVf4O/6dPn3bHxMSYbf75z3+u99zqJRvJycnNvjeC06lTp9zZ2dm1jj/99NM+hS2rxtjQoUPNc8ePH1/vef/5n/9pnhcbG+s+c+aM132H/fw9Hq0K/4xHBCse+LXYv//7v5vbU6ZM8XhvQHUxMTFasGCBub9s2TJdvnzZ8v4BNa1atUpFRUWSpD59+mj69On1nrtkyRKFhVX9M5Kenq69e/cGpI8IrK5duyoxMdFv7Vkxxnbu3KnPP/9ckhQeHq4lS5bU2+aDDz6oa665RpJ06dIlvf766z59D9jD3+PRCoxHBDPCv4UKCws96lmnTZvW4Pl33323YmNjJUnnzp3Tjh07LO0fUJcNGzaY21OnTpVhGPWem5iY6PGMwfr1663sGloIK8ZY9TZTU1PVo0ePets0DENTp05ttE3AV4xHBDPCv4XS0tJUWloqqWpmv7GHLKOiojRs2DBzf9u2bZb2D6jJ5XIpIyPD3Pdmubzq5zBm0RirxtjHH3/sc5vV/60G/IHxiGDGI+UW2r9/v7k9cOBAr57gHzRokD766KNa1wPeKCgo0Ntvv62vv/5aFy5cUPv27dW9e3fdfPPN6t+/f6PXHzx4UJWVlZKqZqOuu+66Rq8ZNGiQuc2YRWOsGmPVj1c/35s2KyoqdOjQoXrLMuEcly9f1ubNm7V7926dPXtWrVu3Vnx8vIYOHarBgwcrIiLCq3YYjwhmhH8LHTx40Nzu2bOnV9dUr2PkBUpoqo0bN2rjxo11fjZw4EDNmTNH99xzT73XVx+znTt3VnR0dKP3rD5mz507pzNnzig+Pr4JvYaTWDHG8vLyVFBQYO578+9tdHS04uPjdebMGUlV/94StnDy5EndeeeddX7WuXNnPfbYY3riiScUGRlZbxuMRwQ7yn4slJ+fb2536dLFq2u6du1qbp87d87vfYJzZWZmaty4cZo2bVq9D5M3d8xKjFs0zIoxVr1NX9tl3KIxeXl5mj17tm6++WadOnWq3vMYjwh2hH8LFRYWmtutW7f26prq51W/HmhI7969NXPmTG3ZskU5OTkqLS1VYWGhsrKytHTpUo+Z05UrV+rRRx+ts53mjtmabQA1WTHGau7z7y2aqn379nrggQe0bt06HTlyREVFRSotLVV2drZWr17t8Tzezp07NXr06HpfNMZ4RLAj/FvI5XKZ2w39ibC6qKgoc7ukpMTvfULLM2bMGH3zzTdavHixUlNTlZCQoMjISMXExOgf/uEf9Pjjj+urr77S6NGjzWv+/Oc/69NPP63VVnPHrMS4RcOsGGPV2/S1XcatcyUkJOjkyZNavny5xo4dq6SkJLVp00aRkZFKTEzUxIkTlZaWpnnz5pnX7NmzR88//3yd7TEeEewI/xaqXstaVlbm1TXVn/D3drYAztahQwdzHfT6xMbG6u2331afPn3MY88++2yt85o7ZiXGLRpmxRir+dwA/96iKaKiohQTE9PgOYZh6Omnn9a9995rHlu6dGmdJZSMRwQ7wr+F2rZta257+1t89fOqXw80V+vWrfX73//e3P/4449rharmjtmabQA1WTHGau7z7y2sMn/+fHO7oKBA6enptc5hPCLYEf4t1LFjR3P79OnTXl2Tm5trbsfFxfm9T3C26i9LKi4uVnZ2tsfnzR2zEuMWDbNijFVv09d2GbfwRlJSknr16mXu17X0LOMRwY7wb6G+ffua2zVDVn2OHz9ubvfr18/vfYKzJSQkeOzXXJWi+pjNy8urVbtal+pjNi4ujmU+0SArxljnzp3VoUMHc9+bf29dLpe5rKLEv7fwXvV/R2v+GyoxHhH8CP8Wqv5SpczMzHqXV6xuz549dV4P+ENRUZHHfs061759+5rPD7jdbn3xxReNtsmYRVNYNcaqH9+7d2+T2gwPD/d4HgZoSPV/R+t7VoDxiGBG+LfQjTfeaD69X1RUpF27djV4fmlpqcdr72+//XZL+wfnqfk/QjX/EhAdHe2xpN327dsbbfOTTz4xtxmzaIxVY+y2227zuc3q/1YDDSkpKdGhQ4fM/Zr/hn6P8YhgRvi3UNu2bT1qrFeuXNng+e+++64uXbokSbriiis0fPhwK7sHB1qxYoW53b9//zpLdMaMGWNuNzZmT5w4oa1bt9Z5LVAfK8ZY9eNbtmzRiRMnGmx31apVjbYJ1PTmm2+apWqGYdT7v9OMRwQzwr/FHn74YXN7xYoVysrKqvO84uJizZ0719x/8MEH1apVK8v7h9DWlBfBrF+/XqtXrzb3qy9ZV92UKVPMP2UfPHhQL7/8cr1tzpgxQxUVFZKk5ORkDRo0yOv+wLmsGGNDhgzRkCFDJEkVFRWaOXNmvW0uX75cBw8elFS1DO7kyZN9+h4IfWVlZV4vxXnkyBGPcTVixIh6397LeERQc8Nyt9xyi1uSW5K7V69e7n379nl8fvbsWfcdd9xhnhMXF+c+f/68PZ1FSFmxYoV76NCh7tdff9194cKFOs+5ePGie8GCBe5WrVqZY6xHjx7uwsLCett96qmnzHNbt27tXrt2rcfnpaWl7t///vfmOZLc27dv9+t3Q/B7+umnzf/7p6SkNOlaK8bYli1bPM6fOXOmu6yszOOct956y926dWvznPnz5zep3whevozHb7/91n3llVe6//jHP7qPHz9e5zkVFRXuNWvWuOPj4832IyIi3Lt27WqwbcYjgpXhdrvd1v+K4WwnTpzQ0KFDderUKUlSWFiYUlJSlJSUpDNnzmjLli3ma8JbtWqlv/3tbx7lQkB9Vq5cqWnTpkmSIiIi1L9/f/Xt21cdOnTQ5cuXdfz4caWnp3u8hv6KK67Qjh07NGDAgHrbLS8v18iRI7Vt2zbz2MCBAzVo0CC5XC7t2LHDHM9S1drX1f9yhZZn1KhRysnJ8TiWm5trLmMYExOjq6++utZ1mzZtUrdu3Wodt2qMPfXUU3rmmWfM/W7dumn48OGKiorS7t279dVXX5mf3XHHHdq0aRN/ZQ1B/hqPx44dU+/evSVVlfH07t1bAwYMUMeOHRUREaHc3FxlZGQoLy/PvCYsLEwrVqzwaoae8YigZPdvH06xf/9+9w9/+EOPWYCaP/Hx8e6//vWvdncVIWTFihUNjqmaP7fffrv72LFjXrVdUFDgvueeexpsLyIiwv2HP/zB4m+JYNCzZ88mjbXvf7799tt627RijFVWVroXLlzojoiIaLDd8ePH1/vXMgQ/f43Hb7/9tknXJyUlNemvnIxHBCNm/gOorKxMb731ltasWaOsrCydPn1aHTp0UFJSkn72s5/pl7/8pTp16mR3NxFCSktLtWvXLqWnpys9PV1HjhxRfn6+8vPzVVlZqQ4dOuiqq65ScnKyxo8fr8GDBzf5Hlu2bNGqVauUnp6uU6dOKSIiQj169NCdd96p++67j+U9HaJXr15ev6+kum+//dbjpUh1sWKM7d+/Xy+//LI2b96s7777TuXl5UpISFBycrKmTJmiESNGNLlNBA9/jUe3262srCylpaUpPT1dWVlZOnPmjPLz8+VyudSuXTt169ZNN9xwg+666y6NHj3aXKq2KRiPCCaEfwAAAMAhWO0HAAAAcAjCPwAAAOAQhH8AAADAIQj/AAAAgEMQ/gEAAACHIPwDAAAADkH4BwAAAByC8A8AAAA4BOEfAAAAcAjCPwAAAOAQhH8AAADAIQj/AAAAgEMQ/gEAAACHIPwDAAAADkH4BwAAAByC8A8AAAA4BOEfAAAAcAjCPwAAAOAQhH8AAADAIQj/AAAAgEMQ/gEAAACHIPwDAAAADkH4BwAAAByC8A8AAAA4BOEfAAAAcAjCPwAAAOAQ/x8TEugA2721xQAAAABJRU5ErkJggg==", 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EBbvy5S/qtT758wm++OKLRn0XAAAopYoL/mPQXchE3tNPPz1ZXCyuwhvdeuutSRpQ7bSeOEk438qVK9d5rS75FX4K/bWguVkZGACAVh38N0Qc7f/FL36RjMzHqjyxMtCJJ55Y45zavyDEcwsJ/vNH+9c3oXhDqtq0DxtvumWjrwcAoHx17ta4xW6XLZ6fzA1tbq06+I9B+T777BMmTJiwTknPaptvvnmN4w8//DCpFLQh8+f/YwZ2t27dGn2PMfDffei/Nvp6AADK1+6NjPNenfCrsOST5p8s3KqD/+o5AtXiWgC19ejRI2y22Wa5cp8xVWiXXXZZb5txnkD+BOINnb9BsncAACiBiqz20xBLly7N7Xfq1KnOc3bdddfc/pQpUzbY5ksvvZTbb9OmTb1lRAEAoJy0+uA/P5jfaqut6jzngAMOyO1Xpwitz9NPP53b33fffQteSRgAAFpSq077GTduXFL7v9rQoUPrPO/II4/MVQWK13zwwQdJ2dD6xMpB+dc2VVbaDwAAJVBRI/+xDGfcChFz8mOd//zUngEDBtR57sCBA5MtilWBzj333HrbjesHzJgxI7fY2MiRIxv4LQAAoGVUVPAfF/fq27dvuPrqq5OJuXWJi3o98sgjSTD/zjvvJK9lMplw7bXXhqqq+r/uVVddldv//e9/nzwArFq1qsY5d999d/je976XO/7Rj34Uunfv3gzfDAAAii+TjdFykQ0fPjwJ3GuXyoxlNasn4u64447rXDd27NgaefqzZs0K22+/fe54u+22C/37908C8Hbt2iWj/c8999w6n3XNNdckgfqGXHjhheHyyy/PHcfP3m+//ZK6/y+++GJ47bXXcu8dfPDByf21bVt45tTgwYPD5MmT16n92v9ApT4BAPiHqePXLfU5aNCgMGnSpFD2Of+vv/56vSP11RV5XnnllXVe31CKT3wYiFt9evfuHW644YZwxBFHFHSfl156aTJ5N/4zjvrHh4i77rprnfNGjBgRbrzxxgYF/vXKhJCtqN9fAAAouiLNCa2oCb/bbrttmDp1avLEM3HixDBt2rSkdv/ChQvDsmXLwiabbJLU9Y8pP4cffng46qijkl8EChXTgy644IJw9NFHh5tvvjk8/vjjyYTh+CAQ240j96NGjQrDhg0r6vcEAICKDf7XNzrfEDE432233ZLttNNOC8USJwf/7Gc/K1r7AADQEipq5L91ysSnmpa+CQAAykpx4kPZ5gAAkBKCfwAASAlpP2XACr8AAJSCkX8AAEgJwT8AAKSEtJ8WFpdXtsgXAAC1Y8RiEHYCAEBKCP4BACAlBP8AAJAScv5bWizzqdQnAAD5ihQfGvkHAICUEPwDAEBKSPspA1b4BQCgFIz8AwBASgj+AQAgJaT9lANpPwAAlICRfwAASAnBPwAApITgHwAAUkLOf0vLhJCtkvQPAEAeK/wCAABNIfgHAICUkPZTBqzwCwBAKRj5BwCAlBD8AwBASkj7KQfSfgAAKAEj/wAAkBKCfwAASAlpP2Ug6xEMAIASEHYCAEBKCP4BACAlBP8AAJAScv7LYHVfK/wCAJCvWPGhkX8AAEgJwT8AAKSEtJ9yIO0HAIASMPIPAAApIfgHAICUkPZTDqT9AABQAkb+AQAgJQT/AACQEtJ+Wlpc5MsjGAAA+SzyBQAANIXgHwAAUkLwDwAAKSHnvwxklfoEAKAEjPwDAEBKCP4BACAlpP2UA2k/AACUgJF/AABICcE/AACkhLSfMpCtkvcDAEDxGfkHAICUEPwDAEBKCP4BACAlSpLzv2bNmjBt2rTw/PPPhxdeeCH556uvvhpWrVqVvD9kyJAwYcKEgttbtGhRGDduXHjqqafCyy+/HN5+++3w6aefho4dO4YtttgiDBw4MHzjG98I3/72t0O7du0KanPo0KHh6aefbtD3evbZZ8NXv/rV0CQx3V/KPwAA+TIVGvw/8MAD4YQTTgjLli1rcltLliwJxx13XHj88cfDypUr13k/Pkx8/vnn4d133w133XVXuOCCC8KYMWPC/vvv3+TPBgCASlf04D+OyDdH4F8d/D/88MM1XuvZs2fYa6+9wpZbbpkE//GXgPirQjRr1qxw0EEHhfvvvz98/etfL/hzjjzyyNC7d+8NnrfVVls14lsAAEArL/UZg/SYjlO9PfbYY+G6665rVFtdu3YNI0eODCeddFL48pe/vM77f/nLX5L3Z86cGVavXp388jBjxozkHgrx3e9+N0kDKoVs3KT9AABQK0asyOD/sMMOC7Nnzw7bbLNNjdefe+65BrfVvn37cNFFF4Uf/vCHYZNNNqn3vJiHP378+OTB4LPPPku2X/7yl+Gqq65q1HcAAIDWoOjVfmI6Tu3Av7G6desWLrnkkvUG/tW22267cMYZZ+SOH3nkkWa5BwAAqFSteoXfr3zlK7n9mP9ftqT9AABQAq26zn8mk6lRbhQAANKsVY/8T506Nbe/9dZbF3zdG2+8EV5//fXw/vvvJxWEYrpRv379wn777VfwpGEAACg3rTb4X7t2bbj99ttzx8OGDSv42jPPPLPeXxLi4mGXXnppnVWGGmP5wnnh7bsbV/Wo74jvNss9AABQHO/ceV2jY8RiaLXB/w033JCM4EdVVVX1BvQNkc1mw0MPPZSUKf3Vr34VTjvttKa3uWpl+GLe7Ca3AwBA+fmizOK8VpnzP23atHDeeefljk855ZTwf/7P/1nvNXFUf8iQIeEXv/hFmDx5cvjkk0+SlJ/4z2effTZ8//vfD506dUrOXbFiRfjOd74T7rnnnqJ/FwAAaC6tbuQ/rigcV+iNqwFHO+20U/j5z3++wevuvffesPnmm9e5oFhcNyBuMeAfPnx4ePfdd5NfAeKvCYccckjYdNNNi/JdAACgObWq4H/58uXh//7f/xvefvvt5DiuBxCD+s6dO2/w2roC/9p23nnn8Kc//SnJ948rBy9cuDDcfPPNyaJjLUKJUAAA0hj8x2D82GOPDc8880xy3LFjxyQ/f/fdd2/Wz/nSl74URowYEX73u98lx3/+85+bFPxn2rUPHbv3asY7BACgXGzUa9tGXbf843nJ3NDm1ra1VPYZPXp0EuxHbdu2TfLxYw5/McTKQdXB//Tp05vUVgz8+x6nag8AQGvUt5Fx3jt3XFeUycKtIvg/44wzwu9///tcZZ/bbrstfP3rXy/a5/Xq9Y+R+o8//rjJ7WWl7wAAUAIVX+0nVuH5n//5n9zxjTfeGI477riifubSpUtz+9UVgAAAoNxVdPD/7//+7+GXv/xl7jiW6Tz11FOL/rlTpkzJ7W+11VZF/zwAAEh12s8VV1wRrrzyytxxXHX3e9/7XtE/d+XKlbl8/2jo0KFNbjNb0Y9gAABUiooMO6+77rpwwQUX5I7/3//7f+HCCy9sdHvVawIU4kc/+lGYOXNm7vjEE09s9OcCAEApVVzw/9vf/jbJ86929tlnh5/+9KdNavOb3/xmsgpwLBMaKwfVJS7s9a1vfSv86le/yr0WS4sOGjSoSZ8NAACtKu0nroo7d+7cGq/Nnz8/t//CCy+EPfbYY53rxo4dWyOnfurUqeG0005LVtetnmwb9//lX/6loPv47ne/m6z4W1cqT3yoiFtcrTcu4rX11luHLl26JL8KvP766+Hll1+u8WCw9957h9/85jehyWKlH9V+AADIl6ng4D8Gz7Nnz15v9ZxXXnmlzqA8X1xRNz8Aj9fdcMMNBd/HMcccU2fwn2/x4sW5hcLq0q5du3DWWWeF//iP/0gWEgMAgEpRsRN+m9Pdd98dJk6cGCZNmhSef/75MG/evORBY9GiRUmA361bt9C/f/+w3377hZEjR9ao8w8AAJWiJMH/rFmzmqWdWFmnOuWnOfXo0SMceeSRyQYAAK2Vkf9yIOcfAIASqLhqPwAAQOMI/gEAICWk/ZSBrLQfAABKwMg/AACkhOAfAABSQtpPGaT8ZD2CAQBQgrRwYScAAKSE4B8AAFJC8A8AACkh+AcAgJQQ/AMAQEoI/gEAICWU+iwHVvgFAKAEjPwDAEBKCP4BACAlpP2UASv8AgBQCsJOAABICcE/AACkhLSfcqDaDwAAJWDkHwAAUkLwDwAAKSH4BwCAlJDz39IyIWTl/AMAkK9I8aGRfwAASAnBPwAApIS0n3Ig7QcAgBIw8g8AACkh+AcAgJSQ9lMGsh7BAAAoAWEnAACkhOAfAABSQtpPOVT6yWRb+i4AACgnFvkCAACaQvAPAAApIfgHAICUkPPfwmK2f9YKvwAA5CnWjFAj/wAAkBKCfwAASAlpP+XAIxgAACUg7AQAgJQQ/AMAQEpI+ykDqv0AAFAKRv4BACAlBP8AAJASgn8AAEgJOf8tLeb7y/kHACBfkeJDI/8AAJASgn8AAEgJaT/lQNoPAAAlYOQfAABSQvAPAAApIe2nDFjhFwCAUjDyDwAAKSH4BwCAlJD2Uw6k/QAA0FpG/tesWRNeffXV8Jvf/CaceeaZYa+99grt27cPmUwm2YYOHdrotp988skwcuTI0K9fv9CpU6fQrVu3sPvuu4cf//jH4Y033mhUm9OnT0+uj+3E9mK7sf1Ro0YlnwcAAJWo6CP/DzzwQDjhhBPCsmXLmrXdzz77LJx++unhrrvuqvF6/JxFixaFqVOnhuuuuy5ccskl4bzzziu43SuuuCK5ZtWqVTVef+utt5LttttuC8cdd1y48cYbQ5cuXZrt+wAAQMUH/59++mmzB/4xMD/qqKPC+PHjc6/ttttuYcCAAWH58uXh2WefDfPmzUvOO//885N/XnTRRRtsN55z2WWX5Y579eoV9ttvv9CxY8fw4osvhmnTpiWv33HHHWHhwoXhkUceCW3bypwCAKAylCxy7dmzZxg4cGBue+yxx5KR+caIAXp14B8D81tuuSWMGDEi9/7KlSvDBRdcEK655prk+OKLLw5DhgxJtvrEdJ78wD+m/Vx++eVJelK1GPSffPLJyQPG448/Hq688sqCHirWK6PUJwAAtWQqNPg/7LDDwuzZs8M222xT4/XnnnuuUe0tWLAg/PznP88d//KXv6wR+EcxYL/66qvDe++9l6QFZbPZJPVn4sSJ9babnxoU24vX1xbTfRYvXpzMW4iuvfbacNZZZ4Xu3bs36rsAAECrmvC75ZZbrhP4N8WYMWPC0qVLk/04CTfm/dcnBvBVVX/7ipMmTQpTpkyp87znn38+2aJ4fl2Bf7XvfOc7Yaeddkr2P//883D77bc36fsAAECpVFzCepxAXG306NFJtaD6xIeOAw88MIwbNy45vv/++8Oee+653jaHDRsWtt5663rbjJ8Xq/7EtKLqNr///e+HJqnKNu16AABobYt8xVz7yZMn544LKRF6wAEH5PbzJwjne+qppxrdZkwlWrFixQavAQCAllZRI/9vvvlmWLt2bW4Evq5R/NpiBaD8+v11yX89//z65H9uXMNgxowZoX///qExVs6bF+Ze96tGXbvVd/+1UdcBAFAajY3zYoxYDBUX/Ffr0aNHUulnQ/LnG3zyySfho48+CltssUWNCcSxHGm1bbfddoNtbrTRRkkbsa0oLibW2OA/u3JlWDF7duOuVSUIAKCsrWhknFcsFZX2E2vr55cOLXTCcb74AFBfm41tt3abAABQjioq+F+yZEmN0fdC1D4vv426jhvTbu02AACgHFXchN9q+YtvrU+HDh1qHH/xxRf1ttnYdmu3CQAA5aiicv7zc/zjKr6FqF2Jp/bIfu15A7HdQuYS5Ldb6K8Fdcm0bx/a9+rVyIsb/bEAAJRAhwLmk9Y34TfODU118N+5c+cGj7bXPi+/jbqO4/mFBP/57dZuoyFi4N/r+6r2AAC0Rr0aGefN+8WvijJZuKLSfjbffPPc/ocffljQNfPnz69x3K1bt3rbbGy7tdsEAIByVFEj/zvvvHONEp0xX39Do/TvvfdejSA9v8xndcnQzTbbLFfuc/bs2WGXXXZZb5vxc6vLfEYbOn+DqTvSdwAAyFek+LCq0oL/qqq/3XI2mw0vv/zyBq956aWXcvu77rprnefkvz5lypQGtdmmTZvQr1+/DV4DAAAtraKC/zjKP2jQoNzxhAkTNnjN008/nds/8MAD6zzngAMOaHSb++677zoVhQAAoBxVVNpPdOSRR4aJEycm+7feems499xz6z33/fffD08++WSNa+tr88orr0z2x40bFz744IPQp0+fetuNn7uhNguVjf+vKtukNgAAaF2yoTjxYUWN/EejRo0KnTp1SvbffPPNcPPNN9d77jnnnBPWrFmT7A8ePDgMGDCgzvMGDhyYbFE8f30PFDfddFOYMWNGst+lS5cwcuTIJn0fAAAolYoL/uME3R/84Ae543/7t38Ld999d41zVq1alQTwd9xxR+61q666ar3t5r//+9//Prk+tpMvfs73vve93PGPfvSj0L179yZ9HwAAKJVMNs6cLbLhw4eHuXPnrlMqs7qsZhzJ33HHHde5buzYsWGrrbZa5/UYlB922GFh/Pjxudf69++fjOzHSjzPPPNMmDdvXu69Sy65JFx00UUbvM8LL7wwXH755bnj+Nn77bdfMtfgxRdfDK+99lruvYMPPji5v7ZtC8+cir8+TJ48ucZr7bfbJvT6kTr/AAD8w7xrfxVWzvpH1coozn2dNGlSKPuc/9dffz0poVmfpUuXhldeeWWd1+tbxbddu3bhvvvuC6effnpu1H/q1KnJVvu8iy++OJx//vkF3eell16aTN6N/4wPGPGB5a677lrnvBEjRoQbb7yxQYE/AAC0tIqNXjfddNMkMD/ttNPCmDFjkqegONofA/6tt946HHrooeGUU06pt7xnXTKZTLjgggvC0UcfncwlePzxx5NJw/FBoFevXsnIfZxzMGzYsKJ+NwAAqNjgf9asWUVrOwbizR2MxweGn/3sZ83aJgAAtLSKHflvNazwCwBAbVb4BQAAmkLwDwAAKSHtpwxY4RcAgFIw8g8AACkh+AcAgJSQ9lMOVPsBAKAEjPwDAEBKCP4BACAlpP2UA2k/AACUgJF/AABICcE/AACkhOAfAABSQvAPAAApIfgHAICUEPwDAEBKKPVZDmU+q7ItfRcAAKSgFLyRfwAASAnBPwAApIS0n3JghV8AAErAyD8AAKSE4B8AAFJC8A8AACkh578cZJT6BACg+Iz8AwBASgj+AQAgJaT9lMUKvy19EwAAlBUr/AIAAE0h+AcAgJSQ9tPisqr9AABQS3HiQyP/AACQEoJ/AABICWk/ZSBTpNncAACQz8g/AACkhOAfAABSQvAPAAApIee/HCj1CQBACRj5BwCAlBD8AwBASkj7KYMyn5kqaT8AABS/FLyRfwAASAnBPwAApIS0n3JghV8AAErAyD8AAKSE4B8AAFJC2k8rns0NAAD5jPwDAEBKCP4BACAlBP8AAJAScv5bWlzhN2OFXwAA8ljhFwAAaArBPwAApIS0nzIg7QcAgFIw8g8AACkh+AcAgJSouLSfCRMmhAMOOKDR199yyy1h9OjRNV6bNWtW2H777RvUTt++fcPbb78dmi4bgrQfAABqKE58mLqR/y233LKlbwEAAFpExY389+7dO5x99tkFn//444+Ht956K9nv2bNnGDZs2HrP79KlSxg5cuQG291iiy0KvgcAACgHFRf877TTTuH6668v6Nw1a9aEPn365I5POOGE0Lbt+r9yt27dCm4fAAAqScUF/w3x2GOPhfnz5+eOR40aFcpRpkgruAEAQGpy/seMGZPb33PPPcPuu+/eovcDAAAtqdUG/59++ml46KGHyn7UHwAASqXVpv3cfffdYfny5cl+u3btwvHHHx/KNeWnqkqpTwAAip8W3jYNKT/Dhw8vuDrP6tWrwxNPPBFeeOGF8PHHH4eOHTuG7t27h7322ivsvffeoUOHDkW8awAAKJ5WGfzH0p4TJ05sVMrPnDlzwiGHHFLne127dg1nnXVWOPfcc0Pnzp2b5V5XvLcgvHf+/zTq2m2uPK1Z7gEAgOJobJwXY8RiaJXB/2233Zbb33zzzcPXvva1Zml30aJF4Yorrgj33ntvMp+gX79+TW4zu3xlWD7jg0Zdm7EyMABAWVveyDivWFrdhN9sNht+97vf5Y5jrn/79u03eF1c3Gv06NHhzjvvDG+++WZYsmRJWLFiRXj//ffDPffcU2NxsPj+YYcdFj766KOifQ8AAGhurW7k/+mnnw6zZs1qUMpPr169wty5c+tM5YmLhB1zzDHJdtNNN4UzzjgjecCYOXNmOO+888LNN9/c7N8BAACKoW1rnui72267hX/6p3/a4DVxEm8hE3lPP/30MHv27HDllVcmx7feemuSBtSzZ8/QEqT9AACQ2uB/2bJl4Y9//GNRa/vH0f5f/OIX4Ysvvghr1qxJKgOdeOKJjW4v07F96LBNj2a9RwAAykPHfn0aPeE3zg1tbq0q+L/vvvvC559/nuy3adMmnHDCCc3+GTE1aJ999gkTJkxIjqdPn96k9mLgv91/nNJMdwcAQDnZrpFx3qxzf1OUycJVrTXlJ5brjLn8xZDfblwLAAAAKkGrGfn/4IMPwvjx43PHsXJPsSxdujS336lTpybn7VvhFwCAUsztbDUj/7G859q1a5P9zTbbLBxxxBFF+6wpU6bk9rfaaquifQ4AADSnqtaY8nPssceGjh07FuVzxo0bl9T+rzZ06NCifA4AADS3VpH287//+7/hjTfeaFTKz8qVf5tFXchCYHFRr1jnv9quu+4aBgwYEJpKyU4AAEqhqrWN+vfr1y8MGjSo4Gvj4l59+/YNV199dVLDvy5xUa9HHnkkDBw4MLzzzjvJa5lMJlx77bWhqqpV/CsEACAFKn7kP47c33nnnU2q7R8nC59zzjnJtt1224X+/fuH7t27h3bt2iWj/c8991zykJAvPiwMHz68Wb4DAACUQsUH/w8//HD45JNPkv04Cj9y5MgmtTdr1qxkq0/v3r3DDTfc0KwTijPN1hIAALTi4D8/5efAAw8Mffo0bBW1bbfdNkydOjVMmjQpTJw4MUybNi2p3b9w4cJkxeBNNtkkqesfU34OP/zwcNRRRyW/CAAAQKWp+OD/wQcfbNL1MXd/t912S7bTTjut2e4LAADKTcUH/5UupvxUqfYDAEAJ0sKVqgEAgJQQ/AMAQEoI/gEAICXk/JeBqqq1LX0LAACkgJF/AABICcE/AACkhLSfFpbJxFKfLX0XAACUW4xYDEb+AQAgJQT/AACQEtJ+Wlw2ZKzwCwBADcWJD438AwBASgj+AQAgJQT/AACQEnL+y0AbK/wCAFACRv4BACAlBP8AAJAS0n7KYoVfpT4BAPgHK/wCAABNIvgHAICUkPZTBor0qw4AANRg5B8AAFJC8A8AACkh7aeFZUJWtR8AANaJEYvByD8AAKSE4B8AAFJC8A8AACkh578MtKla29K3AABAChj5BwCAlBD8AwBASkj7KYPVfZX6BACgdoxYDEb+AQAgJQT/AACQEtJ+WlpG2g8AAKXJ+zHyDwAAKSH4BwCAlBD8AwBASsj5b2GZkA1tMlb4BQCgZoxYDEb+AQAgJQT/AACQEtJ+yoBSnwAAlIKRfwAASAnBPwAApIS0nzJYvE3aDwAAJVjg18g/AACkheAfAABSQtpPS8tkpf0AAFBTkeJDI/8AAJASgn8AAEgJwT8AAKSEnP8yKOPUNrOmpW8DAIAyotQnAADQJIJ/AABICWk/ZUCpTwAASsHIPwAApITgHwAAUqIi035uvfXWcNJJJzXomlNOOSXcfPPNBZ375JNPhjFjxoTJkyeHOXPmhA4dOoQ+ffqEQw89NGlnl112Cc0lE6zwCwDAujFiMVRk8F8sn332WTj99NPDXXfdVeP1ZcuWhUWLFoWpU6eG6667LlxyySXhvPPOa7H7BACAVAb/cRT+oIMO2uB5++6773rfX7VqVTjqqKPC+PHjc6/ttttuYcCAAWH58uXh2WefDfPmzUvOO//885N/XnTRRc3yHQAAoBQqPvjfZ599wvXXX9/kdi677LJc4N+xY8dwyy23hBEjRuTeX7lyZbjgggvCNddckxxffPHFYciQIcnW9EW+1jbx7gEAaE0yRWrXhN8QwoIFC8LPf/7z3PEvf/nLGoF/1L59+3D11VeHY489NjnOZrNSfwAAqCiC/xCSyb1Lly5N9vv165fk/dcnPgBUVf3tX9ukSZPClClTSnafAADQFIL/EMIDDzyQ2x89enTIZOr/oWWbbbYJBx54YO74/vvvL/r9AQBAc6j4nP+mipN5Y0nPakOHDt3gNQcccEAYN25csh/nCVx66aWNv4GMFX4BAChN0n/FB/+ffvppuOeee8K0adPC4sWLwyabbBK22mqrMHjw4NC/f//1juJHb775Zli79m8TbuO5e+655wY/M1YAqjZ9+vRm+BYAAFB8FR/8P/jgg8lWl5122imcc8454eSTT673ISAG/9V69OiRVPrZkJj6U+2TTz4JH330Udhiiy0adf+L3/kkPH7aQ4269pD/OaJR1wEAUBqNjfNijFgMFR/8r89bb70VTj311CSn/8477wydOnVa55yFCxfm9nv27FlQu1tuuWWN4/gA0Njgf/UXq8PC1xY06toqJUIBAMrawkbGecVSsRN+4+j7D3/4wzB27Njw/vvvJ7n7sWJPHMm/4YYbksW/qj388MPh+OOPz6X35FuyZEluf6ONNiros2ufl98GAACUq4oM/o888sgwc+bMcO2114bDDz889OnTJ3To0CFsvPHGSanOM888M7zyyivhpJNOyl3z0EMPhT/84Q/rtBUfGvJr+Rcifla+L774oknfBwAASqEi034222yzDZ4TA/mbb745vP322+HZZ59NXvvpT38aTjzxxBrn5ef4x1V8C7FixYoax4X+YtDc2qgSBABAaw/+CxUX4/rJT34Shg0blhy/9tpr4YMPPkh+KajWuXPnBo/g1z4vv42GartR27BZ366Nvh4AgPLVfbfGzQv99J1FydzQ5taqg/9o//33D+3atQurVq3KlebMD/4333zz3P6HH35YUJvz58+vcdytW7dG318M/If/5uuNvh4AgPI1vJFx3thTHg4fv/ZRs99PReb8N0QM/Lt37547/vjjj2u8v/POO+f2FyxYUGMOQH3ee++9GoF/Yyv9AABAKbX6kf8oVgGqVrvcZwz+Y3pQrASUzWbDyy+/HAYNGrTe9l566aXc/q677tqke4urD7RVshMAgOIv8Nv6R/7ffffd8Nlnn+WO4+q/tSf85gf7EyZM2GCbTz/9dG7/wAMPbLZ7BQCAYmr1wf9vf/vb3P6mm24a9thjjzpLh1a79dZb19teXFPgySefrPNaAAAoZxWX9hMX1Cq0us7EiRPDz372s9zxiBEjQtu2637lUaNGhUsuuSS3SFgsERpXBq7LOeecE9asWZPsDx48OAwYMCA0RSaTtVIvAADrxIjFUHEj//fee2/Ye++9w2233RYWL15c5zlx0u5//ud/JiU+qyfwxrUBYtnPuvTo0SP84Ac/yB3/27/9W7j77rtrnBOrBZ177rnhjjvuyL121VVXNdO3AgCA4qu4kf/o+eefT0br4yj+Lrvskmxdu3ZNRuTnzJkTJk2aVCPPPy7C9eCDD4ZevXrV2+aFF14Y/vrXv4bx48cndfyPPfbYcPnllycj+/EB4plnngnz5s3LnR9/KRgyZEjRvysAAKQ6+K+2evXqZOGuuNUn/koQ8/g3VJUnlgS97777wumnn54b9Z86dWqy1T7v4osvDueff34zfQsr9QIAUBoVF/wfd9xxoV+/fkk+/+TJk8M777yT1O5fuHBhUq4zTurdfvvtkwo+xxxzTPjqV79acNvx2rvuuiucdtppYcyYMckvCHG0Pwb8W2+9dTj00EPDKaec0uTyngAA0BIqLvjv0KFD2HfffZOtWOJcgbgBAEBrUnHBf2uTCdnQNvO36kEAAFAdIxZDxVX7AQAAGkfwDwAAKSH4BwCAlJDz38Iy8QlMqU8AAGrFiMVg5B8AAFJC8A8AACkh7acMtAlrW/oWAABIASP/AACQEoJ/AABICWk/ZbB6m2o/AADks8IvAADQJIJ/AABICWk/LSyTCaFdZk1L3wYAAGUWIxaDkX8AAEgJwT8AAKSE4B8AAFJCzn+LU+oTAIDalPoEAACaQPAPAAApIe2nhcUqTm0ya1v6NgAAKCNFqvRp5B8AANJC8A8AACkh7aeFZULWCr8AAKwTIxaDkX8AAEgJwT8AAKSE4B8AAFJCzn8ZlHGqKlJOFwAAlSlTpHaN/AMAQEoI/gEAICWk/bS0jBV+AQAoTd6PkX8AAEgJwT8AAKSEtJ8yWL2tStoPAAB5rPALAAA0ieAfAABSQtpPGUzkbpdZ09K3AQBAGbHIFwAA0CSCfwAASAnBPwAApISc/xaXDW2KVMoJAIBKlS1Kq0b+AQAgJQT/AACQEtJ+yqCMkxV+AQDIp9QnAADQJIJ/AABICWk/LSwTslb4BQBgnRixGIz8AwBASgj+AQAgJaT9lMFM7jZBtR8AAP5BtR8AAKBJBP8AAJASgn8AAEgJOf8tLZMNbazwCwBAvoxSnwAAQBMI/gEAICUqNu1n1qxZ4YknnghPP/10mDp1anjvvffCkiVLQpcuXUKfPn3C4MGDw/HHHx+GDBlSUHuZTMMKKrVp0yasXr26kXef97nJE5i0HwAAil/qs+KC/ylTpoQzzjgj/O///m+d7y9atCjZ4gPBTTfdFIYOHRrGjBkTttlmm5LfKwAAlJOKC/7ffPPNdQL/fv36hd122y107949fPrpp2HixInhgw8+SN6bMGFC8ivAs88+G3bYYYeCPuPss88uaOQfAAAqScUF/9V23HHHcOqpp4YTTzwx9O7du8Z7a9euDbfeemv413/917Bs2bIwd+7ccMIJJyQPBYWk91x//fWhVDIhG9pn1pTs8wAAKH8xRiyGigv+e/XqFW655Zbwz//8z/WOvldVVYWTTz45dO3aNXzzm99MXps8eXJ4/PHHw6GHHlriOwYAgPJQcdV+4gTe0aNHF5R2c9RRR4W99947d/zII48U+e4AAKB8VVzw31Bf+cpXalQIAgCAtKq4tJ+Gys/xX7Om/HLrk1KfVvgFACCPUp+NFEt+Vtt6660LuuaZZ55JKgp9+OGHSXpRrCL05S9/Oey7776hU6dORbxbAAAonlYd/MeFv8aPH587HjZsWEHX1bcw2MYbb5xMJL7wwgtDjx49muUe35/xRbjoW2806tpL79mlWe4BAIDiaGycF2PEYmjVwf8PfvCDXKpPXOTrG9/4RpPai2VDYxnQP/7xj+G+++4LgwYNavI9Ll+2Nrz18tJGXdumSCWgAABoHo2N84ql1U74jav6xiC92lVXXRU6dOhQ7/nxvW9/+9vJ+gCvvfZa+Oyzz8LKlSvD/Pnzw8MPPxyOOeaY3PyBefPmha997WthxowZJfkuAADQHFrlyP8LL7wQzjjjjNzxcccdF44//vj1XjNnzpyw+eabr/N6z549k0A/bvEh4Fvf+lZYvnx5+OSTT8JZZ50Vxo0bV5TvAAAAza3VBf8zZ85M0ntigB7tvvvu4de//vUGr6sr8K/t61//evjP//zPcPrppyfHTz75ZHjxxRfDP/3TP4WW0C6zukU+FwCAytSqgv+YjnPwwQcnqTrRDjvsEB599NGwySabNNtnnHLKKeHyyy9PJhNHf/7zn5sU/HfcuCps069js90fAADlo98eGzfquvdmLE/mhja3VhP8L1y4MAn833nnneS4V69eSUpO/GdzqqqqCgceeGAyNyCaPn16k9qLgf9P792xme4OAIBy8tNGxnnnHPN2mPHysma/n1YR/MfJuYceemiYNm1achzr8sfAf/vtty/K5+U/UHz88cdNaiuTyYY2FvkCAKBWjFgMFV/tZ+nSpWH48OFJ7n206aabJqk+X/rSl4r6mdUs+gUAQKWo6OA/Tuo94ogjwl//+tfcIlyPPPJI0SfgTpkyJbe/1VZbFfWzAAAgpD34X7VqVTj66KNzK/jGOv0PPvhg+MpXvlLUz33jjTfCxIkTc8dDhw4t6ucBAECqc/7jqr2xbv/YsWOT47Zt24a77747DBs2rFHtLVmyJHTu3LmgFX5Hjx6dWzU4zi047LDDQlPEZcOs1AsAQL6/LS3b/Cpu5D+bzSblNu+9995c9Z3bb789Sf9prO222y5cdNFFyah+fWJq0eDBg8Nzzz2Xe+2yyy4r6KEBAADKQcWN/P/3f/93GDNmTO64b9++4S9/+UuyFeL666+vs0xoDOTjFnP448JgcWXfjh07Jiv5xsnE7777bo1rzj777BqrCAMAQLmruOB/wYIFNY7feuutZCtUXcF/vrlz5yZbfbp27RquvvrqcOqpp4bmUhWU+gQAoPgqLvgvhhkzZoRJkyYl2yuvvBI++uijpH5/9VyAHj16JBWE4pyCESNGJFWFAACg0lRc8H/xxRcnW3Paaaedkm3kyJHN2i4AAJSTigv+W5tMyIb2mb9VDwIAgOoYsRgqrtoPAADQOIJ/AABICcE/AACkhJz/Msjnqsoo9QkAwD/I+QcAAJpE8A8AACkh7aeFZUIIbazwCwBArRixGIz8AwBASgj+AQAgJaT9lMFM7nZW+AUAII9qPwAAQJMI/gEAICWk/ZSBNkX6WQcAAPIZ+QcAgJQQ/AMAQEoI/gEAICXk/JfFCr9y/gEA+Acr/AIAAE0i+AcAgJSQ9lMGqjLSfgAAKD4j/wAAkBKCfwAASAlpPy2sKmRDu7C2pW8DAIAyixGL0y4AAJAKgn8AAEgJaT8tLRNCG9V+AAAowSpfRv4BACAlBP8AAJASgn8AAEgJOf9lkM7VpkilnAAAqEyZIrVr5B8AAFJC8A8AACkh7acMftJpV6zfdQAAqEiZIrVr5B8AAFJC8A8AACkh7acMeAIDAKAUxJ0AAJASgn8AAEgJwT8AAKSEnP+yWOEXAAD+QalPAACgSQT/AACQEtJ+yiHtJ2OJXwAA/kHaDwAA0CSCfwAASAlpP2Xwk067ov2wAwBAJcoUqV0j/wAAkBKCfwAASAlpP2WgSrUfAABKwMg/AACkhOAfAABSQtpPC3vhpVXhkG8sCI//qUdL3wopFPte7IP59hrQTn+k5PRFyon+SGsm+C8DmZAJbZT7pIX6Xl2v6Y+Umr5IOdEfKdd+2Byk/QAAQEoI/gEAICWk/dRh5cqV4a677gp33HFHmDZtWvjwww9D165dw/bbbx+++c1vhtGjR4fu3bs32+fFSp/tMm2arT0oVF1VZvVHWoK+SDnRHykHxaoEL/iv5Y033gjHHXdcePnll2u8Pn/+/GSbNGlSuOaaa8Itt9wShg8f3mL3CQAADSX4z/PBBx+Egw46KMydOzc5zmQyYf/99w99+/YNH330URg3blz44osvwoIFC8KRRx4ZHn300XDggQe29G0DAEBBBP95jj/++Fzgv+2224YHH3wwfPnLX869//HHH4cRI0aEJ598MqxatSp861vfCu+8807YbLPNmjybu8r0C8qoooX+SKnpi5QT/ZFyoNpPkY0dOzY8++yzyX779u3Dn/70pxqBfxTz/OMDwQ477JAcf/LJJ+Hqq69ukfsFAICGEvz/3X/913/l9keNGhX69+9f53mdOnUKl156ae74xhtvDKtXry7JPQIAQFNI+wkhLFmyJEnlqXbSSSet9/yjjz46nHHGGcl1cfT/mWeeaXLuf5WFQygj+iPlQl+knOiPtAZG/kMIEydODCtWrMiN7A8cOHC953fs2DEMHjw4dzx+/Pii3yMAADSV4D+EMH369Nx+TPdp23bDP4gMGDCgzusBAKBcSfsJIbz55pu5/VjlpxDbbLNNjbUBmmLaGyvDft+Y0+Drnv1T7yZ9LgAAxdWYGK86PiwGwX8IYeHChbn9nj17FnTNlltumduPef+FePfdd+t8fcnSbHjuxb+lHTXE/o3sTLC+PyzxNX2LUtMXKSf6I82pMTFeQ2PJhhD8/33Cb7WNNtqooGvyz8u/fn2WLVsWmtPkZuxMkP8wqm9RDvRFyon+SDlojlhSzn8IYfny5bn9WOO/EB06dMjtx1V/AQCg3An+/169p9rKlYXlV1VXB2rIrwUAANCSBP8hhM6dOzd4FD//vPzrAQCgXMn5DyFsvvnmuf0PP/ywoGvmz5+f2+/WrVtB1/Tu3TvMmVNzstDGG28cdthhh4LvFQCA1u/dd99dJ8c/xpJNJfgPIey88865/dmzZxd0zXvvvZfb32WXXQq6pqklQQEAoCmk/YQQdt1119z+1KlTw+rVqzd4zUsvvVTn9QAAUK4E/yGEfffdN1e9Z+nSpeGFF17Y4GTfyZMn544PPPDAot8jAAA0leD/7xN2DzrooNzxrbfeut7z77vvvvD555/n8v3333//ot8jAAA0leD/784666wawf+0adPqPC9OvLjoootyx6effnpo29bUCQAAyl8mm81mW/omykUcwX/22WeT/e222y48+OCDYffdd8+9v3DhwnDccceFJ554Ijfq/84774TNNtusxe4ZAAAKJfjP88EHH4S99947zJs3LznOZDJhyJAhoW/fvuGjjz4K48aNy5VciqP9jz76aI10IQAAKGeC/zrKccbR/Zdffrnec7bYYotwyy23hK997WslvTcAAGgKOf+1xJr9zz33XBgzZkw47LDDwtZbbx3at28fevToEQYNGhSuvvrq8Prrrzcq8F+5cmW4/fbbw/Dhw8O2224bOnbsGHr16pVUG7r22mvDxx9/XJTvROsW56jEX6kasp166qkFt//kk0+GkSNHhn79+oVOnTol6W4xHe7HP/6xtStSZM2aNeHVV18Nv/nNb8KZZ54Z9tprr+RvY3WfGjp0aKPbLkYfmz59enJ9bCe2F9uN7Y8aNSr5PCpbc/bHWbNmNfhv6I477tig+9UfKStx5J/imz59enaPPfaIv7LUu/Xo0SP7yCOPtPStUmFuueWW9farurZTTjllg+0uXrw4e+yxx663nXbt2mWvvPLKknxPWs7999+f3XjjjdfbF4YMGdLgdovVxy6//PLkuvW1e9xxx2U/++yzBt8zra8/zpw5s8F/Q/v27Vtw+/oj5UaZmhLNJYhzA+bOnZscx1GDOLk4fy7BF198ERYsWBCOPPLIZC6BtQNo7C9XhcxDib82rc+qVavCUUcdFcaPH597bbfddgsDBgwIy5cvTybGx7kx8bzzzz8/+Wd+FSxal08//XSdJeabqlh9LJ5z2WWX5Y7jr6v77bdf8kvriy++mKvkdscddyRFHB555BEV2ypMMfpjtS5duiS/Qm1ITP8thP5IWWrpp4802G+//XJP99tuu2325ZdfrvH+Rx99lD3ooINy53Tr1i27aNGiFrtfKnfkf9SoUc3S5oUXXphrs2PHjtk77rijxvsrVqzI/vjHP86dk8lkshMmTGiWz6Z8+1jPnj2zX//617OXXHJJduzYsdnvfve7jR75L0YfGzduXI3R1Hh9bCffH/7wh+Tzqs+J34V098f8kf/43+jmoj9SrgT/RRbTeKr/R92+ffvsq6++Wud5S5Ysye6www65c88777yS3yuVqbmD/w8//DDbqVOnXJu//vWv6z03P2Vj8ODBTf5sytO8efOys2fPXuf1n/zkJ40KtorVxwYOHJg7d8SIEfWe99///d+587p06ZIMwJDe/lis4F9/pFyZ8Ftk//Vf/5XbjxN7+vfvX+d5cfLPpZdemju+8cYbw+rVq0tyj5AvTnZfunRpsh8npMWF7OoTJ8BXVf3tz8ikSZPClClTSnaflM6WW24Zttlmm7LuY88//3yyRfH8eF19vvOd74Sddtop2Y+rtcdCDKS3PxaD/kg5E/wX0ZIlS2rM4j/ppJPWe/7RRx8dOnfunOx/8skn4Zlnnin6PUJtDzzwQG5/9OjRyRyV+sT/AOfPT7n//vuLfn9UvmL0sfw2hw0bllRqq0/8vDgYs6E2obH0R8qZ4L+IJk6cGFasWJEb2R84cOB6z48TgAYPHpw7zp8IB6UQJ1pOnjw5d1xIubwDDjggt6/P0lJ97Kmnnmp0m/l/q6E56I+UM1PKiyjW9a0W030KmcEfK1088cQT61wPhVbBuOeee5IKEosXLw6bbLJJ2GqrrZKHytgH1zfCGr355pth7dq1yX48d8899yyoz1bTZ9mQYvWx/Nfzz69P/ufGmvEzZsyoNy2T9IjptvG/wS+88EKy9k4clOvevXuyjsDee+8dOnToUFA7+iPlTPBf5P/IVYuLehUiP4/RAko01IMPPphsdYk5peecc044+eST630IyO+zcWG7+B++hvTZmK4Wy9cWWgaP9ClGH4tlkuODb0P+3m600UZJG7Gt6r+3gi3mzJkTDjnkkDrf69q1azjrrLPCueeem0vRrYv+SLmT9lNEsWZvtZ49exY8kSn/P3LQXN56661kZd8jjjgiN9myuftspN+yPsXoY/ltNrZd/ZYNWbRoUbjiiiuSXwHiyHx99EfKneC/yBN+85/qC5F/Xv71sKGR0R/+8Idh7Nix4f3330/yqmOAH0dZb7jhhmTxr2oPP/xwOP7443OpF83ZZ2u3AaXoY7WP/b2lMYt7xcnnd955Z/J3M/aHmHcf/57GVMo4abdafP+www7LjdLXpj9S7gT/RRQDsGrt27cv6Jr8fMK46i9sSFwVeubMmeHaa68Nhx9+eOjTp0/SjzbeeOOkjOKZZ54ZXnnllRrVph566KHwhz/8odn7bKTfsj7F6GP5bTa2Xf02veKqu3Pnzg233HJLOPbYY5O/m7FIR+xH8e/pMccck8wDiCW4q1Mm49/c8847r8729EfKneC/iPJzWVeuXFnQNfkz/AsdLSDdNttss1wd9PrE//jcfPPNybLy1X760582e5+N9FvWpxh9rPa8AX9vaYgYdK8vh79aXI8iP+C/9dZbw4cffrjOefoj5U7wX0T5f0wKfYrPP6+QP0ZQqPiA8JOf/CR3/Nprr4UPPvigWfts7TagtmL0sdrH/t5SLDH4rw7MY1We6up8+fRHyp3gv4g233zz3H5dowN1mT9/fm6/W7duRbkv0mv//fcP7dq1q7dsYlP7bKTfsj7F6GP5bTa2Xf2WQsSgfJ999llv6Vn9kXIn+C+inXfeObc/e/bsgq557733cvv5kzShOcTAP9asrhbrWNfXZ2O5utq5qxvqs/E/WMp8sj7F6GOxZGhMf2vI39v4ufkTNv29pSFzBOr7Gxrpj5Q7wX8R7brrrrn9qVOnJouHbMhLL71U5/XQXPLLfMZJbbUDs+r5A9lsNrz88ssbbE+fpSGK1cfyX58yZUqD2mzTpk0yyROa+je0mv5IORP8F9G+++6bm70f/1jEFQM3NNknf9n7Aw88sOj3SLq8++674bPPPssdx9V/a09UGzRoUO54woQJG2zz6aefzu3rs2xIsfrYAQcc0Og28/9Ww4bkB/O1/4ZW0x8pZ4L/IucGHnTQQTUqA6zPfffdFz7//PPcT9sxPxua029/+9vc/qabbhr22GOPOkuHFtpnYw3sJ598ss5roT7F6GP5r48bN26dyey15X+ufkuhYt+KfbLa0KFD6zxPf6ScCf6LLC4Fnv8/7mnTptV53rJly8JFF11Uo6RY27ZtS3KPVK6GLAQzceLE8LOf/Sx3PGLEiDr72KhRo3I/ZcfFbGKJ0Pqcc845ScWLaPDgwWHAgAEN/AakUTH62MCBA5Mtiuefe+659bZ500035VZojYs7jRw5sknfh8oVy3AWWooz5uSfccYZNVJ79EcqUpai22+//bLxX3Xctttuu+wrr7xS4/2PP/44e/DBB+fO6datW3bRokUtdr9UjltuuSU7cODA7JgxY7Kffvppned88cUX2euuuy670UYb5frYZpttlp07d2697V544YW5c+N1d911V433V65cmT3nnHNy58RtwoQJzf79KG8/+clPcv/3HzJkSIOuLUYfGzduXI3z4/WxnXzxc/L/t3DJJZc06L5pXf1x5syZ2T59+mR/+tOfZmfNmlXnOWvXrs0+/PDD2W233TbXfiaTyT7yyCPrbVt/pFxl4v/X0g8grV38uW/vvfcO8+bNS47jCoFDhgwJffv2TUYS4k+CceQ/iiOxjz76aI10IahP/DWpeuXe2HdihYi4de3aNRltmjNnTpg0aVKNPP9Yozr2sfWlla1atSpZvn78+PG51/r375+McsWqFM8880yuP0eXXHJJjV+uaH2GDx+erIJauzRhdRnDOJK/4447rnPd2LFj68yLLlYfu/DCC8Pll1+eO46fHRe3i3MNXnzxxWR9i2oHH3xwcn9+ZU1vf5w1a1bYfvvtc8fbbbdd0g9jVbRYHS3+N/q5555b57Ouueaa8KMf/WiD96k/UpZa+ukjLaZPn57dY489aowC1N622GKLZHQBGjLyv74+VXvbe++9s6+//npBbcdfEr797W+vt7127dplr7jiiqJ/T1pe/qhnQ7Y4slrKPhZHaS+77LLkuvW1O2LEiOzixYub6d8Oldof43FDru/du3f2wQcfLPg+9UfKkZH/Eop5hXfeeWe44447ktz/OEIRawHvsMMO4Zvf/GYygptfgx02JFaIiqNHMZ8/Vop65513krrTCxcuDGvXrk0m9cZRrVhd5Zhjjglf/epXG/wZ8ZepMWPGJL8gxJHYOBq29dZbh0MPPTSccsopynumRBwRLXS9knwzZ85Mri11H4uLL8W5BI8//ngyQTP+0hDrs8d5A3HOwbBhwxrcJq2vP8YQKP73OPa9+Hc07lf/DY2/yG+yySZJv4n5+4cffng46qijaiyUWCj9kXIi+AcAgJRQ7QcAAFJC8A8AACkh+AcAgJQQ/AMAQEoI/gEAICUE/wAAkBKCfwAASAnBPwAApITgHwAAUkLwDwAAKSH4BwCAlBD8AwBASgj+AQAgJQT/AACQEoJ/AABICcE/AACkhOAfAABSQvAPAAApIfgHAICUEPwDAEBKCP4BACAlBP8AAJASgn8AAEgJwT8AAKSE4B8AAFJC8A8AACEd/j8cX9RYnTAOUgAAAABJRU5ErkJggg==", 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" ] @@ -86,7 +86,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 3, "id": "61f53c82", "metadata": { "execution": { @@ -99,15 +99,15 @@ "outputs": [ { "data": { - "image/png": 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nnNh2223bfY0UVDRJ6dcDBgxo9ZyUSt3k3XffjTlz5sSQIUPafe8ls2fEmzf8LDrik6O/0aHzAICe7Y2xHetbLJkzI/e2QCXUeoywdNqsmHHhtdERn7jo9A6dBwD0XNPPv65D56U+CdTlwMPcuXPjrLPOKhV7+973vtfh6zTZYIMN2nTOhhtu2Gw/BRYdCSqKy5bGoulvtvs8AICV0begnvWIGGHx0ljy6lvtPg8AoCX6FfQk3TLw8P/+3//LZhEl1157bfTv379D15k/f35pe7XVVmvTOSseV34NAAC6IIW6EmnUUrdrjhgBAKBOiBHqUpcXl/7LX/4SN998c7Y9evToZoXc2isVjmuS1oBtixUDmEWLFnX4/gAAQOeJEQAAoGfr0oGHBQsWxOmnf7R26XrrrRdXXnllp65Xvl7r0qVL23TOkiVLmu23dRYUAACQPzECAAD0fF261FJap/WNN97Itn/84x/H4MGDO3W9QYMGtXtW0orHlV+jPQp9+8WAIRt16FwAgJas9onNO3Te4jkzsvpT1aogpZl6iREG9It+m7atrgQAQGv6f2rTDp239K1ZWe2paiZGqD9dNvDw7LPPxlVXXZVtp9TplELdWWlGVJNZs9pWrX3mzJnN9tddd90O3TsNOmzxlW906Nxo6NhpAEDP1tG+xT9++zOFqalJPS1G6Lfp+rHJJad26NyIxg6eBwD0VB3tV0z7/i9jyavTcm8PVOXAwwsvvBCNjR91pqdOnRp77LHHSo9tKiqXzJgxo9mx5513Xhx66KHZ9jbbbFN6f/bs2dl6ruWp1S1J9y4PKIYMGdLB7wgAAOgMMQIAANSHLl1qqcmUKVOyV1ukdVmfeOKJFgOOFFT06tUrC1aKxWI8//zzqwxWmmZVNdl222071H4AANqhxtOoU3/0jjvuiNtuuy1eeumlbBb9OuusE1tssUUceeSRMWbMmE4vD9QeZ599dvx//9//V9rffPPNS0sV1TIxAgBAHanxGKEr+ukPPPBAjB07NiZMmBBvv/129O/fPzbZZJM4+OCD45RTTolhw4ZFLevS4tJ5SzOXyoOIBx98sNVzHnroodL2iBEjuqxtAADUvkmTJsXuu+8eJ554Yvznf/5nNjM+FSJOS/M8/vjj8a1vfSs+/elPx3333dct7XnyySfjZz/7Wbfcq1aJEQAA6G6d6afPmzcvjjvuuBg5cmTcfPPN8eqrr8bChQvjvffei4kTJ8aVV14ZO+64Y1x66aVRy7ps4CHNBEszjtryuuGGG5qNDJV/LV2n3OGHH17avvHGG1fZhrfeeisbOWrpXAAA8lf438Jx3f7Koe3Tpk2LAw88MJsxn30vhULst99+cfLJJ8dhhx0Wq622Wmk5n9SvHD9+fHSlZcuWxVe/+tXS0kQ9gRgBAKD+1HKMkHc/fdmyZXHEEUdkGdZNtt9++2zi0zHHHBMbbbRR6bhzzz03LrrooqhVNZXxkKQCdAMHDsy2J0+eHNdff/1Kjz3nnHOioeGjys577rlnDB8+vNvaCQBAbTn++ONj+vTppQ+6n3vuuWz2/K9//eu49957s+yHNDDRFAgcffTR8f7773dZey677LJsxlNT21g5MQIAAN2lM/30iy++uDSBKWXupuVd07XSkktpMCIt1ZSyrJtccMEFzbJ1a0m31HjI0/rrr5+tn5UeUnLWWWfFmmuumY0INUmBYCo4lx5ck06npqRRsp4z2QwAqGU9cH3USktLJz3yyCPZdr9+/eJPf/pT7LDDDs2OSXUd7rnnnizt+fXXX4933303Lr/88vjhD3/YJUs+XXLJJdn2l7/85SwN+9Zbb839Pj1FpWKENIuuVy+/kABAZXXVzH7y7afPnj07fvKTn5T2f/rTn2ZLLpVLsUiKMdKkpzQQkbJ9v/vd78Zjjz0WtabmMh6SFDA0rcW6aNGiOPbYY7MAMKVcp4eVZqilkacmF154YZYmDwBANyhW4NVJV199dbPZ8ysOOjRJs+rL052vu+66WL58eeQpBRcpdTvVlkhFrcuDE1ZOjAAAUMVqMEbIu58+duzYWLBgQba99dZbx2mnnbbSY9PgQ69eH310n2rNpWzsWlOTAw99+/aNP/7xj81mMJWnpMyYMaN03A9+8IM4//zzK9haAACq2fz585ut+X/SSSet8vijjjoqBg0alG2nrIeHH3441/Zcc8018eijj2bbV1xxRTabn9aJEQAA6Eqd7afffffdpe00OSbVlFuZzTbbrDSpJrnrrrui1tTkwEOy1lprZQHEX//61/jKV74SQ4cOjdVXXz17PxXk+OY3vxn//d//nRXhAACAlUlpy2nWUlNGw6677rrK49NarKk2QJM8i0ynwsff+c53su199tknK2xN24kRAADoCp3tpy9evDgmTJhQ2t9///1bPeeAAw7okpijrmo8pBGe9OqItI5WegEAUAW6KK25TfftoJdffrm0nZZY6tOn9S5yKkicPtxe8fzOOvPMM+PDDz/M1nZNyzitahZUTydGAADoIWowRsi7nz558uRobPyogHA6d+edd25TzNEkz5ijrgYeakWhodItAADo2d4Y+7MOnbd4zkfL6HRECgKapDoAbZFSn8sLzOXh9ttvj//4j//Its8555zYdtttc7kuXagQ0bv3RwEkAEDF9PC5KpWIEfLup08uiznSEk0pi7o9MUda4nXOnDkxZMiQqBUGHgAAyFWhEzOLFk1/M7rb3LlzS9sbbLBBm87ZcMMNmwUBebThrLPOKhWa+973vtfpawIAQLWotRgh73763E7GHE1xRy0NPNRsjQcAAMiruHST1VZbrU3nlB9Xfn5H/b//9/+yGUzJtddeG/379+/0NQEAgOrop8/vZMyx4jVqgYEHAADqWir01iSt2doW5QHHokWLOnX/v/zlL3HzzTdn26NHj25WRA4AAKiMPPvpizsZc+QRd3Q3Sy0BAJCvShSO64Ty9VWXLl3apnOWLFnS7hlLLVmwYEGcfvrp2fZ6660XV155ZYevBQAAVavGYoS8++kDOhlzdDbuqAQDDwAAVI3VPtG24s4tFY4rLmtbB35FgwYNavcsovLjys9vr7RG7BtvvJFt//jHP47Bgwd3+FoAANATVSJGyLufPqiTMceK16gFBh7aqhhRaKx0IwAAam+2UHtsccI3OnTeP27+WYeLzqUZTE1mzZrVpnNmzpxZ2l533XU7dN9nn302rrrqqmw7pW2n9G1qS6FQjF69evAvJABQM32Snqy7Y4Su6Kev18mYozNxR6UYeAAAIF81Fvdss802pe0332xbYDJ16tTS9rBhwzp03xdeeCEaGxtL19tjjz1WemxTQbtkxowZzY4977zz4tBDD+1QGwAAoFvUUIzQFf30bcpijtmzZ2c1H8qXX2ot5kiDDkOGDIlaYuABAIC6tu2225a2J06cGMuXL48+ffq0OguqpfM7asqUKdmrLdKasE888USLwQ4AAJCfvPrp22yzTfTq1Ssb0CgWi/H888+vckCjK2KO7tar0g0AAIBK2muvvaJ///6lInJPP/10q0XeJkyYUNofMWJEl7cRAACoXQMGDGg20PDggw+2es5DDz1U0zGHgQcAAPKti1WBV2dSt1ORtgMPPLC0f+ONN67y+D/+8Y/x4YcfllKe99133w7dd8yYMdlsp7a8brjhhtJ5m2++ebOvpesAAEDVqrEYoav66YcffnibY4633norHnjggRbPrRWWWmqj7A9sQ6VbAQDwv51ocnXmmWfGfffdVwoCvv71r8enP/3pjx23cOHCOP/880v7p512WqvLMtFzFVJA1euj9X8BACrZJ6H6jR49Oi688MIsy3ry5Mlx/fXXx1e/+tUWjz3nnHOioeGjD6P33HPPGD58eNQaGQ8AAOSrWIFXJ6Wib/vss09pKaUvfOELWVG5cnPnzs1mGr322mulbIcUELTkjTfeiEKhUHq1NqMJAAB6tBqMEfK2/vrrx9lnn13aP+uss+LOO+9sdsyyZcviO9/5Ttx2222l9y699NKoRaZnAQBARNx6662x2267xYwZM7KBg5122in222+/GDp0aFYYbty4cVnGQ5KyHFKQsPbaa1e62QAAQI0477zz4tFHH43x48fHokWL4thjj41LLrkky2hYvHhxPPzww1k80iRlSKSYpBYZeAAAgIjYZJNNsgBg1KhR8fzzz2frsqaibysWfhsyZEi2lmt5XQgAAIDW9O3bN6sZl5Zsbcp2mDhxYvZa8bgLLrggzj333KhVBh4AAMhVLdegGDZsWDzxxBNx++23Z+nNL730UsyaNSvLbNhyyy3jyCOPjJNOOikGDx5c6aYCAEDNqOUYIW9rrbVW3HHHHXHqqafG2LFj4/HHH8+yHNJgw6abbhoHH3xwnHLKKbHttttGLTPwAAAAZfr16xcnnnhi9uqoT37yk1nGRF7GjBmTvQAAgOrRmX76yJEjs1dPZeChHQoNhuYAAICPFAoRfXo3VroZAECdS30SqDYGHgAAyJe5GgAAQDkxQt3pVekGAAAAAAAAPYeMBwAA8mU2EwAAUE6MUHdkPAAAAAAAALmR8dBWxYiCunEAQDUwWwiqRDF69xIkAACVJkCg+hh4AAAgV4VKNwAAAKgqYoT6Y6klAAAAAAAgNwYeAAAAAACA3FhqCQCAfJeXrcQSs5a1BQCA6iRGqEsyHgAAAAAAgNzIeGiHQkOlWwAAAFSLQiGiT6/GSjcDAKhzqU8C1cbAAwAAuUkxT6ECKc1iLQAAqE5ihPpkqSUAAAAAACA3Mh4AAMiXIm4AAEA5MULdkfEAAAAAAADkRsZDG6V1yArqxgEAVaAS66MCH1eIouLSAEBV9Emg2hh4AAAgX+IeAACgnBih7lhqCQAAAAAAyI2BBwAAAAAAIDeWWgIAID+pLlYl0qilbgMAQHUSI9QlGQ8AAAAAAEBuZDy0Q6+GSrcAAKAGmFlEnSgUIvr2FiQAAJXvk1Q9MULdkfEAAAAAAADkxsADAAAAAACQG0stAQCQq4oUjgMAAKqWGKH+yHgAAAAAAAByY+ABAAAAAADIjaWW2qoYUWiQEwQAVIFq75JUe/sgJ4UoRt9eDZVuBgBQ51KfpOrVQBPJl4wHAAAAAAAgNwYeAAAAAACA3FhqCQCAXBWkUQMAAGXECPVHxgMAAAAAAJAbGQ/tKS7dWOlGAABUeWG2YoXaV80/E3qsQqEYfXoJEgCAyvdJqpoYoS7JeAAAAAAAAHJj4AEAAAAAAMiNpZYAAMiXlGYAAKCcGKHuyHgAAAAAAAByY+ABAAAAAADIjaWW2qiQRmkaKt0KAICP+iXV3LZCBdKoq/lnQs+V/tz167W80s0AAOpctfeFxQj1ScYDAAAAAACQGxkPAADkS+E4AACgnBih7sh4AAAAAAAAcmPgAQAAAAAAyI2lltqqWIxCo5wgAKAKFKu4T1JMheMq0L4q/pHQcxWiGH16NVa6GQBAnUt9kqomRqhLMh4AAAAAAIDcGHgAAAAAAAByY6klAADyJaUZAAAoJ0aoOzIeAAAAAACA3Bh4AAAAAAAAcmOppXYoNFS6BQAA1a8gjZo60atQjH69lle6GQBAnUt9kmpXA00kZzIeAAAAAACA3Mh4AAAgX2YzAQAA5cQIdUfGAwAAAAAAkBsDDwAAAAAAQG4stdSOAiiFRjlBAEDlVXthtmpvH+SlEBF9C42VbgYAUOdSn6TaiRHqj4wHAAAAAAAgNwYeAAAAAACA3FhqCQCA/KQU6kqkUUvdBgCA6iRGqEsyHgAAAAAAgNzIeAAAIFcKxwEAAOXECPXHwENbFSN6LfcbAgBUAV0SqAqFQjH6915e6WYAAHUu9Umg2lhqCQAAAAAAyI2MBwAA8mXCFQAAUE6MUHdkPAAAAAAAALkx8AAAAAAAAOTGUkvtUGiodAsAAKpbIb2KlbkvdLdeUYx+vRSXBgAq3yepZmKE+iTjAQAAAAAAqK2BhzfeeCN+9atfxVe+8pX4zGc+E+uss0707ds31l133dhxxx3j9NNPj4ceeqhD137qqafizDPPjO222y7WXHPN7JW203vpawAAQHURHwAAQM/WpUstPffcc3HGGWfEk08+2eLX33vvvew1ceLE+OUvfxn7779/jB07NjbbbLNWr7106dL41re+FVdddVUUi81zdV5++eXsde2118Y3vvGNuPzyy7NABgCALpa6ZSv0zbrtvlQ98QEAQB0SI9SlLh14mDx58seCiq233jq23377GDx4cLz//vvx2GOPxbRp07KvPfjgg7HnnnvGI488EltuueUqr33qqafGTTfdVNpPx++xxx7Z9oQJE+L111/PAo6f/vSnMW/evPj1r3/dJd8jAADQNuIDAACoD91SXHqrrbaKr371q1kq9cYbb9zsa42NjXHjjTfG17/+9Vi4cGFMnz49vvzlL2cBR6HQcgmQ3/zmN6WgolevXvHjH/84zjrrrGy76Zo///nP45vf/Ga2nY7fb7/94sQTT+yG7xYAoL5VonActUV8AABQX8QI9adLBx422mijuOGGG+KEE06I3r17t3hMCgZOPvnkbF3XI488sjQj6S9/+UscfPDBHzt+yZIlccEFF5T2v/3tb8e//uu/fuya6b2ZM2fGZZddlr13/vnnx3HHHRf9+vXr2DdTjCg0+g0BAKqALgk1qkfFBymAjmL0LTR0+HwAgDykPgnUVXHpNItozJgxKw0qyh1xxBGx2267lfb//Oc/t3jcvffeG2+99Va2vdZaa8V555230mumYCIVk0vefPPNlV4TAADoeuIDAACoD1068NBee++9d2n7jTfeaPGYu+++u7R97LHHxuqrr77S66WvHXPMMaX9u+66K7e2AgCwquJx3fyiRxIfAAD0EGKEulNVAw/la7Y2NLScsvy3v/2ttL3//vu3es0DDjigtD1+/PhOtxEAAOge4gMAAKhNVTXwMHHixNL2pptu+rGvf/DBBzFjxozS/vDhw1u9Zvkxb7/9dsybNy+XtgIAAF1LfAAAALWpS4tLt8fUqVObzTgaOXLkx46ZPHlys/3NNtus1euueEy6xq677tru9i2cPzOee/zq6Ijhu57ZofMAgJ7t2af+vUPnLVwwK6pZobHSLaAnqPb4IHlnygdx++hxHTp39M2tZ2cAAPVl7AkPdui8d6ZU/0QKMUL9qZqBh7PPPruUPp2CgcMOO+xjx8ydO7e0nYrCrbbaaq1eN63jusYaa8SHH36Y7b/77rsdal9Dw9KYN++jonUAAHnQt4DajQ+SZQsbYvoL73X4fACAcvoV9CRVsdTS2LFj4w9/+ENp/9JLL43+/ft/7Lj58+eXttsSVLR0bPk1AADoAUXjFI/rccQHAAA9iBihLlV84OHpp5+OM844o7Q/atSoOP7441s8dvHixaXtfv36tfke5UHKokWLOtxWAACga4kPAACg9lV04OEf//hHljLdFDDsuOOOce211670+AEDBpS2ly5d2ub7LFmypEMzoQAAgO4jPgAAgJ6hYjUeZsyYEQcddFDMnDkz299yyy3j/vvvz9ZmXZlBgwZ1aGZS+bHl12iP3r37xcCBG3ToXACAlqy55qYdOm/BgllZ/alqVZDSTB3EB0nf1XvHkK1W3j4AgPb4xI7rdOi8Oa/Ny2pPVTMxQv2pyMBDKgKXgoopU6Zk+xtttFGMGzcu+/+qrLfeeqXtefPmZTOhymc5tWThwoWlwnHJuuuu26E2p0GHXXb5WofOjUa/WQDAx3W0b/HMM9coTE2PUovxQbL+VmvGKb/dp4NnV/eHAwBA9/tqB/sVv/7KI/G2wtTU+1JLKSA4+OCD46WXXsr2Bw8enAUVW2yxRavnbrPNNs3233zzzVbPmTp16iqvAQAAVI74AAAAep5uHXhYsGBBHHLIIfHMM89k+2uttVaWPr3ddtu16fx0fPmsp+eee67Vc5599tnS9sYbb7zKVG0AADqrGFGswCvdl5ojPgAAqAdihHrUbQMPKe35i1/8Yjz66KPZ/uqrrx5//vOfY5dddmnXdQ444IDS9oMPPtjq8Q899FBpe8SIEe26FwAA0DXEBwAA0HN1y8DDsmXL4qijjorx48dn+/3794977rkn9t5773Zf6/DDDy9t33HHHassIpe+duedd7Z4LgAAUBniAwAA6Nm6fOChoaEhjj/++Ljvvvuy/T59+mSd/ZEjR3boemlW1CabbJJtv//++/GDH/xgpcdefPHF2THJ5ptvHl/4whc6dE8AANqmkF7FCrwq/Y3TZuIDAID6IkaoT3268uLFYjFOOeWU+P3vf5/t9+rVK26++eYsOOioNBvqwgsvzK6bXHrppbH++uvHv/zLv2TXTxobG+MXv/hFXHbZZaXzLrrooujXr18nvpmIwvLGjp8PAJAXS5VSo3pUfJDaXyjGgF7LOnUNAIDOSn0SqKuBh2uuuSbGjh1b2h86dGj8/e9/z15tkYKDlpx88snZ+q0pSElBxDe+8Y34+c9/HnvssUf29QkTJsSUKVNKx5900klx4okndvr7AQCgFZWq4SbWqgniAwCAOiRGqEtdOvAwe/bsZvuvvvpq9mqrlQUWyfXXXx9rrbVWXH311dnMqRRIlAcTSaFQiK9//etx5ZVXdqD1AABAnsQHAABQH7p04KErpbToq666Kk444YT4zW9+k81wevvtt7OvbbzxxrH//vtn6da77rprpZsKAAB0MfEBAADUycDDBRdckL260m677Za9AACoDpaYZWXEBwAA9UmMUH9qNuOh26Xi0g1+QwCAKqBLAlWhVxSjv+LSAEAV9Emg2vSqdAMAAAAAAICeQ8YDAAD5KppxBQAAlBEj1B0ZDwAAAAAAQG5kPAAAkCuF4wAAgHJihPoj4wEAAAAAAMiNjIc2KkQxCg2NlW4GAEDWLwGq43exb6Gh0s0AAOqc+IBqZOABAIB8iXsAAIByYoS6Y6klAAAAAAAgNwYeAAAAAACA3FhqCQCA/BQjCpVIo5a6DQAA1UmMUJcMPLTnF0RxaQCgGuhAQ1XoFcUYUFhW6WYAAHUu9Umg2lhqCQAAAAAAyI2MBwAA8tVoxhUAAFBGjFB3ZDwAAAAAAAC5kfEAAEC+TGYCAADKiRHqjowHAAAAAAAgNzIe2qpYjEKDoTkAoAoU9UmgGhQKxehbWF7pZgAAdS71SaDaGHgAACA/xYiKxD1iLQAAqE5ihLpkqSUAACizdOnSuPnmm+OQQw6JzTffPAYMGBAbbbRR7LXXXnHllVfGO++8k/s933jjjfjVr34VX/nKV+Izn/lMrLPOOtG3b99Yd911Y8cdd4zTTz89HnroodzvCwAAVKaf/tRTT8WZZ54Z2223Xay55prZK22n99LXap2MBwAA+F+TJk2KUaNGxfPPP9/s/ZkzZ2avxx9/PK644oq44YYbsoGJznruuefijDPOiCeffLLFr7/33nvZa+LEifHLX/4y9t9//xg7dmxsttlmnb43AADQ/f30pUuXxre+9a246qqrorjCMrovv/xy9rr22mvjG9/4Rlx++eXZQEctMvAAAEC+arQGxbRp0+LAAw+M6dOnZ/uFQiH23XffGDp0aMyZMyfGjRsXixYtitmzZ8fhhx8e999/f4wYMaJT95w8efLHgpmtt946tt9++xg8eHC8//778dhjj2VtSx588MHYc88945FHHoktt9yyU/cGAIBuU2MxQlf200899dS46aabSvvp+D322CPbnjBhQrz++uvZgMRPf/rTmDdvXvz617+OWmTgoa3S78byxkq3AgDAWqVd5Pjjjy8NOqQllu65554snbpJWmLpuOOOiwceeCCWLVsWRx99dEyZMiXWXnvtTt97q622iq9+9atZCvfGG2/c7GuNjY1x4403xte//vVYuHBh1sYvf/nLWaCTBkeonF5RjAG9llW6GQBAnUt9ErpG3v303/zmN6VBh169esWPf/zjOOuss7Ltpmv+/Oc/j29+85vZdjp+v/32ixNPPDFqjRoPAADkJnWvU+G4bn91st333XdfNjsp6devX/zpT39qNuiQpJlNaTCiaQbTu+++m6U+d0aqHZGWbUpLPJ1zzjkfC2aSFIScfPLJ8dvf/rb0XpoJ9Ze//KVT9wYAgO5QizFCV/TTlyxZEhdccEFp/9vf/nb867/+a2nQoema6b20FFOT888/P1ueqdYYeAAAoO5dffXVpe3Ro0fHDjvs0OJxAwcOjIsuuqi0f91118Xy5cs7fN80e2nMmDHRu3fvVo894ogjYrfddivt//nPf+7wfQEAgO7tp997773x1ltvZdtrrbVWnHfeeSu9ZhpsSMWmkzfffLMm+/4GHgAAqGvz58/Plk9qctJJJ63y+KOOOioGDRpUynp4+OGHo7vsvffepe033nij2+4LAAB0rp9+9913l7aPPfbYWH311Vd6vfS1Y445prR/1113Ra0x8AAAQL6KFXh1QlqDNaU9N2U07Lrrrqs8fsCAAVnhuCbjx4+P7lK+VmxDQ0O33RcAAOopRuiKfvrf/va30vb+++/f6jUPOOCAisQceTHwAABAXXv55ZdL22mJpT59+rR6zvDhw1s8v6tNnDixtL3pppt2230BAICO99M/+OCDmDFjRovxxMqUH/P222/HvHnzopa0HlVRUmhsrHQTAAB6tGef/PcOnbdg/swO33Py5Mml7c0337xN52y22Wal7VRwrjtMnTq12UynkSNHdst9WblCFKNfQeYJAFD5PklPVokYIe9++uSymGPFeGJlVjwmXaO17OxqYuABAIAcFaNQ7HjgM++DqdHd5s6dW9reYIMN2nTOhhtuWNpOdR66w9lnn11K205ByGGHHdYt9wUAgHqLEfLup88tizlS0ejVVlut1eumOg9rrLFGfPjhh90ad+TFUksAAES9F5du0pYAYMXjys/vKmPHjo0//OEPpf1LL700+vfv3+X3BQAAOt9Pn9+BmKMScUeeDDwAAFDXFi9eXNru169fm84pDyYWLVoUXenpp5+OM844o7Q/atSoOP7447v0ngAAQH799MUdiDm6O+7Im6WWAADIT8qgrrGyWAMGDChtL126tE3nLFmypEMzltrrH//4R5aq3RSo7LjjjnHttdd22f0AACB3NRgj5N1PH9CBmKM7446uYOChrdI6ZMsVjgMAqkAn1ketdmuuuWmHzluwYFY0NLS9A19u0KBB7Z5FVH5c+fl5mjFjRhx00EExc+ZHRfG23HLLuP/++7M1YakOvQrFGFBYVulmAAB1LvVJerJKxAh599MHdSDm6K64o6sYeAAAIFedKRz32V2+1qHznn7mmpg3760OnbveeuuVtmfNmtWmc5qCjGTdddeNvKXicymYmTJlSra/0UYbxbhx47L/AwBAram1GCHvfvp6ZTHHvHnzskyJ8iyIlixcuLBUWLqr4o6upMYDAAB1bZtttiltv/nmm206Z+rUqaXtYcOG5dqeFIgcfPDB8dJLL2X7gwcPzoKZLbbYItf7AAAA3dNP36Ys5mhr3FEec7R0jWpn4AEAgLq27bbblrYnTpwYy5cvb/WcZ599tsXzO2vBggVxyCGHxDPPPJPtr7XWWlna9nbbbZfbPQAAgO7tp6+11lrNsiKee+65dsUcG2+8cc0tuWrgAQCAfBUr8OqEvfbaK/r3718KKJ5++ulWC7xNmDChtD9ixIjIQ0q3/uIXvxiPPvpotr/66qvHn//859hll11yuT4AAFRMjcUIXdFPP+CAA0rbDz74YKvHP/TQQ7nHHN3JwAMAAHUtFWk78MADS/s33njjKo//4x//WFprNa2zuu+++3a6DcuWLYujjjoqxo8fn+2ngZB77rkn9t57705fGwAAqHw//fDDDy9t33HHHassMp2+duedd7Z4bq1QXLqtisUoLG+odCsAALJ+Cfk688wz47777isNPHz961+PT3/60y0WeDv//PNL+6eddlr06dO5LnVDQ0Mcf/zxpfun66UgY+TIkZ26Ll2vEMUYUFhW6WYAAHUu9UnIX9799C9+8YuxySabxLRp0+L999+PH/zgB3HJJZe0eOzFF1+cHZNsvvnm8YUvfCFqjYwHAADyk6U1Fyvw6lyzDz300Nhnn31KSymljv0LL7zQ7Ji5c+dmM41ee+21UrbDOeec0+L13njjjSgUCqXXyrIoisVinHLKKfH73/8+2+/Vq1fcfPPNWVACAAA9Qg3GCF3RT+/fv39ceOGFpf1LL700fv7zn0djY2PpvbSd3rvssstK71100UXRr1+/qDUyHgAAICJuvfXW2G233WLGjBnZwMFOO+0U++23XwwdOjTmzJkT48aNyzIeymc7rb322p265zXXXBNjx44t7ad7/f3vf89ebfGLX/yiU/cHAAC6r59+8sknZ/Ud0iBGGmT4xje+kQ007LHHHtnXUy25KVOmlI4/6aST4sQTT4xaZOABAIBcFWo00zulPae1W0eNGhXPP/98NsspBQUrFn4bMmRI3HDDDc3qQnTU7Nmzm+2/+uqr2autDDwAAFALai1G6Mp++vXXXx9rrbVWXH311VnMkQYaygcbkpQ1nZZ/vfLKK6NWGXgAAID/NWzYsHjiiSfi9ttvj9tuuy1eeumlmDVrVpbZsOWWW8aRRx6ZzToaPHhwpZsKAADUoH79+sVVV10VJ5xwQvzmN7/JJjq9/fbb2dc23njj2H///bNlnnbdddeoZQYeAABghUAgpTN3JqX5k5/8ZDZ7qTUXXHBB9gIAAKpHd/TTd9ttt+zVUxl4aI+yQh8AAKxEGz5wh56gVxSjb2F5pZsBANS51CepemKEutOr0g0AAAAAAAB6DgMPAAAAAABAbiy1BABAbgrp1ViZ+wIAANVHjFCfZDwAAAAAAAC5kfHQngIoyxsq3QoAAIXZoEoUohgDFJcGAKqgTwLVxsADAAD5KVZoYESsBQAA1UmMUJcstQQAAAAAAORGxgMAAPkyswgAACgnRqg7Mh4AAAAAAIDcGHgAAAAAAAByY6mltkoFUBoaKt0KAIDKFGZrs2IUKtK+av6Z0FMVIqJvobHSzQAA6lzqk1Q3MUI9kvEAAAAAAADkxsADAAAAAACQG0stAQBQR0tBAQAA3U6MUHdkPAAAAAAAALmR8dBWxYjicsWlAYAqUKzytlWi1m41/0zosXoVijGgIEYAACrfJ6lqYoS6JOMBAAAAAADIjYEHAAAAAAAgN5ZaAgAgVwWF4wAAgDJihPoj4wEAAAAAAMiNgQcAAAAAACA3llpqq5QOtHx5pVsBAPBRv6SaVXv7IMdZXAMK/rwDAJVVEzPLxQh1pyb+XAIAAAAAALXBwAMAAAAAAJAbSy0BAJCjYoXSqKVuAwBAdRIj1CMZDwAAAAAAQG5kPLRZMaKhodKNAACo7pk7qWmNFbovdLNCRPStdCMAgLqX+iRVTYxQl2Q8AAAAAAAAuTHwAAAAAAAA5MZSSwAA5KpQkcJxAABAtRIj1B8ZDwAAAAAAQG4MPAAAAAAAALmx1FJbFYtRXL680q0AAMj6JVWt2tsHOc7iGlAwlwsAqKya6I2IEepOTfy5BAAAAAAAaoOMBwAA8lOs0GwmE6gAAKA6iRHqkowHAAAAAAAgNwYeAAAAAACA3FhqqY0+aHwn/rLgpmx7rcLg2K3/wZVuEq14csl/xQfFd5q959nVBs+udnl2tclzq0HVnjKscBx14ulnl8XgTaZn27sO7xfj/rR+pZtEK0YeNjueenZps/c8u9rg2dUmz612eXa1pRCFqHpihLoj4wEAAAAAAMhNzQ88LF26NG6++eY45JBDYvPNN48BAwbERhttFHvttVdceeWV8c47zWdwAgAAPZf4AAAAKq+ml1qaNGlSjBo1Kp5//vlm78+cOTN7Pf7443HFFVfEDTfckAUeAAB0g8ZKN4B6JT4AAKhSYoS6U7MDD9OmTYsDDzwwpk//aE3VQqEQ++67bwwdOjTmzJkT48aNi0WLFsXs2bPj8MMPj/vvvz9GjBhR6WYDAABdQHwAAADVo2YHHo4//vhSUJFSqO+55574zGc+U/p6SqE+7rjj4oEHHohly5bF0UcfHVOmTIm11167gq0GAAC6gvgAAACqR00OPNx3333xyCOPZNv9+vWLP/3pT7HDDjs0O2bw4MFZsLHjjjvG66+/Hu+++25cfvnl8cMf/rDzDSgWo7hseeevQ9cqFlt8z7OrAZ5d7fLsapPn1jOeWdUoRqEi7avmnwk9Pj5IxfMKhehf6JvLteg66Tm19J5nV/08u9rkudUuz672n1d1ESPUo5osLn311VeXtkePHv2xoKLJwIED46KLLirtX3fddbF8uQ9RAACgJxEfAABAdam5gYf58+dn6dFNTjrppFUef9RRR8WgQYOy7TSr6eGHH+7yNgIA1K00qSjNZur2V6W/cSpFfAAAUOXECHWp5gYeHnvssViyZElpxtKuu+66yuMHDBgQe+65Z2l//PjxXd5GAACge4gPAACg+tTcwMPLL79c2k4p1H36tF6mYvjw4S2eDwAA1DbxAQAAVJ+aKy49efLk0vbmm2/epnM222yz0vakSZM63Yb58X481fDXNh+/a2FEp+9JR7SUT1WMaGyoQFtoH8+udnl2tclzq5Snih2baT0/Poiq1iinmfqKD5KXJi2N/Q+b3ubjH/2PTXO5L+1TWMl7fQu9K9Aa2sOzq02eW+3y7Cpj7y+81eF+SNUTI9Sdmht4mDt3bml7gw02aNM5G264YWk7rePaWQ3REB9E568DANQ3/QnoGfFBMn9BMSY889GSTwAAHaEvQU/SqxaLxzVZbbXV2nRO+XHl5wMAALVNfAAAANWn5jIeFi9eXNru169fm87p379/aXvRokWtHv/6669HNSyjQOe0tAxFes/zqH6eXe3y7GqT59Yz5N1/6ZSiNGp6VnzQFb9jHV1Kgc55sYWlKNJ7nkf18+xqk+dWuzy72ldV8UEiRqg7NTfwMGDAgNL20qVtW79syZIl7ZoFtXDhwsiTZRSqh2WyapdnV7s8u9rkudWevPsvUCu6Iz7oit8xSylUD8tk1S7PrjZ5brXLs6st4gMqreYGHgYNGtTu2Unlx5WfDwBAF8xkqsRsJjOo6pb4AACgyokR6lLN1XhYb731StuzZs1q0zkzZ84sba+77rpd0i4AAKD7iQ8AAKD61NzAwzbbbFPafvPNN9t0ztSpU0vbw4YN65J2AQAA3U98AAAA1afmllradtttS9sTJ06M5cuXR58+q/42nn322RbPX5mNN9443n777Wbvrb766rHlllt2qM0AAHkXiltxzdbUf6kaUprpYfFBIkYAAKpV1ccHiRih7tTcwMNee+0V/fv3zwrCLViwIJ5++unYY489Vnp8Om7ChAml/REjRrR6j0mTJuXWXgAAoLbjg0SMAAAAPXippVT87cADDyzt33jjjas8/o9//GN8+OGHpfVb99133y5vIwAA0D3EBwAAUH1qbuAhOfPMM5sFFi+99FKLx6UUo/PPP7+0f9ppp7Wadg0AQCc1Frv/RV0THwAAVDkxQt2pyYGHQw89NPbZZ59SqvQXvvCFeOGFF5odM3fu3Dj88MPjtddeK81mOueccyrSXgAAoOuIDwAAoLrU7PSeW2+9NXbbbbeYMWNGvPHGG7HTTjvFfvvtF0OHDo05c+bEuHHjSkVV0iymO++8M9Zee+1KNxsAAOgC4gMAAKgeNTvwsMkmm8T48eNj1KhR8fzzz0exWIwHH3wwe5UbMmRI3HDDDc3WfQUAoAsVGyvdAuqQ+AAAoIqJEepOzQ48JMOGDYsnnngibr/99rjtttuytVxnzZqVzVzacsst48gjj4yTTjopBg8eXOmmAgAAXUx8AAAA1aEmazyU69evX5x44onxn//5nzF16tRsTdcUXDz++OPxrW99q1NBxdKlS+Pmm2+OQw45JDbffPMYMGBAbLTRRrHXXnvFlVdeGe+8806u3wstS6nyv/rVr+IrX/lKfOYzn4l11lkn+vbtm63Lu+OOO8bpp58eDz30UIeu/dRTT2XFCLfbbrtYc801s1faTu+lr9F1zj777CgUCqXXJz/5yXad/8ADD2S/+1tvvXUMHDiw9Och/d5PmjSpy9pdr5599tn4zne+E5/97Gezvwf79+8fn/jEJ2L48OFx8sknZ39Xzpw5s03X8uy6R/p3MP1dlp5R+hmnvzfT33Gf+tSn4phjjsmWJEn/ZrZVmjl81113xZe+9KVs2ZLVVlstmzWc/kxceOGF2b/BkCkWK/eCLo4PEjFCdRAj9ExihNoiRqgt4gMqSoxQlwrF9DcFH5P+YWtK016Z9ddfP0vTTkEH+XvuuefijDPOiCeffLJNx++///4xduzY2GyzzdoUMKYOzFVXXZX9Y9mS1NH9xje+EZdffnn2DzL5Sc90zz33jMbG/0uzS4F7CiBbM2/evDjttNPijjvuWOkx6Xmljs53v/vd3Npcr2bPnp0FgLfcckurx/7zP/9z/OIXv1jp1z277pGKp55yyilxzz33tHpsChDS35t77733Ko+bPn16nHDCCdkSJiszaNCg7O/UMWPGdKjd1Kb0d/mECROavbdWvw1jz42O6/a2PD7j9vhgafMPN/bYY48syIa8iBEqT4zQc4kRaocYobaID+huYgR6xFJLXWXatGnZmq/pL9KmzuW+++7brDDdokWLsn9sDz/88Lj//vtjxIgRlW52jzN58uSPBRRp9sP222+fzVR7//3347HHHsueV5LW701/uT3yyCNZKv2qnHrqqXHTTTeV9tPx6S+eJP3l+Prrr2fBxk9/+tOsI/TrX/+6S77HerRs2bL46le/2iygaM+5RxxxRLPOTfrzkGZsLF68OHv2qaBkOu7cc8/N/n/++efn/B3UjzRDJQXr//jHP0rvbbPNNrHDDjvEeuutlxXonDJlSvbhS1OxzpXx7LpH+rdp5MiRzT4QS7OOdt5552zt8/RvWFp2JP0dl6Tn97nPfS57LrvvvnuL10x/Bx588MHx4osvlt5LxVs//elPxwcffJCdm/4+nj9/frZ8Sa9evbLZagA9jRihOogReiYxQu0QI9QW8QFQSQYeWnD88ceXAoo0wyKNCqf03SYpffq4447LUgHTP3xHH3109pdzWjuW/G211VZZJzSlUW+88cbNvpY6pjfeeGN8/etfzzo16bl9+ctfzoKNFAy25De/+U0poEj/AP74xz+Os846K9tuuubPf/7z+OY3v5ltp+P3228//1Dm5LLLLouJEyeWftdSOmdbXXzxxaVOaVrWIM0mTL+L5bPUvv/978cVV1yR7V9wwQXZs0sv2id1GA844IBSQJG2U5Cd0p1XlH7u6bl8+OGHK72eZ9d9v19NQUX6OzD93NNstJT23CR9YJJmlKXZouk5p7870wctL7zwQovX/Jd/+ZdSUJFSsn/3u981+yBtwYIF2XIWTTPe0rXSciPp727qWKOEWnoeMUJ1ESP0LGKE2iBGqD3iA6qKGKHuWGppBffdd18ceuihpfVhn3766WzkfkXpL9L0j2vTqHBK+fvhD3/Y7e3tydKarKlDk9L3evfuvcpj07qCqVhgkzTDLI3AryitV5jWL3zrrbey/bQe5aWXXtriNdPX0j/STcHlK6+8kv2ZoHPLE+y0007Zc0jBX5p5kWZAtCWNOs0eTLPO0u9ecu2112admZakzmpTqm6a4ZaCTNondQ6vv/76bPvYY4/NOo2t/R6ujGfXfdI6yG+++Wa2nZaBSIHgyvz+97/PPhRrkgKLFf+9SwFF+lCtafbhyv5uTV/fZ599Ss8rLUPSng8M6IFp1Bsc2+1teXzWHdKo6TJihOohRuh5xAi1Q4xQe8QHVIIYgR5TXDpvV199dWl79OjRLQYUSSp2dNFFF5X2r7vuuli+fHm3tLFepFkMaS3AtnRkUnpmSu1r8uc//7nF4+69995SQLHWWmvFeeedt9JrphTOVGgpSf9Qr+yatE0a40yz0lJAkYr//eQnP2nX+WmdyaZOaUqnT+uArkxac7dpdlr6xyStBUzbpRkxTQHFpptumhVu7GhAkXh23SOlPDcFFU2d+1VJy4Csvvrqpf30wcmKrrnmmlJQcdBBB7UYVCTpmaVn1+TOO+9UXBXoUcQI1UOM0LOIEWqHGKH2iA+ASjPwUCatP5dSo5s0zbJYmaOOOiorlpO8++678fDDD3d5G1m58uJHK5sVc/fdd5e20wyN8n9UV5S+dswxxzSbMUXHpQ7Ko48+mm2nVNlUeLE9yp9dCjZXliafpOKB5amenl37pNlG5cXg1lhjjU5dz7Prvn/DyqXgfVX69OlT+uAkWXFN5fRBQPogpq3/Jqa/g5vSpxsaGpqdSx1KCbXd/YIuIkaobWKE6iZGqB1ihNojPqDqiBHqjoGHMikFLM20aJqttOuuu67y+LQGYUofalJeEInuV95RSf+oteRvf/tbaTsVxGpNWrOyiefbcWkGWUpLT1K65cknn9yu81NhsfI0Pc+u66Tfndtuu63Zhyed4dl1n1QkLv271CQViVuVVEgupbg3KV+nPHn11VdLhTkTzw6oV2KE2iZGqF5ihNohRqhN4gOg0gw8lHn55ZdL2yl9Oo32tmb48OEtnk/3aypG1pT6uaJUJGnGjBktPruVKT/m7bffzlIVab8zzzwzKyqW1r9NSw6sajZLSyZPnlyabZHO3XnnnVs9x+9mx6Q1O5v+nKelBoYOHZotEZEKvR144IGx4YYbRv/+/bMijp///OezWWpNH8a0xLPrPn379s2eSZNLLrkkKwy3Muecc07p2aRnm1Lcy5X/7NNz32ijjVptg2dHplih2UwmNNFFxAi1TYxQvcQItUOMUJvEB1QVMUJdMvCwwj9+TVIRq7ZIKX/lRbGojKlTpzYbPU8FyVb1fFd8diuz4jErXoPW3X777fEf//EfpY7Mtttu2+5rlP/cU/p1+ayNtjy7tMxBmr1B65566qlmwXma0ZJSZNMMtPQ7NmvWrFi6dGlMnz49KySWAsbUIS0/r5xn171SAdOm5T2effbZrMBpWj/3tddey2aWpZmFaS3qNKswBYrJdtttV9ou599EgI/4+7B2iRGqlxihtogRapf4AKik1qfr1JG5c+eWtjfYYIM2nZNGecv/8aMyzj777FLqdPqH7bDDDlvl803rFq622mqtXjet4ZrWrkwzcRLPuH3Sz/yss87KtlPH83vf+16Hr9OZ382mZ5dSTVm1psKKTdIMmaaU3GHDhmXLS6Qici+88ELWcW0K6lOabVrDepdddml2vmfXvdIzSuskp78D03OZMmVKtmZuS9Zee+044YT/f3t3HyNXVTYA/FRrqYGkTSkgojS0CsVATCAgrVJMK2oAtYAltAahMVY+gomaiDGRKIYQtf4j4HcEqXwjWIwEdUEFbStvwQZUCmIsWKAtUFssVkrpvnkuzs2d7czu7O7dmbk7v1+y4d7de+dO5zBzzzPPc845J11++eUN5+gdbdtFNVVUukX1G0CViRGqS4zQncQI1SNGqC7xAdBJRjw0WXinlQ7nwOMGLtxDe0S2/qc//Wm+f8UVVzS8kY2kfQceq42H5zOf+UxeiRKLkY20gzHa9+bAx6C5bdu21Q2pjoAigutbbrklGxp73XXXZdUvDz74YFbdNH369LwTGYsxRqVTkbZrv6hievzxx9NVV12VzUXezAc+8IG0ePHipgsDajtGrhNDqLOx253+hzNOiRGqSYzQvcQI1SNGqDbxAd1BjNCLJB4KYphZTcwz2YpiJ2nnzp1j8rxobu3aten888/P9+MmuWTJktLaN2jjkfnVr36VVqxYkW2fe+65dYtKtfu9GbRda1566aW9fveTn/wkLVq0aK/fR5veeeed6XWve+1WEtUz119/fd0x2q79nn/++XTBBRdkQX20Z1QZnXHGGWnZsmXprLPOyodF33zzzWnu3LnpU5/6VMPFNrUdwGvECNUjRuheYoRqEiNUm/gA6BSJh4LivIIDM/LNFBdMGk6FDKP3j3/8IxsuWLv5RRY/KmbKbN+gjYcvOjPRWQn7779/Wr58eUffm0HbtWbg/Kpz5sxJp59+etPj4+/Raa2Jzmqzx9N2Y+9vf/tbtjhfVJxFsBdVTTE0Pio+Y9HGaJ/47Lzhhhuy6STC97///XTxxRfv9VjaDuA1YoRqESN0LzFCdYkRqkt8AHSSxENBbcGd4WRhi8cVz2dsPfvss+nkk09OmzZtyvZnzpyZLWJVu1GW1b4Dj9XGrYl5Wjds2JBtf/Ob38yH2nbqvTnwMWhu4Os0WEDR6JhVq1Y1fTxtN7Z2796dBXix2F+IL1kuuuiiNHFi/XJOEyZMyCo/b7vttvx33/nOd9IDDzxQd5y2Y1T27Gn/D4wRMUJ1iBG6mxihusQI1SQ+oOuIEXqOxENBVF3UbN68uaVzap3aMG3atDF5Xuy9oFEEFDFkMxx88MGpr68v+2+r7fviiy/WDRNsJuakrC0aF7Tx0GIxsSuvvDIfZhtDqDv93gzabvivdXjHO94x5DlHHnlkvh3vl+J7Rtu1T1QtxZy74YgjjhjyvRefo+973/vy/aiCKhpt28W8vxaOA8YDMUI1iBG6mxih2sQI1SQ+ADqtPs3Z4+KDuObJJ59s6Zynnnoq3549e/aYPC9SXTAQCx7FYlYhqmQioDjssMOG1b61Nh74u8Hat9FjsLeHH3447flfVjlevxNOOKHpsbVF5WoVasVjv/SlL6VTTz11r9d9y5YtWUA4cLjvYG0XndIDDjhghP+i3jLwc6yVipSBi49FUFH7nbZrn6jorImAPiqXhjJ//vzsM7Q2H3aReyLAa3wedj8xQvcTI1SbGKGaxAdAp0k8NMnIP/LII9mwtIFD0BpVbjQ6n7GZE/SUU05JDz74YLY/ZcqU7EbaSrVF7fioeIrOa/jTn/40ZJBQbN9DDjlk0GHa7C0qzmpVZ0OJOSL/+Mc/Ngw4op1iPsoIVvr7+9O6desGDVaC9+bIHHXUUXX7O3bsGPKcYvVS7b1Wo+3a5+mnn25aldZMcYqD7du31/2t+NpHpVL8xEJ0g9F25Pr7O/0MoDRihO4mRqgeMUL1iBGqSXxA1xEj9BxTLRXMnTs3H/YVHdiB2d1Gi+SsWbOmLjPM2IgKiA9/+MPpD3/4Qz5E7xe/+EU69thjh/U4keWv+e1vfzvk8b/73e/ybe3bOVH9UuyIaruxE5WBxerAv/71r0Oe8+ijj9ZVH+277775vrZrn+JCbVu3bm15WoqaqVOn1v3t7W9/e3rLW96S72s7oFeJEbqXGKG36We2jxihmsQHQKdJPAwYLrhgwYJ8/9prrx30+Ntvvz3P4seNdN68eWP+HHvRK6+8ks4888x07733ZvsR+K1cuTK9+93vHvZjLVy4MN+++eabB10QKf52yy23NDyX5s4777ysaqWVn+KckTNmzKj7WzxOUfH1H+q9+c9//jPdc889Dc9laLEAWc3PfvazIY8vHtPoc1Dbtcehhx6ab//mN79p6Zza52p429veVve3GIodX+a02narV69Ojz/+eLb9+te/Pn3oQx9q+bkzzvT/r5qp7T+d/oczXokRupMYoVrECNUnRqge8QFdRYzQkyQeBrjwwgvrPkRr84Q2WlDs0ksvzfeXLVs25JBrhu/VV19NS5YsSXfddVe2H69xdPSLCx4NR9wkaxn6bdu2pcsvv7zpsV/96lezY2od3tNOO21E16QcsRBWrUrmscceSz/84Q+bHnvJJZdk/++EOXPmpGOOOaZtz3M8uOCCC9Ib3vCGbHvVqlXpzjvvbHrsAw88kH3BUjMwGAzarj2Kn4vr169PK1asGDKo+PWvf53vx9zYA51//vnZMPjwy1/+su74ohgm//nPfz7fX7RokXl3gXFFjNBdxAjU6Ge2jxihesQHQKdJPAwQC1WdeOKJ+TDp6EjGQlgDh55Fhv2JJ57IK5niRki5oqLlE5/4RLrtttuy/bi5xY2ymGEfrqiE+spXvpLvX3HFFelb3/pWvtBZiO343de+9rX8d5dddlmaNGnSiK/L6B144IHps5/9bL7/6U9/uq7arFb59oUvfCHdeOONdW3M8MyaNavuC5YI7IuBQ3HYbHxG1oKAGC7d6P2p7dp3/zr88MPrvuz67ne/m7dP8bM1Xv9i1dpb3/rWdPbZZ+/1mEcffXT62Mc+lu8vXrx4ryHVMe1IBJO///3vs/34rIwvZQDGEzFC9xAjUKSf2T5ihOoRHwCdNqE/PmGos3HjxnT88cfnC4zFcLKTTjopu9HGYlZ9fX1ZNVOtuiYWLysOv6Yc3/72t9NFF11UN5/g+9///pbPv+qqq5r+7eMf/3hdtj/atjbHZMzJW1zsbOnSpelHP/rRCP4FDCUqBuP1rVWMbdiwYdDjo+P5wQ9+sG74Z3R8ouIl5vi977778vdtiACyWHVI6+JLlZNPPjndf//9dYuBHXfccdkw2fiypbaIY4hFGWPhv+igNqLt2iPaIOZOrd2jam0T85PHQnGxQFx8xhXfa/FlS9zX3vOe9zR8zBdffDE7v1jd+653vStbtDP+Fm36r3/9q+59HRVs9IaoOizOZR+mTDwwzZl6etufy+ptd6Ttu7fU/S7u7THMH8ogRugOYoTxT4zQvcQI1SM+oBPECNRIPDQRw9Aic7tu3bqmx8QwsZh/MrLIlO/LX/5yXeXRcA32v/auXbvS5z73uXT11Vc3PS6CyYsvvjgtX748H1JKZ4OKEB2jqNQYWA1TFO0V//988YtfLPX59pp4rWNIdbHCqJHoZN56661NA4ri42m7sRdD288555x8PtXBxCKB8QXLUPNhP/PMM9ljFoPCRnOgRyVo7T1NbxBU0GvECJ0nRhj/xAjdTYxQPeID2k2MQI0JR5uYPXt2lhm+6aabshtqZHI3b96cpk6dmmbOnJkNQYsPz8gQUz0x1O/KK6/MbpRRqRRDA59++unsb4ccckh673vfmw3hjsoNusuUKVOyRf8++clPph//+MfZzSKqYKIzGp3amIcy2i4qbxj9a33DDTdk83hed9112VDZeJ/E0NyDDjoou1mfddZZ2bQSEYS38njabuxFNW7cs2Le3VjUb+3atVlgsGPHjmwe3Wi7Y489Nhvy/tGPfrSlL03e/OY3Z1VPd9xxR7r++uvTQw89lLVdBBOxaF0sFBdtV1zADmA8EiOMb2KE6tLPbB8xQvWID4BOMeIBAIBSq5lOmPKRtj+XNdtXqmYCAIAOEyNQY3FpAAAAAACgNKZaAgCgPDGWdk8HBtQawwsAAN1JjNCTjHgAAAAAAABKI/EAAAAAAACUxlRLAACUqD+l/k6MaTaOGgAAupMYoRcZ8QAAAAAAAJRG4gEAAAAAACiNqZYAACjXnj2dfgYAAEA3ESP0HCMeAAAAAACA0kg8AAAAAAAApTHVEgAA5emPn/7OXBcAAOg+YoSeZMQDAAAAAABQGiMeAAAoUX/q78jCccqZAACgO4kRepERDwAAAAAAQGkkHgAAAAAAgNKYagkAgHJ1YuE4AACge4kReo4RDwAAAAAAQGkkHgAAAAAAgNKYagkAgPLECOo9HRhGbeQ2AAB0JzFCTzLiAQAAAAAAKI0RDwAAlKg/pf49nbkuAADQhcQIvciIBwAAAAAAoDQSDwAAULBr1660YsWKdMopp6QZM2akyZMnp4MPPjjNnTs3LV++PD3//PPj8toAAEBj+unDZ6olAABK1d+JheNKsn79+rR48eK0bt26ut9v2rQp+1m9enX6xje+ka655pos6Bgv1wYAgLEkRug9Eg8AAJBS2rhxY1qwYEF65plnsv0JEyakefPmpVmzZqXnnnsu9fX1pZ07d6YtW7akhQsXprvvvjvNnz+/8tcGAAAa008fOYkHAABIKS1ZsiQPKGL49MqVK9M73/nO/O8xfPrss89O99xzT3rllVfSokWL0t///vc0derUSl8bAABoTD995KzxAABAeWIEdf+eDvyM7mnfdddd6f7778+2J02alH7+85/XBRRh+vTpWaAxc+bMbH/r1q3p61//+ugu3OFrAwDAmBMj9CSJBwAAet7VV1+db5977rnp6KOPbnjcvvvumy677LJ8/3vf+17avXt3Za8NAAA0pp8+OhIPAAD0tB07dmRDo2uWLl066PFnnnlm2m+//fKKpvvuu6+S1wYAABrTTx89iQcAAErVv6e/7T+jsWrVqvTyyy/n1UrHHXfcoMdPnjw5zZkzJ9+/9957K3ltAABoFzFC75F4AACgpz366KP5dgyfnjhx4pDnHHPMMQ3Pr9K1AQCAxvTTR2/oVwwAAFq0I21L/7enbxTnbx/Rea+mV0d8zcceeyzfnjFjRkvnHHroofn2+vXrK3ltAABoBzFCb5J4AACgNNG53562pip54YUX8u2DDjqopXPe9KY35dsxh2sVrw0AAO0gRuhNploCACD1+sJxNW984xtbOqd4XPH8Kl0bAABoTD999CQeAADoaf/973/z7UmTJrV0zj777JNv79y5s5LXBgAAGtNPHz2JBwAAetrkyZPz7V27drV0zssvvzzsCqhuuzYAANCYfvroWeMBAIAROeqoo0p/zD//+c+lPa9Wn99+++037Mqk4nHF84erk9cGAICyiRH2Pr9XSTwAADAiP/jBD9J4sP/+++fbmzdvbumcTZs25dvTpk2r5LUBAKBsYoTXTNNPN9USAAC97Ygjjsi3n3zyyZbOeeqpp/Lt2bNnV/LaAABAY/rpoyfxAABATzvyyCPz7UceeSTt3r17yHMeeuihhudX6doAAEBj+umjJ/EAAEBPmzt3btpnn32y7ZdeeimtXbt2yEXj1qxZk+/Pnz+/ktcGAAAa008fPYkHAAB6Wiz8tmDBgnz/2muvHfT422+/Pf373//O526dN29eJa8NAAA0pp8+ehIPAAD0vAsvvLAuqPjLX/7S8Lj//Oc/6dJLL833ly1bliZOnFjZawMAAI3pp4+OxAMAAD3v1FN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" ] }, "metadata": { "image/png": { - "height": 383, - "width": 782 + "height": 384, + "width": 783 } }, "output_type": "display_data" @@ -132,7 +132,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 4, "id": "d97e3b19", "metadata": { "execution": { @@ -145,15 +145,15 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": { "image/png": { - "height": 387, - "width": 761 + "height": 384, + "width": 757 } }, "output_type": "display_data" @@ -173,7 +173,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -187,7 +187,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/random_cantor_dust.ipynb b/examples/generators/reference/random_cantor_dust.ipynb index 5a06535d1..de0148106 100644 --- a/examples/generators/reference/random_cantor_dust.ipynb +++ b/examples/generators/reference/random_cantor_dust.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 6, "id": "ff4eee38", "metadata": { "execution": { @@ -21,24 +21,11 @@ "shell.execute_reply": "2022-04-25T01:54:35.042383Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import porespy as ps\n", "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import inspect\n", - "inspect.signature(ps.generators.random_cantor_dust)" + "import numpy as np" ] }, { @@ -65,29 +52,13 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "eee640ea4e304b7b9ab62263d1dc6936", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", 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\n", 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", 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", "text/plain": [ - " 0%| | 0/7 [00:00" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "44120bc537be48308897e34193996348", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/7 [00:00" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ @@ -338,7 +219,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -352,7 +233,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -374,11 +255,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_ac8cb7b45ef34dd3b05056b6bcfbf59e", - "max": 3.0, - "min": 0.0, + "max": 3, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_75c14f4d2a8c4bc380df76c816ca728e", - "value": 3.0 + "value": 3 } }, "0764f900781749a5aba692f29a76f136": { @@ -1075,11 +956,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_24d939562efc494998469205efed460b", - "max": 7.0, - "min": 0.0, + "max": 7, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_427253cdb169464f81be36399977b897", - "value": 7.0 + "value": 7 } }, "57e5ef335e07418f84fd77720c7caf58": { @@ -1276,11 +1157,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_9280eeec98f54f8ab23a21239a6702a5", - "max": 7.0, - "min": 0.0, + "max": 7, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_498e96eb31d943a5abc46d598d2e76ce", - "value": 7.0 + "value": 7 } }, "5e8f2f3c66ce4b8c99a1799eb4a5f1cc": { @@ -1506,11 +1387,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_34b41e78565441d284a3c3a36e708efd", - "max": 7.0, - "min": 0.0, + "max": 7, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_a850627a29fb4aa58a3c0879da721dab", - "value": 7.0 + "value": 7 } }, "7d030e23d5cc4ccdbe2673f4bf9d6852": { @@ -1545,11 +1426,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_3e56317127b3421ba8981f9d073d2460", - "max": 7.0, - "min": 0.0, + "max": 7, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_1767ae9dcc444d1a922e26fbdf23dc4a", - "value": 7.0 + "value": 7 } }, "7feef33117cf485da285454e43a307b5": { @@ -1672,11 +1553,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_e3b40757dc8645e6a897711defee1fa2", - "max": 7.0, - "min": 0.0, + "max": 7, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_ac3b8ad5349d47c3981f9a3677babb59", - "value": 7.0 + "value": 7 } }, "8a7585df81ee423c9bfd8d5b7ba2867e": { @@ -2299,11 +2180,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_0764f900781749a5aba692f29a76f136", - "max": 7.0, - "min": 0.0, + "max": 7, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_a97613ce64a0471eae1ba6a2d30e1bd9", - "value": 7.0 + "value": 7 } }, "c87fe8b5c7d14003b7ef9f4d0744e852": { diff --git a/examples/generators/reference/random_spheres.ipynb b/examples/generators/reference/random_spheres.ipynb index f89e52f6e..eee234519 100644 --- a/examples/generators/reference/random_spheres.ipynb +++ b/examples/generators/reference/random_spheres.ipynb @@ -53,7 +53,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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", 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" ] @@ -145,7 +145,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -153,7 +153,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -200,7 +200,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -208,7 +208,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -242,13 +242,13 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 6, "id": "a0043656", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] @@ -283,7 +283,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 7, "id": "49de3848", "metadata": { "execution": { @@ -296,7 +296,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -347,7 +347,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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" ] @@ -355,7 +355,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -395,7 +395,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -403,7 +403,7 @@ "metadata": { "image/png": { "height": 384, - "width": 745 + "width": 744 } }, "output_type": "display_data" @@ -443,15 +443,15 @@ "outputs": [ { "data": { - "image/png": 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" ] }, "metadata": { "image/png": { - "height": 383, + "height": 384, "width": 782 } }, @@ -534,7 +534,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -548,7 +548,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/rectangular_pillars_array.ipynb b/examples/generators/reference/rectangular_pillars_array.ipynb index b321774d8..83532e2d6 100644 --- a/examples/generators/reference/rectangular_pillars_array.ipynb +++ b/examples/generators/reference/rectangular_pillars_array.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:13.285228Z", @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.533000Z", @@ -51,7 +51,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -59,7 +59,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.667128Z", @@ -101,7 +101,7 @@ "outputs": [ { "data": { - "image/png": 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", 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fr1OnTlCib0ePHj0crQcAAAAA8bR27VrHd+0G5jQO3Fmr8iakHvJqAAAAAHCOvDoYF7BFpEWLFsbyrl27LK1TWlpqLDdv3tzSOsXFxQ62DgAAAAAAdyOvBgAAAADEC0OIi0jXrl2N5S1btlhap6SkxFju1q1bQrYLAAAAAIBUQF4NAAAAAIgXLmCLSPfu3Y3lb7/9Vqqrq6Ous3r16pDrAwAAAADgN+TVAAAAAIB44QK2iPTr10/S09P15YMHD8qXX34ZsXxlZaWsWLHCeJ6Xl5fwbQQAAAAAwK3IqwEAAAAA8cIFbBHJysqSIUOGGM9ffvnliOXfeecdOXDggDFP14ABAxK+jQAAAAAAuBV5NQAAAAAgXriA/V+33357UKK9bt26kOUOHTokDz/8sPH8t7/9rdSrV69WthEAAAAAALcirwYAAAAAxEOapmlaXGryANXje8mSJfpyhw4dZM6cOXLWWWcZ75eXl8uoUaPk448/NnqJb9y4UZo2bZq0bQYAAAAAwC3IqwEAAAAAseICtsm2bdukT58+snPnTv15WlqaDBw4UDp16iRlZWWyYMECvae4onqHz58/P2iINAAAAAAA/Iy8GgAAAAAQKy5g11BcXKz3Bv/666/DlmnVqpVMnz5dLr300lrdNgAAAAAA3I68GgAAAAAQC+bArqFbt26ycuVKmTFjhlxyySXSvn17adCggbRu3Vr69u0rkydPlvXr19tOsquqqmTmzJmSn58vOTk5kpGRIW3btpV+/frJE088IXv27EnYZ0JiHDt2TNasWSPTpk2T2267Tc477zw9VtQdBuoxaNAgx3UvXLhQbrzxRunSpYtkZmbqw+qpYffuu+8+/ccgJ4qKivT1VT2qPlWvqr+goED/e0iszZs3ywsvvCDXX3+9nH322dKsWTOpX7++cWxvvfVW+fTTTx3V/cUXX+jzDZ5xxhnSpEkT/aGW1WvqPSdKSkpkwoQJcu655+o/LjZs2FC/a2b48OEye/Zsoe9T4qjvAzXU5oMPPiiXX365nHnmmUa8NGrUSNq1aydDhw6Vxx57TLZv3267ftoXf7nnnnuM7yX1UEO52kG8eIuaj9YcD1YeY8aMsVw/8eJ9q1evlnHjxunnvSqXSU9Pl5NPPll69eolN910k57vlJaWWqqLePE28mpYRV4NO8irYRV5NeKJvBpm5NWIFXm1DeoObCRWUVGRds4556iz0rCP1q1ba3Pnzk32psKi2bNna40aNYp4TAcOHGi73n379mnXXHNNxHrr16+v/fWvf7VV76OPPqqvF6neUaNGafv377e9zYhs9erVWp8+fSLue/Nj0KBB2pYtWyzVXVlZqd15551aWlpa2PrUe3/4wx+0qqoqy9v84osvapmZmRG388ILL9R27twZw55BOJdeeqnleElPT9cmTJigHTt2LGq9tC/+s3LlSq1OnTpBxyInJ8fSusSLN02fPt1y+xJ43HzzzVHrJV68b9euXdp1111nKWbGjh0bsS7iBU6RV3sPeTWsIq+GXeTViBfyatREXg2nyKvtq2fnYjeczf+l5vPasWOH/lz1uBkwYEDQ/F+HDx+W3bt3y7Bhw/T5v/Ly8pK92Yhi7969xrxt8XL06FG54oorZNGiRcZrPXr00HveHDlyRJYsWaLPI6fK/elPf9L///DDD0etV5WZNGmS8Vz16unfv79+t0JhYaGsW7dOf33WrFlSXl4uc+fO1eeiQ3x89913smrVqqDXVI8ldWxbtmypx9KyZcv0tkJZvHix5Obm6se7Y8eOEeu+5ZZb5JVXXjGeq/LqjhZlxYoV8uOPP+o9up9++mnZv3+/fldDNC+99FJQr8CmTZvqbVJ2drasXbvW6Hmu2i7VW3np0qWSlZVlc6/AKhUj3bt31+8wUvtZtTsbNmzQY6q6uloqKyv1Hv3qWKs7nMKhffEfdQzVv+Xjx487Wpd48cfdkVbmnFV3NUZCvHifuntM3QG5adMm47WuXbtKz549pUWLFvp308aNG/WhoqOdHxMvcIq82pvIq2EVeTViQV4Np8irEQ15Nawir3bIwUVv2NC/f/+g3llff/110PtlZWXakCFDjDLNmzfXfv7556RtL+z1tGrTpo122WWXaRMnTtTmzZun3XXXXY57ij/00EPGuhkZGdqsWbNO6BV83333BfUAXrx4ccQ6FyxYENQ7Rq2v6jF77bXX9L8XKKM+C+JHHUe1Xzt37qz97W9/07Zt23ZCGdXLd9q0aUF3H/Tt21c7fvx42HpV+UBZ1RP0qaeeCuotrJbVa+ZeojNmzIi4rcXFxUE9rFSPsIqKiqAyCxcu1Jo1a2aUGT16tKP9gvAef/xxbcqUKdoPP/wQtkxpaane28387/utt94KW572xX8mTZpk7Pdrr73WVk9x4sUfPcULCgriUifx4m179+7VOnbsaOznwYMHa998803IsuoYffjhh9qbb74Ztj7iBU6RV3sTeTWsIq+GXeTViAfyaoRCXg27yKud4wJ2AqmhywIHs0GDBtqaNWtCllMnsuYAfuCBB2p9W2GPGuIp1HBU48ePd5Roq+EjzENLqZPscMxDQ+Tm5kast3fv3kbZkSNHhi33/PPPG+UaN26s/wCE+FBfDurEprq6OmrZd955J+iLYv78+SHLHTlyRGvfvr1Rbty4cWHrvP/++4NOsGt+8ZiNGDHCKHvBBReEHT5L/agUKFe3bl1t/fr1UT8b4k/9EJOXlxc0/FwotC/+HGJVDYMX+MHMnFxFS7SJF2+Ld6JNvHjfmDFjjH2sjqGV85lwiBc4RV7tXeTVsIq8GolCXo1wyKsRDnk17CKvdo4L2AmUn59vHMxbbrklYtlXX301qLf40aNHa207ET9OE+3Jkycb63Xp0iViD2GV4Jt7/6q5oEJZtWqVUUaVLykpCVun+nunn366Uf4f//iH5W1HfJnn9brjjjtCllE9sAJlsrOztYMHD4atT73XpEkTo7xK5sP1PDbH1dKlSyNup0rqAmXVfGFIjpkzZxrHoUWLFiHL0L74i9rf6ocyta/VXR3qxNZOok28eFu8E23ixdu++uorY9+qH/hjneOKeIFT5NX+Q16NWJFXww7yatREXo1IyKthB3l1bOo4HXockVVUVMjChQuN56NHj45Y/qqrrjLmu/npp5/ks88+S/g2wj3effddY/k3v/mNPqdbOKeeemrQfG6zZ8+OWueFF14o7du3D1un+nsFBQVR60TiXXDBBcby5s2box7ba665Rho1ahS2PvXe1VdfHfXYvvfee8acPmousWhzs6g4DbU9qF2tWrUylg8cOBCyDO2Lvzz//PP6HHrK448/Lq1bt7a1PvECO4gXb5syZYqxPHbsWGncuHFM9REvcIK8GnbQziCAvBp2kFejJvJq1CbixdvIq2PDBewEWbZsmVRWVurLmZmZ0rt374jl1UToubm5xnPzBOzwtiNHjsiKFSuM54MGDYq6zuDBg6PGyieffOK4TnP8onaZv3SOHTsW92ObiHgpKSmRDRs2RF0H8bd+/XpjuUOHDie8T/viL1u3bpVx48bpy/3795ebbrrJ1vrEC+wgXrxNnYPMmjUr6KJgLIgXOEVeDatoZ2BGXg07yKthRl6N2kS8eBt5dey4gJ0gRUVFxnLPnj2lXr16Udfp1atXyPXhbd99953RQ1clWb/4xS/iEivm183lwzH/XdW4fv/991HXQfx9++23xnKo3k779u2TnTt32jq25jLbt2+X/fv3xxwvJ598srRp0ybk+qgdO3bskCeeeMJ4Pnz48BPK0L74y+23367fMdCgQQOZOnVqxF6YoRAv/rJ371556623ZMKECXL33XfL+PHj9bhZs2aNmmIo6vrEi7etXbvWOF/Izs6WTp06SXV1tUyfPl2GDBkiJ510kqSnp0u7du3kV7/6lX6XSqSklXiBU+TVsIp2Bmbk1bCKvBo1kVfDDvJqREJeHTsuYCeICqaAnJwcS+uoW/oDiouLE7JdcHesqCFp1F0DdmJFDY1XVlYW9P7u3bv1L1A7MdiwYcOgYZOIwdqnelybe0KpITsixUvNWAinZpmaddR8jTbLvQ4dOqT3Dn/yySf1kwWVbCvdu3c3egib0b74x+uvvy4ffPCBvnz//ffrMWEX8eIvc+bM0YfCnDhxojz99NPyyCOPyO9+9zs5++yzpWvXrjJt2rSICTfx4m1ffPFF0A//27Zt04djVXegqHOVXbt2SVVVlf49NH/+fP2HPjVUqnk9M+IFTnGOCqtoZxBAXo1oyKsRDnk17CKvRiTk1bHjAnaClJeXG8vm3pSRqB4X5mCCP8QaK6HixVyn03qJwdp3zz33GMObqS+XX//61yeUMR/bJk2a6F8Y0aj5uszza9Q8tocPH9YfAcSLe3z++ed6j7rAQw2deeaZZ8of//hH/QRDyc/P14drCTWHCu2LP6hjcuedd+rL6kT3wQcfdFxPAPHibz/88IOMGTNGLr/8cjl48GDIMsSL94dONFO9wVetWqUvd+vWTW644QZ9vi1z72x1wUANN1ZYWHhCfcQLnCKvhlW0Mwggr0ZN5NWwgrwa8UZeDfLq2HEBO0EqKiqMZSsnwjXLmdeHt8UaKzXrCPWcGHS/GTNmyNtvv208f+yxx/QhROIRLzXLEi/e0KxZM30elblz50rTpk1DlqF98Qc1TFWgB+WUKVNCth1WEC/+oH7Ivffee2XevHl6MqXmUFLJtOrJ+9xzz+lJVIC6++Daa681hqgyI168zdwDWw17tm7dOv2H+zfffFMfXuyVV17Rhz1TSbXqOd6yZUvjjqZrrrlG70VuRrzAKfJqWEU7A4W8GnaRVyOAvBp2kFfDCvLq2HEBO0FUoxWg5sywwvzFaO61CW+LNVZCxYu5Tqf1EoO158svv9SHlwkYNWqUfmITr3iJdmyJF/dSc6KNHTtWf6hhZFTPvD59+ujzP/788896rOTl5YWda4T2xfs++ugjmTlzpr5cUFAggwcPdlwX8eJ9w4YNk02bNunz/Kmev6eccoq+r1UCpe4yuO222+Sbb76R0aNHG+u899578tprr51QF/HibaHuEHj11VdlxIgRJ7yu2h0VJ3Xq/H9quXHjRvn3v/8dVIZ4gVPk1bCKdgbk1QiHvBrRkFfDDvJqWEVeHTsuYCeIefz5mj0lwjFP0G6nByj8HSuh4qXm/AfEoHupEx41pFngy+Kss87Se3rGM16iHVvixb06duwozzzzjP549tln9Z55K1eulC1btuhDzCiffPKJ9O3bV9asWXPC+rQv3j8RvvXWW/XlFi1a6MlTLIgX71N3lQSSoXBUsvLiiy9K//79jdf+/ve/n1COePG2msciNzdXrrjiirDl1ftXXnml8fyNN94IWx/xAjvIq2EV7Yy/kVcjEvJqREJeDbvIq2EVeXXsuICdIFlZWbZ7IJjLmdeHt8UaKzXrCPWcGHSnnTt3ykUXXSSlpaVGUjV//nx9Dq54xkvNssRL6lM9yNUQM4H5mVSv8ZEjRxpzvQXQvnibmpNr8+bN+vKTTz5pDDXkFPGCAJWMjx8/Pmioq23btgWVIV68reZ+jJRkhyqj5pAMVx/xAjvIq2EV7Yx/kVfDKfJqKOTVSBTyapBXx44L2AmiemwF7Nq1y9I6gZNtpXnz5gnZLngvVkLFi7lOp/USg4lVXl6uJ9lqOBClbdu2smDBAv3/kZiP7f79+08Y5iMUNW/GgQMHwh5b1UvK3FOKeEkdak63wA8zau6UDz/8MOh92hfvWr16tfzrX/8yhhlSw5zFiniB2YABA6R+/frGc9XGmBEv3lbzWJxxxhlR1+nevbuxrM47zOcexAucIq+GVbQz/kRejXggr/Yv8mokGnm1v5FXx44L2AnStWtXY1kNSWNFSUmJsdytW7eEbBfcHSu7d++2lDiZY0U1EK1atQp6v3Xr1vpwJnZiUP3dsrIy4zkxmDgqQR46dKisW7dOf656d6ok+7TTTrMVL1aPrTleQtVR8zXarNSh5tfp16+f8Xzp0qVB79O+eJca2u748ePGMVPD3YV7TJo0KegOFfN7c+fONd4jXmCmkmzz3Qd79uwJep948baa+9FKj+rGjRsHPTcn2sQLnOIcFVbRzvgPeTXihbzav8irkWjk1f5GXh07LmAniLmnxLfffivV1dWWen2FWh/ephqewLwZmqbJ119/HZdYMb/+1Vdf2aqzbt260qVLl6jrwNncOvn5+VJYWKg/z87O1oc3s9IDK1De3Jvc7rFt165dyKHU7MbLjh07gnpk0WYlT7NmzYLuQDCjffEHdceJmsMt3OPHH38MmsvG/J75hJN4QajvrIDMzMyg94gXb+vRo0fQ84qKiqjrmBPrwDlLAPECp8irYRXtjL+QVyPeyKtBXo1EIa/2L/Lq2HEBO0FUz7309HSjkfryyy+jTnq+YsUK43leXl7CtxHukJGRoffWC1i8eHHUdT799NOosaKGvnFapzl+ET+qd9Lll19u9OZVvXxVL81zzz3XVj2xHNtExMupp54qnTt3jroOEkP1/A03ZAvtC+wgXmCmfqBRdzaZ5wg0I168Td29Zr6Dbf369VHXMQ+Hp76PzD/OEC9wirwaVtHO+Ad5NRKBvBrxQrzAjLza38ir40BDwuTn52tqF6vHrbfeGrHsa6+9ZpRt3ry5dvTo0VrbTsTP+PHjjeM4cOBAy+tNnjzZWK9r164Ry5aUlGh169Y1yhcWFoYst2rVKqOMKr9169aI9Xbp0sUo/+STT1redlhTVVUV1Cakp6drH3/8saO63nzzTaOepk2baocOHQpbVr2nygTKv/322yHLlZaWanXq1DHKLV++POI2XHzxxUbZO+64w9HnQOz27Nmjx1LgWLz88ssnlKF9wfTp0439n5OTE7Es8YKABx980DgO2dnZIc9NiRdvu/fee419269fv6jlR4wYYZQfNmzYCe8TL3CKvNp/yKsRDnk1EoG8GlaQV8MJ8mqQV8eGC9gJ9MEHHwSdVK9duzZkuYMHD2qdO3c2yo4bN67WtxXJTbR37dqlZWZmGuu+8MILYcuOGjXKKJebmxux3t69extlr7vuurDlpk6dapRr3LixVlZWZnnbEV11dbU2fPhwYx/Xq1dPmzNnjuP6jhw5op1yyilGfepkKJwHHngg6AS7srIybFnzNvbv3187fvx4yHL/+c9/gr7U1q1b5/izIFh5ebnlsseOHdNGjhwZ9D2jEu+aaF9gJ9EmXrzrwIEDlssuXbpUy8jIiHrBiHjxtg0bNmj169c39nGkc5eVK1cGJcbvvvvuCWWIFzhFXu0/5NUIhbwaVpFXIxHIq6GQV8Mu8urYcAE7wdTJauCAdujQQfvmm2+C3lcnRRdddFFQL/Gff/45aduL5CTaykMPPWSs27BhQ+2NN944oafx/fffb5RRj8WLF0esc8GCBUHl1fqqHjP1d9TfC5SZOHGire1GZCpZLSgoMPav6o09a9asmOudNm1aUJ3//Oc/9cQrQC2r18y9v2fMmBGxzqKioqAv1BtuuEGrqKgIKrNo0SKtRYsWRpnRo0fH/FnwP0899ZR23nnn6cdq3759Ycup75KhQ4cG/fv+85//HLY87Yu/2Um0FeLFu3GgEhLVvuzduzdkmcOHD+vfHebjoO422rFjR9h6iRdvu+uuu4x9rJLkUHecqePZqlUro1zfvn3D/lhPvMAp8mp/Ia9GTeTVsIO8GolAXg2FvBpOkFc7l6b+E4+hyBHatm3bpE+fPsZcKmlpaTJw4EDp1KmTlJWVyYIFC+TQoUP6e/Xq1ZP58+fLkCFDkrzVsCI/P1927NgR9Fppaans2rVLX1bzE4Sav2jevHknzHehHD16VC655BJZtGiR8VrPnj2lV69e+hxPn332WdCcPBMnTpSHH3446nY+9NBD8uijjxrP1d/u37+/PmdCYWGhrF271njvoosu0rdPxSLi47nnnpOxY8caz08//XS5+OKLLa//zDPPhH3vxhtvlJkzZxrPVbsSmAdDzf23ceNG473Ro0fLSy+9FPXvTZs2TcaMGWM8b9asmT4/RpMmTfR5OlauXGm8d9ZZZ8nnn38ujRs3tvx5ENnTTz8td999t76s/h1269ZNunbtqh8H9f1RXl4ua9askQ0bNgStd9VVV8nrr78e9t8u7Yu/vfzyy3oboOTk5MjmzZsjlidevB8HgfZFPVT7cuzYMdm+fbssX748aH6uhg0b6uemAwYMCFsv8eJtaj5htX+XLFlivNa9e3fp3bu31K1bV/9OUscjoG3btvq5Qvv27UPWR7zAKfJq7yKvhhXk1bCDvBqJQF4NhbwaTpBXxyCGi9+wSPW+POecc4J6MNR8qN4Vamg0pA7V2y7SMQ332LRpU9g6Vc+tq6++OuL6qifvX/7yF8vbqXrqTJo0KagHcKiHGjIpUs9UxH73gJNHJGrYst///vdaWlpa2PXVe3feeecJPaYiUUOPmIciCfUYMmRIxJ6DcOa5556zFR9qqBY114gaTi8a2hf/sttTXCFevB0HVh59+vTR1q9fb6lu4sXb1PE1Dz0W7nH++efrc2xZqY94gRPk1d5EXg0ryKthB3k1EoG8Ggp5NZwir3aGO7BrSVVVld6Lb9asWbJu3Tq9N3HTpk2lY8eOcuWVV+o9d1q2bJnszYQNHTp0kC1bttheb9OmTfq6kag7CGbMmKH32FK9ZerXr6/3uBk6dKjcfPPNeg8du4qKiuTFF1+Ujz76SLZu3ar31FG9eXJzc6WgoEAuvPBC23UiugkTJui9nJyy0kSvWrVK7wW+ePFivaef0q5dOxk0aJAeL6o3l10lJSV6r/H3339fX66oqNDjRfXkuv7662XYsGF6z2XE3/fff6+3Aaqnnfq+UPt/7969+nuqx746Duecc47+b1b1EM/KyrJVP+2L/9jtKW5GvHirx6/qMbts2TLjbqI9e/bod6AcP35csrOz5bTTTtPvOBo+fLj88pe/tP03iBdvU724X3nlFf0uMXW+oe4waNOmjR4zV199te1zA+IFTpBXew95Nawgr4Zd5NWIN/JqKOTViBV5tT1cwAYAAAAAAAAAAAAAuEKdZG8AAAAAAAAAAAAAAAAKF7ABAAAAAAAAAAAAAK7ABWwAAAAAAAAAAAAAgCtwARsAAAAAAAAAAAAA4ApcwAYAAAAAAAAAAAAAuAIXsAEAAAAAAAAAAAAArsAFbAAAAAAAAAAAAACAK3ABGwAAAAAAAAAAAADgClzABgAAAAAAAAAAAAC4AhewAQAAAAAAAAAAAACuwAVsAAAAAAAAAAAAAIArcAEbAAAAAAAAAAAAAOAKXMAGAAAAAAAAAAAAALgCF7ABAAAAAAAAAAAAAK7ABWwAAAAAAAAAAAAAgCtwARsAAAAAAAAAAAAA4ApcwAYAAAAAAAAAAAAAuAIXsAEAAAAAAAAAAAAArsAFbAAAAAAAAAAAAACAK3ABGwAAAAAAAAAAAADgClzABgAAAAAAAAAAAAC4AhewAQAAAAAAAAAAAACuwAVsAAAAAAAAAAAAAIArcAEbAAAAAAAAAAAAAOAKXMAGAAAAAAAAAAAAAIgb/B/IDP0abqpQkAAAAABJRU5ErkJggg==", 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" ] @@ -109,7 +109,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -145,7 +145,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:15.872537Z", @@ -157,7 +157,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -204,7 +204,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:16.010426Z", @@ -216,7 +216,7 @@ "outputs": [ { "data": { - "image/png": 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9iBcEirwaVtHOxCbyaoQCeXXsIq9GuJFXxzby6uDRgR0mCQkJxrZMSWNFZmamsd2oUaOwnBciO1ZOnz5tKXEyx4o0EJUqVXLZX7lyZT2diZ0YlN+bk5NjvCcGw0cS5K5du6qMjAz9XkZ3SpJdp04dW/Fi9dqa48VTHe4/o83675D1dVq3bm2837x5s8t+2pfoJVPb3b5927hmMt2dt9f48eNdnlAx71u5cqWxj3iBmSTZ5qcPzpw547KfeIlu7p+jlRHVcXFxLu/NiTbxgkBxjwqraGdiD3k1QoW8OnaRVyPcyKtjG3l18OjADhPzSIk9e/aomzdvWhr15el4RDdpeJzrZjgcDvXHH3+EJFbMP9+5c6etOosUKaIaNmzo9xgEtrZOcnKySk9P1+/j4+P19GZWRmA5y5tHk9u9ttWqVfM4lZrdeMnKynIZkUWbdeeUK1fO5QkEM9qX2CBPnMgabt5e//zzj8taNuZ95htO4gWevrOcSpUq5bKPeIluDzzwgMv7vLw8v8eYE2vnPYsT8YJAkVfDKtqZ2EJejVAjrwZ5NcKFvDp2kVcHjw7sMJGRe8WLFzcaqR07dvhd9Hzbtm3G+w4dOoT9HBEZSpQooUfrOW3YsMHvMb/88ovfWJGpbwKt0xy/CB0ZndStWzdjNK+M8pVRmg8//LCteoK5tuGIl5o1a6r69ev7PQbhISN/vU3ZQvsCO4gXmMkfaOTJJvMagWbES3STp9fMT7Dt27fP7zHm6fDk+8j8xxniBYEir4ZVtDOxg7wa4UBejVAhXmBGXh3byKtDwIGwSU5OdshHLK9Bgwb5LDt//nyjbPny5R03btwosPNE6IwZM8a4jm3btrV83IQJE4zjEhISfJbNzMx0FClSxCifnp7usVxaWppRRsofO3bMZ70NGzY0yk+cONHyucOa69evu7QJxYsXd/z0008B1bV48WKjnrJlyzouX77stazskzLO8kuWLPFY7tSpU47ChQsb5bZu3erzHLp06WKUHTJkSED/HQjemTNndCw5r8WsWbPylaF9wcyZM43Pv1atWj7LEi9wGjVqlHEd4uPjPd6bEi/Rbfjw4cZn27p1a7/le/fubZTv3r17vv3ECwJFXh17yKvhDXk1woG8GlaQVyMQ5NUgrw4OHdhhtGLFCpeb6r1793osd+nSJUf9+vWNsiNHjizwc8WdTbSzs7MdpUqVMo796quvvJbt37+/US4xMdFnvS1atDDKPvvss17LTZs2zSgXFxfnyMnJsXzu8O/mzZuOXr16GZ9x0aJFHcuWLQu4vqtXrzqqV69u1Cc3Q9689dZbLjfY165d81rWfI5JSUmO27dveyz3448/unypZWRkBPzfAle5ubmWy966dcvRr18/l+8ZSbzd0b7ATqJNvESvixcvWi67efNmR4kSJfx2GBEv0e3gwYOOYsWKGZ+xr3uX7du3uyTGS5cuzVeGeEGgyKtjD3k1PCGvhlXk1QgH8moI8mrYRV4dHDqww0xuVp0XtHbt2o5du3a57Jebos6dO7uMEj979uwdO1/cmURbjB492ji2ZMmSjkWLFuUbaTxixAijjLw2bNjgs861a9e6lJfjpR4z+T3y+5xlxo0bZ+u84ZskqykpKcbnK6OxFyxYEHS9M2bMcKnzs88+04mXk2zLz8yjv2fPnu2zzv3797t8oQ4YMMCRl5fnUmbdunWOChUqGGVSU1OD/m/B//v0008djzzyiL5W58+f91pOvku6du3q8u/77bff9lqe9iW22Um0BfESvXEgCYm0L+fOnfNY5sqVK/q7w3wd5GmjrKwsr/USL9Ht9ddfNz5jSZI9PXEm17NSpUpGuVatWnn9Yz3xgkCRV8cW8mq4I6+GHeTVCAfyagjyagSCvDpwheR/QjEVOTw7fvy4atmypbGWSqFChVTbtm1VvXr1VE5Ojlq7dq26fPmy3le0aFG1evVq1bFjxzt81rAiOTlZZWVlufzs1KlTKjs7W2/L+gSe1i9atWpVvvUuxI0bN9QTTzyh1q1bZ/ysSZMmqnnz5nqNp40bN7qsyTNu3Dj1zjvv+D3P0aNHq/fee894L787KSlJr5mQnp6u9u7da+zr3LmzPj+JRYTGlClT1ODBg433DRo0UF26dLF8/OTJk73ue/7559XcuXON99KuONfBkLX/Dh06ZOxLTU1VX3/9td/fN2PGDDVw4EDjfbly5fT6GGXKlNHrdGzfvt3Y17RpU7Vp0yYVFxdn+b8Hvk2aNEkNGzZMb8u/w0aNGqmEhAR9HeT7Izc3V+3evVsdPHjQ5biePXuqhQsXev23S/sS22bNmqXbAFGrVi115MgRn+WJl+iPA2f7Ii9pX27duqVOnDihtm7d6rI+V8mSJfW9aZs2bbzWS7xEN1lPWD7fX3/91fhZ48aNVYsWLVSRIkX0d5JcD6eqVavqe4UaNWp4rI94QaDIq6MXeTWsIK+GHeTVCAfyagjyagSCvDoIQXR+wyIZfdmsWTOXEQzuLxldIVOj4b9DRtv5uqbeXocPH/Zap4zc6tOnj8/jZSTv+++/b/k8ZaTO+PHjXUYAe3rJlEm+RqYi+KcHAnn5ItOWvfbaa45ChQp5PV72DR06NN+IKV9k6hHzVCSeXh07dvQ5chCBmTJliq34kKlaZK0RmU7PH9qX2GV3pLggXqI7Dqy8WrZs6di3b5+luomX6CbX1zz1mLfXo48+qtfYslIf8YJAkFdHJ/JqWEFeDTvIqxEO5NUQ5NUIFHl1YHgCu4Bcv35dj+JbsGCBysjI0KOJy5Ytq+rWrat69OihR+5UrFjxTp8mbKhdu7Y6evSo7eMOHz6sj/VFniCYPXu2HrElo2WKFSumR9x07dpVvfTSS3qEjl379+9X06dPV2vWrFHHjh3TI3VkNE9iYqJKSUlRnTp1sl0n/Bs7dqwe5RQoK010WlqaHgW+YcMGPdJPVKtWTbVr107Hi4zmsiszM1OPGv/+++/1dl5eno4XGcn13HPPqe7du+uRywi9AwcO6DZARtrJ94V8/ufOndP7ZMS+XIdmzZrpf7MyQrx06dK26qd9iT12R4qbES/RNeJXRsxu2bLFeJrozJkz+gmU27dvq/j4eFWnTh39xFGvXr3U448/bvt3EC/RTUZxz5kzRz8lJvcb8oRBlSpVdMz06dPH9r0B8YJAkFdHH/JqWEFeDbvIqxFq5NUQ5NUIFnm1PXRgAwAAAAAAAAAAAAAiQuE7fQIAAAAAAAAAAAAAAAg6sAEAAAAAAAAAAAAAEYEObAAAAAAAAAAAAABARKADGwAAAAAAAAAAAAAQEejABgAAAAAAAAAAAABEBDqwAQAAAAAAAAAAAAARgQ5sAAAAAAAAAAAAAEBEoAMbAAAAAAAAAAAAABAR6MAGAAAAAAAAAAAAAEQEOrABAAAAAAAAAAAAABGBDmwAAAAAAAAAAAAAQESgAxsAAAAAAAAAAAAAEBHowAYAAAAAAAAAAAAARAQ6sAEAAAAAAAAAAAAAEYEObAAAAAAAAAAAAABARKADGwAAAAAAAAAAAAAQEejABgAAAAAAAAAAAABEBDqwAQAAAAAAAAAAAAARgQ5sAAAAAAAAAAAAAEBEoAMbAAAAAAAAAAAAABAR6MAGAAAAAAAAAAAAAEQEOrABAAAAAAAAAAAAABGBDmwAAAAAAAAAAAAAQESgAxsAAAAAAAAAAAAAEBHowAYAAAAAAAAAAAAAqEjwPy1j0H8+Dd2oAAAAAElFTkSuQmCC", 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" ] @@ -224,7 +224,7 @@ "metadata": { "image/png": { "height": 343, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -260,12 +260,12 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] @@ -273,7 +273,7 @@ "metadata": { "image/png": { "height": 328, - "width": 983 + "width": 984 } }, "output_type": "display_data" @@ -298,7 +298,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -312,7 +312,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/sierpinski_foam.ipynb b/examples/generators/reference/sierpinski_foam.ipynb index 60224765f..ad2bafbca 100644 --- a/examples/generators/reference/sierpinski_foam.ipynb +++ b/examples/generators/reference/sierpinski_foam.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "id": "cf928313", "metadata": { "execution": { @@ -43,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 2, "id": "9c3feb12", "metadata": { "execution": { @@ -56,35 +56,7 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "3b3182f29e5d4b49aebf2c5292dbcd72", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "dc9e1603d7874a88b0ccab11f6999d25", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", 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32c/5d8aMLQAAANG87geAWF73M5fPenrZb0svM/708rofAAAAljDlVOTWU6+enYR15DNll1122WW/XnbmSu4Lstc8E3ol93fZz/l3xlJkAGJZijyXz3p6GeTSy1JkelmKDAAAwBK6X/cDAHA2yTOHZrAgg78z52bGFgAAgGgOj5Jddtlllz0+O3PpCzW0OyvR32vcLtzuDo8CIJbDo+ZK/qxP/s9n8hLB5Hanhv5e4zO43R0eBQAAwBJ+zP7WoufbgMrysteUl72mvOw15WWvK8881f+Wq/aF6nZbtd2pUd1fV+3vt4u1uxlbAAAAok05POrZfa2bg/cq33Jtr7plf31tr7plf31tr7plf31tr7plZy/6Qg3tzkr09xq3C7e7GVsAAADW2mPbuu750X09a6Yry8teU172mvKy15SXfW555tIXamh3VqK/1/i8cLt73Q8AsbzuZ67kz/rk5YLJ/3FObndq6O81PoPb3et+AAAAWMKUw6NaNwc/2zB85DNll1122WW/Xnbm0hdqaHdWor/XuF243c3YAgAAEM0eWwBi2WM7V/JnffKsSvLet+R2p4b+XuMzuN3tsQUAAGAJ3a/7qfiGo/obBtlryF5D9hqycwX6Qg3tzkr09xq3gHY/9PCorSoPRtlK9vFnbiH7+DO3kH38mVusnJ259IUa2p2V6O81bhdud0uRAQAAiHbY4VHJywZkryF7DdlryD7G4VFzJX/WJ8+qVP7sK7c7NfT3Gp/B7e7wKAAAAJbwY/bI/ciZgy31yz5O9v6yM8jeX3YG2fvLzlBdP+f5t6iuv0r1z11dP2up7m/V9Ve5XazdzdgCAAAQbcqpyM/uO+IkrVf3tlzbWk8r2efW00r2ufW0kn1uPa1Wzs5c+kIN7c5K9Pcatwu3e/dS5Nbp4T2msXue+ehe2cfIPreeLXl67pV9jOxz69mS58j6+S99oYZ2ZyX6e43PC7e7pcgAAACse3hU9TcYW+qXfZzsNWSvIXuN6vo5z79Fdf2r/tzV9bOW6v5WXf+qP/fn5PrN2AIAABBtyuFRjzYCH7Xh+Fk9Pddkf0328WduIfv4M7eQffyZldmZS1+ood1Zif5e43bhdjdjCwAAQLRv9/v93nLj3z+/NlW0ZcRfvf5b9hqy15C9huxjvv/8vak81/msT55VqfzZV253aujvNT6D2731s/6wgS0AzGZgO1fyZ/3K/+GslNzu1NDfa3wGt3vrZ72lyAAAAEQ79PCo3kNM9nim7LLLLrvs18vOXPpCDe3OSvT3GrcLt7sZWwAAAKLZYwtALHts50r+rE+eVUne+5bc7tTQ32t8Bre7PbYAAAAs4cfsby16vg2oLC97TXnZa8rLXlNe9rryzFP9b7lqX6hut1XbnRrV/XXV/n67WLtPOTzq2X2tm4P3Kt9yba+6ZX99ba+6ZX99ba+6ZX99ba+6ZWcv+kIN7c5K9Pcatwu3u6XIAAAArLUUuXV6+NF9PVPLleVlrykve0152WvKyz63PHPpCzW0OyvR32t8XrjdzdgCAAAQzet+AIjldT9zJX/WJ++DS54RSm53aujvNT6D293rfgAAAFjClFORW0+9enYS1pHPlF122WWX/XrZmUtfqKHdWYn+XuN24Xa3FBmAWJYiz5X8WZ/8n8/kJYLJ7U4N/b3GZ3C7W4oMAADAErpf9wMAcDbJsxFABn9nzs2MLQAAANEcHiW77LLLLnt8duZK7guy1zwTeiX3d9nP+XfG4VEAxHJ41Fw+6+llkEsvy3np5fAoAAAAlvBj9rd0Pd/CVJaXvaa87DXlZa8pL3tdeeap/rdctR8nZ4de1f111d/V5OyPmLEFAAAg2pTDo57d17o5eK/yLdf2qlv219f2qlv219f2qlv219f2qlt29pLcF2Q/pjxsldzfZT/n3xkztgAAAKy1x7Z13fOj+3rWTFeWl72mvOw15WWvKS/73PLMldwXZK8pD72S+7vs5/w743U/AMTyup+5fNbTy7JkevlihF5e9wMAAMASphwe1bo5+NmG4SOfKbvssssu+/WyM1dyX5C95pnQK7m/y37OvzNmbAEAAIhmjy0AseyxnctnPb3M3tLLHlt62WMLAADAErpf91PxjV71Nzuy15C9huw1ZOcKkvuC7JAhub/LfqHDo7aq3Cy9lezjz9xC9vFnbiH7+DO3WDk7cyX3BdnH+B3kaMn9XfZz/p2xFBkAAIBohx0etWXEb+p9nOw1ZK8h+3rZHR41l8/6MStnN3tLUp9b+Xd1hc96M7YAAACse3jUo5H7kd8mbKlf9nGy95edQfb+sjPI3l92hur6Oc+/xar9ODk7pPW3VX9Xb8HZHzFjCwAAQLQppyI/u++Ik7Re3dtybWs9rWSfW08r2efW00r2ufW0Wjk7cyX3BdnH+B3kaMn9XfZz/p3pXorcOj28xzR2zzMf3Sv7GNnn1rMlT8+9so+RfW49W/IcWT/X6Quyj/E7yNGS+7vs5/w7YykyAAAA6x4eVf2N3Zb6ZR8new3Za8heo7p+zvNvsWo/Ts4Oaf1t1d/Vz+Dsj5ixBQAAINqUw6MebQQ+asPxs3p6rsn+muzjz9xC9vFnbiH7+DMrszNXcl+QfYzfQY6W3N9lP+ffGTO2AAAARPt2v9/vLTf+/fNrU0VbRvzV679lryF7DdlryD7m+8/fm8rzXz7rx6yc3ewtSX1u5d/VFT7rDxvYAsBsBrZz+aynl4EtaQM0rvtZbykyAAAA0Q49PKp3Y/Mez5Rddtlll/162ZkruS/IXvNM6JXc32U/598ZM7YAAABEs8cWgFj22M7ls55eZm/pZY8tveyxBQAAYAk/Zn9L1/MtTGV52WvKy15TXvaa8rLXlWee6n/LVftxcnboVd1fV/1dvQVn3+3wqGf3tW4O3qt8y7W96pb99bW96pb99bW96pb99bW96padvST3BdmPKQ9bJfd32c/5d8ZSZAAAANZaitw6Pfzovp6p5crysteUl72mvOw15WWfW565kvuC7DXloVdyf5f9nH9nzNgCAAAQzet+AIjldT9z+aynl/229DLjTy+v+wEAAGAJU05Fbj316tlJWEc+U3bZZZdd9utlZ67kviB7zTOhV3J/l/2cf2csRQYglqXIc/msp5dBLr0sRaaXpcgAAAAsoXnGFgC4NjO2AJyNGVsAAACWYGALAFzmcBHZZZdddtn/V3U9s5/5jqXIAMAXS5EBOBtLkQEAAFjCj+oAAMB5PVoO1vO6jsrysteUl72mvOw15WWvK/8vM7YAAABEM7AFAIYO7eg5CGSv8i3X9qpb9tfX9qpb9tfX9qpb9tfX9qpb9nYGtgAAAESzxxYAGNrj9Oi+nv1RleVlrykve0152WvKyz63/Dte9wMAfPG6HwDOxut+AAAAWIKBLQDQdOBIy0Egzw4HOfKZsssuu+yyf5TXM/uZ7xjYAgAAEM0eWwDgiz22AJyNPbYAAAAswet+AIApRvZEbXm1w0yy15C9huw1ZN+XGVsAYNpBIDPqrjoYZSvZx5+5hezjz9xC9vFnbrFy9ncMbAEAAIjm8CgAYMrhUQlL1Z6RvYbsNWSvIfsYh0cBAACwBIdHAQBd39IfOXOwpX7Zx8neX3YG2fvLziB7XvZHzNgCAAAQzcAWABjaS3XUqZmv7m25trWeVrLPraeV7HPraSX73HparZz9HUuRAYChpWB7LFnreeaje2UfI/vcerbk6blX9jGyZ2Z/x4wtAAAA0czYAgCnfcXElvplHyd7DdlryF5jdv1mbAEAAIhmYAsANB048u/1ow4XeVZPzzXZX5N9/JlbyD7+zC1kz8z+joEtAAAA0b7d7/d7dQgAoN7fP782ld/y7X71Xi/Za8heQ/Yaso/5/vN3030GtgDAlIEtAMzWOrC1FBkAAIBoBrYAwLTDRXoPMdnjmbLLLrvssn+U1zP7me8Y2AIAABDNHlsA4Is9tgCcjT22AAAALOFHdQAA4Lwe7XPqeXVDZXnZa8rLXlNe9prysteV/5cZWwBg6NCOnoNA9irfcm2vumV/fW2vumV/fW2vumV/fW2vumVvZ2ALAABANEuRAYChpWCP7utZRlZZXvaa8rLXlJe9przsc8u/Y8YWAACAaF73AwB88bofAM7G634AAABYgoEtANB0kmbLCZfPTr088pmyyy677LJ/lNcz+5nvWIoMAHyxFBmAs7EUGQAAgCV43Q8AEG9k2dpZjLzWgu30GXrpM+dmxhYAAIBoBrYAwDKHi5xZcrsnZ0+W3O7J2ZPdLtzuDo8CAOIPj0r+z+cKSwTPSJ+hlz5Tw+FRAAAALMHhUQBA1wxFzzf/1eVTVbfblvLJ2ZNVt5s+k+d2sXY3YwsAAEA0A1sAYGgfWc9BIHuVv5Lkdk/Oniy53ZOzJ7tduN0NbAEAAIhmjy0AMLTH6dF9Pfuj9iifLLndk7MnS2735OzJPi/c7l73AwB88bqfGlf7j3MKfYZe+kwNr/sBAABgCQa2AEDTQS8tB4E8OxzkqGcmS2735OzJkts9OXuy24Xb3cAWAACAaPbYAgBf7LGtkbz3LZk+Qy99poY9tgAAACzB634AgPLZjOTZhGrJ7Z6cPVlyuydnT3YLaHcztgDAtINAZtTtUJe8dk/Oniy53ZOzJ7tduN0NbAEAAIjm8CgAYMrhUZVL1ZJnVSp/9uqlmfrMGH1mjD6T2e4OjwIAAGAJDo8CALq+pT9yxqa6/irVP/eW+pOzJ6v+ufWZPLeLtbsZWwAAAKIZ2AIAQ3upjjo189W9V5Lc7snZkyW3e3L2ZLcLt7ulyADA0FKwPZas9TzzaksFk9s9OXuy5HZPzp7s88LtbsYWAACAaGZsAYDTzlZU17/qz72l/uTsyap/bn0mz+fF2t2MLQAAANEMbAGApoNe/r1+1OEiz+pZ4VCXlHZPzp4sud2Tsye7XbjdDWwBAACI9u1+v9+rQwAA9f7++bWp/JZv97futUqeVan82av32OkzY/SZMfpMZrt///m76T6HRwEAU1T/h3dVye2enD1ZcrsnZ0/2GdDuliIDAAAQzcAWAJh2uEjv4TGzn5ksud2TsydLbvfk7MluF253A1sAAACiOTwKAJhyeFSl5FmVhL1rV6TP0EufqdF6eJQZWwAAAKI5FRkA6Jqh6Pnmv7p8qup221I+OXuy6nbTZ/LcLtbuZmwBgKHldj0HgexV/kqS2z05e7Lkdk/Onux24XY3sAUAACCapcgAwNBSsEf39Swj26N8suR2T86eLLndk7Mn+7xwu5uxBQAAIJrX/QAAX7zup8bVZoRS6DP00mdqeN0PAAAASzCwBQCaTjBtOeHy2amXRz0zWXK7J2dPltzuydmT3S7c7pYiAwBfLEWukbxEMJk+Qy99poalyAAAACzBjC0AED9jC8A1mbEFAABgCQa2AMBlDheRXXbZZZf9mtnfsRQZAPhiKTIAZ2MpMgAAAEv4UR0AADivR8vBel4bUVle9prysteUl72mvOx15f9lxhYAAIBoBrYAwNChHT0HgexVvuXaXnXL/vraXnXL/vraXnXL/vraXnXL3s7AFgAAgGj22AIAQ3ucHt3Xsz+qsrzsNeVlrykve0152eeWf8frfgCAL173A8DZeN0PAAAASzCwBQCaDhxpOQjk2eEgRz5Tdtlll132j/J6Zj/zHQNbAAAAotljCwB8sccWgLOxxxYAAIAleN0PADDFyJ6oLa92mEn2GrLXkL2G7PsyYwsATDsIZEbdVQejbCX7+DO3kH38mVvIPv7MLVbO/o6BLQAAANEcHgUATDk8KmGp2jOy15C9huw1ZB/j8CgAAACW4PAoAKDrW/ojZw621C/7ONn7y84ge3/ZGWTPy/6IGVsAAACiGdgCAEN7qY46NfPVvS3XttbTSva59bSSfW49rWSfW0+rlbO/YykyADC0FGyPJWs9z3x0r+xjZJ9bz5Y8PffKPkb2zOzvmLEFAAAgmhlbAOC0r5jYUr/s42SvIXsN2WvMrt+MLQAAANEMbAGApgNH/r1+1OEiz+rpuSb7a7KPP3ML2cefuYXsmdnfMbAFAAAg2rf7/X6vDgEA1Pv759em8lu+3a/e6yV7DdlryF5D9jHff/5uus/AFgCYMrAFgNlaB7aWIgMAABDNwBYAmHa4SO8hJns8U3bZZZdd9o/yemY/8x0DWwAAAKLZYwsAfLHHFoCzsccWAACAJfyoDgAAnNejfU49r26oLC97TXnZa8rLXlNe9rry/zJjCwAMHdrRcxDIXuVbru1Vt+yvr+1Vt+yvr+1Vt+yvr+1Vt+ztDGwBAACIZikyADC0FOzRfT3LyCrLy15TXvaa8rLXlJd9bvl3zNgCAAAQzet+AIAvXvcDwNl43Q8AAABLMLAFAJpO0mw54fLZqZdHPlN22WWXXfaP8npmP/MdS5EBgC+WIgNwNpYiAwAAsAQztgAAAEQzYwsAAEA0A1sAAACiGdgCAAAQzcAWAACAaAa2AAAARDOwBQAAIJqBLQAAANEMbAEAAIhmYAsAAMBHsv8BIVybVzZrxqkAAAAASUVORK5CYII=", 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" ] @@ -117,43 +89,57 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 3, "id": "16761007", "metadata": {}, "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "eb0ca2acb02b4383836d313832f4e18f", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "8681afef577b4644801b4d0783d01311", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", "text/plain": [ - "0it [00:00, ?it/s]" + "
" ] }, "metadata": {}, "output_type": "display_data" - }, + } + ], + "source": [ + "n = 3\n", + "im1 = ps.generators.sierpinski_foam(shape=[3**n, 3**n], n=n)\n", + "\n", + "n = 4\n", + "im2 = ps.generators.sierpinski_foam(shape=[3**n, 3**n], n=n)\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].axis(False)\n", + "\n", + "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].axis(False);" + ] + }, + { + "cell_type": "markdown", + "id": "73f4c9b2", + "metadata": {}, + "source": [ + "## `mode`\n", + "\n", + "If the pattern and the shape of the image are not in agreement the pattern will be truncated. How this is applied is controlled by the `mode` argument with options being `'upper'`, `'centered'`, and `None`:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d1ca2f71", + "metadata": {}, + "outputs": [ { "data": { - "image/png": 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", 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", 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" ] }, "metadata": {}, @@ -161,23 +147,25 @@ } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "im1 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode=None)\n", + "im2 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode='upper')\n", + "im3 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode='centered')\n", "\n", - "n = 3\n", - "im = ps.generators.sierpinski_foam(shape=[3**n, 3**n], n=n)\n", - "ax[0].imshow(im, interpolation='none')\n", + "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", + "ax[0].imshow(im1, interpolation='none')\n", "ax[0].axis(False)\n", "\n", - "n = 4\n", - "im = ps.generators.sierpinski_foam(shape=[3**n, 3**n], n=n)\n", - "ax[1].imshow(im, interpolation='none')\n", - "ax[1].axis(False);" + "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].axis(False)\n", + "\n", + "ax[2].imshow(im3, interpolation='none')\n", + "ax[2].axis(False);" ] } ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/generators/reference/spheres_from_coords.ipynb b/examples/generators/reference/spheres_from_coords.ipynb index 7c8883411..c2ffbc30b 100644 --- a/examples/generators/reference/spheres_from_coords.ipynb +++ b/examples/generators/reference/spheres_from_coords.ipynb @@ -116,7 +116,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] @@ -146,7 +146,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -177,7 +177,7 @@ "outputs": [ { "data": { - "image/png": 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gCMEMAIAhBDMAAIbEVLvUcLREDQfuWAUA6AszZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADBl1d5caLXeQGizuPIWPi/XnPBBr+vqbbW3r0cTLP/nxzJgBADCEYAYAwBCCGQAAQwhmAAAMIZgBADCEYAYAwJBR1y7VX8tQLLSV0BKFj4v15zwQa/r6mz3nuiX99RMfz4wZAABDCGYAAAwhmAEAMIRgBgDAEIIZAABDCGYAAAwhmAEAMIRgBgDAEIIZAABDCGYAAAwhmAEAMIRgBgDAEIIZAABDRt3dpfozWu7Cwx2kAAB9YcYMAIAhBDMAAIYQzAAAGEIwAwBgCMEMAIAhBDMAAIbEVLtUfwbbotRfmxVtTwCASGPGDACAIQQzAACGEMwAABhCMAMAYAjBDACAIQQzAACGDCmYN2/erISEBG3YsCG0rqOjQ0VFRZo0aZLGjx+vwsJCNTc3D7XOqCnInNfnAgBApA06mI8cOaLHHntMc+bMCVu/ceNG7du3T3v27FF1dbWampq0cuXKIRcKAEA8GFQwnz17VqtXr9bjjz+uiRMnhtYHg0Ht2LFDDz74oJYsWaLc3Fzt3LlTf/7zn3Xo0KGIFQ0AQKwaVDAXFRXpxhtvVH5+ftj62tpadXd3h63PyclRdna2ampqej1WZ2enWltbwxYAAOLVgC/JWVlZqVdffVVHjhy5YFsgEFBKSorS0tLC1vt8PgUCgV6PV1ZWpvvvv3+gZQAAEJMGNGNubGzUHXfcoSeeeEJjxoyJSAGlpaUKBoOhpbGxMSLHBQBgNBpQMNfW1urMmTO65pprlJSUpKSkJFVXV2vbtm1KSkqSz+dTV1eXWlpawh7X3NysjIyMXo/p8XiUmpoatgAAEK8G9Fb20qVLdfz48bB1t956q3JycnTXXXcpKytLycnJqqqqUmFhoSSprq5ODQ0N8vv9kasagKT+73DW353RAAzNcLbMDiiYJ0yYoNmzZ4etGzdunCZNmhRav3btWpWUlCg9PV2pqalav369/H6/Fi1aFLmqAQCIURG/H/PWrVuVmJiowsJCdXZ2qqCgQNu3b4/0twEAICYlOOdctIv4qNbWVnm9Xl2v5UpKSI52OcCoxVvZwPAZzFvZ51y3DuppBYPBfs+n4lrZAAAYQjADAGAIwQwAgCEEMwAAhhDMAAAYQjADAGAIwQwAgCEEMwAAhhDMAAAYQjADAGAIwQwAgCEEMwAAhhDMAAAYQjADAGAIwQwAgCEEMwAAhhDMAAAYkhTtAgAMj4LMeb2uP9B0bETrAEarvv6GhhszZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADCGYAQAwhHYpIM701wJCKxXiTbRaovrDjBkAAEMIZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADKFdCkAIrVSIRRZbovrDjBkAAEMIZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADCGYAQAwhGAGAMAQghkAAEMIZgAADCGYAQAwhGAGAMAQghkAAEO4uxSAT2Wwd+jhrlSIlNF2l6jBYsYMAIAhBDMAAIYQzAAAGEIwAwBgCMEMAIAhBDMAAIbQLgVgWPXX4kIrFT4uXlqi+sOMGQAAQwhmAAAMIZgBADCEYAYAwBCCGQAAQwhmAAAMGVC71H333af7778/bN0VV1yht956S5LU0dGhO++8U5WVlers7FRBQYG2b98un88XuYoBxAxaqeITLVH9G/CM+aqrrtLp06dDy0svvRTatnHjRu3bt0979uxRdXW1mpqatHLlyogWDABALBvwBUaSkpKUkZFxwfpgMKgdO3Zo9+7dWrJkiSRp586dmjVrlg4dOqRFixYNvVoAAGLcgGfMJ0+eVGZmpi699FKtXr1aDQ0NkqTa2lp1d3crPz8/tG9OTo6ys7NVU1PT5/E6OzvV2toatgAAEK8GFMx5eXnatWuX9u/fr4qKCtXX1+u6665TW1ubAoGAUlJSlJaWFvYYn8+nQCDQ5zHLysrk9XpDS1ZW1qB+EAAAYsGA3spetmxZ6N9z5sxRXl6epk+frieffFJjx44dVAGlpaUqKSkJfd3a2ko4AwDi1pDapdLS0nT55Zfr1KlTysjIUFdXl1paWsL2aW5u7vUz6Q95PB6lpqaGLQAAxKsh3V3q7Nmzeuedd/T1r39dubm5Sk5OVlVVlQoLCyVJdXV1amhokN/vj0ixAOLHcLTU0II1cLQ2jbwBBfP3vvc93XTTTZo+fbqampq0adMmXXTRRbrlllvk9Xq1du1alZSUKD09XampqVq/fr38fj9nZAMA8CkNKJjfffdd3XLLLfrXv/6lyZMn69prr9WhQ4c0efJkSdLWrVuVmJiowsLCsAuMAACATyfBOeeiXcRHtba2yuv16notV1JCcrTLARBDeCt74HgrO3LOuW4d1NMKBoP9nk/FtbIBADCEYAYAwBCCGQAAQ4bULgUAo4mlz0v7+7zbUp0YecyYAQAwhGAGAMAQghkAAEMIZgAADCGYAQAwxNxZ2R9eiOycuiVT1yQDgMhpbevpc9s51z2ClWCknNMHv9dPuuCmuUtyvvvuu9yPGQAQsxobGzVt2rQ+t5sL5p6eHjU1NWnChAlKSEhQa2ursrKy1NjYyL2aP4JxuRBj0jvGpXeMS+8YlwtFakycc2pra1NmZqYSE/v+JNncW9mJiYm9/k8iNTWVJ0kvGJcLMSa9Y1x6x7j0jnG5UCTGxOv1fuI+nPwFAIAhBDMAAIaYD2aPx6NNmzbJ4/FEuxRTGJcLMSa9Y1x6x7j0jnG50EiPibmTvwAAiGfmZ8wAAMQTghkAAEMIZgAADCGYAQAwxHQwl5eX67Of/azGjBmjvLw8vfLKK9EuaUS9+OKLuummm5SZmamEhAQ99dRTYdudc7r33ns1depUjR07Vvn5+Tp58mR0ih1BZWVlWrBggSZMmKApU6ZoxYoVqqurC9uno6NDRUVFmjRpksaPH6/CwkI1NzdHqeLhV1FRoTlz5oQugOD3+/Xss8+GtsfbePRl8+bNSkhI0IYNG0Lr4nFs7rvvPiUkJIQtOTk5oe3xOCaS9I9//ENf+9rXNGnSJI0dO1af+9zndPTo0dD2kXrNNRvMv/vd71RSUqJNmzbp1Vdf1dy5c1VQUKAzZ85Eu7QR097errlz56q8vLzX7Q888IC2bdumRx99VIcPH9a4ceNUUFCgjo6OEa50ZFVXV6uoqEiHDh3Sc889p+7ubt1www1qb28P7bNx40bt27dPe/bsUXV1tZqamrRy5cooVj28pk2bps2bN6u2tlZHjx7VkiVLtHz5cr355puS4m88enPkyBE99thjmjNnTtj6eB2bq666SqdPnw4tL730UmhbPI7Jv//9by1evFjJycl69tlndeLECf30pz/VxIkTQ/uM2GuuM2rhwoWuqKgo9PX58+ddZmamKysri2JV0SPJ7d27N/R1T0+Py8jIcFu2bAmta2lpcR6Px/32t7+NQoXRc+bMGSfJVVdXO+c+GIfk5GS3Z8+e0D5/+ctfnCRXU1MTrTJH3MSJE90vfvELxsM519bW5mbOnOmee+4594UvfMHdcccdzrn4fa5s2rTJzZ07t9dt8Tomd911l7v22mv73D6Sr7kmZ8xdXV2qra1Vfn5+aF1iYqLy8/NVU1MTxcrsqK+vVyAQCBsjr9ervLy8uBujYDAoSUpPT5ck1dbWqru7O2xscnJylJ2dHRdjc/78eVVWVqq9vV1+vz/ux0OSioqKdOONN4aNgRTfz5WTJ08qMzNTl156qVavXq2GhgZJ8Tsmf/jDHzR//nx95Stf0ZQpU3T11Vfr8ccfD20fyddck8H83nvv6fz58/L5fGHrfT6fAoFAlKqy5cNxiPcx6unp0YYNG7R48WLNnj1b0gdjk5KSorS0tLB9Y31sjh8/rvHjx8vj8ej222/X3r17deWVV8bteHyosrJSr776qsrKyi7YFq9jk5eXp127dmn//v2qqKhQfX29rrvuOrW1tcXtmPz1r39VRUWFZs6cqQMHDmjdunX67ne/q1/96leSRvY119zdpYCBKCoq0htvvBH2+Vi8uuKKK3Ts2DEFg0H9/ve/15o1a1RdXR3tsqKqsbFRd9xxh5577jmNGTMm2uWYsWzZstC/58yZo7y8PE2fPl1PPvmkxo4dG8XKoqenp0fz58/XT37yE0nS1VdfrTfeeEOPPvqo1qxZM6K1mJwxX3LJJbrooosuOAuwublZGRkZUarKlg/HIZ7HqLi4WM8884xeeOGFsFuFZmRkqKurSy0tLWH7x/rYpKSk6LLLLlNubq7Kyso0d+5cPfzww3E7HtIHb8ueOXNG11xzjZKSkpSUlKTq6mpt27ZNSUlJ8vl8cTs2H5WWlqbLL79cp06ditvny9SpU3XllVeGrZs1a1boLf6RfM01GcwpKSnKzc1VVVVVaF1PT4+qqqrk9/ujWJkdM2bMUEZGRtgYtba26vDhwzE/Rs45FRcXa+/evXr++ec1Y8aMsO25ublKTk4OG5u6ujo1NDTE/Nh8VE9Pjzo7O+N6PJYuXarjx4/r2LFjoWX+/PlavXp16N/xOjYfdfbsWb3zzjuaOnVq3D5fFi9efEHb5dtvv63p06dLGuHX3IieShZBlZWVzuPxuF27drkTJ0642267zaWlpblAIBDt0kZMW1ube+2119xrr73mJLkHH3zQvfbaa+7vf/+7c865zZs3u7S0NPf000+7119/3S1fvtzNmDHDvf/++1GufHitW7fOeb1ed/DgQXf69OnQ8p///Ce0z+233+6ys7Pd888/744ePer8fr/z+/1RrHp43X333a66utrV19e7119/3d19990uISHB/elPf3LOxd949OejZ2U7F59jc+edd7qDBw+6+vp69/LLL7v8/Hx3ySWXuDNnzjjn4nNMXnnlFZeUlOR+/OMfu5M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", 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" ] @@ -202,13 +202,13 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 13, "id": "a6a74d4a", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] @@ -220,7 +220,7 @@ "source": [ "dct = {'X': [10, 20, 40, 40], 'Y': [10, 30, 50, 10], 'Z': [4, 8, 12, 16], 'R': [5.0, 8.0, 17.5, 4.0]}\n", "im = ps.generators.spheres_from_coords(dct)\n", - "plt.imshow(ps.visualization.sem(~im, axis=0).T);" + "plt.imshow(ps.visualization.xray(~im, axis=0).T, cmap=plt.cm.bone_r);" ] }, { @@ -235,23 +235,13 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 9, "id": "4f17e481", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", + "image/png": 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uIZYaS7ERVauvLk7TJENCQ8L83Rw4KAnT259C7XJe/lBX3yIDRl7WyaGqJ8IJunrt8MbPl56PjgXz70+wSf//34PPrGY5Jvs7dd1gbRcAAOCMUlsACPZP4m1fk54QoHPo+QAAAEYRfAAAAKMYdoHtZgz1R9c1yXEAYA49HwAAwCiCDwAAYBTBBwAAMIqcDwABy3QuTzCvhkveVPAq/P+f/eeTE3buOQQf8CuSSwEg+DDsAgAAjKLnA0BQ9KyZ6PEKtqGWu507PYzBubaLyOVOPYeeDwAAYBTBBwAAMIrgAwAAGEXwAQAAjCL4AAAARhF8AAAAoyi1BRAUfFEKGsyltUBPEHwgoDHXAADYD8MuAADAKIIPAABgFMMuAILS3fI1gnl1WsAEej4AAIBRBB8IGOrTatsN9rNu3ToJCQmR7Oxs97Fbt25JVlaWDBw4UPr16ydz586V6upqv7YTgO8w7ALAmDNnzshPf/pTGTt2rMfxlStXyrvvviv5+fkSHR0ty5Ytkzlz5sgf//hHv7SToRbAt+j5AGBEQ0ODzJ8/X9566y0ZMGCA+3htba3s2LFD3njjDZk+fbqkpKTIzp075U9/+pOcPHnSr20G4BsEHwCMUMMqTz31lKSlpXkcLysrk+bmZo/jSUlJkpiYKCUlJR2+XmNjo9TV1XlsAJyBYRcAPrdnzx754IMP9LBLW1VVVRIeHi79+/f3OB4bG6vv60heXp6sWbPGJ+0F4FsEHwB86tq1a7JixQo5cuSI9OnTx2uvm5ubKzk5Oe591fORkJDgtdeH9/JmSP4OPOk9zIti2AWAT6lhlRs3bsjDDz8soaGheisuLpbNmzfr26qHo6mpSWpqajyep6pd4uLiOnzdiIgIiYqK8tgAOAM9HwB8asaMGXL27FmPY88++6zO63jxxRd1b0VYWJgUFRXpEluloqJCrl69KqmpqX5qNQBfIvgA4FORkZEyZswYj2P33XefntPDdXzRokV6CCUmJkb3YCxfvlwHHpMmTfJTqwH4EsEHAL/bsGGD9OrVS/d8qCqW9PR02bp1q7+bBcBHCD4AGHfs2DGPfZWIumXLFr0BCHwknAIAAKMIPgAAgFEEHwAAwL7Bx7Zt2/SCUK6aepWNfujQIff9rEwJk1jBFgCCIPgYPHiwXg5bTRpUWlqqF4HKyMiQ8+fPu1emPHDggF6ZUk0iVFlZqVemBAAA6Fa1y6xZszz2165dq3tD1MqTKjBRK1Pu3r1bByWKWpkyOTlZ399Rvb4qq1ObC4tDAUBgT8VNT2XwTafutZyP27dv68Wibt68qYdfursypVocKjo62r2xNgMAAIGty8GHmiZZ5XOodRWWLFkiBQUFMnr06G6vTKkWh6qtrXVvahEqAAAQuLo8ydioUaOkvLxcBwp79+6VzMxMnd/RXSqIUZtpbbv9vN2lBABoHyveOoMv/y52OfhQvRvDhw/Xt1NSUuTMmTOyadMmmTdvnntlyta9H/damRIAAASXHs/z0dLSohNGVSDiWpnShZUpAQBAj3o+VH7GzJkzdRJpfX29rmxRazQUFhbqZFFWpgQAAF4NPm7cuCELFiyQ69ev62BDTTimAo/HH39c38/KlAAAwKvBh5rH427ssDJld5OXOvs8ElMBAOgZ1nYBAABGdbnaBQAAb2H2U/sw2bNPzwcAADCK4AMAABjl6GEXf3TPtfc9SUIFACBIgg8AQGAhB8Qsf314ZtgFAAAYRfABAACMYtgFAGBbrIDrXXbJUaTnAwAAGEXwAcDnfvSjH0lISIjHlpSU5L7/1q1bkpWVJQMHDpR+/frp9aGqq6v92mYAvkPwAcCIr3zlK3pRStd24sQJ930rV66UAwcOSH5+vhQXF0tlZaXMmTPHr+0F4DvkfAAwIjQ0VOLi4u44Xltbqxet3L17t0yfPl0f27lzpyQnJ8vJkydl0qRJfmgtnJavQD6I/fI67oaeDwBGXLx4UeLj4+XLX/6yzJ8/X65evaqPl5WVSXNzs6Slpbkfq4ZkEhMTpaSkpMPXa2xslLq6Oo8NgDM4pufDzlEts54G988f9zZx4kTZtWuXjBo1Sg+5rFmzRr7+9a/LuXPnpKqqSsLDw6V///4ez4mNjdX3dSQvL0+/DgDncUzwAcC5Zs6c6b49duxYHYwMGTJEfvvb30rfvn279Zq5ubmSk5Pj3lc9HwkJCV5pL5wn2GdGTXfYB16GXQAYp3o5Ro4cKZcuXdJ5IE1NTVJTU+PxGFXt0l6OiEtERIRERUV5bACcgeADgHENDQ3y8ccfy4MPPigpKSkSFhYmRUVF7vsrKip0Tkhqaqpf2wkgSIZdLMvSXz+TZpHPb2p19S3iJJ9Zzf5uQkBx2s/f6eoaWjx+H3vq+9//vsyaNUsPtagy2ldeeUV69+4t3/72tyU6OloWLVqkh1BiYmJ0D8by5ct14EGlCxCYbBd81NfX668n5D2P4wNGisNc9ncDAorzfv6BQf0+quCgpz755BMdaPzrX/+SBx54QKZMmaLLaNVtZcOGDdKrVy89uZiqYklPT5etW7d64QwQrDqbA2Hn3JB0h+VxdEWI5a2PNl7S0tKiPxlFRkbqC59KILt27Zpjx3NdSXCcg39xDl2jLgvq90+VxqqgwCnvjwqUpkmGhIaE+bs5cAiCD+/2+B+T/Xrunntdo2zX86EudIMHD9a31RTMSiAkk3EO9sA5dJ43ejwAwBHBBwAATutdaN2D4rQeC39wRn8qAAAIGLYOPlQdv8qKV1+dinOwB84BAOzDdgmnANAdKslNTV42RZ6UUCHhFGYVXDjrvv30yIckGH0mzbpSVU0YeK+cMYIPAAFBlfMyvTrgf6oiz1U40hGCDwABwVWmry5pakVcJ5dV+0IglJv7Cu+Nd96XrpToU+0CICC4yvTVBTNQyqp9gfelY7w3PX9fOluib+uEUwAAEHgIPgAAgFG2DT62bNkiQ4cOlT59+sjEiRPl9OnTYmfHjx/XC2epsS41M+u+ffvuGAtbvXq1XsWzb9++kpaWJhcvXhS7yMvLkwkTJuhp7QcNGiSzZ8/WK4u2duvWLcnKypKBAwdKv3799Docatlzu9i2bZuMHTvW3UWoFiY7dOiQY9rfnnXr1un/T9nZ2Y4+D5MoSW4f70vHeG/88L5YNrRnzx4rPDzc+sUvfmGdP3/e+u53v2v179/fqq6utuzqvffes374wx9av/vd71QCr1VQUOBx/7p166zo6Ghr37591l/+8hfrm9/8pjVs2DDrf//7n2UH6enp1s6dO61z585Z5eXl1pNPPmklJiZaDQ0N7scsWbLESkhIsIqKiqzS0lJr0qRJ1te+9jXLLn7/+99b7777rnXhwgWroqLC+sEPfmCFhYXpc3JC+9s6ffq0NXToUGvs2LHWihUr3Meddh4A0JYtg49HH33UysrKcu/fvn3bio+Pt/Ly8iwnaBt8tLS0WHFxcdb69evdx2pqaqyIiAjr17/+tWVHN27c0OdRXFzsbq/6Q56fn+9+zN/+9jf9mJKSEsuuBgwYYP385z93XPvr6+utESNGWEeOHLG+8Y1vuIMPp50HALTHdsMuTU1NUlZWpoclWmexq/2SkhJxoitXrkhVVZXHOamMYDWcZNdzUhM2KTExMfqr+pk0Nzd7nENSUpIuabTjOdy+fVv27NkjN2/e1MMvTmu/GlZ56qmnPNqrOO08AMARpbaffvqp/sMRGxvrcVztf/TRR+JEKvBQ2jsn1312my9B5RhMnjxZxowZo4+pdoaHh+sZJO18DmfPntXBhsqLUPkQBQUFMnr0aCkvL3dE+xUVNH3wwQdy5syZO+5zys8BABwVfMAen7rPnTsnJ06cEKcZNWqUDjRUz83evXslMzNTiouLxSnUZD4rVqyQI0eO6GRrAAhEtht2uf/++6V37953ZO+r/bi4OHEiV7udcE7Lli2TgwcPyvvvv+8xPa5qpxoSU3P22/kcVK/A8OHDJSUlRVfwjBs3TjZt2uSY9qthlRs3bsjDDz8soaGhelPB0+bNm/Vt1cPhhPMAAEcFH+qPh/rDUVRU5DEMoPZVd7oTDRs2TP9haH1OahbGU6dO2eacVJ6sCjzUMMXRo0d1m1tTP5OwsDCPc1CluFevXrXNObRH/d9pbGx0TPtnzJihh45U741re+SRR2T+/Pnu2044D39xWom+twVCybwplLF/4R//+Id85zvf0eetpoJ46KGHpLS01LdTRVg2LbVVlSC7du2yPvzwQ2vx4sW61LaqqsqyK1Wd8Oc//1lv6m1944039O2///3v7lJbdQ779++3/vrXv1oZGRm2KrVdunSpLgU+duyYdf36dff23//+16PEU5XfHj16VJd4pqam6s0uXnrpJV2dc+XKFf0eq/2QkBDrD3/4gyPa35HW1S5OPg9fc2KJvrcFQsm8CZSxf+Hf//63NWTIEGvhwoXWqVOnrMuXL1uFhYXWpUuXfDpVhC2DD+XNN9/UvzTqYqJKb0+ePGnZ2fvvv6+DjrZbZmamu9x21apVVmxsrA6sZsyYoeeisIv22q42dSFzUf/Rvve97+ny1S996UvW008/rQMUu3juuef0L5H6P/PAAw/o99gVeDih/Z0NPpx6Hr7m9BJ9XwiUknlvoozd04svvmhNmTLF6oivpoqwbfABAJ3V2Nho9e7d+47J/RYsWKA/pQWrixcv6j+eZ8+e1fvqE73a/89//uPxOPVBT/XWBgP1fyI7O1vfbh18BOt7k5ycrN+Pb33rW/pD2/jx462f/exn7vs//vhj/b6onvzWpk6daj3//PPd/r62y/kAAG+W6AdrCbKTS+Z9XcaucmPaCtb35vLly3ppihEjRkhhYaEsXbpUnn/+eXn77bd9OlUEpbYAEICcXDLvC5SxdxykqkT2H//4x3r/q1/9qv5/s337dj1Vga/Q8wHA8QKxRD+YS+Z9gTL29qkKFjURY2vJycm6gs6XU0UQfABwvEAs0e+OQC2Z9wbK2Nu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" ] @@ -279,13 +269,13 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 10, "id": "da18720b", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -305,7 +295,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -319,7 +309,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.15" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/generators/reference/voronoi_edges.ipynb b/examples/generators/reference/voronoi_edges.ipynb index e0e977d15..f19a4da15 100644 --- a/examples/generators/reference/voronoi_edges.ipynb +++ b/examples/generators/reference/voronoi_edges.ipynb @@ -25,32 +25,6 @@ "import porespy as ps" ] }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:22.534401Z", - "iopub.status.busy": "2022-04-25T01:54:22.534174Z", - "iopub.status.idle": "2022-04-25T01:54:22.538348Z", - "shell.execute_reply": "2022-04-25T01:54:22.537647Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(shape: List[int], ncells: int, r: int = 0, flat_faces: bool = True)\n" - ] - } - ], - "source": [ - "import inspect\n", - "b = inspect.signature(ps.generators.voronoi_edges)\n", - "print(b)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -61,7 +35,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:22.542762Z", @@ -73,14 +47,12 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -95,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:22.688320Z", @@ -107,14 +79,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -173,13 +141,13 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## `r` radius\n", - "The thickness of the edges. By default they are 1 pixel thick, but can be made fatter by setting ``r > 0``." + "## `r`\n", + "The thickness or radius of the edges. By default they are 1 pixel thick, but can be made fatter by setting ``r > 0``." ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:24.640153Z", @@ -191,14 +159,12 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -229,7 +195,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:24.768573Z", @@ -241,14 +207,12 @@ "outputs": [ { "data": { - "image/png": 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -271,7 +235,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -285,7 +249,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/src/porespy/generators/_fractals.py b/src/porespy/generators/_fractals.py index 5cab9297f..7afe93c5c 100644 --- a/src/porespy/generators/_fractals.py +++ b/src/porespy/generators/_fractals.py @@ -96,10 +96,16 @@ def sierpinski_foam( The number of times to iteratively divide the image. This functions starts by inserting single voxels, then inserts increasingly large squares/cubes. mode : str - Controls the portion of the image that is returned, options are `'upper'` - which returns the upper corner, `'centered'`, which returns the center - portion of the image, and `None` provide the full image, in which case - the returned image will be larger than `shape`. + Controls the portion of the image that is returned, options are: + + ============= ============================================================== + Mode Description + ============= ============================================================== + `'upper'` Returns the upper corner + `'centered'` Returns the center portion + `None` Provide the full image, in which case the returned image will + be larger than `shape`. + ============= ============================================================== Returns ------- @@ -121,7 +127,8 @@ def sierpinski_foam( m += 1 im = np.zeros([3**(m+1)//3 for _ in range(len(shape))], dtype=bool) i = 0 - pbar = tqdm() + desc = inspect.currentframe().f_code.co_name # Get current func name + pbar = tqdm(desc=desc, **settings.tqdm) while i < n: if im.ndim == 2: mask = np.zeros([3**(i+1), 3**(i+1)], dtype=bool) diff --git a/src/porespy/generators/_imgen.py b/src/porespy/generators/_imgen.py index db838e072..c0f722515 100644 --- a/src/porespy/generators/_imgen.py +++ b/src/porespy/generators/_imgen.py @@ -26,7 +26,6 @@ __all__ = [ "blobs", "borders", - "bundle_of_tubes", "cylinders", "cylindrical_plug", "elevation", @@ -194,7 +193,9 @@ def elevation( Examples -------- - # TODO: Create a notebook example for this function + `Click here + `_ + to view online example. """ shape = parse_shape(shape) @@ -204,7 +205,8 @@ def elevation( b = np.reshape(a, [im.shape[0], 1, 1]) c = np.tile(b, (1, *im.shape[1:])) c = c*voxel_size - h = np.swapaxes(c, 0, axis) + h = c.squeeze() + h = np.swapaxes(h, 0, axis) return h @@ -258,7 +260,7 @@ def ramp( return ramp -def cylindrical_plug(shape, r=None, axis=2): +def cylindrical_plug(shape, r=None, axis=2, smooth=True): r""" Generates a cylindrical plug suitable for use as a mask on a tomogram @@ -273,6 +275,9 @@ def cylindrical_plug(shape, r=None, axis=2): axis : int The direction along with the cylinder's axis of rotation should be oriented. The default is 2, which is the z-direction. + smooth : bool + Boolean flag to indicate if the cylinder should have the single voxels + protrusion on each face or not (Default if `True`) Returns ------- @@ -295,7 +300,7 @@ def cylindrical_plug(shape, r=None, axis=2): dt = edt(im2d) if r is None: r = int(min(shape[axes])/2) - circ = dt < r + circ = dt < r if smooth else dt <= r tile_ax = [1, 1, 1] tile_ax[axis] = shape[axis] circ = np.expand_dims(circ, axis) @@ -306,7 +311,7 @@ def cylindrical_plug(shape, r=None, axis=2): dt = edt(im2d) if r is None: r = int(min(shape[axes])/2) - cyl = dt < r + cyl = dt < r if smooth else dt <= r return cyl @@ -646,74 +651,6 @@ def _make_choice(options_im, free_sites): # pragma: no cover return coords, count -def bundle_of_tubes( - shape: List[int], - spacing: int, - distribution=None, - smooth: bool = True, - seed: int = None, -): - r""" - Create a 3D image of a bundle of tubes, in the form of a rectangular - plate with randomly sized holes through it. - - Parameters - ---------- - shape : list - The size the image, with the 3rd dimension indicating the plate - thickness. If the 3rd dimension is not given then a thickness of - 1 voxel is assumed. - spacing : int - The center to center distance of the holes. The hole sizes will - be distributed between this values down to 3 voxels. - distribution : scipy.stats object - A handle to a scipy stats object with the desired parameters. - seed : int, optional, default = `None` - Initializes numpy's random number generator to the specified state. If not - provided, the current global value is used. This means calls to - ``np.random.state(seed)`` prior to calling this function will be respected. - - Returns - ------- - image : ndarray - A boolean array with ``True`` values denoting the pore space - - Examples - -------- - `Click here - `_ - to view online example. - - """ - if seed is not None: - np.random.seed(seed) - shape = parse_shape(shape) - if len(shape) == 2: - shape = np.hstack((shape, [1])) - shape2 = shape[shape > 1] - im = ~lattice_spheres(shape=shape2, - r=1, - offset=0.5*spacing, - spacing=spacing, - lattice='sc') - N = im.sum(dtype=np.int64) - if distribution is None: - # +1 below is because randint 4.X gives a max of 3 - distribution = spst.randint(low=3, high=int(spacing/2 + 1)) - Rs = distribution.rvs(N) - else: - Rs = distribution.rvs(N) - Rs = np.around(np.clip(Rs, a_min=1, a_max=spacing/2), decimals=0).astype(int) - temp = np.zeros_like(im) - inds = np.where(im) - for i in range(len(inds[0])): - c = np.hstack([j[i] for j in inds]) - temp = insert_sphere(im=temp, c=c, r=Rs[i]) - # Add 3rd dimension back - temp = np.tile(np.atleast_3d(temp), [1, 1, shape[2]]) - return temp - - def polydisperse_spheres( shape: List, porosity: float, diff --git a/src/porespy/generators/_micromodels.py b/src/porespy/generators/_micromodels.py index 1aa812940..b043d3da6 100644 --- a/src/porespy/generators/_micromodels.py +++ b/src/porespy/generators/_micromodels.py @@ -111,9 +111,9 @@ def rectangular_pillars_array( Examples -------- - `Click here + `Click here `_ - to view online example. + to view online example. """ shape = parse_shape(shape) if len(shape) != 2: diff --git a/src/porespy/generators/_spheres_from_coords.py b/src/porespy/generators/_spheres_from_coords.py index 6689e5e12..486f9dd4f 100644 --- a/src/porespy/generators/_spheres_from_coords.py +++ b/src/porespy/generators/_spheres_from_coords.py @@ -51,6 +51,12 @@ def spheres_from_coords(df, mode='contained', smooth=False): ``False`` elsewhere. The size of the returned image will be large enough to fit all the spheres plus the radius of the largest sphere. + Examples + -------- + `Click here + `_ + to view online example. + Notes ----- The input data should be in column format as a dictionary of 1D From 2e388d4e39cbcfe4dcd8ece06648ddbccd09822e Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 22:19:05 -0400 Subject: [PATCH 07/15] rerunning metrics notebooks --- examples/metrics/reference/bond_number.ipynb | 16 +- examples/metrics/reference/boxcount.ipynb | 77 ++------ examples/metrics/reference/chord_counts.ipynb | 67 +++---- .../reference/chord_length_distribution.ipynb | 87 +++----- examples/metrics/reference/find_h.ipynb | 55 ++---- .../reference/find_porosity_threshold.ipynb | 44 +++-- .../metrics/reference/is_percolating.ipynb | 20 +- .../reference/lineal_path_distribution.ipynb | 72 ++++--- .../metrics/reference/mesh_surface_area.ipynb | 71 ++----- .../{mesh__volume.ipynb => mesh_volume.ipynb} | 51 ++--- .../reference/pc_map_to_pc_curve.ipynb | 44 ++++- .../reference/percolating_porosity.ipynb | 42 ++-- .../metrics/reference/phase_fraction.ipynb | 33 ++-- .../reference/pore_size_distribution.ipynb | 107 +++++----- examples/metrics/reference/porosity.ipynb | 62 ++---- .../metrics/reference/porosity_by_type.ipynb | 115 +++++++++++ .../metrics/reference/porosity_profile.ipynb | 12 +- .../reference/props_to_DataFrame.ipynb | 185 ++++++++++-------- .../metrics/reference/props_to_image.ipynb | 60 ++++-- .../radial_density_distribution.ipynb | 84 ++++---- .../reference/region_interface_areas.ipynb | 180 ++++++----------- .../reference/region_surface_areas.ipynb | 182 ++++++----------- .../metrics/reference/region_volumes.ipynb | 74 +++---- .../metrics/reference/regionprops_3D.ipynb | 110 ++++++----- examples/metrics/reference/rev_porosity.ipynb | 76 ++++--- .../metrics/reference/rev_tortuosity.ipynb | 42 ++-- examples/metrics/reference/satn_profile.ipynb | 6 +- .../reference/two_point_correlation.ipynb | 50 +++-- src/porespy/metrics/_funcs.py | 13 +- src/porespy/metrics/_rev.py | 6 + 30 files changed, 977 insertions(+), 1066 deletions(-) rename examples/metrics/reference/{mesh__volume.ipynb => mesh_volume.ipynb} (80%) create mode 100644 examples/metrics/reference/porosity_by_type.ipynb diff --git a/examples/metrics/reference/bond_number.ipynb b/examples/metrics/reference/bond_number.ipynb index c615c58cc..ccd020181 100644 --- a/examples/metrics/reference/bond_number.ipynb +++ b/examples/metrics/reference/bond_number.ipynb @@ -29,7 +29,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "id": "a162a36a", "metadata": {}, "outputs": [ @@ -39,7 +39,7 @@ "0.008817170868430176" ] }, - "execution_count": 4, + "execution_count": 1, "metadata": {}, "output_type": "execute_result" } @@ -74,7 +74,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "id": "27f00931", "metadata": {}, "outputs": [ @@ -84,7 +84,7 @@ "0.008817170868430176" ] }, - "execution_count": 5, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -112,7 +112,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 3, "id": "c633db32", "metadata": {}, "outputs": [ @@ -122,7 +122,7 @@ "0.0030404821622150796" ] }, - "execution_count": 8, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -151,7 +151,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 4, "id": "abcae79f", "metadata": {}, "outputs": [ @@ -161,7 +161,7 @@ "0.012161928648860319" ] }, - "execution_count": 9, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } diff --git a/examples/metrics/reference/boxcount.ipynb b/examples/metrics/reference/boxcount.ipynb index 0c913bbfc..75f9a0310 100644 --- a/examples/metrics/reference/boxcount.ipynb +++ b/examples/metrics/reference/boxcount.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:51.211323Z", @@ -26,44 +26,9 @@ "import porespy as ps" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arguments and their defaults for this function are:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:54:53.476087Z", - "iopub.status.busy": "2022-04-25T01:54:53.475813Z", - "iopub.status.idle": "2022-04-25T01:54:53.483739Z", - "shell.execute_reply": "2022-04-25T01:54:53.483087Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.metrics.boxcount)" - ] - }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.489929Z", @@ -75,21 +40,7 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "252fe0e669ca456ebd0e82456ad428ab", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -115,7 +66,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.616670Z", @@ -130,7 +81,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of boxcount generated at Sat Mar 8 23:56:05 2025\n", + "Results of boxcount generated at Fri Jul 11 21:18:58 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "size Array of size (10,)\n", "count [544, 291, 160, 77, 35, 25, 9, 9, 4, 1]\n", @@ -153,7 +104,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:54.276304Z", @@ -165,9 +116,9 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -175,7 +126,7 @@ } ], "source": [ - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].loglog(b.size, b.count)\n", "ax[0].set_xlabel('box length')\n", "ax[0].set_ylabel('number of partially filled boxes')\n", @@ -197,7 +148,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:55.132837Z", @@ -209,9 +160,9 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -220,7 +171,7 @@ ], "source": [ "b = ps.metrics.boxcount(im=im, bins=20)\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].loglog(b.size, b.count)\n", "ax[0].set_xlabel('box length')\n", "ax[0].set_ylabel('number of partially filled boxes')\n", @@ -235,7 +186,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/metrics/reference/chord_counts.ipynb b/examples/metrics/reference/chord_counts.ipynb index e023a663e..f8fd607ec 100644 --- a/examples/metrics/reference/chord_counts.ipynb +++ b/examples/metrics/reference/chord_counts.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:45.733827Z", @@ -25,24 +25,11 @@ "shell.execute_reply": "2022-04-25T01:54:48.111631Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.metrics.chord_counts)" + "import porespy as ps" ] }, { @@ -55,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:48.116961Z", @@ -67,7 +54,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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IgAMCEuCAgAQ4ICABvjz2J5Od6Nb4eHnqAAAAAElFTkSuQmCC", "text/plain": [ "
" ] @@ -77,8 +64,7 @@ } ], "source": [ - "np.random.seed(10)\n", - "im = ps.generators.blobs(shape=[500, 500])\n", + "im = ps.generators.blobs(shape=[500, 500], seed=0)\n", "im = ps.filters.apply_chords(im)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(im, origin='lower', interpolation='none')\n", @@ -94,7 +80,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:48.212353Z", @@ -106,7 +92,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] @@ -132,7 +118,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:48.622851Z", @@ -144,7 +130,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ "
" ] @@ -162,29 +148,26 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "array([ 0, 1, 3, 0, 3, 3, 5, 2, 4, 7, 9, 10, 11, 12, 7, 8, 11,\n", - " 12, 9, 14, 8, 17, 16, 19, 19, 15, 20, 27, 28, 25, 23, 16, 15, 17,\n", - " 14, 17, 12, 18, 16, 10, 13, 15, 18, 14, 22, 9, 13, 14, 11, 6, 9,\n", - " 6, 6, 6, 6, 6, 9, 9, 4, 5, 4, 0, 5, 7, 8, 5, 4, 4,\n", - " 5, 8, 8, 4, 9, 4, 4, 3, 2, 3, 2, 4, 3, 3, 3, 5, 5,\n", - " 3, 8, 4, 4, 8, 4, 1, 0, 2, 2, 3, 5, 1, 1, 1, 2, 1,\n", - " 2, 1, 1, 1, 1, 0, 2, 1, 0, 2, 1, 2, 3, 0, 0, 2, 1,\n", - " 2, 0, 0, 1, 0, 2, 1, 2, 3, 1, 3, 5, 2, 3, 2, 1, 2,\n", - " 2, 4, 2, 6, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 1, 1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1,\n", - " 1, 2, 2, 2, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 1, 0, 2], dtype=int64)" + "array([ 0, 1, 0, 1, 5, 5, 6, 5, 7, 1, 4, 9, 10, 10, 13, 14, 14,\n", + " 26, 11, 16, 7, 7, 14, 15, 8, 9, 11, 13, 10, 13, 12, 8, 12, 13,\n", + " 12, 7, 14, 11, 11, 8, 10, 10, 16, 8, 9, 11, 10, 17, 16, 7, 10,\n", + " 14, 10, 9, 5, 6, 7, 10, 8, 8, 10, 6, 9, 12, 11, 8, 7, 6,\n", + " 8, 6, 3, 8, 5, 5, 4, 5, 2, 0, 9, 4, 5, 0, 5, 2, 3,\n", + " 2, 3, 3, 5, 8, 6, 4, 5, 6, 4, 4, 4, 3, 3, 6, 1, 3,\n", + " 4, 2, 1, 1, 3, 1, 2, 2, 0, 1, 1, 0, 0, 0, 0, 1, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0,\n", + " 0, 1, 0, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 1, 1,\n", + " 0, 0, 1, 1, 0, 0, 1, 4, 2, 1, 1, 1, 2, 0, 0, 2, 0,\n", + " 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 0, 1])" ] }, - "execution_count": 7, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -196,7 +179,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -210,7 +193,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.15" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/chord_length_distribution.ipynb b/examples/metrics/reference/chord_length_distribution.ipynb index 45bd06657..5e3ec4b2c 100644 --- a/examples/metrics/reference/chord_length_distribution.ipynb +++ b/examples/metrics/reference/chord_length_distribution.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:16.999567Z", @@ -25,24 +25,11 @@ "shell.execute_reply": "2022-04-25T01:55:19.251759Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import porespy as ps\n", - "import numpy as np\n", - "import inspect\n", - "inspect.signature(ps.metrics.chord_length_distribution)" + "import numpy as np" ] }, { @@ -55,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:19.256609Z", @@ -67,14 +54,12 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -96,7 +81,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:19.349028Z", @@ -108,14 +93,12 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -146,7 +129,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:19.773194Z", @@ -158,19 +141,17 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "data = ps.metrics.chord_length_distribution(im=im, bins=100)\n", + "data = ps.metrics.chord_length_distribution(im=im, bins=40)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", "ax[0].plot(data.L,data.pdf)\n", "ax[1].plot(data.L,data.cdf)\n", @@ -197,7 +178,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:20.317241Z", @@ -209,14 +190,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -247,7 +226,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:20.712984Z", @@ -263,20 +242,18 @@ "Text(0.5, 1.0, 'PDF scaling after the result')" ] }, - "execution_count": 6, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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SGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGgwVppIcmeTqJFuSnDJDmxckuTTJlUm+NNphStLCWL8kjdsuczVIsgY4E/hVYBtwcZJzq+obA232BD4EHFlV1yd5/JjGK0lDs35JWgzDrEwdDmypqmur6l7gHOCYKW1eBfxdVV0PUFU3j3aYkrQg1i9JYzdMmNoX2DpwfVt/26CfBx6b5ItJLkly3KgGKEkNrF+Sxm7Ol/mATHNbTbOfZwIvBHYHvprkoqr65oN2lJwAnACw//77z3+0kjQ/I6tfYA2TNL1hVqa2AfsNXF8H3DhNm3+oqruq6hbgy8ChU3dUVWdV1Yaq2rB27dqFjlmShjWy+gXWMEnTGyZMXQwclOTAJLsBxwLnTmnz98DzkuyS5JHAEcBVox2qJM2b9UvS2M35Ml9V7UhyEnA+sAY4u6quTHJiv31jVV2V5B+Ay4GfAB+pqq+Pc+CSNBfrl6TFMMw5U1TVJmDTlNs2Trn+p8Cfjm5oktTO+iVp3PwEdEmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAaGKUmSpAZDhakkRya5OsmWJKfM0u6wJPcnefnohihJC2f9kjRuc4apJGuAM4GjgEOAVyY5ZIZ2pwPnj3qQkrQQ1i9Ji2GYlanDgS1VdW1V3QucAxwzTbvfBf4WuHmE45OkFtYvSWM3TJjaF9g6cH1bf9sDkuwL/DqwcbYdJTkhyeYkm7dv3z7fsUrSfI2sfvVtrWGSHmKYMJVpbqsp1/8cOLmq7p9tR1V1VlVtqKoNa9euHXKIkrRgI6tfYA2TNL1dhmizDdhv4Po64MYpbTYA5yQB2At4cZIdVfW5UQxSkhbI+iVp7IYJUxcDByU5ELgBOBZ41WCDqjpw589JPgacZyGStAxYvySN3Zxhqqp2JDmJ7l0ua4Czq+rKJCf22+c8z2BVW7Mr/RHvyD1x3/24adv1Y9m3NAmsX42sX9JQhlmZoqo2AZum3DZtEaqq17YPa4Lcfx/rTz5vLLu+7vSjx7JfaZJYvxpYv6Sh+AnokiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTkiRJDQxTK9maXUkylsve6/Zf6tlJmmTWL02QXZZ6AGpw/32sP/m8sez6utOPHst+JQmwfmmiDLUyleTIJFcn2ZLklGm2vzrJ5f3lwiSHjn6okjR/1i9J4zZnmEqyBjgTOAo4BHhlkkOmNPs28PyqehpwGnDWqAcqSfNl/ZK0GIZZmToc2FJV11bVvcA5wDGDDarqwqq6vb96EbButMOUpAWxfkkau2HC1L7A1oHr2/rbZvJ64AvTbUhyQpLNSTZv3759+FFK0sKMrH6BNUzS9IYJU5nmtpq2YfLLdMXo5Om2V9VZVbWhqjasXbt2+FFK0sKMrH6BNUzS9IZ5N982YL+B6+uAG6c2SvI04CPAUVV162iGJ0lNrF+Sxm6YlamLgYOSHJhkN+BY4NzBBkn2B/4OeE1VfXP0w5SkBbF+SRq7OVemqmpHkpOA84E1wNlVdWWSE/vtG4F3AI8DPpQEYEdVbRjfsCVpbtYvSYthqA/trKpNwKYpt20c+PkNwBtGOzRJamf9kjRufp2MJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUprdmV5KM5bL3uv2XenaSJpn1S4tsl6UegJap++9j/cnnjWXX151+9Fj2K0mA9UuLzpUpSZKkBoYpSZKkBoYpSZKkBoYpSZKkBoYpSZKkBoYpLT7ftixppbJ+aRp+NIIWn29blrRSWb80DVemJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimJEmSGhimNFn8DBhJK5X1a8Xyc6Y0WfwMGEkrlfVrxXJlSpIkqYFhSpIkqYFhSpIkqcFQYSrJkUmuTrIlySnTbE+SD/bbL0/yjNEPVVpinhy6Ilm/JMZav6xhQ5yAnmQNcCbwq8A24OIk51bVNwaaHQUc1F+OAD7c/ytNDk8OXXGsX1JvjPULrGHDrEwdDmypqmur6l7gHOCYKW2OAf6qOhcBeybZe8RjlSbXGI8ad3n47qv5aNT6JS2GVV7DUlWzN0heDhxZVW/or78GOKKqThpocx7w7qr6Sn/9/wAnV9XmKfs6ATihv3owcPWQ49wLuGXItsvdJM0FnM9ythznsr6q1i7WnY2yfvXbFlLDluPj0GKS5jNJcwHnM24z1q9hPmcq09w2NYEN04aqOgs4a4j7fPDOk81VtWG+/ZajSZoLOJ/lbJLm0mBk9QsWVsMm7XGYpPlM0lzA+SylYV7m2wbsN3B9HXDjAtpI0mKzfkkau2HC1MXAQUkOTLIbcCxw7pQ25wLHpfMs4M6qumnEY5Wk+bJ+SRq7OV/mq6odSU4CzgfWAGdX1ZVJTuy3bwQ2AS8GtgB3A8ePeJzzfmlwGZukuYDzWc4maS4LYv0ai0mazyTNBZzPkpnzBHRJkiTNzE9AlyRJamCYkiRJarCkYSoNX/MwV9+l0Dif7yS5IsmlSR7y+TZLYYj5PCXJV5P8OMmb59N3sTXOZSU+Nq/u/8YuT3JhkkOH7avhWL+sX4tpkmrYRNavqlqSC93JoNcAPwfsBlwGHDKlzYuBL9B9DsyzgH8Ztu9Kmk+/7TvAXks5hwXM5/HAYcC7gDfPp+9KmcsKfmyeAzy2//mo5fzcWYkX65f1a6XMZ7k9PpNav5ZyZarlax6G6bvYJu1rK+acT1XdXFUXA/fNt+8ia5nLcjTMfC6sqtv7qxfRfXbSUH01FOuX9WsxTVINm8j6tZRhal9g68D1bf1tw7QZpu9ia5kPdJ+4fEGSS9J9ZcVSa/kdL7fHp3U8K/2xeT3disJC+mp61i/r12KapBo2kfVrmK+TGZeWr3kY+usfFlHr11b8m6q6Mcnjgf+d5P9V1ZdHOsL5afkdL7fHp3U8K/axSfLLdMXoufPtq1lZvx7cZsU+R0bcd1wmqYZNZP1aypWplq95WI5f/9D0tRVVtfPfm4HP0i1nLqWW3/Fye3yaxrNSH5skTwM+AhxTVbfOp6/mZP2yfi2mSaphk1m/lupkLbpVsWuBA/npiWRPndLmJTz4hMevDdt3hc3nZ4BHD/x8Id033S/r+Qy0PZUHn8C5rB6fxrmsyMcG2J/uE72fs9DfhZfmx8D6tYznM9B2WdevEcxnWT0+k1q/lvbOu3eHfJPu7Py39bedCJzY/xzgzH77FcCG2fou9WWh86F7Z8Jl/eXKFTSfJ9IdKXwfuKP/eY/l+PgsdC4r+LH5CHA7cGl/2TxbXy9jeQysX8t7PiumfrXMZzk+PpNYv/w6GUmSpAZ+ArokSVIDw5QkSVIDw5QkSVIDw5QkSVIDw5QkSVIDw5QkSVIDw5QkSVKD/w8uaZEy3HfQ/AAAAABJRU5ErkJggg==\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -307,7 +284,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:21.059114Z", @@ -319,14 +296,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -344,7 +319,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -358,7 +333,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/find_h.ipynb b/examples/metrics/reference/find_h.ipynb index 6d35e9ed3..93ea2be3f 100644 --- a/examples/metrics/reference/find_h.ipynb +++ b/examples/metrics/reference/find_h.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:17.980768Z", @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 29, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:20.554842Z", @@ -48,7 +48,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -64,7 +64,7 @@ ], "source": [ "np.random.seed(1)\n", - "im = ps.generators.blobs(shape=[150, 150], porosity=0.6, blobiness=1)\n", + "im = ps.generators.blobs(shape=[150, 150], porosity=0.6, blobiness=1.5, seed=7)\n", "inlets = np.zeros_like(im)\n", "inlets[0, :] = True\n", "pc = ps.filters.capillary_transform(im, voxel_size=1, g=0)\n", @@ -88,7 +88,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 30, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:21.497172Z", @@ -100,7 +100,7 @@ "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] @@ -108,7 +108,7 @@ "metadata": { "image/png": { "height": 463, - "width": 623 + "width": 624 } }, "output_type": "display_data" @@ -130,7 +130,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 31, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:21.619335Z", @@ -140,34 +140,19 @@ } }, "outputs": [ - { - "data": { - "text/html": [ - "
[14:17:46] WARNING  The requested saturation range was adjusted to (0.01,                            _funcs.py:1299\n",
-       "                    np.float64(0.9769417475728155)) to accomodate data                                             \n",
-       "
\n" - ], - "text/plain": [ - "\u001b[2;36m[14:17:46]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m The requested saturation range was adjusted to \u001b[1m(\u001b[0m\u001b[1;36m0.01\u001b[0m, \u001b[2m_funcs.py\u001b[0m\u001b[2m:\u001b[0m\u001b[2m1299\u001b[0m\n", - "\u001b[2;36m \u001b[0m \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9769417475728155\u001b[0m\u001b[1m)\u001b[0m\u001b[1m)\u001b[0m to accomodate data \u001b[2m \u001b[0m\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, { "name": "stdout", "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of find_h generated at Mon Sep 9 14:17:46 2024\n", + "Results of find_h generated at Fri Jul 11 21:29:27 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "valid False\n", - "zmax 4.5\n", - "zmin 114.5\n", - "smax 0.9769417475728155\n", + "zmax 5.0\n", + "zmin 85.0\n", + "smax 0.9804305283757339\n", "smin 0.01\n", - "h 110.0\n", + "h 80.0\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n" ] } @@ -187,7 +172,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 32, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:21.625965Z", @@ -202,14 +187,14 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of find_h generated at Mon Sep 9 14:17:55 2024\n", + "Results of find_h generated at Fri Jul 11 21:29:35 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "valid True\n", - "zmax 24.5\n", - "zmin 114.5\n", + "zmax 5.0\n", + "zmin 85.0\n", "smax 0.95\n", "smin 0.01\n", - "h 90.0\n", + "h 80.0\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n" ] } @@ -222,7 +207,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -236,7 +221,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/examples/metrics/reference/find_porosity_threshold.ipynb b/examples/metrics/reference/find_porosity_threshold.ipynb index d55c31ced..437d343b4 100644 --- a/examples/metrics/reference/find_porosity_threshold.ipynb +++ b/examples/metrics/reference/find_porosity_threshold.ipynb @@ -22,7 +22,8 @@ "outputs": [], "source": [ "import porespy as ps\n", - "import matplotlib.pyplot as plt" + "import matplotlib.pyplot as plt\n", + "ps.visualization.set_mpl_style()" ] }, { @@ -35,18 +36,23 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 2, "id": "5d7cd680", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 383 + } + }, "output_type": "display_data" } ], @@ -60,7 +66,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 3, "id": "50d20eb6", "metadata": {}, "outputs": [ @@ -69,7 +75,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of find_porosity_threshold generated at Mon Jun 30 18:44:28 2025\n", + "Results of find_porosity_threshold generated at Fri Jul 11 21:31:13 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "eps_orig 0.7\n", "eps_orig_perc 0.6771\n", @@ -97,18 +103,23 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 4, "id": "f3b8bf3a", "metadata": {}, "outputs": [ { "data": { - "image/png": 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JwBWHPQRPYHYmidNHczj0TttKL9Wqgq+PK4fl+YvOBC5AWC6z1JlIkeRFOiLNrE0JmZVZssI/Q2aXciSyIPYVT1sOq4it9u1aq7AESzGRJcU2Eam0RpFNmMAoq9ia++xt9xK7L4wrtrFwqVDahY392IzyEeIqY3vcObVJO+rHIa6k2Nrnhs7tyI7s3k4SmZXnRoRX7uNtUx9mqwR7tWBoaAhvvfoOhs4N4cPXj6A4RSsziUQ6hUQ6HZuRzInffCPE0PFRPP7dX6J7XTSEu62zDTffeSN27tq5Ml/Gw6OOaGkLsOeWWWzZUcDWHQX09kdBGI2OgTNZHHq7DRMjKb4uFf0BQz3qY2Hy0vsAHeQNHR329dHDY4VRLCRx+N1WnPooh4GzWeMs8agbfH1cWSzbqWqdc5sgG7IQWISUjlxhG3JERolzOQcbboLvxRBLP3bei0gtkVUy5No+WwmEUmLL6i0tjiGz9PEVTUUWW7IS2KCa5Op821qEl8ltyAo0XxOkn5ZUA7YdayCU2JLtbFp+3LUXR/ZjthpXJSTTfUpqU/ZxsiCLYiu3eS3Z2bZiS67LBrb/WxU4d+YcHv+rX+HYS6dRzocozgRsP6ZQskQuGyO2iXIFAa3LSoDzB0bwxJHnkHDcjT3bOpH7H7O+MHmsCrR3Bnjgi2N44JFxZLMh2jqaw35MOHU4hx/9RT/OHMuhMJNEMe/7xxZbH0uzFRSdMJT5QGv63P5hPHHsWSTo76zA10cPj+VFfjaJV3/VhV9+txfFfBIzU/4EXz3h6+MqJrbZXAa5rhyK02VUSkBAgm0ovbNyMf2emoTs9MEqqv99Edj0YbEUW+LKVmdNL64mtjqaJwqKMgFUVeN8YpbjuDV5jtW4yllda0HtvFnnEv07etx9XmxmrdqL3WvteVWrMau22m8r/6bPF3ty3cmt2sdj31obi2utIKBUKGFyYhLt7e3cML+STfN0xiyfz6NYLGJsZBwTA9OYPDsrid4yPkov7n5JdvlEEmEiMEVsiqxG0QmZZCaF8eEJjI2RXTl6XTab5dll7n0eawex+lgIUC5UGvjcUIhMLkQmG3IfbU9/Ges2lFxHfkOPriACS4Eok6NpDnWivrJmQEPXxwtSHxf8eqA0U+aLi2Qm6eujR5PXx9pIpkJkWwKk0yFaWsOo624lQL+/YoLVWppPOz6cxsjA0oXnLQd8ffT1cVmJLa3s6269Fl/4b/IYH5rAu88cwokXz7NSydZN8pDzpRIFStE8M50ty2csIoJ66Q8Uwmk+XF6vyqqM+YkptkJySZGVECj6LA2HMnNsZWZt2jyfHmOrMivB5uLe5qAod5GIiNLrSVXVO5XBs7oaXccCoXR0T5Viq32ydrQPqbdiMY4U2zC6XabbQVyxVcKrSnjdlNZoO6kyHPFYZ+ySEENWP0Pg9P4L+Pt/+3109Xfirk/dhnvuv4dHAawEJicn8eyTz+GD1w9j5NwYRk9NmtFRdMlmefl5jFRaxlUJaB/h9Um2et2v+d8V3tfJhvLij17HifdP2TVNr9935x48+LlPoKura0W+r8fKYU59fOpDnHjxHCqlxkwApfM6N9w1jVvum0I39YrtyzdNWCaFoLzyqy4eX3H2WA4To03SUxsCp94515j18ewoRk+O1+V9C+MlvPjD13x99Gja+jgf+jeXcM9nJjgFmbII2rtWzt0SBAnuo33zuU6Mj6Rx6J1WPlRpWvj66OvjShDb62+8Hnv37eUzDVNjf4uTL51DWFFSSwRLromF0f1EbolvsR04JfZgGcuzEMjzlLDaUT0OcY2UV1Fdqx5nYkt80+mnrWk/lvsi1VcCo3RRVVkVi3Q1deQRPzyDNjF3Tq21F5v3oFm0nH5cbT9msiqEl4mvIb3JktiPywHfJpJFBNcSWrYnOxbvevTZ2sTpasE2socbUmtmF3OPcwBcODiGgfdH0dqTQUdPO+782J0rVpimp6fx5lMH8Mp/3o+gHHKwAi0r9dQmshmz/HQ7Q8vnWJG1N5zPfNB2MmeWw1IJKJVRnKzgwydO4NAvTjivAWb+cBZ33n+7L0xrEDXr4yvngUs7llYEqXSIvbfM4JE/GmbrMYWCN8uJ4onRFF56ogtvPtvJB3fSFdP4CENceHcUgx+MobUn21j1sRRwjawH8uNFfED18Zcn7X2+Pq5tNFt9nA+UfvzxR8Zw3Z0zSCZDrqMrBTrcPnqwFT//1jrOGKhUSGRC88LXR18f58GS7gGU5EVyOdkDkppMTKBfE5NaUW9NWpRzEbLlkiVHEayFmBrrElfuk41U2vgcWicB2T4+z+ieGuO8eBytnb1LJMjYgCMrMn2WjPkhIitzbFUk1SRkYwtOzJlha+3JjtVY75szw3ZOCrKotoGj0opia04g1DsVWdOo5hJcY//WC5HbwJBBmVkclCoozQYYOT+Gwx8dQUdHO9b1r0NHRweWClNTUxgeGmbbiGJoYBiTw1Mcx067KAVFxezH7iUGIe1805nBrO4DstpXQoR0ckEeo9UwOTKN40dOYHZmFr19vejt7fW2kjWEeevjSixLKmQlllKOa+2B2RYzhzHXErAduRnsx0RopyZSOH8yi+mJVNMFRXF9rISoVEJucWiI+jg0hXK+wvWsbqA/T3Qg6JAWSgilWuzr49pFI9XHSyGRMC0anb0VJB3n3sarimjrDFZ0vnd+hqysab4eGUijMJtoulpYC74++vo4H5b/1AYd5JPlmEkcEZwUk1s7pofDlsSuap27hpyaxOL5N5xVS6vCoVSFjSu2br+tq8Ka+wKxH2uolO2n1Y/QOkUqKo8lEqIsii6RXCJHfB9dU4CUfBdDdJ2kYw6Ekveqth9LwnGyJIRWwqNsYBSrtyGSxdAou2RFJrtOIDZkuk1EqiSKOBPcSvwEQr3gqrPuHyKVd4K02aYps21peTgpmwaCF0O88/iHOPvBeazb3osvfuNh3HH3HVgqfHjwQ/z0b3+B0bORXaSYL2Hw0ChvzEQ6yfZjnldLBJdCo4iMZ1IIyY7sgtYhPc86EYxiS2OBEuWUmc9MjgQae0WPczp4iJNvnMe3/vX30d7Xjo9/9R587jceRqb6vT08lgHtnRUOg7r1gcmaJTaZAqcgNwOpJdBB3EtPdOP1ZzoxOZZiG3Izgw7c3vn5+ytbH2dLGPhw2NSwJQbVzBOvn8Xf/c/fR8c6Xx89GhupTIhbH5jC/V8Y55N/CiK6RG5XOjDvl9/rw4VTWT7JR7VxtcHXR18fXayAZm8O8q0gq74wsShzIrJYZi3nUvLJ6cQXOSMhD0UhUJp6LByOezyd0Ce+b26QlJLcwL2/OvfIDXzSf6tYyQK00HK7uBGpprN7PO5HFVoe/ePMnmWLso75UeXVUWT1NtmOmUiJRVlUWVZm3dui0lJ6L6/UcsUouXwqqI7JUWoFr5obbO4XpZP6VblvmcKYRDmm4KUgxODBMQy+O4J11w7jjk/fiqXEhbODOPirwxg55PZBJCISLhZkJrXSZ8vfg675Oc7LZB0mAtpRaP82DgS519i++bsayz0XvqCC8VMzGD8+iVx3Gjtu2oZKpeILk8eKgIKhdt84i/s+N8GWuXnRJCeEKSTl2PstTG4rzTONaF6Q22PwvVG+rLu2e4Xqoy7Mkn60/YyJk9N8yXVnfH30aGjQIc+2XQXc8/AE2torDVUzx4YyeOeFDq6HqxW+Pvr6uOzEljzvV+3dij2f3o7Z8QKGjoxjZqjIZx3chGSdWSsTbp0e0Pj7xSzF1XCsyEpKYwRVCa8lqY412X0fFpEjey2T1Shc2RBUdxKRQ2zttCJeBnkPvfBjxoJsSa2TemwvMTtxdDGqrFFpDZGVlGOHyCqxJZsGq+Kq0rJia0K6mFzxOjd9zYuGhkOprVzv02smd0bJ5fVIJJDWayrgvlWzHKRyByjOVPDR20fwdNszWCrQ+5dmKry3meVOmsVNpliZtQRWLkzWxVoMHg9VnYpMX0H6xtmR7CjibAU3O2Ai4djwJVyKDrzPfXQBz/3yeWSol1fQs64H1+zdzUPrPVYvYvVxLI+hw6OYHshfkZmCTpqt31LC5qsLSGcW/gakLFDQSa2Wi2YBlZDBc1mcO57lcBSaWWvWYZN+IQfuvkApsctSH6dLdTX0XC70syulEGc/Ou/r4xpFPevjlSKTDbBlRxHrNpW4xs59PMSWnQWkyJnXAOVmdjqJM0dzbEH+6ECrjPNpgAVbIvj66Ouji0TIPsmlRRAEuHDhAoYHh3Hq2Bk8+n89gaPPnDFKWGuLUcPI9tmSMzNuW7IIs2kOGApaUiZAKp1EJWeCpIKMucxLbJmsmH/GVFge/VNFbLUOCTG1K6PqAC828oegqco1lF4dFRQLmkqFscdZbS0ZgpussiKbBGSxH0uwlGs/jp4b2ARksh9bYlsyiiyFR4Fu0xFfsWwUW1LFS2XHNqszhBYJDYdiG3LKqJ2skNN2MjOFzeOizhdLRr2kZaKQJVquYhFhsYR0LoH2jTm0dmWxVJidKGL6QgHlQsiqLC8vpRu7fbTZDNuJQ94/TXgUWZHp+e7JE96HtG+ZlfEoFdlYkM39TNzpPln/FC4VFopsW29fn0X7ulysR2LX3dvxj/7V17H32j1Lth48Vh5z6uO/fRxHnzl9RX80KZzkk18ewxf+YJjtxQsFkeDeDWV09pSbJhSqGjS24vnHevDT/2zCUUYGM9xnW/sPRfMi3ZJCx+Y2tHYvYX0cL2Lq3Az3i600aKZjx8YWtK9v9fVxDaKe9fFK0b2ujC/94yHc+9nxuREbEubTs67MY9Aor2Clce5EDj/6T/3Y/3IHk9qR8xke87MW4OujwVquj+nlCgHYvHkzX7I5Iiw5Pr0ekoJVq9fT3nZG0rgPK0lNzGdFjoip+9xac2lZdXVOssXG8jifqSqtVWP5zhqBSUKOraqr91EasHyfsObs2igUKlJz586qtY+xYhvZkw1JdWbXCmmNJVCrYkvkaimIrRv4RdVfVhj3G8O9P7pOEOEn9dZJTSayOXZ8GmPBJJYMZDWmxkFJaeaTK9obzAFXVSRXli2akRzNRWbbPH1PtXU7+zNt9Sioy6wF21NeMe9JSu/k2TwmT0/HFrFjXRsHA3isbsypj91XbhkjNYEOwnZcm0dX3yrw4C4AJoswgXIpwTNqj3/Q0jwjfa4AdDA1dmwSY1gboCAWmgdZPRPS18e1gXrWxzhMiCN3Sl3i3BeFP63fXOK6SocN874jncO+zLmw1PpR73ngxUKC+2mPvkfranWd2LsUfH00WMv1sbn/+rv2Yv33nJm2saebtFvn39YGjIvwuyrCzE9zPjdImcLE5JnoK4lzkoOl5JueauyrhtxWW4xtX20Q9c2qWqtjfDgQSufU2vAoIq9GveUxPnTR0T6khopKy9eVMo9bIoWUr2Xmaj1Eez5TJOSQ7MUa+mXImxBX6ldlCzKtH71f/howCRcbBS+XhDEtFZjMGhLLai2N8LHkWggnq8404occA4YEq3tAA82Ut3IQFm8/x44tRNgQeVLntddWvq+1KTsznQNRdZt6wJyHx/Jh8GwW77/RhrHhNA6+3s4HdR4eHh4XAyW9X3vrDLbvzV/SpZJOhzwP+/Fvr6vrMlAK/b7bZ7B1R2Gt8U8PjyVDcxNb4kBpusQrQkxZdcfkaIKx9K9aQutwiBrtE/G0ZRs6Fdma6X3tTFxS7zQdWYitTLUxwcBMeqpSkZXAMkGSpGNNONbH1HJMVmSZU8v2Y75fU4/F8spWZENm2fJLZKlcNgnE1NdZKBoLMKnmmpC8SLByycSWiGDK2J8TrtJJimY66lclIinKp9kGpq+aYszN+jEkb8nAyyQhUDqb1iG2TFolMMosb8pscyK2dFtGSSlxTVRMGFjIY5/EiSA9zqzUlqnZO4hZk3md8U5B29CES/EJh0LeqLoeHh6XxJnjOTz2t/04+VEOhdkkXzw8PDwuhpa2AHd/egKf/tqo6Y29COik2Y//uh+P/lV/XWe/bthawu//txc4cd7zWg+PNUxs4wUgmm/rWpP19hyiykTXkERVaO3onhrPZ7IVk3jlwqRLx9sIkZbgWzPP1hBfqxKLAzdmrXYtyHbZ5tqUdYYtL7edbVsVuiUX85xIFTTPi9RZJpBEpMg8m0kg3UFjbBZPIImHkoU4YLU4yQTNvK/OQiLiT/eRdVfUdLv+pCeaSaWcEai58eoItyfYqsfmtlGThbS6RNf2DCsxFtWW17n5TkzTJRzZ6POG5IZkN5IH2JZOc4vpNfy58j1pP+R1Zna4crmCyfFJjIyM8Cy/trY2P6fM45Io5hOYHKcQtBC5ltDMULzEbkNWXjvfsI4/O+o3y7XWf/YtzanNzyZRLia4n5YOPCn9s17gUpBNItOWrotNMCiHHFZH8wg96oNyyddHjyuHPfRIhZwKT3WKsgYoUZ1OjlGNsc9NAPnpJKu2dPK6XsjmQg54otYJd4AGhVXlWsOLJ9RXgQ7zCvkk99LS3G5qzVgq+PrY+Civ4frYXMRWeRL3mQqN4MRfUU/FDmxH5fCsVCGuNOvVHanDI4Wif5v3n6eIVKUnzwmMYutxIurZ5eAoI9eqJZk+Iuq3jduQ1XZslD9JPtZxPjLyx4REkfIn6qyj2LJFuURWY0k/LlI4kZmXyiotEVoKZtLQKLIkBwHWX9+LW794HbrXdy1605w7OoD9j32I0RNTQqorRpF0elQ57Zofk1nF0pMbklqqdl1SSXUM0VKmQ2iKM20QCoPSET5sOZbkZk5CNootWZF5W2eMFZm+GzkFSLVl4ir2cFZu2W4cjV/i9G/uqTX2ZN5HKA26Yj6Lvydtm1LZrCOZiTtyYhKP/cWTeH7DS7jhY/vw0Oc/uSYT7jwWjkolgQ/easP3/2w999re+eAkrrtzBslLnCSanUritac78eFbbTKqrD6gMKp7PjPBo4Tq+TeVDgZf/mUXTnzYwvMZ6YCz3li/rwe3PXJDnerjBbzzkw8wdnyqLsvmAYwcH8dP/tOTeH6jr48elw86MUY1b+hcBv1bShwMRSN7Th9pwSu/6OKTZfa500kcfre17ockUxMpvPDzbq5j7rhIskjf9akJtHctPJyICO2bz3Xi3VfbuR6ePrq0s7t9fWxsjKzh+thUxLZawWSlTOfBii2ZCa5Yjl07L71O+1Qt8ZXgKiW+NftsrRosJMwJg7JJx0RgE6TE0UcTsZF2SiIpJGCSVmdn2BJhckitVWDjgVDGnqojf6R3lggspyKLOis9tqaHlqzIYj8uzSW2lDZMKbymh5MIFNC/sxeP/OHnsWv3zkVvm1dffBVHXzuJ0WMTMRstkTQT0kRhTU7kPCm62mtLZFLG7jAp5I25DGfuJN6QrcZCbLmXVkcScQ+uUWUNmaXHkwi4x5ZIbgIBE1uyFItaTv+WOba8zUiptfOYqY9Y+m+599go2LxNNDmZAy3MiQAKA3j7ux8ikQJK+RI+9sm710xh8rgyUL05erAVxz9oRU9/Cf2bStzDFQu9m+cgj2Yd/vK7fXX96W28qoirdheY2NYTpEi/+qtOvPrLLlab610u6Ce7fte6+tbHV0/5A7c6YuL0DN7+7gdIphO+PnpcNsihcuDlDrz3ajt2XZ/HNTfOMrGl0KWnftiLM0ejVF06xqtXzqaLmckk3ni2E28932Hvo+NHGtdz08emLpPYJvDea+346d+uY+cNueiWqnHX18fGx8Qaro+NRWxtXLAQTbZrSt6Stduqchs9Zq27LItWpQlb4uqQRWdGrPkch2DWqlx2HiuzVfm3NM1qAhUTFPO+RJHNXFN5irUoO8nG1XZjTYBGNXmP25Ot5TiWfCw9mtZ6bO5ngmlDoszz0y1JtK/vQLY9jfVX96G1rbUuQ507ujqxYdc6FKaK0eashJgZKWJ2lOZ9mZAqDUyyadju+iWlVDeBOw93KcAbRrafKrNVqcf2mubWSk911Fsd3adua8OGdR+N77tMYOn58j0TRsM3idAs0Yv9mSV+sT8HAYJyhR8ORPn18Lg4THgd/ewpnZNI33yg502MpVn9HB1IY2IkjVKJXl+/g6HCTJLnyZIiQT1tvevLbPlbLLjElU0Scj0P3tKtKXRsbEW2I1P/+rh7HQrT8fo4PZTH7HDBzMBeRaCxU3RipaMrQCFPadWZuvc+0zoz89gTvj56XAFovzFtDTPTSSa0xw+14MLpLPIzSZRLyWVdBntPIuT2ilNHcpieTKG7r4yu3vKCLL/cElZOXHYy80Lh62PzIFzD9bHxiG0QzQKlACZWIc3QGBPWQ0QvmeB0YDqLRmqWjllJkiVZ7bwStuTOgGWFk1Q0DWmyqq8SxhptnTYwSnonmQyRXTSBgGVhsqS66cxEdsyy6evtACDlPRoX77aSxlKSHbVW59iKYkvfIemkHpuZtTKnlgKJKBxKAqNQKnJQFPd1knpbKaNzcxc+8Y/vwt5br8H6Tf3o769Pyt/2HVfhq//ySxgfnbD35Wdm8fz3X8H+Rw9z74QJhCKbrSYEm0ZUVkyV3DqjcZYc+pmk0CqJJWU25RBasSyHZDuWwChSbFmdZyuyuAHoNbzdxB5P29lR1/njSJHmFDEqOkmTaA1S1MkOTfbyDFuUeXvS5/I2E7uBh8cS2Jb3v9iB537Sw/NezxzN1TUYhTA5lsZTP+zB2y928KiMz//+MLbtLqBR0bW1HZ/447uXrT4+972XceDRj1ChedqrCKQ0PfibY7jlvimcOtyCJ/6hDycP1WtMi4dHfUFzXn/+rT68+Hg3jwwbH77ITJ8lBh0ufPhOG779f25EZ08Fn/iNMdz7ufG65xRcCXx99GgGNA6xralKElGj/kQ68xBZjo3aZ3objQJr1FJVQmPjc7jv1LyGySHzBHNb7b9MSHQZqs8McXKtYZ+sZGi4D5MZd7SQUWpD+VwaeMON2tpPy/2VOg5m7nefb55tIqbOOsvLpFfsx6TaEgFiO3LFJOuSQlquGCsyEVtJP27pzOLGe67DJz/9ibpuvt7eXtx9712x+yYnJ/HR20fxbvIjVPSkhc5CsgN9nX5XtwlvGYmtSUAWq3HKIbZMZkWplfv4JEZKrehyP2eFGVWWvh5Z3nnaj35F/sr0JhLiE6aMss/7p3jnidwT2RVrdCJM8pxn6w7w8KgzSM09dyLLVrjpCadNoI6gMJMj77biyLumT+2BRxp7umBLV27Z6+N7qcNYuOGwOZBrCdjeefenJ/ngnAiDh0ejYmYqxfkCEVYyZCeBobNZDJ3NoL0zwJ6bZ8RFs/LHAb4+ejQDVpbY6tgTVLivkMgXmzXJnskNDZIoG7OwRjZPy300gZbIHhFRVjdl/isTDXmtznlVosnKmhBH64J2LLJudB6Be0BNP61hQUJcVdElwiyhorwcYgNQ16tRm2WRHQedO0vXElz3tpOKbMmtEkW5cAoxBTYxwdWQKDMyJ51LoG93L3q3dmLTnvXo6+9FI8ImD/M/lrqIywxaPTHhqrSsIJO4rNZkQ2CtYsvPlfvsDGVxCyRC02ftbCLrqtbma2kI5H2J9im7E+mOsjaS6zxWBqMDGba5TY2nWE2rlLHE+5x5b1KFD77Wzpbn9ZtL2LqrgGzLyqdgpltSWLenG73buhq6PjY6KMF10/YiNl9dQN+GMvo3F/kPV0dPBdfdOR3rF6Q/TedO5HD+RPaidnkPj+VDo+2HCbYVU42mkKvO7gq2XUO/rdKyLoWvjx7NhhUntjpblcDklkgtN6NSoI8JGVJyySqXXBv7sVFxmUTQH1Y6QCPljKy7OuuV574S6SMrchAPXpJ+VCa5tjdyrmJrrmsTICZGNN6G/+0ogHYcUKTwmgAXsjEbS7O1JGuglWOJjodJRQSWb6stmRvpKjK7VmyrdF0oGNWW1dsyMm0tuOsrN+EzX3sQbe1t2LBxAxoOuk4zy2QBYlIbnbAwVmQlq0JiqxRbQ2xl+yZkhjKHR0XhYyYVWfZJFaL5RnRihUV/u+/RPqSBUZowtjyrwGMNIgT3kf3gz9dzT9nEWArF/PLMfT1/ModH/7Kfe23v+/w4vvxPhhqC2GY7M7jrt25u7PrYBEhlQtz6wBTbzYnE9vSbkMKN24r4jX88FOuxpbCyJ/++D0+e7ePQGw8Pj7mg38ZrT5m0egri++o/G0Tf+tKyHiP4+ujRbFh2YmvmhiWQpLEpErbDfV2kYpkIYRsupIFRRv1yiCczjLgzw/bGajCUDYiSHlr3WlRaJYzc01iL1No3VMIqyrCdaysKsYRW8b/FMmL6KYWnBJFN1ZJW7cNVHjNnrq32/NqJr5ZAxezacm3G6BhbMqu37IklBTmBTGsS67f1Y9/1+5DicToNCg1ssv9e0g/T8boym1aIrZBc3sWqAqPc+/S5OrPW7hROwBnPLpY5t8Z97d42qn4UQLYc39mj0RGrjxz+YJwoi4WZwGVq0NRYCmeO5bindjlBxIbILdW+PTfPMqGm8CeTlabDvC8CLnEmnZSDsRaxWrikU1ZDiupjqjnqYyMhEZrQeGfOJvUA9q4vYfueAlo7InWWwsJIyXVBqa+9G8o8P7RSCTn0xvyp8wXQY/nrY6OCLMg0n5supN5Ojpn5tJw1mTIn0wMOB6K5pRIWWIfV4evjUsA4Oln4mGf8Hv99W8I067WCZSe23T3duOsLt2Ldtl4MnRrF0RfOYHqowKFCTDBNso4lbtaWWzXux8K17oqlmO3H7txX6j0NVbHV4CUJ6dGwKocsxqDEQ8bR6AgY7oFkriI9uGJN5h2Wio4uHrlPE2Q2DR1V0I5wjac4OyOAYsnJ7m37peP9yJp8zEnI9MtIhNh8cx923rkN3es7cc0Nu5CU8TYND5tEvMSfobVDiGxtxVbnEju3JRVZ+211n1QLOs0MNScxEkjKiRjuvZaRUR4eC6qPJ0dx5NenMDOYX/T7kv33wCvtnFB8/P0WTI2vXC2gn8Spj3L4xXf60N1fxrW3zPA4IErSvRiKxSQrF0ffa8HQhQzPr71iJBPYfEs/dt19VfPVxwYAqbE33j2N9VsiW2Q6HfJoqXTm0kfW9Fya1fnFPxzG+EiKR64s94kWj+bDUtXHZsD0RAqvP9OF4YEMNmwp4sZ7pjkxmRLn33+jDeMjaRx9r7U+1n5fH+uOVBo8UmrvLTNI1wgCo7+Lpw/n8N7r7Zid8icQmorY9vf340u/80UUv1LEi0+/hIGPfozpCzOGjCmx1ZE1Ov7HklxXrVT7p/kR29m00lM7x34cyH1KbEtlUWzNDNiYAlrTskoJzGSPTjJ5CZmdSs8sC3HmDCIjGakJRoEM+ayaObttejGNAmiYqi53zVRka0+OLjESrjZlV7ENKhxsRUXpD//V76C3rxdtbW1GIWwG0C5AM2JpXuwSfw7Bju9x+mb1tlFmTZizUZR12xHx1SRsR2nXcVDssFS7PCn25nyNPxHncVn18fCP63LgRkmfT/+gF++81IFyMVH30SuXhRA48l4rTh/NsWX1t/7ZEHbsy1+a2OYTePPZTjz+7T4OpaI5lFf6gyIlYvfHtjdnfWwArNtYwmd+exQ33DVt76PVR9bydPbS9nI6sLv53insu20GF05nuN/bE1uPlaqPzYDJ0RSef6wbLz3ZhZs/NoWtu4ro7K3g8IFW/OA/rsfoUBrFWZ1fuzj4+lh/0N+3G+6ewlf+ZAitbXNrJP31e/6xHm4V8sS2yYgtnfXp6DDDqNs7282YFEKVtdjedxHEfmZC+GzIVLX92CHLZNO1pFYuNpDJna8qH8L9j6S4apCU8X/YPlozwsWocRoaZNVlHQFjLauRlVr7MOfYkGNzbKMxRFGYVNUy2oRhR8lNkAUsy0WJEueaDlYpj1qU6/v+9n+RtbhKkY0sx6LqynPd+9U6bfq/ZVPUyoDyfxM8FlMfrwB05p4sn2NDab7QGf3J0UYIwk+gVKQLHYQleI4uLR/13ra0B8jmahMjKnH52QT3BZeLiyTmzV4fBelMgNb24JInBeqNnnVmtmZXHyePXTaoPpJFmS7Tk8mGGGXisbbqY7PB1PMUMA3MTKZM6F9o+nAnx1OYGqtjbV8l9XGlQPW4tb0Sc69kW0J0r6tw3aSaXevvGynwVFtLBXPilrIIImuhx0LRCEc5i4MNWDJJx2akj1qNRbEtGUWWZ76yYmvCljh0iVOEK1GParUdmZs6JLWWFNt02qQjK5lkYiPe4iDJFmQiO6TQpsiA7E6wETJFn2WttuE8s2v52hDypP0+GhjlEPNa9ulVBF6XtJe6vbf1eF/6n0uc1Yrs9tOK/RhWsY2IrbUq220YhUjpa2K9sx4ey4z8TBKv/qoL509lmdDSaJ9GAx2UvfV8B5Pbvo0lntd4zQ2z/nezQGzeUcT9nx9H/+bSsluRKczGw8PDwyOOdZtKXJcp+d8lu7uun73oSbyd183it/7ZILcOvflcJ/9tpN5pjzVHbB2FU2fWUhKy2o+JEIrVmMlh2VieEw6xDek2B1dFo1hqEtt0ypAXVu+I3FbNX1UyQ+EGSCJIBBIQJIsqYUPmE0ygVERsa1mRjU05SkGOyK721M5Vb1cX2AZMBHIpzszqdnEIqE2sll7ouBU5ml9rxgFJoJjuMpp8LaNpV/Fm8WgCkHX33Vfb8d5r7fzv6tLWCKA/2h++3YZD77Rh684C/2FnYuuxINDYpAceGecDpuUE/1lzgqM8PDw8PAy615Vxz8MT3G7hgkO/5gmOoppKfwPpZOXsVJKDwvZT69DynrNcFWh6Ymvn2TrW3ejaGZPj9KAyoWVSGERhS0IW+d+xuGVS4lKRNZZtyTJn1/YEm/mkCdDrJUxKEpK5j1aS6ozd2Yx/ce3KMQZUbTeWMTLVfbbmoj21el2DmK8GVCur9XxPh9gapVVIrVqQa9iTo9m1VRd/nOfRUDApyGGTLKOmJlP/bWtHwH2cZFX1mB8USEeJ0sttRfbw8Fg5zEwnOaOAJmsMns1ySrzHxRCiq6/Cqe0U4rTU2La7gPbOymXXZTPl1NRz39K8hoktE0VWMV0rMimzmops1FlWOem6TPNeQ4SlkrUk09xXSxBJwXXenoOiUimjvGYy5k7pueWRRGxLJjkkJUotJeCSumuEOyVHtMfSbRq/E1DsNz1P+sOtQqvKs6vcysxTnrXLFwq7EiJeErWZlrlYAvi7iT15FXr5aBWTelvvr2YJLP1DWxo0vdrOsa0iubFtK8q6h4fHFYN6gH/1vV68+WwHpyR/4Q9GsGVHZOXy8PDw8ADOHsvhR/9pPfdqDp3PcJaCx/ygQ/br7pjGp782io6upT9Ya+sMWHn1WBk0N7FV1dMdlROz8wrJtWN9qJ/W/JsJICm1RArL5cjaG1RM/6wiQRSUaSwSdDolLfICzRQiqzGPchHLMbGilKi49Nthq7EJjtJEZCappApKsBSHTzkzeM1HO7NQnVm1VoHmvmIl4nqpyPzaBcyDbFZYslnn93XJrL2OLMdKbLV3NvZcWa5Vu849PAQXO4NcjzZ/UmyPHmwF0MqhUp/88hjqDX8W3MPDoxnro4vJsTTef6P+h++rtT7SMTiNJrvlvinOB/BY3WhuYktQHueSP3cUjrUjqwXZEEBSN11SS2d0end3YsOeXiQpJEowPTKD8++PIT9S5DE69DpOSdaEZGI3ZXl+KgTKNBbI9N2SNZi7cTlYSEgt2ZOJE2skspN6rF9IpgDFCG40z7eGHZmUY/nu7Ruz2HTdJrT1tGLnjduRzTZeYMyiYYOe6vN2tsdWCa0qsjWIrUlI1hd6+7HH2kAynUDv7i5s3NOHZDoaRTA9PIPzB4cwO9z4Z6epXLdvasXm6/vR1ruK66OHh8eywtdHD4/GQdMTW7YD88gdV71VpbbKuktWXbLuUgpyoYCQ7zfkNtmSwr4Hd+Ir/+wRtLWTamDw3lvv44f/n8dxdmgGKBmSzPbjQH7wSaPospU5JbcrxISMjZkTlJMBEmRPFts0CbmBLDN/Bzd8yKq3VfNq5T4dIVQ9t5ZJelDGxn2b8NV/9Qh2XHM1DzNvbY2+y2oCJSVzavGVvkHVKJ44uXUI7TypyPyUsrPtPDxWMZKZJK57aHft+vhvHsfs8CCaAZuuW4ev/t9Xf3308PBYPvj66OHROGh6YktglRYatBRXOaPAJqNqmhE5OruWWDCQzCaRakmiZ0MXdu/ZZeekEcZGxtDalUM6lxKB1AREReFRMtOWwqISoQlw4sAo6cF1wqBItbVzbiX4KiKyDteqtiYrwY09GH+OKra59iyu2nkVrtlzDVYKQRCgXC6jUCggqATRojuzYyPM7ZldKFldjGIbLpDYRnNsI5KLJG1XCQnz8FilMN0VCVYj0i2p+etjd44fDyohAk6gR8Mi15Fr3Pro4eHRNPD1cWng66PHYtH8xFZaV00v6lzVMyK3UUIyk1Pqtw0CrNvThWs/fjW613fi5vtumGO92LB5I+777Tux684BnHn/PI68cBaFCRPUZEYBGXZjSCwFSAnbovspyMoJh9L2WSa3rLpqWjJWFT54/0O88fxbGBscx+HXT5qkaB6LxFnn0fgkOwpJGKLauzXIqYp8zjeqRy3DiyG27mdWh0MZK3J05oFea7Riz2w9Vje4Pn5i14Lq4+mD53D016dRGPfzCRZcH189gYBG03l4eDQdfH2sP3x99Fgsmp/YElwx0852de27Tp+tte+SPbiCTfv68LU//Q1s37EduVxuTmHatm0rvvqN3+QzSI995+c4s/8CCqN585H0XmRFpr5M/Syadavzbelz2Mcqs2eJEDGxJo5H6q2Q21UEUo4/3H8Ij/+7pzF+ehqVEt1HoVoJQ/pjpDYit2bEjhBdZ/ZvLJipWtnVMKe0WIUvF9Wqrd5nnOQOsSX7eTTSh68kI8zDY7WCfgOb9q2/rPp49sCAP3C7nPpYCIyK4+Hh0VTw9bH+8PXRox5YHcT2cqGcFyEymRQ6OjvQ3d1d86mpVIqtJfSD6+3vRseGNpSLAcqz5hIwUa1KLo55J4xqq2otLjHydDVwpVKxhPxEyRRwGpWUMnOAOVVaVG5DYp1vq7erLcECEbcj1dT5PGsjtu+1sOUM55uTqxcitPb23Bd6zdZjtSOTvbL6WJouoTRNff+LPNseAvnZJI+zoCTQ/AyluGH11EcPD4+mxYrXx1UIXx89Fou1SWyvAKTKXnfLPnzl/1HG2NA43nryXXz4y1M8S9YmLpNyWz2Wh8YB2QRjsSHTG1anHfPzTfjVakrbJVKboPm/pNZm0nybQrZI2Sb1lmYE879J4aYwKE4ljoivCXCKlFybTOwovS4RNunFC1x5tezIta45MMq8J4WAUWiUh4fHRerjEwfw4S9OoFJYXCELwgQOvdOGl57owvhwGkfea0WFgvg8PDw81nh99PDwmAtPbC8Du3bvwo6dOzA1NYXRC+P46KmTqJClWQOpiHERQWUSpAzWDbJy/u1Ae4MTVZemB5PCJBLptCG2fE0KbhIhWZJTYlFORmTWTSIOq2zJMTXVvegqptWfpvV/eYtpleA5RFlTvqK+W5vCXd815eGxyurjGD56+hRbyRYDKqunj+TwzKO9GB1MR2F8Hh4eHmu8Pnp4eMyFJ7aXiWQyyZe6JuLGgq/ic3hjRFdVXfc5DQIq1qdPncH05BTOHbuAoMSNxDX6aUWNTVb9e85zInIbzqOk2vMEiXkszAvdRu5r+DPlnaXXNtbneyWYE3zFaWf2cyV+zLFj621ZF0hgYmgK7719EOc3XMCmLRuxYcMGM07Kw6Mh62P99s0ozL559/fq+lgpVlZ6kVYNaP+YGPT10WNt1sfVAF8flw7hGqyPntg2Ang2rc7fBZIVQ2qTNIu3HCJBzfOVCs/AZctzg5FawonjJ/H9P/sxzhw8j8mBGRQmK0gkjTrLgVF6YZU2hVCtyGlzYdU2nTCzaTmFOIGAbpO1mK3A5v5IyVWLsENoJeTJPo+SjBeAWI+uzGGKkWXePg6T1uc5t5UAx2qFve2kTtmLIe+s/VplOFG1rqQ/OUjgxGvn8a0LP0RHXys+/Y2P4wtf+TzSpIB7eHg0PGL18cK07x+rI6hP8cSrZ/CtCz9Ax7o2Xx89PJoMvj4uHcI1WB9X7zdbILj/dYWhI4HsaCImuabf1twvqcpOr26j2fEmxydx/M3TOPXyBWM/ThJxlRE/qkAm514TYbVWZCGvxpasSqpImppQrEFS1eqtG/IkPbE8BmgBMK91kr3U3kyWcvp47um7RFTUPA/VUo/5narvd8O05Danbct9E2dnMHFqEq19Odz44CAqlcqqLkwejYFGqI+rAbH6uGhU97JgbYMUiTMzfPH10WM54etjI9ZHF9H2WbNlMlx79XF1fbNYT6aqZBo85JAHJl6mcXL07CSe/dmvcXDL+9ixdweu3bd3+Te424NLZNZNWOZRQTSiSNRavlCaXgCUKwhpni779Ja/wM7MzODggYM4e/I8TnxwCjOjBbNuSWmkdcj9tSkbFGXConSWrUtqVZWNlNlaRFeVWPP6GinGVQRXA59qVrSYsjqX1MYeJ5JMs3jlnELC5blzAqhoWR0FVpTa6nFGrNbagCwh+zwTWVRtmV/EwVu07mibhyEqpRBH3zmJn37/5+hZ1419N12LLVu21HnLengYjJyewLM/e35l62OTYk59HJmty/u2dgTYeV0e/ZtK2HX9LDq6vG1PQRbGo2+f8PXRY1ng62Pj1UcXvevL2Hl9Hl29ZVxz0ywyubV9IqKyRupj8/8CHcXLkAWH3Nrk3AQSjhWWA4DIJhsmcO7dEfz09FPIdmbw0D+5Fzt2Xr0ixJa5kI4NUqW2IqRWLcgVIbMlIrN0XeKLnd27zBgbG8MvvvMM3nnsA5Rmy5gZLRn7cTqNRC5n1jcnIRuSy/ZjCo6SC6cg67+JvKZcKzIQKNm1dmS6z5DacJ6Lhj7x7ZRYivn+Guunlm1YSanTwGvIrCGshoxWjR2qRazn3KbvZXqmNYhKvy+PQRKLNu+ztP5Az0+aj6F9oMgDgVEuAu89fgSHXziBDdf04Xf+X+lVWZg8Vh607507MITHzj6FXGd25epjk8Ktj8WZEmaGC3V53+6+Mj79tVHc/olJ5FoDPmjzMCjNVvDuzw/j8IsnfX30WFL4+tiY9dHF1p0F/OY/HcTVewpo66ygtW1th3WV1kh9XBW/wOqZplawZSjbVfVWbZ5JhAmaJ1bB2EQRmdYUJx1PT0/z7LFMJsPXQRCgVCrxtWJ2dhYV6nuNkUm1kS7iS1iLsTMTyAmLYkLOt+WzRclNJEIksxRKkEAml6pvsNVFUC5XMHZhEiNHJnhxuB/U7aXV2zVDpFwF0yF/Ne+/iPXYXqpU11if7DxJyS7ZjSm1sq/oNqiesVtNaOe8b2RBnldRtvuL9tiKYqtnZ5KkEEt6ND03WTEnb4IQM0NFzAzMIp1NYXxknPdH3WcXEwhA+zkNkp8P9AebPsNjbYB+06WpMsanysi05RdZH1cO5M5JZhJIplawPtZxXmU6E6JvfQlbri6sYX9dbYSVELNDBb74+uixlPD1sTHrows68bd+cwmbd9SfNDcjwjVSH5ue2FoSREWCiAFP3RF7J/1WiCCQWkhPJsWQGRg9L0CikkRIoUzcYJ3A4ddO4Fv/7jvoWd+Fuz55B2646QacO3cOL/7qZQycHrKfWSqUcPjV4wgDsjTT56q9tprAyQsc+6klRPOg5sifWBKy2JKDgO3IYVBB2/oc9j50NTbt7MfV112F3r7epVzl8yy4KI2i0vJoH7kd8u0EkDGhUUTW5ii1fC0qptqPY/8W5dZRb6NLFBpVHSBFKzFBIVIaJGU3iyizdvn1a5jn8aqm/YNCo5wQKRNSJf90FFz+POXDsvltiJWMItJ9kq9B9mZaB/QiGoUk25cJLX0H2p+iExgJZKJ9gJT6MjAzWsSLP3kdJw+dwdbdm3H/p+7F+vXrr2jz0R/kl557GYfePlzz720qncKNd1+Hu++7C9ls9oo+w6N5EZRDHH7l+ILr40cvH+PXNALa+nPY+6kd2LRr/crVR49lx8xwHi/++DVfHz2WHL4+ejQbZlZxfWx6YmtVME7LNTZV7p8lUkUkkC2eQjhTgSGLrIKR4TwwJCEIEAQhTr58Aadfv4Dube3o6e/B9Tdej3Onz+Hpv3sRJ14+G/vQgFtb6T0ddVICf+aMramyRteEhkIx86m6uPcJqbWXSgXt/S148Ov34ROfeYDPiqzIH1b67kRsSbVNZ2yPbUgkl63ICb5tLciUhpx0rmM9tabF1P7bTUam24kqkltFdk0frpwZoNvpEIk0kcO4ShtPMDb3m80WIqwkUCEbsloARFW1pNVVYN3Zu3Y/VIItJJaX3TBjIusE8x1ov3FDwSREjE+WVMSaHhg7Pb1IbedBiNnRMvb/4BD2Jz/Evod3Yu+NexZVmF554g289Ldv81m9amRa0yj+iyJuueNmf+C2BlEpBTjx8jmcfpPqY8cl6iP18gT8mkZA+4ZWPPg7969sffRYdpC18R2qj6lDvj56LCl8ffRoNsys4vq47MSWpOrxcSN/jwyOmh+3G+zkoiYJdNNjnedVzQY1KprYjplcaOiQPEgqGfU8aqhRxRSacr6C/HgRwxdGcerUaQycG8LsWB7FyXIstTah/bo8kyw5dyarXVzTo1ltuZ2f4C5wRSoJFitJS2sOHR0dWGqQFXpycpIvF86eR3G2aB6Ikfeq9OOq+bXu3FoNhYrPqVWrsmvlrVbAncRh5z7tsXUtyURUVYnla3f1i/U4Zl+PWYydNOTqbTZf2JTTo6v9uWqNtoourwfpBZb1x/sp/a1TSzIRa9q/mOgGYksOrEOAtkVxtsLEd2p0FhfODqCru/OKtuvQwDAmhqd5Pze2IHVCmG8RlIDxwQmcOX0WHZ3tNd+jra0N3d3dbGvxqGN9bARQm38h4Et+vIDhCyNRfRydNfWxQUE1esXq44zUx0WC6lZbZ4DW9gr6NpSRbW2Q/aIOoHLR1VvB+i0lFAsJTE+kUC7V6h25PNABVmnG7JdTIzOLr49DUh9rHLgFpdDXx2WAr4/1x2qojy5S6RDtXRXkWgJ0r6tw60azgY4T2zsr6N9cxOxUCtOTKRRm5+t9uzKEq7g+LjuxHRwcxM+/+yQOv3EMY+cmMHUhj0RSLKxub+acnkwlRPJGOvpFZp6yLTSVMK2UIc1AJcIZApkQISiJyJAXJgek1NJbkNXUKmFGvSUUpip4+Qdv4vAbRzE1PIPRU1PRTFG6duaN8nJnjULJ6psNSErFE4Al/Va/Q4yUNRHIR//C0y/h5Z++hqnRGZw5MAjwvNqUGfGjCrZuRzuzlhRbCZBKJhDQbbpOmwttXzO31k1F1sCoeYKinLE+5kJEUVRauk4JqU2GSNJJjESIFKn2SnyrWrFphwpEpaXPpNdRwBjtO7Q8HOgln83hThpMpYFQoSwHhZRKPyyZBoiLkgKdpPclEk3fmc/nSB9tGPLbBLQvaq+J7De8WFQoyvxsdhfwMtO65TdJcDL20OEx/Oj/+zO097Re0XYt5ks4fWDAbEO2ldP2JCs2BZaVeZ18+Pxx/OXI3yFNc4erkUhg3z3X4Itf/xz6+/uvbOfyiNXH0bMTmDw3g0ZDfryEl79H9fEYJodmMHpycqUXqTHr48gMzuy/UJeRINmWEHc+NMGBUUQCt+9ZPf21HT1lfPLLY9h3+zROHW7BM4/24PyJXF0/Y/CjUfzo//op2nvbruj1xdkSTu8/P++J56Ac4MPnjuEvh7+JdKbGgZmvj3WBr4/NjaWqj9Xhep/48hj23DSLdRtL6NvYfDNxM9kQt358Cn0byxi5kMZzj/XggzevrHatxfq47MR2cmIS7z77Id599LAQRCdwqErhc5VPVT2tisf/jhQ/pgBEcqSvlu2uLJTRwbkQHQpgktdx2rB5Ff+wiFDwD6xSQXk2xMmXzuPEC+fMIjDxFvKm41ecnlq23TLxlbAf+3jcYhsPEEo07RnTw/uP4o3vHERxqmy2n4RxxbYfkSImtsaubay4RPiFvKZlvdA1byuxGdcksPEkZLsea/TW2jE/moSsBFXILRFbunahai5/v0oSAfVOu8FTzskIvd/ud0x2o1m7nOvlkF2ryNrb5nvyE1JE6uk9iExDGDC9sajKLO/S+4sdnU7OiFLLe26lYi5BiMlzBbx/9tji5hvTPi77Lu3ntD9zCreElg28N4aBd0dqv5b4fznAJ7/wgD9wq1N9ZDRIwIiL8kwZJ6g+vnSe/+1nOc5fH03Y3+Lfl1QHGlfx0FfGkM2Jy2mVgJJKb7xnCjfencCBV9rx1nOdOH+ivp8xeXYG7587vqj3MHV3nscqIS68O4KB90ZrP8HXx7rA18fmxlLVRxeUfnzzx6Zw3+cnjGMPzYdUKuRRbruum8X5Uzl8+HbbkhLbyVVWH1egx9YcmFNBIu3JVT9dgqs24pi9N9avGg9lstZjyeJhhY0VWk2YFZXLjloxo1RIz0VF+hxlBqshuClOTbZzb3kki8xkdZeZCRm9TkfYxFVad7mNaquhRs1FboeHh3H65BlMjE1g6NQITRtiAy9bsZPxWbVMah3bccxOLNvVVWSjObXOfFrbKzs3Bdm+ripxeE5KcdXqdf++cJK001erj9tgYnOPY3GPemwN6XT/TTZj8yJLfPXzrdXanHjhd2USrEFS5nPsLFsoeRWWzCN/zDXvZ3yShtYx3zB2+ID2Weq3Tpn9+Uog9noegyW/AzMay7gZWLnlkLUadnlWkRNsRXn3zfcwcH7APpTN5bD1qi3+YO4K6uNij4fIkrV+SxE9/WUUZpMYOJNlm+diYdr+/cHa/PVxmINhFp/0GfK2I4tuZ0+F59bSAQ/9KVpVsJMMQrbf7bhulk9Ejg+nMXg2UxdbsompWPw+O9876FvP+xkJYGJwCgd8fWyY+rhU8PVxuerj/NCslKZktQRnusuyfI9wddXHlQ2PooNpUkDpAJoUIlFDOUWXR8cY0mhUP5cMObclOZcZP4UE2ZRkUmWJOAuHIG4gn0mqmLF4ks1SZ4WqBVTm3AYVo8bZGbi0DClAI7FVnRXbplEnKSzJEDwORcoI8aXbNvnXWG6b7Qd34K138dh/fBIjZ8YxeZ7i6mm8TxqJbFYUa7JkZw054lRks/3UkmyVWrmQ/disC9puZpvytTvHVu4P+drYeeliLciuHVmvnf5aPVjSvzPueQQitdl0Jeq9hWNDlvAmUnb51VZtVZuzEHGyHAtPYBVWWmSZD3O2l1Fc+TbnZxlbM30OnzOR4zW2OycCJGkEleyHJm1bFph90eYkEBNM5zY/g74H254pHG0RxYnt+3Jyguz1vB9X+KSNfX9nbIFZtoCt0PS5Z98ZxHf/l8eQyUVlpWtTB770zz+Hhx7+5JUvl8cVgfox7//COO797ATOncziJ3/dj0PvLN1Z37UMWx9Pj2Py3DTKBSoOiwP9FPfdPoPP//6IENwiUs0f93hRbLq6iK/80yHMTKXw6q868fi31mF8pPmZPNXpM28P4Hv/+jFkWnx99FhbWIr66LF6kKhzfVxxYmvG8aTmWpKdi1H9HDmsak5oFDxE70Vn8kTxJTABJvIqqhin0FIsncjmrM4a76hVa4mMVERhY3WNVFqTcmFmtYqKq8qkM7PV9NUa661VJkWprQ5JaqZzemND4zj55jmMHp2UnlqH7Itam5jPUq7/drZlTK1Vq3a1DVmf56QPo9btmkpt9dp1Ep0cxVZVW9Gf+d/u2b4oAdm1JIsVWD/XsUfHQqxiqciidvJ3ipKl+KSM9PCqbdmOqoLYlMVSbxg37bui1CrRJZDdmon0IjayY7HXmcS89Gy3JlIrfb268DImi8ltJcDMUAHTF+I9T91Xt2PkKyM8x4+WdzFz0jwu3766+eoirr9rGm1dFXT00Cxk1/rVaNuiehY1mrM+1gn09XvXl3HtrTNN2Sd2JSDFdtcNs3xS8MyxLDJsu27kfXZhoMOKmcE8X1z4+uixFrAU9XEtQQ2PLLRcamZoE6Le9bFxzv/GbMban6rkaa51Vcf7xAgBKXocBmUCeoxKa/oX6TlJfiKtIDM3lBQ3c+Aus2F1OehmyhmgrcqsE4SkwUhMYCyxdfpJ00kbimR6R91+23lSdpsEZJUltZbJlQRq8fdWOzKvp4jo1xrnY9eDksKaVJQ2nNjIZYSvscbKbV1/VkQUyVTkWX0+7yesyCZRYVIZIEgkUSFCxoYAQ3CJQCaTAZKskGp4lPTpSk+v7fflWbPqK5bHxINcs69WQ65k/zKTqYytik+OWCJL7y3W+ApZgHUckLgKJMSKCxzvszJHWcYCLQq6n/P+qyeaHJ82vX/kKTHLS64HtvkHCMMUEtTzyzYx85sqzQR478UPEYY/4qL0tT/4rcUto8cVobO7glvvn0RPfwmDZ7M4cqCVVbFGQmtHgGtunMX6rUXs2JvnZfZYm6CKTSdlyHEwOpTGiQ9bOFiKWmBWE4rTZbz34gemP83XRw8Pjyq0tAe44e5pbi0aHcrg8P5WTIw2DnVrxPrYWGtHe1elX5WIrbHx0rWEDwkpClySxNZe6dkVwmPsxeLnIqLLPb3GDkoKFPMNnRXKz6UwnyQSFWIfztxYN5WZnp+O+mrjxFaUSLEfs9VWZrQGGfm3WmzpZcJJmhL0vcWqSjNq1U4eZtVKbu4PbRKybLcqO7LdfrVIvhBYe6JBrbt0YEOrmBR1fp5liUK2RFXVtxH2W0GIZBCiQgSWPlvU2SQlEqfK3LtGr08nQwSpAJVEAilJzyZCTAnLTKiJ7BIfCJwQKA2E4o1qCLUut55U0alBTFztcyIyzODH2RRtdjmZt8x9tW4jsJxcsPusM9v2yncqp/+Z7fWcumXIrO21lbMLuhxs2Q/McrIN2ii37HigJOVyGYXJCt743kHs/9kH/DJ/4LYy6NtQwmd/dwTFQhJvPNOJwTOZhiO2Xb1lPPiVUdz10CSyLQE6PLFds6AStOfmGWzZUcDUeAo/+Zt+nD2eQ6B1f5WgMFbE6999D/t/9iH/29dHDw8PF3SCl1Lj73l4Ah++1YZvD21cM8S2cIX1ccFrZ2pqiq8zmQwP2L1cy0yxWOSo79mZWQRMGGTMjjKaOXNKI4LizjadGx5lXsI2ZJkLqiod25I1iIj7bQ2ZUluyIZcaxGNuG94gSp1yBCJoeuBvVa2IzM4Ju6oOSLJ2VWfcz3yO2SZBlBpcNb/WJUfOrNo5200h7loJArbjea37jLeD6ZW27aP6uHNt+lrNSQteBhtyZF5v7b7cR2uCJ7hDlW5rOrZYjs3Wrt4fzRkjtZBH3z9uiXZTk02ImRBTSTPmJdLHaFk0tY+typLszfuuu++JUuvOuWXSK+RS91cn3flKN6rdbrqfG3lazh/IunRO/PB6U3s/967LOuVe4CT/1mkQOIYaZN7gEqGu9bG8GEIXIpWh5QjQ0hbYGX7pbMi2VtplyNZKc/5a2ioolxMoF1fS9xvysqV59mDAM1o3bivaxamUVxeRuRzQliuXEsjPJDE7neQRELSemtXpc1lIUI84ze0NWMmnER50m8pSqZgQ5bb5VwSF6MwOFfiymtE49dFBIkQmQ/WS/l4lZL9q/n1qrYOOqwoFUzOTadrnSLxo0gNtCYHsXldGN82LPZtBB/3tbq/w30b6203fd7UiuML6uGBi+5/+zV9zMdpz62488Kn70NXVteAPKRQKePHZl/DuK+9j9MI4Bg+Pmb5Vnn0an1trFDaX7EbJwnNHwUQqKDszZQ4oXfNBNxEiWQZzzE8qHRGIpAmoldChBNKGGFQkHKc6IUyKsB1fYwOhVL1VMgtzP6u4Rqnl26rY8uOi2NJxf7MKEmThLZWjFGllnbQ+eHUJuXEFRFH8WGkllTQRRNtPuSdtH7bmmm3JE5oklMlYyUXEVX4nPZ5JonYitPOmck5IRMTTEEF6fsAmYGpVNdu/EoQok+VX9ryUnOiga/0O5BAw7ymfRU/h/U4+kEgpL5e5zWKnTpkSDso9Aqx6yvaX9aL7JhNqZc6sSpuTLWa2bcDKsYq8lulX1JpchyRGu59rL7qowhUJVNP+DlWH+SIWCVVzVbFV8s3hWZUlTUBsBNSzPg4cnmek0gJAq3zvzTO46WNTPJx+942UMBt/ztadRQ4kGhtK4/032nnESqmwMn8cM7kQN949jevumGbivW336j7AvyyEwLH3W/CTv1mH7r4Kb1MKk6IDnbUEIvQ3fWya95WxwTTefL4TJw/Vd86tx9qojy5aWgPcfN8U9t48y7XwjWc7ca7O85M9lh+Toym8+HgXTn2Uw5YdRdz+yUl2LK0GUEL+p782ilvum8Lhd1vxzgsdDee8agQsmNg++b+/wAdII783hlvuuumyClM+n8dbz+3HM3/+KsqzFXNWjBUoNywqIrcumdVwHhMgFM2tjSckywfJyBhDCOwYU3Mszgqe2JJ5Zq0JxTEpypGt0xygR+E+ETMW0q3Elu20arE11/Z+JbbUY0tvmTZJyJrsqynO/PlNeIzCapxDbMWPDaRNSq8JP7KSq30dK5dM3vQOWR+hE7LEwV/RW6qCbghwFBym4qUJuRYySKMwnH5V7nvVEUuViKDyJk0kkSSCHiZRToRI8Ugno9Yafm7m3dIAHSbiKTphogqyxigr8Zb9R4khK5aGmPMyamsq/aMiijH1fyccWzJZpaUf3NqWJc6b072FyFt7tvbVao+ru89eKVynhI7G4hMwTNdj25R7ayvyW5EkcSa5Qmw5sM3p/TXkfPWifvWxjEpRTqhcAWg/pXmnX/7jYXT1lZkERQFpZhuTvXPD1iKK+SQrumRvKhVWkLTcM4Xf+ONh5FpFYV69J6AvC7QPHHu/lXtL6Sw9rZ+9t8yuQWIb8D5CJz/IjnzhdNYT2yZDo9RHF7nWELd9fAqf+90RnDzUglNHcp7YrgJMjqXw0hPdeDUV4tYHprD7htlVQ2z7N5fwqa+OstPqqe/38nxbT2wXQWxL02U+0J4amcbpE2dQKkY7SjqTRm9vL9rb27kIjYxQL1fRPj41OYXxwUkeyExFicfDxBJ0RfmMWVcR75d0La/OkY9NzHVIKCsUjo1ZbclRmE8051afxJzJciLX9+r0NzqW4+owJNtjWx1q5ZDxaPl14eXtm8BU1dregp6tnUzGqW+yMEnDtekPjNq2Hfu2/bcEOLE9WBRV4WHG1qszW81z2Eos1l0zcilKleLXMVMUW7IIhVYNVTuya02mzxcibVum2YpslpFJtO4CNRp97b+sgcB8ABtwY1bkKDE5siGL3Z2X2+mzTTq2edeyTM9zZpfZkwNiReb1ZIOcdOc2acnGXVC1z14JdN+UEzOR/O32BMh25c+WjUkndji4ShRlIbuGfMsbmrMaqxa2Pg4vpj6WUCksfj0ROSQSRJdaIGLEhDdlLE4bryrywQD1MpJ9a+mrUci2UuqhpUt3P1mrAmQpAVdQyCd5mYqzSUyMpBveIujWx/x4EYXxUh1cCgkeq0aWM8oAGB1M4/ypLFrbTMI1Wc3XArjln2zY2RBtHRWs21TCpu1Fs4+Mpuoz59ZjzdRHBf0NJpsq/Y6oNYPmRG+6qoD8LNWe9Jpug2iO+lgbdFxHDiTaw+hvGs3Cbu2ooK3D/M1pZlsyLXs2FSIdJPjENbXt0N97mk8/Pal9jx4LJraszCUSOPXOAL79b36AbGvGPtazsQuf/b2HcOc9d+LY0eP4+beexPmjg/bxSrmCcweHeIcjUkuzT0HXJI3RXFgOHDLJunrh4Ci1+Dq9qq4VuXrMinW+cu1zVDQ62ibSJOFRZj6tUW7ZHlvWflu5T2/r+7mkRYmtBiAJCYhs0UpkJQ2Zbcsyf9XO2BUiJ9dGJTZkrlGx7+Z9+Nr/ExgbHsdrP38H7z12FOUizU+tmC9HB54StsRqfJmsxmYdMkmlMCZdT7xOzLahsQ6G0DobUJKESYHVkwPxBlxVRqMTBppQzORTt7+r2MpLlRySHTlg8hmiUkmiTCOMJB1Z6Bs/j+3B3F8rwVAcHmUUVxMepbZgCVcSZmrClCXQTBZJ5ynzM9iuLKdR+GXmOxplk1wHYudVxTeZMKYGVlDV0hzfX7Vf+Uphe6G5bzZyMvCYH1nh5iQB/WYMmVULPyu7PPaH9gdDdnkMlNqWG3jfrhdovZx6+zy+/b/9ANm2y6iPJaqPg9xPspygkn7TPdPo6q2wFe/5x7qx/6WOJd9UJhhoFh//jTH09pexfW/e9I46OHc8i6d+2IvzJ7OsohjCjeaojz97G+89dgTlfP16TYqFBF5/uovnEa/fXMKDXxnD3lvio7XWArr6KnjoK6NsXz/+YQue/mEvLpzKrvRieTR5faTcgc/93gju+tQkDr3Timd+1IuRgWgZPRq7Ps6HM8dyePSv+jmYkNTbjz8yjrbOZu0BjEDHo/Q39Hf+5QAHSb30RBdef7qTMxk8LicVmXpiEWLs+DTGjkyYfjtB3+4u3HjfdcA9wPDAMA48+QFOvxEVJj5Qd/ppWbHN0LiYFBJ08EuSlYyMic2x1ZmntezJkdgamw1LMJZRUQWJXDjhQ9wpKEogkwTujZRwHLYoi1VW+2xjSpySJCW25ihNbcZRQrMkN4tL19qPZaHVGSgCYJSQ3MBJyVdfvZ0v09PTuHByEO///IhhadpbyY2x2m9pLKncLypEyaisZtuy+ki0j4gkEUwV9HQ9C0G11lw5qcGZRjRNRoKc7EkCVUNVrRcLrVV1tSGXCLRp5uX34P2CeVcCldBYh+l5PPrHsUub5Td7vAZIqSJrsqkcMq3EXPuDdZsa7heFYCkBFls89+JqijNZn9WtoOtFzMpsX7ep0EQ65YSIVaEXsZG1T5xPCoiyzMq50Hx2Gcvvgz5Y+qVpgVRh5+2iY4nsyYq1QWzpu44dm8TosfisvkvXR4PECpz93b4nj6v25DF8PoPDB1px4OVl2FQJYPPVBdz3uXFW39Sl4GJ0MMPpzbRMzYA59fHxo3V9fzpgOfJeC1+uuqaAG++Zxt6bm8DqU2e0tVd49AUwjbee78RrT3V6YtssaOD6SFZ/6rclUCL7K7/sAjyxbZr6OB9GB9J4faATNJ2yvTPAPZ+ZQFsnmh50mLV5ewGbthdYrT1zNIs3n10FX2zZFVsioNJfKdmuVomhMy/HD57EC8+9iEP7DyM/XY4iYt2UVSW3RGKtFVkuQmqN8hmN9bFzQ1WtdYhsrYsJnzI2TzdplpeYW2hNSI8loDIpxiYPOWm78s2dz3OJraPO6pxau4yORVnVWyE7vChirZVoXqvWWqJL99lwHlXlGoMc6JBkGzisJJZJmhmizISH5wDLCQVVWcUKbK3fMrKGSBoroazemjc2JxzkQ6UXmpVLHeektyUFO7LmRsFVRgkWIqaJw5ZdqgVa0okpVEr7ZulkRSgXTlo2t+ma9yfeZnLNxNKozjaJucbJCnUsK6z1XefSilWbH3Nvq9LPJ2gkmMv9C6/c0rEKx+A66t0gL/cJVffz74PDrXTduTbzKDzKWtBjH6I/KO5WjurEGkGtn2hptoxjB09E9XGqVPME1oqsJdmdKJhn625DmMjSdP5kjv9gLhaZXIBNVxXZ8myd7glg664C99deLBy1VntAoyNWH+v7zvYWWSVprmtnj7Fy08ENWbvXBJzyR99/z02z/N1JXRs4nfG25AZHw9ZH3a9CcAL3tbfOoqe/zCf8Bs5kl7kVwiTYU4sI1UhFYTbJrQgTI6KYNCGWrj7O+4n8fzohP3whw2GJ9LeIMibWbSzNCVZsKsg+S24nas2gE370N/t8k+8jy0tsW0xTPR+Ec3JwyHMqUa5gdrSEF771Jt762XsoTJcwcWbGWJeJyJIyK8SWSS3tSTQDldJ06ZI1/bZhJgVkTMIuJwvLDFgOYZoz+9Sx+TrjdFQ5ddUsw6/FaqztvHQ8XhE7KH0PUZ6M+lUjiEdJrSXViTiZlduqzloyS/fT690eS/5c81lJuZ0k22lZPr8c8IUDd4gwss0zqCK3jUIUyIZaMYtEwVHaa0mBR5D1RIm6EgzGj0uydDJMmdv0/cVSbAKWIltyZPc1BNVK9OZMhNwvvE+OwY16a2bUGuVeT4zIDiBqPe87FWNHrlRCDooyo36cPo1yyhDbCo0BoO9GpD2JkHpvxBJsUonJei1W6IrZrkxm+bG5M4u1l5b3CdmPdXnp+bz22HYso3/oPcjYkDL7MduUeX+QfztW5GpEn00nECJ1NyKqLhmOxvnwPqkEVu3OMRLshIA5FnHdXpH/e56jmTWE2eECXvy7N/H2zw6iMFXE+CmjDDQS2jsr+MSXxnDLvVM4cagFP/6rfny0v23R70vk41NfG8XtH5+M3A8AH1zQZ3pcPsaH0vjFd/rYfkYpyV/+p0PYtmvtpUlv2VnAb/2zQcxOpfDSk1342TfXYXKsmY9U1yYaqj4mgKuvzePr/2IAM1NJPPtoD//WZqeXL6CHjmeuvXUGX/zGMNdJxeCZLCekUxKux+WBDksPvt7GJ7+oneHzvz+MBx4ZR0pEr2ZGpiXE3Z+e5JN8FKz3E7+PXIYVmdNvzfwSHdnCY1+SAcqFECNHJjESjAuBMfbiBPUtkgfAmftqCS4n6ppkYVVtmejoXFg7EzZSSpVYWlW0Sqm1fbdqX1UhVkfK2IhklblkXIzOm9GkYtfrTNBQKSGyMeLqKrKqMru9wG6gkL6dq+ZZxVZVW4dMKJm1pLYxSAKdKEiS0mjHKoktVa3InHptbutZUJ3fa9YBkVv58jwXR76TBEhZxVbCovhp2mpbtc6qA6Ns0JQ+RxKJTeCRO4c1SiAmEmuU/GiTE6HViyq6/BpWabWn1lVq4yS2ps3crkAnU0mdBbyDmJAt3V95/ZHKbF/k7JC6sKr82zetgiW9aisWx0KtflwlwDbMS/dFTV62T7rYzhFdR2cJsJZBjpaRwxMYwcQSfopRPyWH77JP1lIABZ31pQu9nkin9oAvBrmWAFt3FHDtbTMXVWdXE2x9lNnViTr/BIqFJPeOATme/ZufTpqsAtkH1sqJegqSunpvQOdWceRgC88j9Wg+LE99VJg/fLFaWeNkXGfPLP/O3n+9nWtjrBZa81w9fmhzf7N0GExqMaX5UgquXa5uWq7mPxm41PWxJsIExoYyfOnsLeOez2RWzWEJkfP+zUVu66GQrI7u5t9Hlo/YZqTfgBsClS1EM0tJyVI7rwZNcXiMo9gquQ2px5ZDooxqy2FROheWelOtYit2X1VEJX1YieKcebZKbJkjGRusGqe1B5KDgHSmqBAfzsZREqLhPlUKm7kzCiKKB0Wp7Tjqq7XzdfnJLiFTxcyxH7vEVXsmlViIYhvyjN2KUUhpQDmRjRWweKbTaVxz807c+fsjnJB96u0BjB6TM6w0AoiWMy1kjDeAM6eYVgjPLya5mv6wyMpkS7IhdomE6c1lhZYfk9Al3WY0YoYLI71E1iUpmcqnZFsYW7PMKVbbMj1B2oGVjKoIbkguHxrKKCij1DKppX2bbtN7skqr6mw0WopVWu7ZJtVdlVW1nDuPWxu6BkGF8efKfGPT/03bX18jir64JqKQ4Sp3gavg6nPVTmyVXt3nqpRX+5bkIDD7lw2HcpXeBUBPZJiFiHqtPZYG/VtKPI+RkhIpVIhGpFwp6D3ueHASG7YtfkQC2fo2bo8STlc7YvVxeBon3zqH0aPxnsJ6YvhCGi//opvHAtEMYDoYph7BtQCyHx96uw3jI2YeM42v8vC4GOj4gHrUd10/i551NDc7P++fJnJxkXpLQW1kA1aMj6Rw6J02jNahB5ds9BQCRLbj6JxwiOvvmuY5u6sNy10f1wIof4HqPzmt6O/BwGmfOXDZVmR3VqWSU2PjDaK5sHQ/X5MVOSO3RZXV26rUZo0lNWY/ziTZVmxIbmRDjs+CjSckK5GkC9t8rVqryp8hSRpow5xKyaUocFGfohJbsbvaA/SI5LpkNlJuZRnUGi2ptkmyGZerVTxZJks0lLBIzyoROLEiM5Etl5jchqUSQorKp1E7mkK8jMhkMrj/oftwy1034+yps/jm//o9jB4Zt/Z0XrEVSksO5pzQSFTohEbAJzB4P2F7sRAwOinAhgDaB0x3JqulTp+yKpPcN8uKsVp+HQ4l5JH4tBJI7mNl5VOH38p7qi1ZVVlHqWUV19qPEwjLzKQN0SQrMhFb2qZEbmkZyk5isW5rIalziK1aldmG7pBc+7gQV9qPWTWVfdrZVywp1d1Uvru5NiSWb1fc9G+1tJvZtObL1ya2vO/x65zfu71cYifRE15uf72OKvJYEly1u4Df/C8G+ZrGV9CMxisFqQSUEFoqLn6b0Z8HSqFcK1t/Tn38X76HsWNTMpKr/jh7LIef/PU6ZHMhzzfcurOwZogtJWeT7e74B63IzyQbPjnbY+VB59Wvv3Mav/Ung5wGT6r/fM4UGolGqfG7b5y10wwIRw+24tv/Z7ouxJbUtU98eQz3fnY8dj/VcBpPs9qw3PVxLYCcBW8814nHv9WH2ZkkZib9XNsFE1u2CbuOiWDurEpS2+yBrEtq5LaxGovXQme9qh9E/m3tvrE5sHHbcSwded4QKbOYJidIgoNqWlcjW3LMMupYTeYjtrqs7pxae60hOpdyblapw3yf7Wd0Lk6YFFVZGiWTbE0imU4i155BSsK9lhpEWDo7O/lSLlfQ2deObFcaQRkIykQGRWEOKkjYznzxgWugFFt6ZWXrd5KeUqNCm8cNOXLsyURQq6y+keoYnZywbaOSrmytLm4rqWMJNyqthgxocrJz0X+L/VjnyOpnKvHU59jl0vsJLnFV9dOGT0XEVnu9XZXffld9L7dHVv/tfjE7Rzhap2otjo8JqlJ7Ffq4ugJ0rM/ljO3RlgL1ffm/W3UHHZARoaEDMLKo9W0osx1psSDrndvb1YygWpHKJZHKrnB9XCf1sRSiUqjUfWRJqZjE2FCSE67HhtMcHkLzXkmxpxmdq+GMApUc+p7lYjx0hmaNjlzIcMCPh8dCQHsQqaRUK8mZctHnJsDWTrq4oNFoNEe6HmNjiNjSyDNOh1/G3+paqY81EZrxaUQAKdxQ/4Y2A2i2Ms3orYgoQ5iZTGJ8OI2h8xmUCv7k3uVZkSnkidUtR8EhIkrKq5G6omRhJbBkNeZxPpFKaxVbnQWbnms/DjJ02xBaUmx1XA5fi2Ib3VarcqTYaj+rVe44MMqk3vLZuZhia6ysDO2RNN/U+fIOwXWIs0tmbQ8wL3eUsDcHcyyjERFR9dY+bw6xVVtyBcm2NPY+tA177t6JdZt6cfWu7VhudHd34f4v343N12zEheODeO/JIxg7MSXLWzHBR3SKVE9wEKiA6LxX6rNWv7ar6PEukUJIqjQnKJM7IOqLYcJKqq0mLdPfF305PU+VW24NleRlTUvmcy8ykkaIKU8tkkKhKi1feFar2Jq5hzhSZOGqtGo/VmVVHyd1V63EpJza25FKS65+89wovEztyazYkvIqaj7fVmXWsbQzHMJpPkttxA6ZVcVWgsli+5gL9/dMzyuXzRlVO9ppATuHqrS8rqX1wKOuIJsvzV286po8tuwo8r89DNKtKez91HbsuWdX49THxz8y9XEJQD/Pw/tb8cO/6Of9gGY2Xnf7DBPeZgcdrNF85fdea+MDOwWN+RkdXPghjIdHPUCk+FO/RbOUF/9bph55muO93Oef1lp9dFHIJ/Hmc52YGEnz/GL9G9oMGDybwau/6sLQuehkHveCv9HGwpLH5Sq2QmzZoqg9tkRMKs5ID8mwiRTYJJBWEku3Devg+1mRJWIrimw6ySTW9OCKBZkJr/SyJiPSaAmsBjhVWZIt+VQlTHJ5zJgYITM6BkaVM8fGKv+auw7csFfntl0+WTZjc41Iy9w3mvvu8XRbJ3EoRihICTXkNp0DbvzktfjdP/ltZLNZtngsN+is26c+/xA++XAFr730Ok6+fRZjxybMMsrEp5ACxLivVuzH/P0lMIFUfB1hw8RXbOB0QkNG8tCKpV4XE66kfcvuaCDZfpUoQZh3Q7ePVVafrmfbTyt2cLYdW2IrPbV0P5NZ6alle7HpqbX2Y70tCde2P1atyJbYhnESbFVaQ3bn9NtaW7pDeNVerGqt9FfreCQX/BrqkeX3UjKrfbOiwpJd3A0kqya3qqhTTzf1Tus+qEFSFwP//hwLOr12mc4IryWQle7ez43jrocm+UQPxf57RAduNz64r7Hq41tnlo7YBsBR6rP6qIX3C1LwKVmVx883OcgST6SWkrrdPlo+x+4P5jyWGT3ry3jgkTHbyrQoUBQN1e1l3o3XWn10UcwnzImyV9v5pML2PYWmIbakyj774x7OFojpEOUEh+h5GCz8dKceSLsWSLUPE+lIzSW2moJs1FvTP2v7JZXYiqpjrb02DEqDmdz5sK46GtmR42nJ4irWvBpaJk2ZdXsROZHNfJ8Yl71IW4OdjSvP5WXXflt9TPiZ5Bpdeb1yrbPufXbVJ5DOpNDa2soN+SsBWgYqiHTp7O7Euu3dmBmdjRY3AGbHiihMVMz8YyZZ8utjJcGxu2qqE6chi4WWLehuIrSotQ7vjy1PjX/XGu0aLaD1qjsec7HNOjZjtU9H4V417NAxq7Hz71gPtRseFfXOar9ttWKrZDaWUlwVNhYbT6Xf21FpifBH6dqRtXhO32z1epH7uY+bn6sW84URW9O3JOnTfALMH4DWA3SSp7O3gvauCgeOUFLmWumpvBw0ZH28ugczY/l4fRwpID9WlNaMRX0amWT4xFyxECzz3M36gUJ6KAyK7HaKmakUp5nSY2RJ9vC4XLS0VXjMC/WukqNhMU4GqsFJzudp3hOJa68+xj4ZlbLYeouUKI+GAwktU+MpTI2RczG6n4KhqN2EVFqPeoRH5WskW6qtmOduCkHV+7VP1rUdO7ctiWV7slFjWbFV+zEptVWKrbmPniuXWkFSMjvWEksnRCh2W2yh1UTpYlZk22PrXFsrsnNb+3VZjVsjuOrqbfjNP/0ixobH7H352QJeevR1vPfTYwhKAVAssgJoR0exjV3WM/fPykZTCyu33pp0YrP9EmzHJYWV57oK+dV5xaHtxxWFVpOQlUzSvmdJW9RfzXNqJU47LCWjzysZ5Vbn1CZsYJQQ0JIouGI/1rAotSJzaJg81zxuyGwUGFVFZm1CsvbZynxjCXuyiq2TiF09I1fdE0axpfd0VFZa94FrL3aIbjW0z5sUWw4rk/nVCzwtyGRW0tE5WE63uceikGsNcM/D47jzk5Osym27Zu3NL11N9fHFH72Ogz89gkqheQ+S64nzp7L45Xd7cfZ4Lpb6efpIzquzHlcMSkKmedobtxaxeUeR66hH48DXxzgoT+Ct5zrw0pPdsRBH6qUddGzIHosltmRH5BuadkokUvon1WqsfZJiOWVFU4krXROhVZIr43s4/ViThXl8TtRTa0fqVPXPVo/3iVuRzQ/AisocauUQVlXw1KosDks7b1VVXZsYFQ+PcmeQuqN/dMyQG1q1lrBu3To88OD9sfsmJydx8oPTeP/nx1BhQiShULSS+SyhEFMNGiIyRIyOtjmRLzOvKZ72a+fcyjaS/lndlvYEhW7qGnNuY2qvzLHV2bhsL9LZtLa/VizsqrqqFTmY56IEtOJalN0eW8dyLM8lwm5sydJLK2OfiNgagmpIKn9HTSzm5a9R8CVNW8msmUOro6OErJbJXuwS29p/OCiRW597OcSWPZCcjG3qw0LHBHlcHBQMtPv6PO7/wjiHPHk0f3384PFjqFzMKrSGQH1v77zYgQ/fiqx2Hh6LRd+GEm7/xCR27BVFcI0dnzU6fH2Mgw6zaHzPi493ozDrd9al67Glg1uCO8ZD1S8ZvRKyh9RNLHYSjmVkD9+nfbXuLFh53N6eQ1jnzqyN9dXyxaTrxpab44NUqav1xSKy6qpfblByNEtGHqtSba1K676nB1KpFLbs3oxrHrwKM+N5DB+dwMwQ2Uq4OUqCo5z+WiJelJwcUKiU2mfNGQh3FBOjipwq9Bl2e1dvl+rXyUbmGbVOUjF9rpLZKPXYuV1NbO282eo5taK8OrNpo+dWqbSWEDtJxva+INY3a1VYVVYd2PnHTGYr5iSBO4+WqiaTVVFhL0JsdY4y/ax7drSj96pOpC4RBFUJAoydmsL4qVkEEnbmfxSLQCJE/6YSNm03AVHrtxRNiJr/e7d66uPYLIaPjGF6IL/g4PHVAgpzodE9o4MZHHu/BdM8rqK5dm4KoOze3oG+7V1IUa7IRVCpBBg9NYHxE1PLkwK7hu3HW3YW0d1bxq4b8mhtUwXDoxmw5upjCIwMZrgWTo6ncP5kVsx0zb/TJpa5Pi7cXD+rZ7p0hA9PW0YibebQ8gG32Ic5Dbkq9Zhn00rqcURcjVKrPbZGvRXLsZBcc1tsxxkhvmljQWbF1z4eWquyJdbSTxtIErKxr4rNVDKvoj5Feb67Hl2Vt4pXsVJcTWwdm6kH0NLSgk987n5cf9u1OHvyPH7875/E4V+eMmSK12fCzDkmsE1d9i3aNkTohCkmApOmbWYOGzYa62W1VmMhn9V9tc42VoJsimOUjKxqPc+o5UAosR2rYquBUGWyQ8u2dmzJajWOW5GNHZlvl0ITJkbpxmQvdkiuVWRZfabPcAKf7DXZh2Xsjva9Yv7gJz0xwCekaA6y22PLgVAlS2oN8ZwH8j7JXBLXfmIHvvDHn0Fb+8XVlPxsHo9/81d49ZvvojJDzSwmIdvjykA/ievumMEj3xjmMTykPqyGtNu1jnh9PIcf/7sn8dEvT2KtgfrInvpBLyeVzkwlMXSOGxibCsl0AvsepPr48MLr43/ej4Bqs8eSoHd9GZ/73RHccPc0ZxLQvz2aB2utPtJf9MMHWvGTv+7nkKixwTS3YawGJJe5Pi6c2OrBr/o62T5KB8akh9JdOjtT+2zldXYOrRsQJdZjDWBy7MU6AzYeFOUotaqUVoVJsVIr9xPUkmzlWLd31gYFVdlUnafMQfSS+KxcS2xFGSais/D1v6qRTCaxZcsWvnR2daKj73k7DJ37LmlNsUIrZ1JDQ9yifcklnnESGsPFtt98Sv2c10dzaiPbcWRRjvVjVwVIGSXXCYNyU49j6q48R5OSWcWN5srGe2w1/Entx9Ivq1ZkJbaaXhz7Pk5gFJNgh9hyTzGpuJqKTPOGL7KSElFh6tvSgxtvuQFdXV0XXZ0zMzN4/ek3kUwbR/LCNoLHHCRCM1EtHfJB2c7rZtHT7w/OVm19XPdrJOmELjtInJDG1QhpAaGvSaFQ505m8dH+1oZSJ/hcHI+su/Rzk5kk+rb0Xl59zNAc+rVlsVwamCkL1duJgqK27Cxgz80zK7VgHovAWqmP5vvQZA5wcN7xD1owcKbxT+4lGrg+LtyKXJDwKJ1JSvZjNvpKAiqnI9O8UXqM7pMwHg4ForAfQxj4FXywG6UhW9JKiqvtsXWComzQVDRSRxXbMBXG59jSssRUVBoDo/2YEiok1lZLaplXyRgg+4WrVkDMjhzGE5Kd53hhqjY6Ojtw66duRFtXK0bPjePEq+cxPVTgDZngECPZf2ok9cZIJMMhuReDnH+Z7zHXikwjfaK+Vyf8y+2r1XAoeTym2KrVWB63xFXIqumhNUQ3yYqsO8InUmxZbWUyqnNonRAotRJT3yuTVWfe7JzvJ+uwVDaqrc4WtqnItKDAxht6cdUtm5DJXTyQIJVJYt+de3k0wKVAKYt7b9uDsT+aQLngFYkrBdmP990+w2T2+junkW1ZJX/JPS5eH8+O4fgr5zAz2BwjKK4E5XICRw+24ujBFowOZHD+RBQW1TBIJrDxxl5sv3WLr48NDPobf9WeAvbePBNLiF+30bRteDQ/VnN9pMT3D95sw8iFND54uw2z002SeJxs3Pq4YGIb5GUnsmmnYj8messk14xwoZAo/peM/0nyWB2ycxKzlzmljqprE4+JrGbEimyDosjKHKmyZDW2VmUmwXJtCW8o6m0YmydLn8u9tkpUOMSo2oYczbW9GGJpyNJOHCl41U2dHoq+vj488vXP49O/kcdrL7yBfzj5Y0xfmGGyZRoJTBBUpDY65Cw2b1UIqL5x1faaS4LnOpNjUJVWk5DLcluVVSG1yZKQWceWbIhtWCMVWdOPyXZsCCxZkbWPNllSYkt9s5Fia8lsmQKfqsby0HPlNs+VVRVWH6/53ei5JQl/on5aXdcSUpVNYvfHtuP3/9uvobun+6LbjwK+2trakMtd+gCUitf9D96LW++62ajvHleELTuK+NIfDWPHvlnkWkJWIDzWSH089eiqOXCrBbLYvfNCB37yN+swO51qyIM5UoeuuXeHr48NDjoUpZnNX//TAR7po0ilQrS2+xMHqwGruT4Onsng8W/1MamlOd35BqyFzVYfF0xsW3sN0y6XQo7etqEzfKCcNDNKRZ3lhXFmbbohN3Ye6BxFVCzJljQm5tqN54zbMcpp7D7b+ypKLavChrQqAefl42WNUnOtWnspXlptQ1ZVsB5/n9zP1nnA8z0eAvmZIkZHR3lnoZ1mpeaRLTQIoLu7my89fd1RA7luA9vousA3rOPzIjIc7ZtRD2/8PnsSQ/OW5lwc8h2bY+uM9pH5yWphNrelj1bn1DqJxarkWnW2ivCaszQ1vroqukHARYiGsiedfYSIbVd/BzZs3ICenh7UE+3t7XxZK2jtMwWbzjCWZ0UZXyQy2QBdvWXfG3YFoBrf3PVxFY7HIgNJKcEHbzSblmx3Y4MZDo9aaVCrBdXHVCZa774+NnZ9VNBhEo3vofwB36qxMPj6uPJzaot5mqObwMRoCmPDphY2KpJNVh8XvCd/6X94iJnV4TeO4/0njyE/XqK/UpKKzNNGbW+knU9KCi33CCbtgb1m9pgxOzV6KJXIquLqhkdZxTasUmzFfpyWVGRSbOm2WJEpDIg/VziAJbLV6p7++1JqbezO+GgghqPqukFW7uO2rPNjkh4tRFzM6xG55dFIZp0maN2mUijnA7z9i4MYOT+K/q19ePBLH8fea/cudHN6KGlNVCm25CxQpZbU2zmzaSMl186pDarCo0idlTm2dNsowWaMD6u2rNjK+J5SpLzavlpqmFciS/Nm+X6HzDr2YmNJnu8gwbwvnXRq3dCKm7+wB1uv3WQfTaaSuO62vTyk3WNxsPXx9WM4+MQRFMZI4vdYKZRnynj7ifd8fWwgUJU6/kErXnu6k4NRDr3TxpbkRkDb+hbc/MhebL12s73P18f6wdfHxoKvjyuLmckkXnu6C4f3t3JQ1ODZxu6pbWuy+rhgYvvH/803mLj+4Js/wpEXTiI/kheyKMRWR7bwuwZi0TWqE/fVasIrcQm2RRqLsA0IcqHKq1iUY/220mMbsx8zCSZCLVZkIrpMbOlz1C8cjWthw7CKXNWzay8hGobig7XqHr2f8xELUnzl2r5OCewcQuyMVuLEYPps0+NcLgDHnj+H478+i4039GHPzdf4wnSZ0J5vJadRP22NazuDVggtk1WTn2ZJrsylNf22Jv3YpCJLEjKHPtFsWiG2ZDl2ia07jkfuIyuxcT+oQ8KxFyuxVXvxRdDel8P9X74bD372k3POhNLFY3GI1ccXT/kDtxVGabaCY8+fwfEXqT6u8/WxQXD6SA6/+E4fBk5nWLWg7ohGQHt/K+7/8j2+Pi4RfH1sLPj6uLKg1os3n+vA0z/sRVBpnDq4Wurjgokt+Z6pMPX092D9Nb3ItKUxO1pCfqzE99NFR4yYa/fVnH9r1VpCtXv3kudtVeUUYjnHkuzOsqWEYm3E1MfmfJIso53HK6T1Ug4Zm44stup5FtxNT671mF0K/Q7OB3C+shBatmSraku9yjwOJ8UqXEgqYhCgOF3CuRPn8eEHh9De0YYNGzYsqEl7zYNt5K7VWFRbue3268ZuBzUSkWOPy781qEyDotR6bG3Gjr3Yphc7J4Ss5VjG8miqsTyeyibRtjmHXPulf8b9O3vR2dPp94slQq36ODOcR36E5jb7PrplB/206KRSOURhuujr4wqCUo/HhtLIzyYxeDaD/EwS5dLS249TuSTaN7Qi13Fpi5+vj0sLXx8bDL4+LjvoMG5yLM3W4+HzGUyOplEumgyilUBqFdfHyzLVEwm46Y4b0Po/tGB8ZAK//sErOPDjIwjKZSTIJ8wJUE66rY4y0b5bp//QjthxbcAuavXhksVY04/Jjqz2Y1Jok6IUi2LLMdH0QaTKqRJr+yXl33ztkFkJw+KbbviQQ2btfNyysTfzSBiHaPPzhIvagCztEdbH6N+B9v4m5HvJ51J6NM/wJQKbtDZpJkNJmedKb87/Jjs4MDWQxy//6nm8+pM3seeeXfjNP3oE27Ztu5xNu+bA+6T8QTWzao3tmNVWJwHZXmxgVOjYkh0rMtmPNTCKb5MiK7fpN1CqSHiU2I9FsUWxLJZjTTrWQKggUmzpmv9tHjc97AHa17fj/j+8Hdfffe0lv29HVzuuuXb3MqzZtYs59fH7L+PAjw9zJoHHymHq3Ax++Re+Pq4ULpzOskp74lAOQ+cymBpfnjP8HRtbcf837vD1sUHg62NjwtfH5QvMe/vXHXj+p91McE8dzs3fRbYM6FjF9fGyu8Vph6fL5OQkjuw/hveSh1FR9YkOvpnFOcy1un+11oasRWqrUTU3NlJo9Tb1n8q1XGx8LpMBIoTOYlWH/uhHh3Ol1agf1nmQCK21D0iClGsvlmW27NYqyHKn3CaV2Kiyep8JzkrE+mulx5ZoN32XjKh+NI80kURhsozTrwwC4QV+zfRX/dy2S8I5iWHnz2o4lNiS3Rm2Jvipyraso32I0Drje2xSMl9LArKSWp1HS78XsiKLlZitxUR0nUCo0FqRRa3VWdKCbHuai9LnfuOzK7MOPS5dH1NHojLhsSIoTJRw+tUL5h++Pi47psZSeO/VNrz3moaBLI9Cke3I+PrYYPD1sfHg6+PygFovzhzL4bWnupwU+JXLGMiu4vrYuDFoC4VDCI2kZkhtkpmGJsMa4mh6gg2xjKbw8ps4RNbp+Z0TFJWY+7gQ06hXNn6pDpxS63GiKsXZKLoyOonHE4GDoswiURhWiglRyEN86bslaOCTeUyIERGoyaFpvPbcGzh9/PQlV13/xn7sufYaTsRbM1CLsOOFtzZjJqeuHdkhsTbFWO+LW4yVzNrZtZbMRrNp+bbOo7UXCYqia+2b5bE8moxs7MfdV7Vh/e4engem6N/eh3Ub+lZuXXp4NAk0vX5yYMrXx2UAJR+fPppjy93JQzlMjkvy41IgAXRf1Y711/Rxe4bC10cPj4XB18flxjIS2sTaq49NTmyF1KpKm6JLgGQyRCplbMkcUEHKqMzO5ZgdEZet7bjqLWPkdc5HRgFTSk7ZWpx0FF75t/uYtSKzlTqBgMg1h16Zmbp0n5nrm+SQLO6xJBIrii2PLSIiREFdmvZMoJRkup9QLmPggzH89P94CqncpexeIW749B784X/Xt3YKk6Ye8/YT+zpBk5CV3NpUZFFjK9W3dXbtJebUlgMkOeEYYkUWMlssmZMUpLjTTFo6MVEoIiwWbXgUW48lLZys6Tvu2oyv/OkX0bsuilXPteSwcdPGFVudHh7NBPppXXh/BI/9H79COnepP31rsD7WEdMTKTz74x68+kujTowMLN0oCzoRvOPurfjKv/D10cPjSuHr4+pEYg3WxyYntlXQxGIOj9LZqPwA32d0WldFVSbqxjnVwEJ88Fah1U+pSsiqHv1jU481DEtUZSHBrChzajTdQeTdzAs2ai0lIxuSi2RK1GLqv02iMFFGfnT8IiNg5OMTwIbdI5iZnkGZlEIHlHLGfbx1RoUJW8ift7ytBbqNHbsxn+yQHlsbDlWl1tqAKElBtpbkKnuyq9zaebWSAs7qrhsWpfcbm3JsHjSpurIA0epP8Awxmhe29/o9HOzg4bHaQfWawhZTlKWg49LrcJa7MF5CYXx8AQuwwvWxGdsOuayZE7WFfIKTj4+931LfcBQ6z8sngaP35Pq43tdHj1UO6UhL0XSQMDQ1sc7BQ74+1h/m71eCR5stYIDF4uDr4yoktgL6Q1qpEDukg6Ikx2lz229AxFBCozRIyo59ccgNv8klCC29Xvsy+U2cSy2VlsOhIuJqbMeGUOv4IuZfHHaV5GCjJDNc7RMmC7IJIjLhQUJ4dVmypFALgeNezHkWnkfEmF/X0PEx/PzbT6JnfZd9uKW9Fbd+7Gbsu+7SDeWXg/Hxcbz+0hs4dfg0znx0HtNDeSHmMiqKLkzYdbyRs1Ld0UfVSdJV9XNuynTUDyvt1lEvtHwOPcazbB3rsbEfqz3ZvUifLffbUgCU3Mcqroz1oXE+9Dj10JYNqeXAKNouFbGNy3VYlB5anldbQa47gx0f24qNu/rt4tN2veHefQ05L8zDYynQv7mEj39pDPtum+HQoQ/eakdhdvnsW/RJQ8dGVqQ+nub62Hx9bpVKAkfebcVH+1sxNpzGmaMtdT+BSfVx571bsXG3r48eawvtnRXc8eAEeteXeO4p9ayPD6/MIbyvjwtECJw9nsPBN9oxMZzCh2+1cYjUUsHXx1VMbNl+zL20QhSJ5GoqshJam5Cs3DH6t3nhPEFXFm6qlIwKot5Ytbcmq2zJDpllEkuLkIqypGhLmP5O42nmWb+s1BoyzC/XOcCciixqo2tLTgv51REyNcAWV7LChiEGPxzHUydeZquronNzO1pac7h23966nnUbGx3Ds99/Eft/8iEqpRDlPFlsU3xRghuRWofcWjXbVbzn6YF2v6fzmLEWi9WbSKztb5aTBpqCXE1kZR5tzJ7sqLJkS06q/ZgTkk0vbWQ/DkzyMW2PUtneJvsx90UXSwgLBXMfk94K2nrb8cBv34NPf+nB2PdpaWlBe7uGr3h4rG5s2l7EF/9wGMVCEk/9oBfHP2zlsTHLiYH3R/HUyeWvj+ViBaXp5ovUIUXi3Vfb8aO/6MfMZIrH+9Sb2bata8EDX78bn/7SQ7H7fX30WO3o6q3gE18ax72fncCBlztw9nh2xYgtwdfHS4PK34lDLXj0L/tx4VSW/4aVlpDY+vq4GoltjJiKEVkIrFFpq5KQdXap2gP0vmqSezmfb29Q4rGQYzdEqup2dDFjfxBTesUaK/NsbVIyP5eIWSJuS+YEAFV4ay8gE7wkjZYJUCkFKOdNYJE2DifTSYwOjmFwcJBnVtGPIZPJ1MVGkp/MY3owb6zhaWLyVUTWqrPyIkd9nbM5qmvDRWqFhkNpz7Oxduu4p/icWntCo9a/Uf24M9JK1PTIfuyMvLLzah3bsXOhPTXdlua+lvZ1Lejt70Z/f3TGzcNjrSGdCdHRXUGlEqB7XZkv9PMhslTMzzMgvI5g40shwCydeHJAtq4lr49NZLOLITQzaydG0pidrt9IH1Ic0q0pvnSsa0Vvf4+vjx5rDslUiLZOQ+jauyrcprFS8PVx4SgVE5gcTXFdXAr4+riKiS3v65a8Up9PpMyGFSEw1j5sFDo709YEKM8lvAv9YB1vq22cakdWe7G+L31UWtRXHkVren/1SfyZOjmIFWcTgEVWXVexNR8itmSdYWSSsmTUkgQPxZZT7iAixYqvzFINTN8CW2QrFRSnK3jtJ+/g9KGz2LRzAz79mw9i1+5dqCuSQmzJhpxJA5k0f0dKfg5ZwU1wKFaoKq5zIbLPxF9Ir02Udkgwr34Jg4qlUrsjo5zXuWTVKrOq1lZqKLfuY3bEj4zyKeucWlFrORwq5GtVZSkoiq/lkm5JYu9D23DjJ69Fz/puXHNd88wL8/BYSiQTIfbcNIOv/fNBHmz/+tOdOPBKB5evlUBxsoTXfvz20tZHjxhSuST2fmo7bnxwn6+PHh4NDF8flx++Pq5iYsuQXtmIzAqRlSRc7YslAml7KV0SK3bUhVmR54ESKSKdrKganqkJvHQfWZBpkI8hviYh2SXbLNSy5VXkReoVZr4amrdRtVDUXEN46fWiElbbkPn5QnbJ9sp9xca2zASMlpUIGNnJZkMcfvYMjjx7Gtvv3ogb776+/oWJlplsyGSdppFFdM2pCHptCGxEZI1ifTHVO0Zg3TE9iD9uk6xdYuusp5jt2JLYahuyExQl431gL2o/JjJbQUKILc+p5VTkMlvBmdTS0Xmlwir5nrt34nf/5Lc5YTDJM4s9PDzofN32vQVcdU0Bk2MpDF/IcG8Z5SasBIrTZRx+5jSOPHdm6eqjRww0omLPPbt8ffTwaHD4+rj88PVxNRNbluCIqCmhjRRbO5uUyY7eH59ZOp/t9IohYUQ1w6Wc3lt+SOfsaj8uvVZ6a60KTCqn2pM5Ldkon6RqGtWX1Nv5ia2xXIviq829zM7UUptksks9uCG5k4MQ+ckiTh4+ha7uTvtWpKz2r1/HVodL/YCCIGBLyvDQCM6cOIvp8bwENpEMXd1P66iyctuQ0Xh/rVFpNVzK/X7OjFklr3ah469X17M+ZjdRjX3BKrlzLMualOwkJouKbrcBW4+debSs0NIsYmM/bu3Non19C1p7sli3qZetO5Qo6OHhEYHGt9EZvUwu5FCpHfvyPEJmdCCDmall/r3Qz7pCAXwhZutdH8dm0XQIgenJFI/zmZlMYmQwbfMtFoUE0NqbQ8fGVrT25Hx99PBw0NpewdadRVTKCT7hNzaY4fC2FUeT1cdiIYHzp7I49n4r2joq6N1QRja3+OhiaskYGTAtGQNnsvUPjPL1ca0QW/pByQ+FZ4gaFsNEx1qRHTIrVlVLeJX8OWT0ihRbZ3nc3k5Q8rEKsGo1llExtsdWf0/GhWxu8oxVw9roNdpeqwO1E2TZ5YResiIrC66h2NqeTjpIlOcS8SIVkWel0mwNUnF5Fg7PxB07M4Mn/vxZPNfzin2rTEsaD3ztbnzpt7/IDekXQ6FQwLOPP48Xf/g6ZsZmMXRkHIlUGiGNKKL5uxoaZZVasiOb+8w8X3MJKJyAlW5KkDZWZCa38t3Idsw8ktcrEXxnPbrjnRxSbE8suGpvzIqsVmMNiIpsxxwUJXNqdXYtz6ildaqzajkwiubUSuox2Y9LJRMaRanICLHtji349DcewLqNfbh61/a69KJ4eKxW5FoCfOzhCey6fpaDOJ74+z588CbNUFyZA7qxkxN44s+exXO9daiPo7MYPDw2fzxCg4KW9ejBVt4Ww+czvF2op2yxoBOgV925EZ/+o4/7+ujhUYUtO4v4rT8ZxNRECq8/04lffa8XU+ONdTjfDPVxdDCNJ77dh1ee7MK1t83gc78/go3biot+38GzGTz+7XU4erCFT8BOjtZ32/j6eHE01i9hsdC5Xq4yK4m3hrS4t6PxPhGxdQglqn5Bi/w1qYKoE3wYEhqp03u0XdaMpDEzr5IaRKVn44jYkbrKT2RDs+21ZSvyfMSWXq8BVawSm9fzinBGvDJBE2WRZpqdenUg9n6Z9jR23LyNm/kvBZo3dvqjszj0y+MozVSY1JrxPqraRknIqtIyqY1ZkFWZVmvyPON8JBDKfDnnMcd+bMithmvJ/uGMaIpOfoRzT3pY+7HeJ89x7N86n5bt3USwnfm0dKIgJIsyqbW8vUL0be3Gxx68G1u2bLmsfcnDY60GSl11TZ4vlDT5yi90zIT+kJcXhTGqjxdi9y2mPjYrSJk48HI7zp/M1eX91FHTt63H10cPjxro6i3j+rvKrNgSiUpnq+2BK49mqI/56RQOH6CTo2Zm+ie/XB8bL7lYDr3dhnde7EC94evjEhDb06dP4/AHRzA+MoFzhweM7chN6K2VcouqXshqXCrh9lK/U2eeq/bSEomNeiYdlVb7WPU+tbC6RMZ9T7l9paXCfRvlVXq/7cGlf8lymR5cQ6J4dC0SSBIR4qHL5l24XZaXydiQWbHl8UBKyGoQW1WBrftYSJiOC+IPE/k4nTLki8gcpy0HfJv7hoMEzn40gF/97Gl093Xhmn27sXXr1kuvCCGuVhkmxZZV25RDWpMOwXWtyY6iKoKydArLiF+j0pp1Js93v77slnpblV1yZHNvshvwxd+zKlBKRwEJwXVJrKq4LqGNpyAbZdys7wAtfVls2teDtt5W7Lrl6kuetfRoLsTq40cXELDbwqPeaGsP+Aw7YWwojZMftSy/LbkGyIJ39tCFy6+PdQTZ3o5/aIg/nUtU9KwvYfueAlvuGhWt67LYeN06tPe1+fq4CuHrY31Bxy6kMN7xyUke/XPmaA7nT2bNxIcGRCPUx/kwOphhInruxKVP0PVuoFqaR2v74m3LlwNfH5eA2NLB+YE33sOj//ZxjJ2dxOxoSfpByUrqzCN1eyZt6E9EeOeMu5mPzF5yqoNjHQ7Ffix2Y6PIyjX9HbfENmHtq0poo4Tkqh5L+8UvZy3Nv6gxkBtYfRVErngUjyqMQtAlPMWGHLEtlhRN6esUG6y1NAuhNWqu81n8XGObNTntMhqISFlZbksPryXFFO5ERFatyqTilsr8h+jQ0ydw8q2z6N3ahd/6776wQGILTkJOkF2CwqIyGSa5YYYCpCIrsgZHMUGVi+4ztDzJkrwXLXbZ+LGJk6s92dwXX+fxJOTIisz7BZ0Y0CAp58RD9cxaNwmZrMm07pJkRVY7Ml8btZvnCDuWZF6HEha1bkcHHvmXn8G+m6/l3pOurmi4uUdzo7o+zgznEZT8gdtSgEjaw78zggceGce7r7Tje3+2viGIbaUY4MOnjuPk2+curz7WEYWZJF56sovXi4ub75vCb/+Xgw1NbNft7MaX/uuHfX1chfD1sf6gLJZ9t89g89VF7rV97G/7WcGte0/nKqqP8+Hk4Ry+/+frkWH1+yJIALc9MImv/ZeDaG1fvG35cuDr4xIptpNjkxg8PIqJU9OG/DChJdXLJa4yc9VC0orNTcacaTSX+Pe8BHfOzFFDCpXAWpVS7rMk1lpKqxRb9/1qWZKvELG+z2oVW1RIExwlpC1wbMuiWnKgFH0/5qLavOsosrL85myds9CyXkwaMv2TgqLkS5I1mYmtnJSgDyaCyWwxlJm+Rg3m5QiA6aECpi/MoJKv8JlX6oWoNYy7WCwi4LAk+bJ8ssNYkNmOPEflrz4B4uw3+j1Y1tb3U2IqpDwRysxfZ/2661w3prusFzt54gRD2RRqe+3uL9E829gM2xoX6jHZtmMLDzD3WH2I1UePJQMdfKzfQme5Shg4neEz5+lMwA4iMwpoZQ7syNkyM5jny+XVx/qB1gGFydDFxabtRQ7dWkgPLP85IOfQMq/GTGvG18dVDF8f6wv6fdK8b7pMjaXQs67MtZH+CygEtMGU20aojxezJZ9f0PztEFt3FpCfmb+WVkoJG3lTT/j6uAw9tgmdQ0p/BWkuKY9vMTZTtpVKv2RsBikRD8diGo1xkf5J7aGsGumiXMbcF0YWXumddXtoTeCSKpxzrchG7XT7J53kW2tFFlsv317MWqoi8xpe5NyvFmS+ToXMjQx5TSAgsuaEW9lxNUxw9TEd9WPesNqOTP8O6OSDFAlSGE3gVBCfiSt9u2Ycjyi5qtiqEk9qZNkQzsJUGW/8Yj9GB8drrqRSoYyjb5wyyyf9s5HFWIOjJDRKA6PYSqzby2wDTmq2BFTWH6dIm9tM1m3atLB8dx2782t5PxSVlmuY9vHKqlAHvXOyI05wxY7sXIyqqyot9SeXnb5auk2zgpfXsuLhsVawcVsJD/3WGIbOZTis4/032lHMr/wBXX6iiNefvER9fP0k2/OWAxTs9NQPe9G73ox2uxjowO3Ge6bQ2dO46q6Hh0cESo2/4Z5pPnakUCRybJw7kW2YnttGr4+Xg/MnsvjV93vRva52fSTVnP4eeTQbseWkX4fYZshmmmYVN3RSbg1p0TAgIRBKNISYVJPY2IgXSwirSa72h0qnJafURqqsvc3W0arEW7GWRmFBjhKn4VGq5tYTQsjmkHYh9QTqqaW+2Yh0i8psHjSCZypurdYQo2oi7hJck+zrEEbqyU1yl25kYdaZuHTCwplzy3NYUxVDbjU1OQhRmApw4MeHcfDnR2p+XSLKlSIQkPWZLMVuErJzMfsLWYqF3JomYCGQxqYdrb/EnP1HU5P5WTLo155EkL5au56pH5f/TYFcVdtD+57pcbtfRCc81JYcC5lybMds16ZQBJ5dG7B1OyyWol5bDw+PumPzjgK+8AfDKBUSePIf+nD0vVYU8ys/y68wUcK7Pz6E9x+fvz6W8xVUSstz0uvMsRx+9s11ZnzSJXD3ZyZw9d68J7YeHk2CbEuA2z8+iZvunsKpIy1Mbg2xbUw0Wn28HJw+msPA3/bPW0tpznqhAf4GrVUsmNieP3+ed7Sp8Wk5SHdnkEZ20rCqvzZuA1WVtqo9tipYynVPREqdA9dJ6ozoURtyNSlxe2mrE5CVoMxRbFWxqyeqe4tFFDVJxXPtsXHyKyourxR5Gq1jInHMzRKOSBsFILFaKkJsdJ8EL5E9mZRc+s66vfh5JouZrb3yfqzo8ucpIaXPC1GktDoOnar9fbX/OkH241r7yZxeavos94xGtBFiM2idfYXtx/Q6e4d+vpMSaJV+eZAUXz6JULVNJCBrTp9ytBRR0pQbRKjPj12bSzKVQKYjg3RLCu3r2pDJNu4fG48rw9z66LGcacnpTAXllgS6+so8i9CkhF4EIZCfTSI/TePSlkbRIKWhOEXq6KUV0uUAJajOTC7MajcxkuYD45Z5wlHS6RCtHRVe94tFMk31Mc02O18fVydWa32kE2hk71/JGbK51oBbMYhk0e1cK9DZU0ZPv6mFFqGZr0rL2wgW5UarjwtHgnuYy9QJswzw9XEJie2f/U9/yYXpwpFh5CdpdIv21zqW0upZpDSHVBVbtZly+6YGA0krp2s/dhTdOLGLh/woYWNSpoFRrNIaJTPJc2zpOlJnjS1ZbtMsUiW3dL+qtJIaXFcrMlylOTH3u9L3J3uwS9josbSkH7M3WVOeDVFiXuXO4o2RrCgIyirQqu5KYBRfJ5NG4JTZr0SUmdDJTFZWdUmBpD9EZUkgpuRf/SB+fxlpM8931lAxJuHZDBJpUfQ1MEqHdHP4l4zJmW8VqppvlVWxtqel/1c/U5+s69xJVrbqrvQsq0PA3SZ2H5PlmtvHXUW63T5aq3LTxSi4uZ4sbv3Na7Hnjp1Yv6Ufm7duuqJdyKNxofXx/EeDmB1f3kAJDwMqNftum8Hv/IsBFAsXP3CjA9F3XujAa091oTC78gd5jYZTh1vw6F/2o72rtmK78aoSHvjiGLbuKiz6s6g+3vaV63x9XMVYlfUxBKePv/h4N8aHVya4jg6fbrh7mud7t3VGv1XqtX3oK6O4/s7pmIpIY7le+WUX8jMrH7TnsTD4+riExPalv3zb3CDVDW4CsvZNVllMlchWWZEtueWLExhU1VurtuVqghtTby0x1d5aJxFZbce1bpOKRieJ3H5bO8qliiy6n3WlcJVoeVPT4xnZapngyzWTL3qO1B6dT8vKK4ViqerMPbaRujnHiuyGYnGPrVFDk/QGfIaR1EnTl2rDvyRIysxhlfuZXZtr+jzRe4XIyVib+eAkZVMqMgeOSU8tnwwRws5KLfVSyEmG2utR1VZaZrNfmcWS27H1LfsUL4MqxNKPq/uafTzax2jdc0iXY3t2V6q7b8R6mWMqrdi3hdxmO9K49aEb8RtffwRJOpmgZN5j1UDro9n8q0eRaCaQYkH22av2FC5Zr+mMO6UHv/3rDlYxPFwkcOF0BoNneuYtxntvmcF1d0zXh9h2Zn19XOVYjfWRvgWN1nnuxz04d3JlVLRUyqzL2z4+ibbO6P727gpu/8RULHiJHBvlcgJvPd+JvJmU5tEE8PVxCYltIDIW20lVgXOJrIZCVVlNY+qkQ2RjJNa1JztkYk5vrftH1vbCRknHUb8s5r2PlUpX6RVCG7Mqy/tHCbx1gHwt+/2MpCqqZtySSz22c5RHtRLHxEJOkYorigpmn0qC9YWScCwWZr7LTYqmkw4cUOWENXEwlZBD2u70IlI6NVxK06zm+9K6n3B/a1JIrW5gIcYLFUyc8Ciz6mR/q/WHkuf7qnIty6xjg/S9dB0xmTe3yYTNNh3uIXfI7CJg3PoJpInYrzFQsuG5s+cwOjLG/7719luwGhHQmKk6IJML0L+pxErZlp1FtpatGEJgcjyF4fMZlIor88eUamFXbwV9G0sLsr3Sn6fUAoo2/eT7NpSw64Y8Ziaj70Ykd+h8BrMNMDpoRUHBhRdZjTRa6cyRHNo6Aj64X0jS8nzw9dHXxysBja1at7nEM603bC0iRc6tJQKdCBu5kMHEaCpm46Ue1vwsJbGvkOsjBEaH0jh2sBVDvZVYv63+HXHRu76EXdfPYmoidcn6SHNxRwYyK/fdPBi+Pp677Pq44DWVbJVBwNQrqUobzSJlFY5sx5SGLInIHBTkzCKVuaSkhhFBo1wi8+8qBTem5oqSVv1vJnKJKBBKrMZEvsh+bJVZul8eZzsyqY10201LdmaUWpuvnWkrVuQ6EltCzGrNKq2k9PJMVSBIm+9gH5fm9CBj3sAoqQ5p1yJboyc46h826yuRihRePiHAZE/m4Eq4lFGwaSNJeJMSRx6pQ+N+aByQWIldC+6831sUfU5aJhtyNENXLcyJhfYqOH25ZKPm96J/V6h/t6pHWZ7PS6ZJy6Tqkj1eT67o8axVdEOxKpsRQgH9OqzSvcBl9IhhbGwMP/3243j36Q95n/33v/jfV3qRGhpkIfvM10dxw13T6OwtY93Gles/ol3+2PutePxbfXxQtxKgoLy7PjWBh78+UtcgIyphN31sGuu3lljJUJw5msPP/64Ph99tq9tnrUYMnc3gp99ch46fVDA2lMbk2No76KoHfH28cpBbgELjKMF73aYyWtuW7iQg9aY//1g3Xn+myxrUqD6u9L5Ph1EfvNnGJDTjnPjbsK2Iz/+jkZgVmRwtN9w1w39TLjXnlpTdFx/vwtM/6MXsgkbgeHg0Tn1c8C+SCSzfiCyk1GfLRwjOKBe399GGSLlWZMdi7NqO1R5aHZgUhf44iuacQCghtKLCxsKjnDTbyIqsycBVKq6Q3Yg0uhJpPazIpsdVyS1rjqIscq2k78bR5mKjVZVWb6ttW1VaGTvLL43CjaOP5VVvrL6BmV5rREqqU7wSzVl5Q9rEmkzPo5tCtBHQtg6Q4DMSQnR1TrFrv533uzsKvvRe8/tUKrKuL/H6Gu9l1F9dhbJyVQV2VzrPtTVWZTMbWD7HGRPE+xkr0na1a7aWDeeqezr2GsLsbB4n3juLw0+dXjUWtKUEKbS7rpvlAfALdjLUG85mogCh915rx/mTuRVZFJqluumqAsqkGPPZv6p2lCsEndSjgz+6uKB5kL/+WXdV0feKRS3F9vABT/4XC18frxxdvWXuqd994+zSfYhsEnIknPyohVsXaE50wyBMYPh8li8utu/J497PT0RlTMJH128p8uVSoO974sMWpJgsO2/i4dEE9XHhp5oyGYctibVU59YSAZBRLTqTlFWyqjE/akeOSK48pv2ONVRaO3PUumdltI87wseSVVFjgyoCK7eTDpE1iq2QWn4vvU+JbURoFqvWWdcwB2BJX6gIl9rryYSKrbCGmwvvtLyPLbKRgzgi/kJ+efxs9XJS7pOeCND3tQKsGaPDZDfiq6wABzx0SImtVET+IqruiqVaE4IXun5YpZUU5TLNdnUClxbyJjaBWxqQmd1K4JWj2EYWdlGnecQPrXf5tw2TikixvY/+x/9WC70nt5eLSqWCjw4dxrFDxzF8fhijZ2hOnduv7NHIIPvx8Q9aWY0gNYAG0a8U6KdNpPqVX3Wxmn3VNXls3lFc0MiaK0FHdxk33jPNFj6aQ3j8gxYftOKxtPXx1Jj5W+jRUCAL7tnjWQ5So1p4/lR2wefgVxozU0m8/3obK7N960vYsS8/bxBcLdAhPCniFEo1MZrGyUM5/v7zt515eDROfVy4YmutyK5qRgRWZpBmJO2WCC0rc+Za7cVsQ662HWsqsgQm2YRkNy1Z/m37KoXAWksx2Y+VpMZSkSPSaqzIQLLkkFy6zc8lQsuSpjxfxsbozNLqhOQrgCVRSpTsTNXo+/FZwGQYcTwhWVbJlnVg149YadVOO8c2Td+RrMeaAi2EWgkzf3da5xWxKvN3N0w6WSKF03x/7qrVmbei/nIyMivLlyJ8EgjFAVMhUKrwrFed8aozcudNVa6G06+LShqJtJFcbW+3wJJy3Vept1fDpipO0JRDbE2Ql5vebc4c6HvHkpI9LtkX8fKvXsGv/uIF5MdLmB0rIZGSiG+PhsfQuSx+9s0+fPBmO4+GWEmrHbkpPnirDWePZdHZW8Fv/PEQNl5FxHZpPq9/Uxmf/0fD3Gv7xjOd+O5/2OCJrccS1sciZobzNvLBo3FAhyr7X+rAT//zOkyOpTA5mm6aP2FExH/x3T48/1iAm+6dwtf/dODyiG0qxE33TGHHtbMYHczg0b/ox8Dp7Gqa1OSxiuvjwo9Y9EhC7MVM/8R+7F5ML2O1tTgejhQbU2r7IV3Lbjw0ysJVUHnWaNRr6ibVxhKOtffUfU61BZnty6an1FqQXSvyIn/NJnFYRurI97PzU+W7G6us9r4Kt7XzgqvWnesMUcXWuV8Dk3gbiaKqii6nIOvr5HmJ2HMNiTNEXmzTvM6V7NH7k35Mqq7OEJ5n/dBryMasPmm3t5ZHCkmiMl8vYEXyTqX7IL3OrBRDU6vOJOpMXlHJzTcUxVxPHDj7oW4Xtb3zTbEccZ+zP1O5YNDZtcnRaQwfmUBpqmxIrZ6Q8KiBELSKKOEym6NxXiuwBNQdUDYhKBSmNHg2i7PHV8Z+HIeZvUqXqYky95IR6Qz4xJo8IxnyXFU1liw+vMvUo+ObWtDaXkE2F514o08168ksm4fHYuujx8JBrjcKiaI/JzSruh6/+WpQDaTfeCGf4Hpz7kQO05cIW2o0lEtJjFwwK2fz1QUOw6OZuy5oPXKqco0yRn+qqS2DLi1tIbr6KhxI5QZJsfGOx2r6OujRWPVxwcQ2zDlWZJ0lqrNrSZHl8CijdgVWsXXCo6r6bFmBdHpt7YxQCT2yqceVGtNeYoFRqKHYijKrIVEys9Y8V5RIuk8UWrrNxJZfJ0m4rGRqgNRiY3Glv7YqyIhUWrbACulmZVsCfI1VmZ5ryKXp+xTFlHmWmfcaSFGJenCF72l4lBA56rF1k4AtsReySqq1IaDRMvNzSLPl55nnEtnnMUABm6OdRGZaV46Nm4gr25YrbDvmKkgqbcXMdg2LRTvvNaSjxIU4ke2IoCQSIb1O+75rFFYlUtzbK4FX9M8Ur5TodUzy3dFD9D2iUUK8fWiflnXSNKdsGwWqmK/BRL+FIpMNOeRjz82znP5LByLLzZnIbvzuKx049n4LBs9kMXhuZcKiLoZiIYkDL3fwwZSOuSBsvrqIm++dQk9/fUkChdI8/DujmBxNxXpLD7zSzhZlL7F5eCwviGjdfN8U22S37Syge12dTwyEwNkTWex/sYNVT8oXKF1iJnaj48LpLH71g15OgVfkWkKef0v9yclL2BEp9+HWByY5hdrGzoTA6SMt2P9SO6bG/d92j8bCZRDb7NzEWUelZfuxkliyIBNxS5uLJiHThUmeY0k2op/0PgpP4lRgDX+aEwrkWo3jCci17MdEaq0Vmcis9NGa20JsS0rCKDnZnK1PiE3WjotZJKxy7QRsmYRecwKAVoYqpRJkLDNmzevYrWsYKo/osWSXiCaTM9MjquvaBFEZIZ1bUFlhN6+3wUmBpEsLMWZRPkZsTbgVr1PihZUq8krQdUT/LlPIFC1fBcmKYz8mQktEtFxmUotymfwG5jYRW7peyIiOZAoJkrPoS7Ed+iKjgtz5uUSAxbZsE5p1tBStGekNJ2IfhhTnb9Ynrw5OcVYuLGqvP6JdOGhVp1NIaI++xxxkciFueWAKj/zhMB9EkGq73KAz+q/+qhNP/aCX+7KIRDYaioUE3vp1B959pT32u7/9E5M8v7auxDYBbNtdwMarhmJhMZQOTeoNBav4c1weHssLGv31wBfHcc/DE9bhUm/QGCuyH589lkOplFjUKKtGwLnjOTz+rUzMCUTBW+ROodE/1r03D1rbKrjroUnc9sBUdOQTAi892YWj77d4YuvRcLgMK7Iog9rAqGRKiQKrr0Ku5liJHeLqqLORSisWWOIpOh5V2zerekdV0Y3NqXVSjO2/3eTkmBVZemc1kVeuo/Rk+WD39mLDgzRF2GQOR35x+gwhsMb+LOsgqLZmi5oqq5oJsJBeM2NWSW6keqvNW10iZr2aET+sEKv9WV8jz+Wny3P5lAPzOidASWbharKVIYN6akKUW3MjWsdsN44syKT4suobAum2FLLt2Utaiug9i7MBitPm9Ubpnb831/Yc8wmYQGzFzoXXpTtr2YlE1u2iBF5IPo+a8pgXs7OzmJiYwNTkFGYmZqNC4Lg8PGqAzv8UktzPSvtcKhUs6UxG+7EhkJ9OYWY6KTMa05ieTPGJs4ZEmGD1pFSI3039bzRv0djmArR2BHUJl6K5udWzc8kG3dNf4hmRRP6nJ5MmsXkJwGaTtjRyXZmaJ3hjz6Vlmy6hOEknD32davz6OOPPj14B6M8x/e5mp5Kx3wmdEGzrvPLfPZ3Mo9pH9WV0yJy8InfGakCFrNVVOQF0UoBs1jSzO9di1p3bcuGCjs3IhpyVmB1GaE4yrNtQQimfxOyM2SbujN+lhq+PqwuzdayPCya2Qc55qiVcqtjG047tfYiIK89bFXJJ1gejRhoFzKiTckM4lCb4amCSizlzanUmrdiSqf2SwqH4s3iObRgFRokFmVRao/gGRrHl1wdIkG2W1VshY9aKvIi17B7Yk2WbRyXRqB1zOxkm5fvS+jAWZatsS3ARu25tI6j2RZhEY7N+wiioi/4paji9zk7tMdHLRshkcuiotJIEzOOIyIDM6q7Zpua5JmDKJFFrP3LCqLQ6hYOfJzZkUr5NE4YNigoLRfNvIreVMg0bwtbbN+PuL9+Kzp72i+9/lQD7n3sf7/7kMPITJUOWy2StqV3QKJmbrct0HZD9ucq2bNO9udnEKLpitQaRiiBpeC5L3qTmyvZx0rI94nhv/3t46gfPY/TcGM4cHOQ+RB4Jxip74ymAjaREUlDR4JkM+jeX8PEvjeGam5ZwhIWA+sjIVvvqr7owMZLi2a3NqELS7NlH/7KfbYm33DeFez87jtaOpfkiZMe7/4vj2HldHudOZPHcj3tw+qh7xFdHJBLYdscG3P0Vqo8dl66Pzx7EgR9/hALVR4/Gro/vXUCluHRzV1criIw9/YMevPdqdLxAxyoUkHTf5yf493kloBNj9Fs+cagFA6czGB9Z3SpkfjaJV37ZhTPHctiwtYhP/MYY17TLAblkvvrPhzAxmsIbz3by35FifhlPivr6uKrwXh3r48KJbabGgam1dCqZVeV2bt+jUSENIUtWjDJJoTwcQaS9pRqwRGRPFcTqj+V+0Ei1jfXQ6uifmuN+xHaspExsyNZ+zMSWbLPS78lzViXU6HJmrV5iliuLftxXa6yvwjI5cVgJPBFzXq+iyur9bBeW9zPrSZVTWd0s98ioGlrktCQouyHBetKACSvx1YioKZHjaKiKbBdSi0N5rk1YpvUjc2I5TCA6AWDIrSG1TJKJ5JLVmK5LJUNy6YtRn20S2HzNenzh6w9j8+bNF12F5XIZxUIJ7z9x5JJqrfkyktgtsrQJAnP2SWdsFRFZdg1QcjKr6yrXUn+oeQ1vH6/YXhSnj53F6z84gLHjU0jQelfbuF485lULDu1vxUcHWnHV7gKuvW0G19BsxiVeZXQCjSy1z/yoB1Pjqcgh02SgsTzD5zOsrpJyc+eDk2jVkIY6o6U1wA13TuP6O2d4FBKlpp4+uiQfxdt/816qj59deH188qg/cGuC+njR0EWPeUHBdu+82BGrjaQ+UjsH/e7bLs5v5gW5Pt58rgNvPt9pc0xWM0iZprT5D99uw859ee63vSximwDPAF+/tcRklk44vPlcJ4qXx40XB18fVxVO17E+LnzcT7V8r9ZatdkybzCqq+M+Nmpe9IQoslcOdDX511pyhXypLdnaiF1oqrFaht2kY7GPzkk/1lApURXVdmx7aVVt1BE0SsZ45MQCU3trrji1Ike9nawA8veQdGEeQUP9qU70sX2uvI2mF7Et1pAua1m2Jw7UQi22Wl1HuhxqPSZXih1lJIFQRIB1go825qr1WO247veyj8u6tonH2oc73yVAriuN7q3dyHVksGnXerS0tCB5CUUvlUqhf1Mftt2+CTOjl1azpgZmMXk+j4ooxyEp8S5YnTWKufbs8vehUBruDyZSS4nOZidk67RsSx8CeBHQJq6E3DfOCrejnHvMhygUjs6knz6S44OO9s4A67cW2V5bT9BBHAVEkfWOgkWIWC+nhaz+MM4VKtmkvNBJgu6+CtuFe9aX6uuCt6U5RFtnhVWLcjHBNu7BsxmU6mBLznVn0LO9E7mOLDbt2lD/+hgCkwPTmDgzg4DcSh7LXh89Fvdbd4/H6HBndCCNj/a38azrdZtL6O0vXbK9ieoenRSjkKjTR3PcK9qwbRhL+DeHbMSnPmpBR5dJQSaySvbkS76DiCtkeCOn0d5bZmIzz6m1ZuBMlvMb6glfH1cxwvrUxwUT22ShRjCHo8yqbTYKRRKrMQUjUTHi2bSGFFCgFCcpG/nRaajVOSuG7CrRZSLmLoujzBqrcfVsWk09Nteaesz2YyG3SZK5WbkNkCiWDRkjNZHCjpgIGcus6bmU6yuFKIF8cE/zVzk9WsgtK4uhsfnyHFUnkIuUbZ2xSiuLFG5en/R+so6IlMp6ZIWXZ9yaBGOjzIolWWbmsrorvbl8Yd4mJxZYnTWcLsmfaVR0Isq0Dplva++yKt+0ntmOTDZuCXTSa+6pNScIKFCK05ArFfRe3YPP/+mD2HHtdmzYtB6dnZ0LWIVJ3H7vbdiwZT1KtJ0ugnKpjOd+9CJe/uZ+lPNlk7pc7SBI0DZImRMOAQ0ej/rIefsTIaN/8Gxm6oyWHnJa/xQo5XFRMKHNUu9LCshkfHjUAjEu8wfJ1kUHCo/80TCn89YNIVil/el/7seF00bpLFSNgWhWULk5+Fo7hs5m2Jb88NdHcO/nJpasX3nDlhK+9EfDmJpI4e1fd+Dnf7cOIwOLX5d9u7rw+T99aOnr439+B4Vxf+DmsQp+92+0Y/hCBl199LsfxX2fH0fqEv22RLxefLwbLz/ZxSf5zp+UgNQ1Bjop8Pi3+/DCz7txw13T+OI3hrFxW3HBrydie8v9U9iysxAbB3TiUA4//dt+HD3YWtfl9fXRo46KbY0NrEqsqpB2LE2k8Jl5f/xkm1JkJsyYGCUbZCREi4UDGfejiu0cTmnVWA19qjGf1gmDsqN75qi2Qshsb6iMp+GEXyJklToQW5m5SgSWVT8hT6IEa9tspGzrrFZhoGoTptAnUrYDR7Gl76XvJ5tHyadNldZkZR0JZEOVonVplEpZKnpvSrB2c7+cICu+y6q0caW2OpBrvktrdw7X3XYtbrvj1oWvxUSC7SaXspwQSqUSPjpwBEk+CSDLM+cNeW2aVZGibU4bgPpxiYwb1wH3fZuZR0DF7N/cd8zrauH7g02vlrCtNQHu2ZbeWq/YLhhEMk8eMj2bZK/LS6AUYVG7jtMaTv1jH77dijNL1Ru6UggTTNTp0t1Xxm0fn7Rlx3UR1Quk2O66YZbfnz6TAlbqgdbuluWpj9RedJF1ot0tS401WR896ocwweF3dOnsLeP2j08taL+tlBLcY3rglY4YIVtryM+kcPwDIp8hK7YUkHc5oGNT6tOli4tMNkB715X1PF8Mvj561I/Y1jjLoeNSzHxQUg7NXFbb9MmBQ9JfSqnHMpc1YMJGyldoSC63OspoGVIoK0LkmHBporCzLBoWFcxjN7Z9t85sWlVnKw6h5f7PIJqzyupixRAaUmw5SEqes5g9WOb9skoo82x5BmzZqLDciyo9nXybv7N8aVUHebhtlENllNiE9MiadcdTZ2l9Mkcjom6UcU2S5pMI/F6Ry1iDgPnkpml0jkb52A2tidJO2rBDZt0TBbyuiCSWaT1KL22F5tcG5jsuA+jsHJ3Nu+23rsPsZO2mj7Fzkzi3fxgFTsmrsFpPKqPdPrxSnP5cafo2fd9OX7H1gjshYdxfSkWILOZJlGbKeO+lDxGGP0bfhl7cdNuN6Ovrw6oG7cc01omcCWXj4Fj24ayr4Ez660934tSRHLbsKGLHvvy8yZWXAqmKR95tNVbdd1rrbg9rNBSLCRw+0IZnf1zh9M7dN5gZwR4LrI9nJnD2ncFl6UcrTZfw7lqrjx4eHg0JXx+bHwuPfsvP3YA6gsaE7JheOia3lVQ041bGAZGFk+y3GurLtmTpZ+DniIxIgVIU1MMPET8gzul+pvT7kv2YrbKaeixJyEpuU5yKbGzIOqeWrcgaFEVEhggvBUYVS/ZAnA/GJcE3LFH6LgUgiXJ7hTDJsEpu6a3S7A22VmS2KCfnrEeSBpnoBmorNicLEjzzlr2zZp05tmTimEkOpzLBT3xbCLGeROCEZfo4WbcaKGXJrcPVXEIbO4EQ+7fajqMTBbweicxSYJSsXzOMd+lB/RR33Xcn9ly/BwHPyJ2LX//iJfz41C+QH8sLUTcWAdJwldQaK3ISIc1hFdJqRFuNBQ+rCK0blGTCq2jbFyYqeO077+Ltxz7Ajru2oO9/6F31hcnMJjZKN+GiM4c9aoLUhEf/aj0HIj34m6PYtL14xcSW1Iwn/r6P00Spj3dybHWnfhZmknj5F13Y/1I7rrqmgN/7rwc8sb3c+njmyWU5cJsdLeL1fziAd9ZQffTw8GhM+Pq4pqzI1RtYDuA1LVZsyWrhdOKirL2YVUU39Ej6N/l1TNhqKIOsmFX1RzrPi0KMnOAoHisU2ZE1YMpVGKOwKLXOCjmrupD4ls4tbg4nKagBE9QoLdjEDEfJWEbQMtZY829jXdZ1a8bwGHJr1q+5z8yxlbFJ7sxe13asb+rctiNGSZRUzlFlOb7IN3KSptzPMeomE0O7TnUubIhULsWkPdOSuWSz/2LR1dXFl/lwaMtHaOnKItOWNtuHAo9kmxjFWog4Ow/k+9hArlrWZuckT+yS5ACr6cECEMxifNskijT2aBUimUoi05pCpp3WKY2tkuA1JrW+V+VyUcwnMXw+yamfo4MZnhOYzSXNfFXqG73Eb5V2UwpIobE+NJeRZhaeP5Wr6zLS2LJUlk7GXXl9pICOCp98rG/i8+Romi8UvjU5nuJgE9PyTc6gxgrwofXH6zGVaKD6mEOmPb8k28cFvf/0ACkj+TVTH5d6na5ZUFRKKcG/9Uw2RDobcv10Hy+XE1wX6QQf1calRKPWx4vNvKWUY1p/lE1Af2sawf3q66Ovj0tCbHkGaTWY2OrIlCCy3Coh0H+zozNlrLA0ToZVS5rjStblyEqbIHec3KeFwE3+dROC514i27EGRplwowBJUmmJdJE6K4otB0WJwqgqLay6GIVHdW5pxXUP7UT/VVd2hqRUKOPQS8dw6tUBYxEulozVWWyuRrF1R8+QmisqLvfLRk1iGghFE1ZDsbraNmcO+NXU5Ph6sutRw6M0AKp6PG+Ncb02VTlGYN3XKlN2+mhjpNYER7X2ZrDnwe3Ydt1mbN65Ees39mMlcfU1V+Ohf3IfRi+M4fCrJ3DsxXMoF8w+wPsCjwqyDQ5mXya5O0XfS/3dxnnA5mVSdjVVmbehE6C1kPFEqwC79+3EQ//F/RgbGMdHrxzHyZcuoCypglbB9bhs0M/oyHut+MnfmFmtN90zhb23zCLpHrDVAPVK0TiawwdauQd04HT9w1E6t7Thuk/vWkR9LOHQC8dw8tULS5ZASaMofv3Tbg4xuWp3Hrc+MMXrsZHQ0pPFnoe246rrtzRefXzlOI69cBblvP8N160+vnQMJ14652fZLsHJwHde6OBgqL71ps9+665C7IQX1UPqq6W6QHXVtmgtAZqhPro4dzzLzp6+DWVce+sMbrxnum7ZAYuBr4+rH7vrWB8X7kcr1EjmVBstz2c19lpDaFOmV5GSdZkgmGhxJpdEzkTGTfJgVkn15RRg44dl9VZmpvK1y7bkvmhOrQZCmb5ak5gs9mMhtpH9mG5LPy2lH2tPrdqPiXQSgQ8DcyAeBOje3I7P/KNP4q5777yiFTwxMYG/KX8Lp1+/gFA3Es3IpfViia2zHukoNi3WZVctFIWczgNYW7KouURyDcGS0UkpCUaidUEHv3SyIBUps1Y8m++4uEZYl3sjUsxFCVcF0yro0SxbTiQOKsh1teFjv3EHPv9bn0U6nUY2u7IJhNfs2Y3tV1+F2dlZfOvffwenXj+P8mwJoM2fku3D1m/5zmnqERZLLSvpuv/L+AE6gcMnZpJICLHlcDDel2i/k17eVYxrr7sWO3fvxNTUFP7u//oHnH7tPJA3SdgeVw763VJ/LKUZd/WWWYG85iYithd/HZ11p9mCT/59H6sYpFLUG91bOupTH98cQLBEri4Ky3r+sR4+EXDPZyaw+8bZBiS2Gdz75TsbtD7+A069ccEfuNWzPqb+AaffuOCJbZ1RKCTw1q87cODldmzfU8CmqwtxYlsBDr3Thkf/op9HdJlRZ0u3PM1QHyOYMC0a0ZPJBfjSN4ax99YZZBsgY9DXx9WPa+tYHxeu2NZIRbaqHZMrmvkZWTDpNg9JYcYp42o0lEjSgblP1LESm5mqceXQTgIKa/R8ErHSAGHHmmysyPHU3mrrsc6vZfVUrcc8LyfgUTe5nhwybUn0bO5CV08X2tvbr2gFB0GAng3d6N7egdJUGfnJMsqzkS2Zv6OVQclmTIq3eF5F+WYLNxEkOgOgdl+xW5tLwlq21Y5sk0D5bYXcOg7iuuNiJJkDnhPI5DLo6LjCCepL0EfR2trK1z3ru9B9VQeyHQUUpiooTZugK2M5jpRoa7Pm/S6yjTOY6CYuYkk2pKJcrGDw/DBOnjyF9vY29PT08DKsBtAfHLrQb7t7fRd6tnegMO37GhcPshODbXP5liSneS4IZEwpJnhOYT1TPyltPNeTRbY9jZ4t9ayPJcyOFVGeKdf1YJMyCooFY20pFpKs2jQauEWjYetjt9THPPLjJRSnKHtiaT63XKD6OOTro8eVIUzwXOly0STMa90j98oUtSPMJnluLSm6l5v+u1rrY+zzKgkUZhOco0p/O5Yp7/OS8PXRwNfHehPbfPVQYyKmJuhI7cdhRdRZVRtphbOKmxTSaVQwCocy0Uc0S1TSful+6nNkKzL9W5Qy6h+tDjIqi0rLClp8jI/akW0CMqm0JaO+crIzj/GhUCM6UqT03rJRaa39uIJsdxa3fXUfbrhvH9Zt6MVVV2/DlYKGR9/32XuwafsGDJ4ZwkvfexOnXx8yxJSJK2Q9mnVnyRP3ENA6DIC0BhnJoFpex/QdE5wezc5m6mlkbkVhV0J0aZ1KDy1PG1LbslvPG6RwrRToh3THx29HZ28nRgfG8NIP38Tx588CFIBG+xCnkkmfKIHV14oNRzPeb7Ei8xxg93Xy26BdnBXdFEZPTuGxP/8Fnut/ETd+/Dp84WufRW9vL1YT6GzqPQ/dib6NvajQ781jVSHXncHtX7u+7vVxgOrjd97AmdcH6rq8HvWqj6N46ftv4tjzZ5cs4X70xDge+7Nf4rn1L/n66FE3nD6SwzOP9mDwbJZvLxWpJfj6uHbg62Nj1seFE1vqPa2Gk/ZLINulIV1qPzaKKhEDTktmAkAWWXlegoKU5LXclymBSJytFPXY8lOdvs55R/1U99vaET+iflKPrZBcHuWjY2mkr1JVVGpgvuHea/G1P/jKopvUM5kMbr71Jtx0y404/NFhfPDSYZx+9YIRAtWiSZ9BpJXHxMjJAiGmMjQVYbLCaci8Mnj8kARKMTeW7ypzVm0PrfbY8qrWoK5433JVLteaA23f667fh33XXYuzZ8/i6DsncOy5MwhDYyO2vcJ8LScj5KRKSAE+BD05QScVOHBMI73lwicTqC86hZmhIg49cYK3VSqTwoNf/PiqK0x0BvGGm27A9Tdev9KL4rEEyLRllqw+fvjSYX/g1tD18SSO/frskn0ehaR8+MRxdk35+uhRL1Bw3qu/7MJxmhG+xCfzfX1cO/D1sTHr44KJ7Y77N8+xSIyfncHk+Xw0r5Qe4N5aHbgqpI0TfmUWrA0totumh9EQVyFqPEfVTUV2Z6e6Y2ZcAuumHzshRrF+T7UhC4HV/lrupTWksGtLG7rpsqkL6zb21XUYMr1Xa1srhydNXJiy91PW8dRAHuOnZzg9Vwm46T0mpVbGInGScpV1WxN62Yoss2o1aZo4sKxjJrxV4U82stqDYeYouyvE7C+sviZpPwnM6lKSS720On9Y1iUblGXkj+m7FfcCh0rRbyDJ+96S2cEbDGtpmPic+lgJMHZmCpNnZxDSWLE6gezI505mcfC1drR1VrDxqiI6e6KzmrRr0qzawbMZjA2nMTKQrsu+RnkJFITSs7UD3ZuXsT6GISYHZjB+cqou/YgToykOj5kaS/H4n/VbSpz+6XG59XFpYOMa1sAm8fWx/vXRBVlqTxxqQXtnha/JhrxUZ/JXS3207xskOHDwgzfbOddh/dYSeteXGiIhuRHh62P9sZj1uWBi+8//zTdi/56ZnsWTf/cM3vyH97lvkEOC6MCeZ9fS3M8kkJUfmib/skxFM1sjxTZZSUqbrsxclTApQ8bEakvvq0qtWJF5Zi1ZcG0Css6zjezIsdmqdCmVjTpLVmQKwyK1NiDSUkYqncS1D+3A5/7wIe6J2LZ9a9131P7+fnzpG5/HA498zN5XqQR4/icv4fm/fAPlYRNyQGSbbKs8U5WCiNSarCquKrZkOaa4ehLOy2JJ5tAox94t4cscsiXKN4vARMTo660Oe379QaRVk7N5vRMpdaz2ZJWX1G/bU8uKuZlfa8Y5pY21nPrPAwo7oG1n9rc1wWzXEGrWx28+bepjHcOzyEL30hPd+ODNNmy+uogv//EQrr9rOjau4d1X2vHEP/RhYiSNoXMZG22wGKQySez71E587hufWoH6+CKe/4s3MCv18cphDnS/+x82oK2jgk98aQwP/84onyDw8PBo/vroYnQggye+3YcXftbN477o30uF1VEfI9Dh/P6XO3D2eA4968v4wj8axscenjCilYdHg2PBxPauj90V+/fk5CTefOYdO+1HZShjd2VKhkRFlFoCJ8Q64TuiJpqZp9FYG1ZuYzNqE3NDodR6bGfVqpXZnUsbxsOj+LNVuVW1tix26ZDd0/1be3H73bctWYM69Uvs2bsndl+lUsGRg8eQytAZH/2eksCblv5OWXd0J4ddiUpoBFxnbq8Nh9IU6ngIl1kHzsxbedqSQi3Psu1J6V+us1uXC7Nc2tdtVp4N+XJmD5v16Mzt5cRqWu1GrTUhatEYJ96s0mNrei+k2VnWB2/DBlwfHgvHvPWR0sqrZhhalf8KFdsLp7J8mZ1OYWpCWhXs6OUEhi9kOPmTZrguGtxCnuBAlP5tfStXH2UWJP9WFnHGemoszZd0NuBxFo0S2N1s9dGUryvfjxcEXx9XDZarPrqg8KhTh5c40neV1UcFHSeOXMjwpXdDCR97uA5/Sxa1PL4+zoGvj/MivRjv/97bdmPs98dRpr5Vwdj5SZx+a9CcPSKFi4mtjq0xYUnU88okgG+bHgQibGzt5B5QY0eO+kE1IMoQWBrpQ0FTTCxInRWlllRLnR+qY1m4H9IlJ0JumbCEIXqubsNVt25ER187fx9qBl9O0A559Z6rcMdv34CJoWmcOTCAoUPj8sMgpS+yUNvxP/T9wqTYZGXID60P+mHJOmL1XAm//NCicTxOQnLNhZp3aQ3Zs2ledsCQnesaSwFWlT6ZRGm6gv3PH0QxX8T6zf24+Y6bsG7dOjQSKOXu+nuvZUv45NAUTr01wFZ7UmHNbGbxeqr9W8E9tvJ96WRNivptySUQ9djaxGQivhwoFeLC0RE88f1foW9DD/betIf7NFZLwt1ax7z18dwETr15AbND9Tu7TiBl9qP9bTzCgkhtiVOAFwfaXbt3dGL7bZvQsa4B6uPgFM4cuIDBD8a4rq8mUOJpM9VH2ha0H0+dm1maDwuBC4eH8cT3f4m+Db2+Pq4yLHd9XAr4+rh88PWxCr4+XhRX/CvM5XJ44NP349Z7boklgL3x4lv43rmfYmZwhpXRhCW2xg7M3IBTY+XAi5N+zRkYnr/KoUqhY0WWua1EZsuR/ZjJbGjm1RpCSwnI9HlC/LRfVebRsqVUrt0e283X9+Pr/91v4qod2/hMG32v5W4+v+2uW7Fr706MjozhO//2hxg+NIpAkp2NYmuSnM0sW5q/K7ZksiIzaZWZwXQCgJ9iztyxpZvuFyU9CpISXqbHvpaUziW19DzeVFUXM8fVfayK0GqgGP3QUinMjpXxxncP4p2ffIDd927Dhs3rG64wdXV14bNf+Qzuf/heHHznA/zDv34Uk2emTeIxnymUHlvpd7YOBCL4tJ6VxPJzaH0LubUBYURoUwhpnVQSOPP2EH760VNo7c3hs3/6CZ6N5gvT6sDF6uN3zz9W9wO300da8Ohf9nPiJ4+yyC8+9ZOWessN/fj6v2qk+vgDDH80jsoqO3CbGS7g9e+821z18X9+dAkP3EKceWsAPz1C9bHF18dVhuWuj0sBXx+XD74+VsHXx6UhtjxrqLubLy6ObzjB/QaqENp5oHMCnYihRnNY2Vbszlm16qIES6m12NqM1Y4sc3EdK7K9fZGL0YZD5Foz2Lh5A7Zu3YqVAs04owud8WnpzIky6M5QdWfW6vdU+3YUsKUzbK39mP5XZUl2H7vY6NlLOxt0dpCotXyX3q6e4Urz5AIuTnRyYXz3FIq1UrZXGPRHghLm6DJwfhDprBQJHaSs13bndl+dcE4CRLNsyZngzne2M54TYBW7OFFAcbqE8aEJHsbe1tbGfxyX+8yvR31xsfqYztTnjw+dN6Ge25mpFCbHUmxBHjpX38H1ubZsg9XHllUZeheUQz6Yn0WheepjbukOouhvWXGqbC7TZV8fVxmWoz4uB3x9XB74+hiHr48Xx5J+e1a5KLApKZZZttI644HoB8hnlkhFlYRkGf1DZJbIG9mOmRyTYkszaWVmrQmPkjm1OreWH6dU4QCgHZ+2PgdGlc1RYKnE4VGmb7LBz2gR+aZ0ZCW1FFTEzJV+QaSCUhARnRzg6bWW0PP4H5s47YxIckmvmzbtQpVYV5WVa76Iim5st9pbav7NyjApm/Q+lDJaSVtbuLGBi1K+ysFEVuzh3F/L82154Jk5FcC/gazpoy6X+b5KCXj/+cP465m/Q9+mHtz78D24/obrVvqreDQ4JobTeP6xbhx5txVnjmf53x4eqw2VQoCDz36Ev575Jvo29fr66OHh4SHw9XEulvZISA7eNQ2Z57OyDbNiDv7JSssWTzM6xVUdWXXlma1GneS+Wkk/JpsxEVtWbstCbOl9aE4tJyBH82pRLptloGUp6e2LNZg2ECjgSsg+yimb+JRI02glE8zFc4AT0nMr4VvGuz2XyLr3z/n60obLgVKO1di1Iut92lPK7yM9o2a8DVltzWibBJ0xEjLLll3aJrQtGiWtZamg64Zu08kIutAKpCAwelj7naVnmmz5dDby+AvnceKlc+i7pgtbdm5e84XJY2Gja158vNu0a1CpK63CU/Ueax7lQgXHXziLk69Qfez29dHDw8ND4OvjMhDbltYcerZ1YWYsj+JUBfnxMveLxq20VdbY2G33cUlZlt5G7hHVa7Yii2qr1mbX5swhP6IS6kUeS+cSaO1tQ7olha6NnUhnli4G/nJA/viudZ3o29XF9oLZsRJKM5J6pt8NVfZjfbGTkmz+HR9Um1io/Vhf5tiLaTauhn1BbzshUrE+XA1JcgKm7AKsFdA64xMATuKjhkvRmQG+1tFYNKc4RLlkTsiU82VU6OSLx6pErD5OljA7UuATG1eaXFkq1v+HRXWxbV0O6dZ0A9fHErc2lKb9b2XVgwxAxQCVInx9XOWoZ31cKvj66NFQ8PVx6Ynt1buuxlf+5RcwNjyOt546gLe+/wFmx4pIiDXVSIKaLOuwWmfcT3QtRJboANuPZdwKz64lRZbUW1IC9X66LzTzadV+XCwhLBatekxzazs3d+K+f3Qbdt5wNTZt24i+vl40AqhH4hOP3Ierr92G8ycH8Ou/fx1n3xyW0UQSuFWzfzg+3odJMDPOOLm1qOrJtQG/ajcWMsuKLduPzbWZf0tBSSECiumn57NFWpRgmknM6rmTBryWCC10/UjqVobs2mLJ5jAvmeHMjoRAEsAl2IxOFKx2NdtjTn1883sHkR8topHQubUN9//BHY1fH7/1Gs6+OdgU5hsPD49Lw9fHK4evjx4eS0Rs169fjwc/80merzU9MYMDP/3QKqfGXlxLvXXnsjrzWZ0+UNNHaxTXJKceO1Zk7kWVNGQd5SNpyExmS6bflolDEKCtJ4s7HrwVDzx4PxotAv+mW27iy/sHP8C7z3yAs8GgnAyIq9Jmfqqrzsr9dnCsuYrZkfXf1VAeLELr3CRkUhYdhZbVR3mpKpFkhWYrslhs3fdYQzDryHxpIvh6MoD6jjVEypBZseGn0hz5HZYXn2Lr0fioVR/zo2gotPe2NE99fHNwpRfLw8OjTvD18crh66OHxxL32F50YHCNlF8matpPynZjeb303jKpJXKrBE+IsumpFQVYelLtvx0imMok0HNNN7o2tGLLdZvQ1dOJRka0/pbxdJsIv5a80jbRsT6Bo+RWhUx5OHBSonkEEI394YSoqHl5blKy9OHSvN/ZAEffO4Ffr3sB3b1d2Ll755INfPdYOTTaQPVULonenV3o2tjWZPWxMdC7vox9t89g/ZYSBs5kMHgmi0D/hnnUDaWZsq+PawCN9vv29fHy0dYRYPeNs3x4MzaUxvkTWRQL/gT+UsLXR4MViNGM98IyMZUGz4TMtKU5rAGPApKEZCarZEWWObWi0vLtYkksyCYcyvbTsjprVFq6ZHtzuPurN+HjX7oXHV2d2Lpty/J/9UaG2JBZLWcrrbmbb4syS6otKcJKbj2pnQu2bKej1G8+P0AuA1qRImEnUmI5Jst2ypn3m0xhZqSIF/7uTbz52LvYdfd2/P7/7WvYs3fPSn4ljzWAXFcWd3/tZl8frwD0q951wyx+978ewPRECk/9oBe//F4vinlfIOuNmaECXvjmG74+eiwrfH28fKzfWsSX/mgYM5NJvPFsJx77m34MX/DEdinh66PBys2HkF7Q0FVtiYjSY3ZWraQjC7mN3XZVWR0pw9diS471ogZIZxLYtGMDbr/rdp431aig9UEXsuKYIKjlOTiyNuSYFTmu0MZUWgmGuvQS1urxDREEAV/ozGIjnF2se3CUEw7F9nCO8xamm5jnkkygUggxcmSS9+fWrhZMTU6vzvXk0VBIZ5NNWh8bAAmgq7fMl/xMEu+82IEknZi9Uqzm+rhIlPMVjBye4Nu+PnosF3x9vHy0tge46po8H4KfPZ5DJlencY++Ps4LXx+Xk9jKeBMetROmkEjRCCAiRURKaYyNjEZx59hq8jGTVemvJaWWfiWk0NqgqLJYkGVOLSm11OdZMWnCrNw2yPHPpVAsFrH/rf04fPAoBk8PY/TMlAlh4kucFJlkYk0cltu8TvmOyA7rElLbA1r1wcJoldza++ZFPBXZLJOouLo8VYSNxxHJd5kYmMXzP3kRHx04jKv3bsetd9zCwQerBtJjbPuPaV3JbQ5F03m/Ac0jNkpuIkhHJ2KoJZzGuVyYxrM//jU+fOcQdlx7NW65/ebVtZ48PBZTH0+bP+CrDRMXZvDcaq6PdcLE+UlfHz08BL4+eriYWMP1cdkUW018ZaJKc0/5zjRAtkw6thfVleazqiLLIldJQqfo32xFpoGNFSSKEgils2mJyBYKCDlIKhCC684SanzMzs7ixcdfxXN//SpKMxUUZ2gFJNmmyjOA9TJH7YsrqRqSrCFGteCO6mG4mVP6+mq46cl8BkhmDeu1kmu+ikgtL7PabYMAYyem8cx/fBWpbAL3/N4t2L1316r5wRlCa9aPsXQbfzclSet4poTYj/kkDxFaTUi2qclm7Y8cm8LTf/4q0rkkr6drrt29ataTh8ei6+NkaVUmfo4em8Azf/6K/d2vpvpYTwwfmcDTf/YKj1/x9dFjrcPXRw8Xw2u4Pi4psc3mMsh15Xgma6UEBCTYhqK6qv2Yn6mWZGfsjyi2thdXZtaafzs2ZO6pje4jzTKRAs8Yg2MHox6JdLYx5o0RyuUy8vk8W0YUY6NjGBucwNT5PM+lMn2XSmT1Ok5gLawy66q4Ea6I4le9v/2cqqfNDZKKSK69di703aYHS/yVpsdnY+tgdcCRvqu2Fwdc1wqP0pMWtHJlm1eKIWYG80imEpgYnOT9I5vNIpfL8cWjuRGrj4WAB60v9Xk43t3SSWRaqbageesjratVCtoX6HefSCVWaX2s73pKpn19XI3w9XF++Pro6+OlUFnD9XFJU5H//+39Z5Qk15klCH6uQsuMiFRIDZFQBEAoAgRYJCjABrUolhYzVdWne/rsbs+smj/7b//N7mxPz+7p07tdYru2qotV1UVNsACSIBQhCEnIBFJrEZGhhYcLsz33E8+eeXhkRmaGcI94F8fhFubK3Mz8pd1373e/W+7aT4/9b4s0MTJJ7zz9IR1/4RzFUUZb/2hdrOttm7T8QVAUN6kFmYVia8nHUGnVfpzqU4t2PmZ1jiIa3N9Hd/6L/dQ31OO2p72rnW69a3/D+MyPHztOT//4ORo5PerWlYtlOvLKSYpjBAzlKNPSwlbVTD5HVMizohfn8xQz4RUlFMm7sPia1dVSjC0MKkU6bf0iaq0h1apH+9jicPjv5fe3RS0pP4579LeN1G6L5+ZzlInz3IeXClUxMWvbpWZS068Gso+E5HJCshTf8j5xtnKAfwNq8M7qxA+rt1W2JWPnnnjzLP2X/+UfqWewm+7/7D30sY/fzw3ZA5oTC8bHpz6g4y+cpSp6da8wBvf30p2P3dKc4+PLJyhC3/KAAAUqj46/cTqMj+sIYXy8NML4GLBUxBtwfFxRYnvr7bfSTTffROPj4zQ9/td04sWzTHCE1NYGPOFVes9tfZTYwnbMxLYq6ce8rPZjTkIuU1wqaQJyhcnB0J5e+uIffp5uuPH61Pbk8/mGGZjOnDxLv/z2q3T21yNunewGkB9Jy80UCkxoQXIyebnnmkxYWXlZbb5MaLXu1paVxPrBTwsCoOoosJoJlVaFa17nlt3nYjn2+tlCNQfjVRKH4wgJ3ptZkxrh9U1s2Zadw3mOe8wyqLWcey2rassHXZVanthRWzKejwkc/q1k6ML7E3Th/V9T+6ZW6hnopns/ds+6HpjWO+qOjy+f04mMlcXQ3v4mHR8xxuu/GwEBhjimC++O0/CBN6l9U1sYH9cBwvh4aYTxMWDJiDfe+LiiVmSkx5n0nbW6wpQxtv4P0PW09ZKQE7sx6metV62pvjHlWzPUPtDJFpJNO/upq6tzTeX2yclJujhykS0j9XD2xDmanyqJvcbZdcWVyiFDRl59m6oXIGVEtpasLra8oA4XG7GIYku1R6Y2cKrueyuxzsTyHcxm6323JOyKNgREEccxixNlm3ks5yQzueVJC5zHVovMVmQo4HLMMxko3/gHC46EKluMIpz7AU2PxcfH5QfqbDqG2qjQkW+a8bE4Nc8pjwEBlwLPDUKlQtRGGB/XDcL4GMbHgGtHvAHHx7Vr93MpQNXV9j9sP1bFNmU/ZpVW7MdxVKXOLZ30iT+8l264cx9t2T5EA4MDa7b5mDl745U36Wd/9wxNj87Wfc7U8AxNni9SJosALVVkWXHNJkFRLQW2JMN6HKO+A4SnkKO4kBdSi+W82JD5HrbkXIbDdqXvrCi37t5Xbe1vU3Zt2y3vyPKNmIxJAjIvg2SxnVwJLj7Tet7mlZnj+VAq8SdU5aoVmNKGguxb3T8gqkz6RZPniRven/qYTQDozsxkqrK/8VuoathaqCUJuEp0beugh//oHrrxzuubY3y8ME2TZ2ZWfdsCAgI2HsL4GBCwftCQxFZUWlFj2YbMrX2qrjaTySxIrqUfc8/PFrrjodvoU5/95FpvPg9M506cp/eePExTpxcZfDTtmIlsLi+2YyW2pt7x41xji9paIbtMctnmq7Zjq631Cay71+UaZbWusmubRYurvUzUQGpBbr11Qn6TeyHmYL66nfyeG4zVAmYJjyUh2VRwVmp1R2ciUWT5nMeTcJ+DG0HfgtsBJaniAQFXg/beFrrzodubZ3wMCAgIWCWE8TEgYP2g8YitJSOr/RgX9KjJ5fAhratl5SqKuF3Mppv6qHd7F225fpD6B/pXZRORwobi/ZPHTtWV9TEwHXnnBFXmUS+pZLWG2KFWAySVazZQh4qbI7by/BjBS0pmOYzJ6mqhkvLr5WYE15FMtTM7gurU2kS5XWBXtm2vCY+S1+N1ft9aDZWimh62Xmpz8h61lmSRg6VWJUOjp8fp5WdeoYEtm2jX3p20c9fONWuAPj8/T0cOH6Vzp8/T8Q9O0Ox4MenDa62LUmnP3otrvr+rbebQKFFoEQrmE1vp7avKNtaxcmu2ZPyt9wgT42OQpagS06kPztIzP3uOevq6ad+Ne2loaGhN9ldAYyPXmqWB63uo97qeBhwfj1O5WFnldhQx9Q5U6Lp9JerqqdKO6+cJRpnlBIaubbvn6aOfmKap8RydOdpKoxfwIVc3sTd6qlHHx+M0OzZ31e+VzcW0ZWeJtuwoUaWcodNHWmls+Or3k6FarobxMWBJCOPj4kArx83XlWnr7nnqG6zQ0PbyNf00N20u0+0fm6Gtu0p0/lQLnT/ZQhGcfNeI9To+rhSqG2R8bDxiC+DXDPKqai0HRUGlLc5LmA5sydUKFTpa6e6v3Eaf+eYnqbOrg7Zt37ZqjbB/+dOX6Om/foEHn3qYHStRaabKFmO2Gavy5gByZ4SXU48LQp60tpbrVfM5TRrOiv3YLMcFIcFRAUqukNoI986KLCotW5JzRrD05pRcVWCN6Bq4xjMJ8OVerGqr5WW8LzKQQLrQpsmey4lHPqnVcKjafrZqtWZSH2Xo+Cvn6R9P/Jg6+tro0T/7Ddr2O9u4rmat6lp++l+fotd+8A7NT5do+sK89hCGsq6tl+yYaXDWwj7CaDiVkFocF/nXSUO1WHiVAKkoI7ZkPI55HO5OhVAp7ukM5VbTkTklWbajUiJ6+ycH6fDLx2lo3wB9899+aV0OTAHXjpauAt391Y805vg4WqTS5CokwdRg903z9LU/G6Ztu0vUu6lCLe3LW2+Ub4np7k9M075bijRyrkDf/8tBGv1F91Xl5GEy7PivztA/nvwRdfS1N9j4OE9TZ6/+wq3QEtM9vzFFn/3WGE2N5eh7fzlIrz3dfc3bWJmr0ls//iCMjwGXRRgfFwcud25/YJoe+71R6u6v0KahCpPdqwEui66/fY5+e+gCzUzm6Gf/tZ+e/IdNVLpGYruex8eVQmWDjI8rSmwx8xRFERfA4yRMcInUInmh61krqbDS7ocTlbm4Ez1eM1RozdKWXYP0kTtvX9GEL8ywcZ9db2Zm5PRFOvv2RSrP1B+YnJXY6mZBXv3va+osk9mcpgjrOn9ZlTpRYpMQKae+qlIrxNGrmXUBTpcIkHKKbfrYpNr9yKoFdmbYZ+3eOC3fp0KiVKHkvq2eeqs3qNlzoyWaG56j1r4CjV0YT+3n1Ua5XKaRk6OcNMgBxnz8rH9wzc2Hfpd0+yRVzM2KDNbKqce6zEq+BklZYJRauS1xmhVb/zMxgVGNaPL0LE2enObWB9MT02uwpwJWdny8etjvDKdtoS3XuOPjqiJ2OXzdfRXadcM87byxuCKflM3G1L+5zLeOnip19V5DCUFMNHexxLfWvunGGh+5Jd/VA1kD/ZsrtPeWORofyVNPf5VyeftNuOS9KwYcLVOnZ/kWxsfmRhgf1w74ffYNVGjPzXPU3XeNZVAZ4nEQt+Jslvo3d/M4ec1Yx+PjSiHaIOPjihFbnGAfHPiQ3vrV2zRxcYpOvH2GhSepv/RqSX3VS17phSZrKyC2cVrP24i23NZPuz+6nXqGumjfrXtXNIL93Llz9NqLb9DFc16/sPkyHXnjhFhKWdFbaDX2iW0GLXssHKousZX+tLZsxJZraY3Yau9TKLRQZGU5K0otOBAuCrAOZZrKoVPLqbrbRK3lMKhUYLURVq+ulo+bkdmalGT+HiZKSlCSJTvzT5sTnrEs9cIuHIm/LyYsMPPWgPWjbsIBNnEcP1VsfUu4TjhImyWvprZm4oBJP+/jDKu0rMpyWLIEccF97Oql9TfC5BeKrZ1D+Ifd+v/ahE9A0yI9Pk7SibdOU7Qc/xhmM7Tl9n7affd11DvUvXbj4+vop9gY/7h391fp1ntmaOi6Mu27dY46r4VsBiw7Oroi+ujDU2wPv3i+QO+92kHjI4W13qyANUQYHwMCAhqS2L7z2rv0w3/3M5o8O0OVIi7GQW4yNbZOI4U1fljX69ZTbKMq1+bsu38n/d7/8C3aNNBPnZ2dK+qpP3PqLD35V7+gE6+c9b4bmmHHFFVE1UPwExMgH75ttQA7sjJMV6epz2G7r/an5bpaj9i6YChdD8UO9taCLoPkFozY6vPYciwEy1mR+XWeFdmWPauyAbzLkV5eodZkS0H20pWT2t00CbZEZn5bfBd8OJNY1BSrghsVxFJews5swGApbKPZyHGv/YR5AkKPhRw3Ibn2ne24+bXM1vaH06ZZjdB7tiRHLj06rmZBffl9TUTnz8W5zynh+A2k+wEHNCdqx8fybIUiRPJfI7K5DF3/sd1rPz7OVqhaaozztH+wQp/+5hjd9fFpKrTG1NYRJoUaCVByHv7iBH3ss5P03muddP5UIRDbDY4wPgYEBDQMsYVtZGZmhusIJkYmaerCLM2OFImyebbboi8nz5Cl0nlrgnji2mXrJyP3Le0FGhwaoE2bNtFKAPaXubk5toyMjYzR1PAsTZ9X65rO7lmisbul+qx5NaU1gVC+Qh0zqTcSnNhNjSBZSFRqnZFdj2SmrMn++jrpx+mbFwjl725vnZFeVh01J2phaJJnv7V9pKpvcqy9QCS3LuuILj64ODtPo6Oj1N7ezv/gFJAUvQooFot8vMfHJqiM9lLuu3nbraFXC4/h4gnTqf1q8xkm4XrqtwV7pe3aC63bTLZdv2AEhcc0MzXL+wz7qqOjY1033V4PqDs+Di+vLXbVx8cLM8n42CBAPRjqZ1taY+rZVGFbXd9QY9r+loRGGR/nl7/uD5PVnT1ykQ/bYz6/PEpWGB+bD2F8XFvkCxG1tsfU2hbxBGDTNLNYx+PjSiFax+PjshNbpL099YNn6MKJETr93nkqz0bSqxU9WaF2+f1ZLQ3YiJ+r1FxboAj8qcefpgOvHqTxs5M0cWY2sRybNdSrd+VWPVZP6+orjRCJpZWTjfGY1c8aMTISnLPAKOlHK1ZkI6xiQebAKKzzVFoOJwKRzatCq+os1rE9WdXbVHhUTYiUNFZVJZFJWKwpwJ5iW2uxdX1uNfmXlWdhvUj/5e2FzRjqJpR35obYX/VCkbIcivTOUx/Q5Mhf08D2fvrklx6mW2+/dVX+If3VC6/Qr372Ok2NTNOJN8+rtbxm4sImL3CcLOCLj5X1D1Zbcp0+wj5Y+OaJZ7ONC6Hl98C+gt0K98prRcXVXrc6s4wJojibo9nREj37Dy/RgVcO0q5bdtBnvvwp2rZtdQIwApZhfHz3HJWnm+cfwrrj45kJmjjdeHU6re0R3fOpKbrt3hkmtAiLamZUilV6+2cH1nh8nKITb55thH+il4TZkTl69u9fDONjEyGMj2uJmJPi4ZwY2FKmfbcVqaWtOX7sYXy8csyu4/Fx2YntudPn6MV/fJ3OvDGMyA5hPlBqYedEWhmIoKYEywW6F5bUIJienqbXf/YWvfbt99iCi+8BssPfASTWD3LK+MS2nsoG0qIkCctaK5sKV3IqrKYe+8RWQ6G4rtZL2nX2Y3/ZSCsIrZGlRcgsSKiRXfEfS4iRsxzXKL5Msni7tSaXa2jxHiCy8nr3OHrdYn/xckwZEFkm+KgR1bppR2yxH3NcbH/sxfN04qVzNLi/j/beuntVBiYEOxx44yA99xevUnG8pKqs9heurQfXCYikztZIrbfv6/QRTgMtrGw/JY/ze3DStBBXtnTDfsz7yVP1eSJEEpLnxyv0/k+O0YHMUdr/6DB99ON3rpuBab0iNT4iGbtBQyaWOj5i+xsxKAMXZGgv8YU/uEiFAsKjGm8brwTVUkTHXzxHJ391fk3HRw7xWcOAlisBggnf/8lROpA9FsbHJkEYH9cWW3eW6JGvj9POG4p6idsc2x7GxyvH3DoeH5dMbN97931W8Xp6u2nLli1clzAyMkKjF8fYemE4dfQst0qplqV/SSYPRSpRN1PJvp4F19k5G+ScQPosfiwchpSvUe0W+T6uLtZXbIHsIrZiwAijEt+01ThJPJbXJEqgU1L9utfa+ldPabV1cvNDoHSZmVRir3Vlz7UB1jUtfZjcejW2lvprSqWrqbUU5ZQdWckjCCLXUmeoWolofrpMZ4+f53Ous6uTtmzZTG1tbctiGTl//gLNTCdNz2E9vnhmlI81whxwvgqpTbf3ccesro3ezuF67X/Sp7Tsj1qbeL33TWzc7n2tFkiXEagWI4Aiini/NcqACkKOseHiyGhqbABuve0WWo9Y+vh4hlsB4HxrZrjxcZnSSpcFmZi6e6vUO1jhVj6wH4PU5pbJ2nqlgKV2cFuZ9txUpOJclsYuFGi+eJX1fBieqzFVq/HajI/zVYrK13rOwnIcUd9gWe4HKm5I85X2rbtLVJzN0fRkjhOTq5WrnPTG0MgBPXEYH9cYYXxsXBRaI+ofqlB7Z0Sbd5aoraNK+cLKbDcuXfC733XjPM1MZbmWfmbS7IDXgHUxPqZTqXv68e9YVcJYbRtmMzQ2XKDS1f47skHGxyUT2//4P/4Vn3t3fPoW+toffpk97M888Ty98N1XUkXw06OzNHmu6NJkodIyefGsyHELFE4lNC1qT26QnboAntWYt79VVOcU6XF26iQpl2HkVW2qFg7liOkCxdasw9rahYO2hBim1EAOfIJyq88HVywkyqzZkyNPveXncnJyotT6vWnZIwtjNEin38fWAqFifW7kEVfrj6szEqwmc9pvxlOdRbHlemIvFIkDtbJRQqLxD0BJ7IKw2D7zNy/TG0+8Q3vv3kVf/2+/RHv27rnmQ3nu7Dn67l/+kI6+cdKti6KYLh6foMo8SK2er+woMMu8Bkap6i7WY7MdJ4qt9RHGfrbjhv0f1YzZESElWkk+uDyHQ8t+Z6WbhW1TbFW95d2Lvr/5JFCN36wqidINdg2A+qjnf/YCPf9PLy/o0/e//uh/ovWIJY+PF2e5XVPA8gND8G33zbDigLra6/bOr6nigFCkR742Rnc8OE3HP2yjJ/5uE508dO0XWLPDc/TMX7+0euPjsTEqzy1P0M0Nt89y79pNW8q0bVdpwQU01n31T0ZoejxHrz/XTT//p36aGlvRroSrjjA+hvGxkbBpc4U+/zsX6cY75qhvsMK3lQL6fH/0E1O0dfc8jZ4v0E//YRO99WLnsn5GM4+PqT7fn5ymh74wzjkRhmMH2uif/24TnT5y7f+OrOfxccn/Yhz4yVG+GO8e7OSZi9bWVjr5wSn64Mmj3PTXwdRMqHGcGCzElYkukwO1c+Zz0sZGW9pwC5SGbGGiCp5uM6cbe3WXVhebkFwv5dkCmKw1DFuRE5KbqJ81iqwSV7YZmwprVmSroV2khU/yem+dEVBVbBOFF6q61tQ6tTZOKax+KvICJZittGpfNnUZrWiMqGNZv5v0atUa21jPB5A8EGJO/IVlp0pUqVJ5JqIzr43QmfgCVStVmvrm1LIcyanJKTr48lE69POTC45vosjnmHS7czZVZ2t100mf4AXHwNofWR9hdRK7T/ODvex4cGKy7DdxhWtQlLoa+DRSyzbvdLbxR9o3WNsqNRBgzzl16Ay9j7GhQfv0LTeWPD4mGXgBywz8bLbsLNFHf2OKFdu1BtTH62+f41tnd5V++XjvsrxvabpCZ14fpjM0vArj4zKesxmigW1luvOhadqyo37Nc3d/hW67r0JRlGG19rnW5dlnjYQwPobxsZHQ0VWl/XfN0r2PLM84cinkcjFdt2+eb+dPtdDrz3Yvu1OzacfHmkA97KN7PzWVSvGHqv78j9ffmLjc4+OSiS0uvrOZDI2dnqAXn3qZ2jpa6dzhYf4HSNJ9JbHVSACrtEwCtf8qE9vEzmsBPBaahDYnwrZ8e6Zacy2Nln1LMQ0fH6Vnf/o89Q/20d4b99LOnTuuuRcZJO9jR4/R8cMnaOTcRRo7M5l8H7XN+vd+ix6nyFoLGK+lj0stNsVWVT7yepuaKstJt1qvKUFRlnhsbXmSWk6nlqZqaBOS5R73AqIckU0tW2IUCKY0Lk/ssEpSXW/ahOC6UCTeJhDjGuKrTdDF+izki1vagNRqiyMJQ4asqf1vdCKEbckVqU2ZvjhHrz33Bp07faHucevs7qAbb76BhoaG6MKFC3Tog8Oc9FYPp4+cpunRoijMemz5tNEAK/4b56ynzvKyq6u1lkpeMJTV0Zpl2LODu32f+h35arglR8t+5j7B+n4gtfygf++p/I2Is2fP0uEPjtD46ASdPnhOJj78sWEdQ9s/09ipZHw8e+iC1Fit4oUaPuvCsYsrPz6enqS1RFtnlXZeP88WOv9iYPdNRbYfr3fYOTU1Mru84+PF2UAsVmN8/PAc//u2UfZ1GB/XHrjO2Hxdmbbvm0+NkZgM7B1YX62Hwvi4scfHJRPbTA6eSaJTb4zQd07+M5MWWEZhn8RjrMxaYrCFQVn/z4xajp0VGSnBQhaigoYu4fokqqZbntQk0nKSchzR4V+epnMHfkjdQx30hX/zGbruuu3XHFMN+fuFn79MP/+L56k4WaJpRMyDlGvIVarGFvcgYKzs1ek362olkxpbU2TFpmo1xUltcaLYJvbiumQWiq2ST7YXK7myQCmxIutz4Vy1IKm8WpA5QVmtxLDEsk2Yj7AQzkg/SycYWI01pzJarmIdrMb8L5XYbWE9hn6IzCWz2LrthULNiq72MTZCyZ+FN7TUXz2DcZyrkaQHU4ZGDk3S4//+GSq01z++Q/s20W/9H77KA9PB9w/SP/67H9LwkaQZug/YRWZG5uVcxufAYl6TcE3oSayqfGKZz8k5i/O4oGnIqs7zRIQlIWvKsZtk4L9rfkfasxZwtnDu62uqPN4XlctqQa7IfcZSkbEzG5Qkvvvme/Tdf/84jZ+apJnREtfGpcaG9Y44ppOvn6d/OvUTymYzNDNSpAhZA6u5CdWYjjx/ks5/8APqHupckfFxbnKeps/Prqm0gt60j/72KN35cS9xNENcY9u6gfrUjnw4To//+6ep0J5fhvGxQtPn51Z4izcuUuPjSJGq8xvnPGWE8XFNgcvZW++boS//8QiXSRjQ27t/qPnSp5eCMD5uzPFx6cUranksjpdpbrQoP1pugaP2YrNu+iqnq0P1SWGyPlG4TNFRT0JNb1W/fyeINNK85obneDvGh8d5UEEfJgxOVzvzBqKGvmkXDoxSaaqiNlR9v5qbhUCJ2qw1tK7HLJQ93ujEhqqJx6ZAm1Jn6l6K4FrCrlmNnfKXEN/kdVaf66mons01UW/jhUFSC3qwgkxZYJFnQ77Eze/fakSeLcw1fXRZgdQE4Ix5l1nVVmuyKvGJ3VZaA8WZiMozVRqbnFr8H4mYaHJsksrlMk2OT9Pw4VG68O7YouewnKOacl1rM7YwKxcOpuepBZ3VHP9UD+aUtbxm36a2YeE+TAKlkn3P6i1vkp/mdYmMhRjR81XeDwjmWIt+ZNMTMzR8aIzGjkzJb8f7vYv1fH0Dp2hxrMS3NduGKKa5iyW5jc6v2Pi40sA4gqGAx5M6aOuM2M66e39z9IdkY08+5j6RcDmhNP6aA1NwsTVdobHpS1jtrmR8XClkYpnzzur9Ul8G0xfmxPIxxwrIJOvVB0k11Pi4ARHGx1UExs+aVGPM56N+ducN85xBsNbgS+ccxkTpEIFKNFVZlg1NMT56G2OXnggehAOpFvj3EMdxuf8doXU2Pi5dsUVoEhDZGWh9SdXCCfUrX0NsUUdr62xZVU0XwKNEkJVftqx6pIK3MNnBmZZYPrsiJBuBP28/+wGVS39HA1s30b0P30O7du285p1ivWetLZH86yo9d10PUwuJ8lr0uHY9RlbNhupIUFqxNcuxTxAjn6ia8qfLiaLrtfNx7XsSIusUW1YR4wXLrNJ6iq3MJ+jnuhpZ2XS2KqtF3Floa1r/8LZxX1aQY1GUM9gGDlrT9F5wWYlNlo9iOVNjpziZClct+kNGAlUL+h/jyyBhCQ1xvR85FiO8Z0Rz4yV68cev0umjZ+nEu6f576RVj6qe3nF1acdeLe2CIDC1H8uynquqxEc4vlwnnbRTSqm0NglxqXY/FsjlHtdj5O1fN6Hitt2bADLVm48Vvk9Eoycn6Ylv/5xe3/Em3fiR6+neB+5ZliTAqwVIrYXF8diAfR2wqsAM89vPHFj+8XEVgDRhtOtZLMgECgMsdM0ChCU9/IUJuuEjc3TyYCu992onzc2s/MXD7Oi8Nz6e4r/XIpzm9vtnaGBrmW68Y5bauy5ve8S/8LtuLNLnfmuUxi/m6cM3O+jQO+16IXflGD0x0VDjY8Dao5nHx8sBzpXb7p9J9e8GyYVi29LWGE4BjAN3/8YUdfdX6eK5Ar3zcieNXiis6jY0wvjoY8e+ebr13hnqHajQTXfOMsH1MbClQp/40jjddNcsnfiwjd57tYMT5K8Vo+tsfLwKYougHyUhviKLlFsLhzKSYDWKTGZzFLPtOENRIamt5YAkqzfM4cJdFFAmtFW1MzuyrMS6JCnK5bmIDjx5jA7+4hhtu32Itlw3tGwDkwRfaX9abAMT83w6AEvVV3wfC4UyG7FPbJ3aWkeRrVU/XQCR2nzTJDdJSE7V0NbU00r6sder1ltmS7BZkbNGbOFlF3mZ03mN9OKz7ELCJ7a5ZPac31d/e3iuuo75MPFx06JSkDB+jBVaDTzi2lpKWZHTtmQhtLAm++kC/HnlMqaYaPZimV77h/fpjfx7FFUykm5skxKwFad4pR43m7hQK7LZy3m/53y7uUxkGLE1q7mkTmsSMgd8SYJ1apLBr7Gt2QaeLODvgf0rnm85jqqU83nht2SSSZOk7laVUOxXJeljR2fouT9/lXKtOXr4j0fp1jtuWduByQgt9mWrJk0HrCrgdjjwxFE6+PTxZR8fVxpbd5Xosd+/SHtvrq/IYja7rb0xLtCWgqHtZbZOV8oZeuYHfXTsg/bVIbbDc/Ta379LbxTeY9tneXb1lZqhbWUmqDffPUuFloha2y5v0cQwuO+2IgeozEzm6Lt/PkRHD7RRxD3Arxyjhyfp2f/0CuXb8o0xPgasOZp5fLwcQIw++ZVxDh9ygF7Qit9fY4ybnd0RffyxCbrvM1N04PUOOneiZfWJbQOMjw4Zoj03F+mrfzpCm7eXeQIiV5MXMXRdiT7/O/LvyC++188pyctCbA+vr/Fx6VebbBEVEuRSzLwWN36dIhNaZ0X2erp6/UBd7ajWdyYX8J5aZSm0LAFqgpGzbIoSWJqpsoqLkKGLF8a4AByJe11dXUuS0+fn57mh9vT0DM1Nw2Lt1fh66bR+n9FUDa3ZU33bsD3uEdok/bgmMbeW2Boh9qzKtYm7ZnH27cep16j9uHa9/3m2TtKP04FR7nvqoZHjnrbC+r1u61mS5bNFnZUEZbOTiyVN1Mekb6+8tyn1kHftS+og7P2+RamU5yJ8Yn66Iky6pv+s2IrTqmfKGm/BZKrA+/Z51y/Yqa92nL0EaLWYpyzgqf2mSI1NdS7qPAJr/ZAkpNqz57vn1lrjZbur5YgqxSrlChUqzsyLCr4KqFQq/Pvh39HEtBD1OvZ9d4wDVtV2h4RImpY2GssxPi7PaRVzCwPYiRdrx4MLs57+akNY5pYDsNN29qA9F0mP3cEyX5wUZ7M0P1evZmF5gD6F85OrXz+HMR4JnriQRl9hHEf0ZVz6G8hFeEurDMm4GL+WPYSeorhVWqprPz4GNAQad3y8PGBFxe9rsR7d6BWLcaaRx09MTrZ3yjiB1Pi16De+VuPjpXoKo/4Z6fCLQUyzmmWzTJ9bXWfj49KJrSm2ZhtlYuulBKttU9RMtPLxak6tDY6qXqxwWlCO1qPGEdZpfSanIykZYhKDIynrXEsgr/cpNmX6QpGe+tvn6c2n36Z9d+6hR7/2Gdq8efNlv9b77x6gp7//HI2dm6CTb5/lGWFpTZSus3QJzmanNnsq9yu1tFz0k1Wbah1iu9BqXEt80ySVd0NtH1uf8FoLn5RiC0XWe9z2qafYEgYQJBnjZlZlbqqalcRgrOMPQjKxMVnpUwvOKYFRuo2Rt5zPUKaKjxN1li3FeqxQY8tUDadLNSuvQYsfcz2bLVm8ybK/TanFceYfGu7lcVMqRdGtSssg3rcaYMaKbd4j6T7B0vpos8lbQJS5BYzYOhU+sR+zFbkghBbfVwK8NDxKzwG7AuOg57LULhuwDvuI94cFdPmTFKqMS6sf3eeUlfAo3sZI2k7FBYqzVcrAm4fXwqK/Bu2yTp86TT/97lN05tA5OndohIoTFZ5ckONT8/sJWDNMnZulp/7muWsbH399hqLStZ9j+MmhBc4Dn5tksreYFXnT5sa54Fg2qBL5jX85QhOjOW538cbz3VRdZ18VF6oPPDrJbURgw4YCsRGRGh8PDtPc2NpaHQMaf3xcqqPloccm2AlSD919VdpxfTjX1hvQIumXP+ml8yda6OShVpqbbu7rqtMrND4u3YqMhFhHbPVS3Q/TMQunkVw/LdirQ3U1trVqJiywqMsD2bGZGxAjDs4VNsCkNtIUXX480ltMxbEyvff4Ua7NGf/KFD3wyH1LGphOHjlJL/39GzR2BOmaSoyckmdpxzVBQ1xTqfdM5JV4Ih0X1lSvBpZ3WSpIKVGmnaXYr6/M1iHBnr3VJ74LrchCYl2fW0dmfZIbUyYvpJbVwZwSSldXqxZkf3sAz1YrQVDJcWNHMXrh6jUqD+3aOkjpqJbQZpn0ivVZZkyNx0p/WxOIRZ1Hr1ZHbG29ktzEmqtp2tZPgIktqX1cia0p7vw9ZCeyQqt1s3wstZbb2jX5PYftuMq5q8eYia1nLfcs5vJGQmBJeGfyO9L1LMzy99Blp6Lbb8pTs80dwb8vTlyQiQC2ilfd+y9z7sKSMHJhhF754a/p2PNnODU6g/ZNRmhrQrgC1g5zF+dlfMzQVY6PU/obXoYZ1QxxgMmnvzHGdZd1n6LOjvUGfK8d+4q0fe88zU5laWI0T2+92EXV8vpyNKD3IhKrcYxlKFh/x/KKx0f9Ny+g8dBQ4+MSgIm/h784QdfftkhKL2tK4Vxbb4BV+4Wf9NIHb3Y4jbGZMbJC4+PS+9jiYnURYpvUKWoYlBJYRxq8i/QFvVaVcLA65dKElbQAprCpXZQby/jBQNZjFISYoxOJZseLdPC9w1ScK9LA0ABt2bKFk77qIYpitrNGFe2jqu1fUkTWWah9q62SH3er+dvsqguIrdfWx7MRO1LiWZmTnrDpROPU69xy0qNW3kP+5ppafi8htbyO2ZUqtmp95V6qzoZs9uSaZGTrY6uuXVMauV+tV4ObQe0oF9qmg6bc9imR5q+s5wRvhk0icOI2tkdqqc2eK2ROzz9VMOVxr1GeWYr9iRbfCmt2ds9NYAqtTAZ41nJv2ezHFvhUe8zlS1mNcHJ+Lbhc5Tpm6ftr5NeW3a3e729hqW5DgMPG+Pej5xdGlFTSdPK7D1hD4GfDNnGi2bG5qxgfr/0fnLaOKg1srVB7R5U27yhJDdEa2M/WGhiCchRToSWmwa1l2nfrHM1O5eji+QLNTC4oym8aYGyG7RitmKDSwgqJ1FP+92GJmJvJ8n6Yn82m1o0N5xute8qVj48BjYsGGB/9jYHiitC12hpLw/Y985e0IjfjRNh1e+dpvpilqfEcjV3IU6W88SbDp8fzHAo1PV7fBn/6SAvNTqMErzn/jVit8XHpxLbVK+r2ia3da8qxs+m6ZVMnE4Igqmb6wERaOAo1kMtqubenfg5syFmpsWHyCvJjVmQW93IUw5I5L1bl8++P0nf+58epvbeVHvzaPfSV3/kSdXZ2Lj0wCoNYS4H7b8aahsw2UJeKrN+LvyeUPQsRMmVUrKms8vlEFB/i2YmlH633HLoEgfVTkV2Ik04GpIKmxIpsiq1LPYZKq0FR2bz4h31VBAO01L6qUs67VhVfZbHSuxY9bJMQY3Yw81PYzywWW60PTSmReijRvy7DPvqIg6qMc0p7VtjAI7EV45j7Si3bePEj4KhlIa22bFZlX53l0KfEauyIld9b2IgvjqWpt77TwAVCwT4v7+vbj+VYe2TV/T68c6peSW3kvUaJLS9jH/DOpaYETwjp7wcOD1t2SdMBDYHz743Qd/7vP6b2vrYrGh+XKxAKai2U2o7uJp9uvkaA2N7zqSneH8NnCvTk32+it19a+eOwUkDbjrsemubQGlyY4+L7Sjn6uROt9JO/3USnDre6deiHjWCZSmV9XMwFNDbWanw04BIFqbef+9bYonXpSBIe2LJ+7P1IuP/yfzNC0xM5euO5bvrpP26iiYsbjNjGxMnv3/5/bl404GtqIk/DZ7QsNGAZamy9tjsLiS0u9JOUYNfyhgmer4BZvajWIrr3s3AjJcEgVqaQcm0tSG2iwPHnV/EGUm/Im4AZjGyFlduZC/M0fe4M5VtztPO27VygvCRYn1OnOEmtYFxHfXKKrFmtnUrrhUj5NbAL6miT0CFXN4tt8NRbv2ftApKrpNNZl3nfWr/aeGGQlNbUOqVWn+P6RJrCy3WvsgxyKnWfmmSsz7fAJLMks4jq2ZbFWpyouJL9pSRRtUc+xgDOBQ0H4+egntSsxjXEFqTWsqzkcJls7BFbN1Ggii4TfD13vHPWt8k7a7mdm5566xwGboLGWzZ1nWpUWJ+Y1pJUflyeK/W2Ojnjvgc1L3QSQQK8auvUw0Xp0nC5E+Da9iNOsenzRZo+f5bybVc4Pl4jQHaQjHvzR2dX5fMaHVBboFLgduZYK73yVE/NOdAsvxnZXvzkt+0q0V0PT1MHWvrY17iCMQ0XtkhI/eDN5iX4Ac2LtRwfHTLETo6PPDDNluONAAQm4d8GXBeODRc4OK75xsFrRYZGzxf4FrBKxJZb9JgCxeebqncWzKN9XFmJZKXSCIGQXFO/WLFVcsAwJU+FN1blWDHUG6uMmpQLVY0JhAY38fM8a7S2BuIgHUjbcYbOHDxPP//xL6ito3509YFXDlJ5tpqyHbuWRalkXK+m1m5O4fN7mBoh9Yir1dyqBXZBrayn2KaSkv3HrcaWA4U8MqzE1X8cJFfqZ6VtD5NXtoShNywuQHBv7NA6Nxmh1bpeVl6TelsJ8dLJhshfTna/hWFFoKciyso6JWyi7jJdZrXWQp0sFwqqPRNnVn7lPiGKHnHF4zYBYoTQ4Gzc0qYnaTultbVeArGcg6bYmnXem5zwFFtHZv2QZa2pMZJqpJXrwi9JbPV1SmwdIVZyLOqt3PhH4Zalntx6SbN6jfsK0laXMSLvasETTlDc8b2QVq5WcdwHYrskwF6266Yi96szYBeeP9lCJw61UqW0fPsRk4BnPrzc+PghlWYaN1lzvQBWPAQtISkZoVJo4zAz2QwtsmJW33ffNE/dfRU+d0HY5+eydOJgGyvRVzIuHYcNb6IZvnfAekcYH9cAmZhb2sDJAjvy6aOtdOZoK0UmhAQELCuxbU2e6uySRmxd7WiibhlJkCAjTQxOKWE1F/36Pkx4QH8QRKMiIkHVsgtj630KAuMvc9CQBAlRuaKZQxEdfu4UnX1nWN9oIRD3zkmusCH7PUwtrEctyGZttUChyA8UcuFRpqgaeU//XZuQXJty7Ku3QPK4KrGmzHo1tAl5NpU2Ti0n9uNYCG0mplxe22x4AiF6qjJ5AoHlXZmVHra6j1kzV3Kq5bMmBPP8ApYTLixs2azIzpZsJa4WbM2ucuxPJXQg3xr37Uidd77xY2o/hi9fFN0aldPIsoZ6GbFNEqg9K7KeU3L8PDLrL5ttXF/PzzejAuZDlMhmqwnJTam2C4itPodfrwRWJwHc9zSLPR7n54DAerdKhWKc4yC1pTLFmFFmYrugEndVweQa/YUztRNEagkPuCzQ5uaz3xqjuz+R9B9EtP+zP+ij4b8cpCn08F4moK7l8LMn6ey7lxgfp0pUXOOm9RsBsBw+8o0xeuDRCTrweif9w38YatmY4RsAAH0BSURBVBJiS7Tv1iJ9818N0+brStTVV2WL9fhwnvv1vvRkzxUFnKDGbuJic3zvgPWNMD6uPnCVcOMdc7RlR5mmJ7L0k/8ywEnA0Xy4fghYkfAotVwy9/EsyKbYen1WUyTXhSV5bW78fqr2nvZcmFU5PEpmzBzR45RdIyW4WDY2IPW3/CS1m3KdJohLNUNzY2Wau6j9aesB9YBWi2kX5IvcXP9ZL1TJqXhe/1b/sZTVeIEdeWE97cLHzV7sPzfpUZuyHbvAKHkdq7J+La0XGOX61+qxlL8dE73kzfWijbwJCj0UXCvr1RRbuBSHTrnet3ou4D/r98OkLq3i86a4881kYdkAhIj52++syPo6C6JyEymqzib717McO3XdU+BTEw+e0mubZpZinHqRR0aNmPrf45KKrazkZd967VusvWVWzj0l1xRc3qWtOcoViHKF1atnhVU/35Jj25al2nGzJ1OXNeyLSXuAh1iGMdS+1yi2Q9vKtGNfUp+IGkOE8bS2R1ScjZjoYv7umm3JUUxzo/N8WzFgIo2rO2KuwQzCfX1g33DN3BZJvkT9caElYqWiyoJQI+w4TIrWpK1mxGK+bfc8bd1Z4nMTCc/FuSyNnCtwray7XlhDZHIZyuYzlGvJrtn46EIqw1C4LOMJm4EqmRU7v1ZlfPQgooN8P9xvyLngjLQKw212OsdBdLAlu2OtbSMDlheZdTY+XrEVmTfGIx686Kf9up6rvnoram06AEktpSb+8gPai9SVfapNVS+QIyMSACtl2ueWRV5VrLTnTKZFL/ijSKzJi8ESkFHTib6naBGjrWBcba0l5FoNral6Xr1tdClLMtTq2vCnmsAoR1DrEF9TZBfYjzX1WGpsVb1mK7ItR9wEm53iuSovZzMx5fNVymF/sg1Yw6BYhRbSxN/FiIj08lES6imieiK4f1Q064mFdP5SotLClsxPZSKboQik2im2+NuCmDFxoY/x4RZFnt+dCZ8+zgnKQqpTBNIPqqqpoU2IrR4Pu/frnVMhZ176cc1MrRFQadvjhT+5Wln7DvXJra/kSniU/JBNoZYa4jj9OFuRI132bnHEoWlQSvv2dtH+T+ym3i09dPsDN1N7ezutBjZv3Uwf/817ac/d5+n0gXN05JdnqDhR1tZcNvng+dUDGDjn99xcpNvun2EbqqFvoLIgdAe/nX23FOkLf3CR1az3Xu3kkIlmiPrv7I64VgwBSdt2zVP/ULDtXQ6Y2PjUV8fotvtm6Oj7bfTurzqpOLv24WttnRHdfv8Mn7f+HOLeW+eYiIPUog3FgTc6aGIkTycPtjYMh+vb3Un7P7lvbcfH98/SkedPUXF8Y9RNrgS6e6v0kQen6bq9JS7PeOvFThofWR81iQPbytwiCxNcN905x7+3jT7Zd8u9Mzyu4N89BOuhd2vA8qNvnY2PSye2Ld4Vfm1Nt5EDJQpm20yF7hjJpSTBl8mP/nbR3xSX9e76V/ul8nOqSM+1uk3vn0qzquLKDxf+2jLGtQJS1Ygvshf7J5Z7LyiDLGjvUyY6moTMNlaxJlsro3RvUwsUSgdG+aTepedqerFP8Hl3at1ssi9tvUmDNW19vPAoR2ytLy2+OluO5R4zm9h3+VxEOfydiamQr/I9SGmV+9CKtTobKRFkgsUxxaIOqojLJFbTm/Aa3u2kZFMtyuJH9qzK0qApsd9yKFRyHknNr9f6hicrtLWPqcmmhqpVOXncSK1OkJgaXFPPnAqEMvux/3jtBIyFdim5TaUXV2O2HfO6SixmAX7ctscn55cOgwJRFUKsFmy1Vjvyy5+BEBa1YPuklidsdLlapcG9PfSlP/083XzbfmppaaG2tvo1QcuN7du30df/4KtULpfpJ//0BJ1+6wIVx+aZbPPvTmuyA7GtQYZo321z9NU/GU6RPfwWJDgjAX6rN9wxS7v2F2lyNMd1mEfea+dTotHR2VOlj39+gh76wgSrEC1t4Ty4HNAK6fO/PUblcoZ+/k/9dOTd9oYgtnAT3PfpSfr0N8ZTqi0uQHFcy/MZnnT57n8a5PZFJdgHG+RwD+7rb4zx8e0LgdheA3r6q/SJL07Q/Z+ZpDd/2UUnDrauG2K7eXuZPvdbY3TjR2bZzt/S2iA/njUCHCt3PDBDt9w9S2dPtNA4JssCsV0RDK6z8XHpVuSUhyypsWWkbLW+5dgLUPLtxzV9W8WKLL1PMzW9T+X9lLj4fW71c1yQEwcDYb3alLnvmLJjz8m6AI4IJ4FRyX3acpy24ypRqrHu+r1seU/VsSQnz/es1vXsyz6pdf1o1XLsPe5sx6rYit1YLoiN2Lp7veUyEVU5rMncy+metondOulpi8/l/W7bIdw3CZnyjm+t/dhsye61VmurrWoTW7GSWDfJoQ964c2OI9k6z71QS1wTq7HfVsmbePHPUz0f3flbYz1OWY3NUmxteurUyPr1tHVhky78PtElrMg11mN/ve6MbC5LXd2d1NvbS6uJXC7nWiG0d7ZT1sLCGuWKdpWwafOVDcZwT/QNVjgNErdLAnNuLeh7WmULMupwYU0uFbM0O5Wl8jLW3S43MO60dkRMcDekte4qgAmA9q4qtVYz1Ntfof7NlUX3XbmUYcsebHrL8blIM8a5Vg/9m9GbtkpdPeL+MeA8xIQL+s1OXMxxsnEjEHEf2XyjjI+N+1ttLMTU2h5Te2dVLuW8cxDWd5yDILmYFJwcLbP1Heef67bQrL/7ziX8e7BBgDEPvc5b2kSp7xss0yaEKnrDE0LqZpv8uDcCsutsfFwysa22eieOV2PrVnnENt2apqb9jSNqnkrnyiPFZsq2ZLasCqGRtjIZFiqhIGYzWVUEnQzIPWXYosoqloY/+T1OF1VsrbaWkqAofAe2Jee0fRGUW2ljxGq0tS5SQoR17rv6ym3tMjYzbxbimvAoq5s1oksemXWKrD6PebjWz+oFBquZSnCzSD/GZkKlhR05g69S1eWYWtiKHFE1zlK5mmP1FWqs3dvxZXsyEqhVheV13jLbj3G01J6bVVszFE0Wevlx3cfMT7F9Vsorsi4rnzlRaTPY9U7tNDVWFVM+D1A3HS9MH65JRRarsTf5YMfHs8ynLd/J407VtRpYEH6ERHHKNlG2HPMyb085oqwqrRYE5dRXWgqxjShjNQVmNeb1XiiWkVwERmlIVIyApnKZVVFnGQ9YU/zR//ncFT0fv1XU0XZ0XZnsiou9+z8zxT1h0c/u+R/3sl011B2tP2Asv/HOOfqtf3OBL9zr4fgHbXwOLEdvQ0zOfOJL47Trpvo1hW3tEd14x2ySqA/ExAnOzz/ey7XBWG7kiZaA5gD+6ca59uDnJ3lSzABCu+vGIg93KNlA71OxqXbRi0/20Nx0Y02oBCwPMJmB/tj775pLRIyIuEzjxSd7aWYyHPeAq6qx9Vms94CnTDrF0lPHfDLr7LgaJMVpslq76fKDYqTvqi1ZyS/bPfE62FQzIFsRZZlRevIdq1l5riuV2j4huql2QPVQr/epMEHXJsavp63tY1tbj5n62//u/i2ftPBJamU9JdazKDOslpaXtYbWyKxakLMesQWBlZaiEVuQ2YqMZSa2EbWA5GYiqnBLncSKnNNlWJLZLo79bXZqO+46AeHqWk1uZS4odc8sxHrub7Mls32ZRXRLPpaWPVkrj2YFMwmQStrgmFKqwVRag8stgdzJV3M++jW0dYitHwaVBJcl6/n9max6tbQg77AiM8lVglsRCzwTVK8tT1JLe4lzz9XYitWYW+T4Sq0PtPRhYhunl9lmH7DW+Pxvj17xa2ToubKJiZaWiG7+6Ay3hkFrFPT8FGIbsN6A82PH9UXuc7sYXnu2m379yy4aPrM8F49os3H3J6YX3yZ1Axlw9p472ULP/biPzh1vuew/twEBSz/357nWfNPmdF2+TaygzRSIb7VMXJ7x2jPdNLf4qRvQxICD5Y6Pz9AdD864dRar8/qz3YHYBlytFfkSj9VYdFOKrREKVThFGVWLqrWZAZE1q7GzIvtWVVFwzZ4MssW1n2pL5gAovBDruapTP+MKia30Pk3609ICQrsw/Mmpgqlb0hpmgZXZtyL79mIv3dixIq/G1tKN07Zj6UcrLmpRY4XYCskFsWWSS2lim89UKa//OFSZGGVYBcfreZOh+vLkgpBtl2ystnA+Rqa8athXYjtOet+m0pKtHbHZs7Um1sRcSyFju7Mjzcl69yQjsZyYrTW4voBQU/dt567rTeulSyf3yfHSEmIljZZ4bKRbWXpNv1lRaXWU9QKhFrQiqj31uD5Wz0/tSytKNEd1eV/KG8U9a3K+LUs923uoraeFtt20mdraA8FZK/jWzBWFG65iDp3CxR8UC/zDPny2wLbQtQbGD1yM9g+VaWi7WAcDrg6SlbD4uQUFa/fNRa5zvVZcd/38ApvxYijOZlklnp3O0pljrTQ/l2m4XpP59hz17uiktt7WMD6uMW66c/aKSxjgSim0yqT9pSYG0YMeluTrb59jK/zFcwUaR8uoBkjjXkod6eA2GSMRsNfuBQkGXGYSOJPh1GRkVWAf1sPMVJZGzrawZflaga4EQ9tLKZcVLsXGhvPsVomqjX++bZTxcelW5JZLHLQaopBqTZMKkko/bgocq2PGKMymKqxX7MlasymvyVCM0B5V/KS8FumwIGeSpMvhR44IXEY1c6TGLMbaIsbsx1hX0N61edywDHHYU239PrZ17MdJQrIEPkl4VkxxwYitFx5lIVCuNY6XduxqaNVqDKKqxJZTj0FIVZ01ldbsx4UciK2kIbflKpTLVKkUyeGHJVn3vlycmBUZBJWVUUwkiBIrMcZ6fLUmlgkqBEvtV8vEmIOn5PjAGW6hUtKvVfabEUb+7q5mlY3o+jxT7K12NbPQqqwb7sqofWLrlPjknHO9lH3Lt6rB/Fmq0vI8SSVRbLMlaVnDKm1ZVdpylQOkOLG4LP5r13N2MeXVBxNkeS4rsFBimbTWSRF2tnpJ+Y6rFeoa6qJP/NF9dOfHb6e+Tb20ddvWxT8rYN0BxBFK8YOPTtD7r3XS4387wEmhaw3UaN7zySn6jS+Pc70YWsE01z/5zQNMbHzjz4a5vnA5wqG2IZF7CQCpffxvBjidGwnIU+ON13u2a0s7feKP7w/jYwPgz/4vV2gpyIg1HjXflwOue265Z4afPzmWp5/+Yz+99EQv5oobHuj7/MjXx+jOh6Z5UgkTgQFLA65x9390lnoHK1Qp1f8X5sNfd/A4hcm3awXSqh/7vVG2yBvgFHj+8T566jt9DZcrsJHHx6VbkS91zBbULMpqs+Pa623Z1dgaG2HlL1EBnW0ZhMqbrZMCcevVqgpclIRJCQ8W1TLW2l154WVmoFX5k5Y+2XSSrt/ix2/p49UKpwKjahTcRJ311yW9aa1m1qUbWy/a2oCorF9DK+uYyJo6y618QGRFqbWAKFFpYypkodJGvA7LuI+pSiUUtkLgzmYpB6KVJariNbAle7YfqVvVOl+n1GJbhczyrtfAqESB1mPi5z8puU3a81iz2vTzWMlVAmuE2cK2rLet3zonvoQ13uptnXOg5jw1q7NtQ9Kb1lruJIqt1dImy5JsbG15mNSa8no5Yus/B+nHloCsrXwu9xrMuN3wkb308KceuvT5HbAuAcUWrVZMQfPbBq0N5FzHWISepmjzs/bbtL7R3Veh7rtWsYWSjrVQakFq33qhixoVhY58GB8bBCBuKwVcK0Cxw21yNE9vPt8l1y1NoKC1tkW0e3+R2/yEcL0rA/YX7Oi4LQYQT0zYLUeYJd4H6rB/Lpfms3T43Xbu791sKKzj8XHpVuRLPbOOtdPvuZqqsdXn83suIfIkOR3FpspEigObJEBIVMMsK10Z2JC5blRa0IgV2bOXXmrbTbE1RY+V2UxanXX1trX9Tmva/CwIhtL6Wb9/bS1p5X6zajNmwqVBS069TdKNk6RjIbKunQ8nHktdbTZlPwaxrVDBEdsK5bndD1FLtkqVWNr3QM2EelvlfQdiq22NeMSVtGkhtdJXV4pp00TU1G+ZmDAlWtgqE2W/hljtyWjnxM9iBV+OmZvkkEOuNbhy7IUse8FMi9Z8e5MMpthqnbefsiwkNWnVs6C2llv8eCFRRm5BYLW2lvhe1VpTXq1/66XGVEdsK0TlSqLYLlo7K7blgIDGQkybd5Rpz81znFa666YiE9yA9YP5YpaOH2jjmlooIFBqAwICAhoVSJS/+5NTdN2+pTlRLoUtO0tsfQ7YaFbken1Ya4mta5lyBVvpK2ycEaUhRLC0KtmTPqdomeL1ErXWMZciF16bGqkh1X6mln7MxFbsx0zyCvJ8uHitjy2WxXq8MBXZSKDrXYuLPX8diGkeNzAoqdVjuzETW24m5JRaKQO2cCghrmY/hgrLj3kqLe4LGelZ26LENusUW/kMUOBKrHXJni2ZXd1QzMFPs1mqKotkwuus4ppAzAqnskW2Ksf8HFZb2UYutbFMYk0J1adbGnJiL06SsHk7wA2xT6xe11RVfd5lz8mUapuEfHEIFCb6lNQameXUYwuKgv1YA6PYfoznViLKwnaMc4ytyEpCS2W1IVcpLiOS3gjqJRK5Ddg9SDnW18Xo6XKpUKjF1NyAgLVChuj62+bom/9qmAa3ldiCvBx1nwGNA7SWev4nvfT8j/u4pha2z4CAgIBGBYL3vvonI9wWbTlKbHr6A7Fdt+FRdoqk7J+e1dTvCZrqD7rghXX+9i2hS9kwP2hKQ4vE2QoypIqd36Jmwev9mkvphSsMsl7ycU27ohR5UqtrjQU5Rfjdunp9aPV+wU2IbdYRW5BZq7FNbMdGanNWYwvFlq3JCclFjS3Ws7JLot6KJRlfV54Hpme9blmkhUrLLZag6GqLHd7PptgmrXykj7Cnttp+17AbFyqlx9k9x4KmjLwmb5n0nTVL74JgqSsgtpa07R0Xdxj8m1mNbYIk9XedvrJcK+sprUZoL6m8+kiey8c6j/1+qbNfrA+FtgJlkeIdsCGBMoxKWSag0GJlLeY7MGmVz+OclX/0Mau9+brS6m9IwMqADSI4zzJUnMnR6PkCnT3WsmZBUXBiZQsZ6Zd9GYTxcYOdo5UMzRcz3NNZrpYaFTFbV9G3tqUVZWRrvT3rFxz41L78/x5FOiaWinK/DE7nZUEYH6+0xtYySeodwLrkrYbkeoqb1Cxq+BMmQMChEAhly+gbytZPedyIhvUSdXWPnnWUP157nDKFuRTxMeuxbbNrT2TER9rfiMqK/rVJv1rOW8rULnthUb4l2VdvLTzKSLFXWyuBUGopRo/ZnFyhOsuxElpAko5lvVmLJRxKlFmQWVZv+V6XyRRbEFuEPWuCMmoQ4izl0KuWE6XFisz1q5mYqhGWwV1jVmx5lzrCBRVbbcMs72qdsh5Xqc/ViQOXiizHi5+jtblWy8qHoiYYyn/cFNrksctYfP3wKJtooPrnYOp88lr7IBiK1dqqtvXhdVVWb/ElMlBYVbFltRXkFHbiUkm+ZBWhZksktvrctv4C3fjJnXTd/ssX8vdt7qVd+3Yu4f0D1iMmx3JcTwZb6MlDrfz3agOBGnc9PM2hJ/tunVtS2EtA8wCE4YM3O+i9Vzs5cRZ9ateynU9bXwvd8KldtOPmMD4GCFBGdeS9dnr7pU6aGM1z7TcyVhoVcLLccs8s3Xz3LPUNVjgALqCJEBOdOdZCb/6ym8aH8/Teax3LoggvB8L4eMV9bHWh9h81/3jWI7YWoguCqoFOYv1UUoFUWSa2+hwlufZ4sqyJtI6IeDZj/M0b6W3gJf/x9ZJ9nYqYBEMxmXW2YiGwfJ9T+7FakV0/WhDf2hpbJrkSdmTLQp5BbuuQWlZiEbwSUSFflUAoT7UFGRWnNJRXJcEIhDJiq/ZiKLOt2UpCbDNYBrGtsi0ZO0a4qViRQWyZzLouN2pFroLMCrGt6HZYz1uD/J20xUlsybU1tGIxlh62Sk6r8n6m2lo9rbu3YGCvj20qDdkPj6qDBaq5hlblUjW0NeQ20kkVPs/0fOP+srFnP0ZdrVqF2YoshJZTjVFfC0sxiC3WoRaWie0SrgT1Ke19nfTxr91Hj37ls6yMXwrZbJZaW6897S+gOYGLuGd/1EevPd3NBGQt/nEd3Fqmz3xjjG6+Z5aVW7SvCFg/gDJx4I0O+u5/GqTpiZw4A9aQ2LZvaqWHvh7Gx4AEuH449HY7ff8vB7nNDxJyG7m9O4jt7ffP0Ff/dJjb+6ClUQiOai6cPtJKj//NJjpztJUV20YhtmF8vForsmcRTrVX8ZZ9hcw9vECB862fXr1lisx4RDbVS9QsoVZPq4rtUgcz1DGaRdbUWy4IVYXPkWO1GHikyssdWlr6lQ8/JbnOQ0w2rU+lWZD15nrTan9asRprna219mHFFgRXSW4mIb6yLNOYYgsWsozHAX5fXbbPBAE3mzP62lqf28hCrtg2nOxLSzhmS7JvL+blpAetS0p24V5eenJtGx87FJ5VOZWmvdixqLGBp56n9uPaY5tq0WMTJnre+e120lZjsyOrcmuWYqjkPXlq7cxf0TnSu72Lejf1UHd399JfFLBhAAsoah3R3gX9GqfHc9rqZW3+YQWhxuejjy5sX7DXYawKWB/AkQRRmJvJLWs7Czh2Wrrz1NpdcF0JloIwPgYY0LMb4w7sx+MjeZqZyrFdvuGRIcq3xJyyG1LjmxOwu8/P4t/hlTnfwvi4aort5Vrm+E/2epGKSCiKrFNhbVnsx6aesULG/UGTfqJZKGT2XAvwYUuoSISOdBjJXeL3SaXmQiq1Fj85CYrKxFmxGFvbGrXTsgKtr7W8JIQfORLlqY6uN81VgIkr954Vu3GLWo2tjlasyEZcI1ZkjajCdoznQKFFAnKOYlZxod7inWUozVCeIlaTq5ST/Y0GQBokhfeqIPkJim2cpTIzVVF0WUXWyQ4EGiPVWFKU9TsjDZlrbyExo/WSnA+uFpqVXN9anFjHk4kNvI83GVJLQHVfu1PPaxWUWkc1yqxLOtb+uKzSevZjFyQFG3KU2JCtTy0sx7ystmOotwiMKs2zLRn9ZaHU5lqzdNMju+jef3EnFVrN7nB5dPV00k233XRV50zA+gdCe17+WQ+9+Xw3W49PHsaM69rNFl84Lf1MX3iiQrfeO0Of+OIE9WwKARsBl0auJUs3fXoP3fvYHVRoXXrv5TA+BhhOH2uhZ77fT+dPFVhBQ8uzgID1gDA+NkK7H0+lZfIAzRNWUapjP3bLNXZQIxdcY2stVcQaai1WuMbWtVxBr1BMnUjto2zE0kmkyfQgYGi1w1SN2SssvyBpUtvKb4kwghwShDNsF2aChu2yelnu/6pErUZI5L+vgtua/dhCn1pzFUdqzZYsxFbUWSGzCbGFuRiPt6gVuS1T5vVSRyv1tExkORU5Yosxt/qJI32cq2ipmpMWSgAei7idktQY4xhjr8i+y6h92MngGkptjWdlz/D+dslQST9a34bM+xHHmCcT7H1rHtf3d3c1iq09X97LtxwnN1ffW8cVwFZ3d0u39RH7caykFhbkakJykWhcrVI2l6U9d+ygr/7ul6ijo+MKj31j2FoCGg+wgqLp/C++28cWqLW0hQKou3z1mW7XkuveR6aoZ9PablNA4wMBJ3vuxPj45TA+BlwVEGT2q59305F325NrgICAdYAwPq5BKnKysuZvKyeEYuvXRpr12N2rMluHbCT2Y1VjrWeopc/yDUqaKra4vwpia+SLWwah/y02COoyF4XaZ/Mz5P1r7bUm39YQrpRt2VJ/tT0N0oWZSOlVoO96ZUKYcsGqCqr3yWZrEjKZIqtBUUxwldhyix+5N5KLe5BcEE1ZI2178DqutbX3irNUiSKKeFaBKA9lUgkm3ruazVKkRJiJLVoCyXxA0tvWzg3bLy7VWNVcU7PZPq5/8/njWb/d+eQdU1aD65x7dZZ9hde3Hafs7gse1/PS3duyf6B8K7KqtRr8hP3YPthKPdd1UmdfG23ZOUS5XG5dDzTT09N08sQpmpqYopMHT1NlHlI4N2D2bvbs9bsfVhI47caHCzR8tkCTo5JMy624vHFh7WA9qmPua4paNwRqbNpSpoGtFWnFFtB0mBrP04VTBbZ3QpXHUHetwFDQPthGvTu7qLOvfWOOj8XgZrjWXsrDpwt8fp74sI2tx40xDi4dcLANnynQB290UGdPlTZfV5Y2Ms31NTYc4Ai4cKqF7e9wSs3PL69DIIyPp5dtfLyCVOSFFyiidimJrSR/p+3FtVZktR/74VD23LIGSZWjZD2WOSFZAnyYcJo1lFNslWQ44rGEL+PZkCWxSS/E8zkhWojMhrqIVGBcQGqIEnNSJXmuzRA+MqeWa1WoGU7RzYj6pwnBnLTMKc5+knCWlVDm1lkh2bk4pgovi3JrXwvksj1X5nVt2bIGRcVMYoXYVnm9T2ax3JotM4nFtpfjHCu1VnMLpRbPwftIT9uYslFE1SjHu6gcZaX+Vnvb5jI55ubC9/Fc2U9YZsKL72NWZCi7bFVW4mrkFSSYyXGtfVuXWb1P97RN+hOn628deKJDFWG/drueDTllP7ZgMrUdm2MA55Yqtu5W1j61qKednxel1sKj4piuu2s7PfZnj9CW6zbT1uu2UUvL0m0kzQgMSv/4H75HJ399hqYvztHceIUy2Rzf+Mfi3wKuCvjNvfdqBz3x7U0cjjJ8ZnmIxrIiJjr4dgf93f+a5x62n/7aGH3qa+PU0haIbdMhJk4//tFfD9D5Uy00eq7AhGIZ3pZ2fHQzPfYvP70hx8epkVmaGw2tsK4FmDx78h820TsvddL0RJ4unm++XsoIGnrtmW46/kEbDW4r0xf/8CLd9fBU4LUNDmRaPP63A/Thmx1cBjRxcXnPvTA+zi7b+Lh0xXaRGmlnI+UneUpttAixWEyprekdmgqJcvbjtBWZzwSug1S2w8rtEi+k9EKbSSl/EU1DBhHVpD1Li5IeuariWmGtb6Hl9jVJOFIqBKmmX6u8RlmhI3ti3eaXOqXWUoctiVget5Y+IJpsNdZ2PlJLq+syVmNboVZLRc6gxrbq+rvhNdAYsQ4ctEJVKsei3oLwFjJZJua5KCeKLGpyQXazGcrFuMEKLqnI8h9RVhXbCO8sL3L7IyWmm0VZFrieVhKVrVZa96Mp8dbY1rcb1zvUet74T0tIbr06Xu989B/z6rZdWyEosviu1psW5xxqatH+x75gJqaeoU664747aNeu9RmjHte4IqYnp+jU22fp2C/P8m9KCG0qAS0otVcL+zlERKMXCnTgDbRcadQLuQxvG25tnVVO/WzkZNKAS2NqLEeH3mqnU0farvm9XF/ybIZ6Nndt3PEx4Org6RXFuSydPNhG777S2bT/rmCicvh0C9+27pqnidEmCLwKYMUWkxFy7i0fwvh4dtnHxyuwIssGyYW/KWlQI706xjq1jKiRlRApz2Lsnuu38rHetdI/VNoAxTXqmdbTopYRN+5FI1ZQ8cPVMqhFwNfaqtJyQBLYrbSjwUU5q498ca6tb1ia1O/r9VyV2lMNOVIiDMXQPsOea+1suCUOJwkrd8N+NELMywmxxQkgdl+xJWMwjLKogZUaWUkSVjuvKrYgpCCw7VlRdLHcmhH1FgQXJBb2Y5BSCYmKWSHmGlveFRnX/gdfAP1t8Xg2FuUWdbXymBBTJty8a2J+XwD3uGE38PeAWosJA1ZyjTQasddftFm8uV6ZK7T5vJAAKu35608W8AZ4aq9NoNjhrZlYWJh+bJMo3nG0SRSzvvO5qOecuQLwt5eOHLMtucr2Yyi1ILW3fnw/dXZeWU1EM6BardIHBz6kg+8eogoUa8XpQ2dpamROSC1sM/m8LBfy7IAwRwRC2QKuDBcvFOjw2+3c1ge9RMvzzXkhF7CxAXsdlAhctG288fEMTQ3PrOm2NTuQJXDsgzY6eaiNRs4W2MYbELBeEMbHmWX/vKVP/+ukEiyizHFTBBWkNOPsyHYvvWm9PrULetOq/ViTaV3qca392AJ8zIpcrkg6LSygZQ3vYcJhzU8vA24Iq8QWF+NVXIwLmWTiw9ZJ+95Z+XwTdbVnLhNUYW+UzWWcNVC5cLJsCcBqR+bXMKNSpdbqTpkEC6kWwohaViGSbEtWBbQaCfEUvTNRX2E1toCozuw8Jx63ZLBOetoascVri3GB3y+vXcwrcU6rbuGgli8AYgzLMr55PsqzSmypyXg/sR1jOaZcNeuWeZujLB8/VpzR/1frAfleJ0X4nvzlRL3m8yyXcRMHVqfMe8gUXT3OTGorOsHiJl7q1W7XWedNrrjzTYOiXBoyT6jgHDSlVhKRWbnl+toq9e7oZPsxZtowKPX19dF6Q6VSoVeeeY2e/I/P0vxUYheplonmJ8piP87nKYO+aCCxWAa5zWYpBsENxPaKgR55P/j/DvIsMVrqzIXUz4AmRN/ObrbXbcjxsRRTcWx+Tbet2VGaz9Irv+ihn/7DJirOZGl6MiicAesHYXycX/bPW7piq8yCjbr11DAjH3WsnSlLcr0QKe1F6+zHagcVJS1Zlr9re4iqLfRKiS1zJrVKsvKWdYqvWE4Tda9eUNQCW2vKkp0k9boQKY+MJfvNMpSF5Jml114rDXiScClJIfZvydGxGlnYkfmmPWwlNTmiAmzKFDnbsRx8sTRzyas+D3/gdRVej3paqLFQdDMcWoXHoeRyyyF+v6wExMQRZS0ACwqu61Gb7JOkp7HZruW7i43bAsrs2OjfOB6m3LpwZbMJQw02K7nbFXXP3kTpTSzJSR/dhcfS72XrHYSFN+zHliwNbh1cN/aRKIpofn6eZ9kMxWKRJoYnaeLENM1PllPOB2c/tnp1q6k1V4SzJAdcDpj8Qd9Q7Pqp8RwrFAjvaSrASFPKuPYbhZaY+9sGbEzkWzfo+BhwbWNIJcNq7ex0lvvUIswMqfDrbbxHP170Q83lYh4ruaQrYMMgjI+0dsSW+4rqvesxqqplSg1LqbhxKjyK2/Vo0BR6iEpglKq0ppCx4ovwKCGuotJKPSOUWukfqgE+IBalsgb3oIeoen0v+2VAptR+HOWF8/DFOJRVUUbxmaIkmmIrJC7GsqqwHCTFgVGammzLIGtV7W9r7WQ80i8tbyQN2NrNWL2tnzTM9mO19lqtrViRRbGFSoq/cxlRcdm6bNuBC0oESWUqTFTbMlVqRaoxCCgCDFibFQtxBeREdgy/j+qkrOTiPcuZHJUySGdTxVZJNB7DPcKlIqi0WBdl2L6MbcJ3qeJvTBrgvaumRot6K6WpaqlW5daWUwnJts7dY6oHx8o7pl6Y1AKiahMpKfKa1Nf6tdw2WSJKrqq0sLtzix8sVygul0W1XeteKyuE8+fP0/M/fYFOH07qHqqViA69coy7G7HLIac2Y/4tCZHNQJlVKzIV8hRDsYUNnW3J6+uCZKUAMvvGs9104mArnT3eyhd0zQZcjKIOCT+lvoEK3f0bU7R7fzHMbQSs4/GxSodePk7VUigsXw7gn9aj77XTmy90cd0+SjFw/bDeMDOZpZd/2kPnTrTQlp0luueTUxwoFRDQrDjfAOPj0q+arLZUiauzItchtKn7evZj60vLqclxQmbLooIx2TVii3Aeq681YuuIRswkIy6VpH2O2kQvC1aXxH7MCh6nJOnFeQ7x8fD8ItlVWJDV2LrgKpCxbMzElUlSTkgWE0qrtWXSrIFRVlurbW/8NkBmq5W6XlGo64VHwQjMNyWz+A/3oKncfgd/Y1n704J8QpGFPTmfiamTyS2UWLH7ljIZynLwExRcszbDMQ29V+qNK3GVl/NxjvKZPK/DZ/rEFp+FlGTU/+K4IlyK7dOwoMYZqsA6rS19smgVxDW0Zk9OE1uQYya3bPW21j7SJsm1XfKUcya3lvHlBVUtVF/TroI04fVCpVyImV9fK3ZjEFqzvsukipLedYjh88P03D++TIeePplaD+c6jhHX0hYKUk/r2/qRKs5kNitkVoktFXKhxvYKQnteeKKHL3ZwIQeS2GzANiPFGRejuFgb2l5mYhsQsJ7Hx6gcUbW8Pv9NWG3gmuDo+230478e4OA8jCkNlwS/DJidytHLP+uhV5/uptvum6G9txQDsQ1oagw3wPi4dMW2NvFXl+v1CE3sxYkNOUUk3Poa+7Faks3mmUHyrqeimf3YJdPaLY4pV8hS21ALFdoufwGNWQO0JakUa1sF+bbj9DpO7jVSyveJZZbXWX2n7aOafbWg121677qVVjebvI0QQWfFteRkXqXkEKqYva5OxyNTcEV/hu04JjgDkZEMNZftxSQ9cPEc2JfzGhKFddLzFtZmhEhBkZVaXeQB57PyOIRqpCVbr1lsEx4B55fORrL/JCBLNqR2t4OWg6jzvmIrsh4H6/trFvJlQIouOFtxjVXc7XDfuqy261yGWvvbqKUzR33be6i1rZWaEZOTkzQ+PkGRZxs5d+o8zY4XqTyDwvjE683KLA4o16ab3ViXjeD6PWxRtw6Sq8sB9YFJnpmJHM1MZ7mVD3o0io13+fZZrjVL7ZvaqNB++fq06nyVZkfnqTJ3tVeSQsgrZaJSUWzVARsL2XyG2vpbqaWrsD7Hx7E5GR8DVgywIs/PZfm20ljd8TEBt18s4Sa1xOt0rjygBmF8bDTF1pKBzYbsVFhPobUEZBfKk1iRJTAqSp7HVmRVcMue/RhKLUhnqaw9RJP+oQSVdr4kJLdSZkWte0c7fex37qTrP7Lnsl/l9OEz9MLfv0EX3hvn2lq2OrMiqyodK7Z6gQ4Si4t5di5DrTIrsirQIJl4TFXFVGqybz+uVRB1P8bGil0drqmY8ULlVpOQHbn1FVu1KFdBJEzd1ZuccrAsi025HT1umdRifyJ7SdZDwbU+trAxIzwK9uNyBCtyngkxPkPaDYlim6tGVMnmdL3c41auSu1uJcqxassB1lBsYXXWpOdUOyMNxoI/nwm7p+hGVXkNjokLmqqHWtJbdxLhUmnJSl75OVrfrUQ2mUgRBbelt4Xu+eYtdPtDN9Omzf20c/cOasaC/peff4We/96LNDedFPCD1F48OqV2Y4RCiW3famjZ4WCpx7xe75F+bOug0sKOzFbkHMXBirwoQP5e+UU3vfZ0N02O5enEh8v/j1z3tg564Hc/uqTx8dThM/Tit1+nC++OLft2BGwMtPYW6J7fvJVuf+iW9Tc+js3RyJGJNd22gOVFGB8DVhNhfGyYGltdMFILYubXiNZLnDXbMkQ3a9vjSLDZka3Fj9qPucWPtVhRoonWPkooau2gtq6tt0B3f+pOeuRzn7zsd3ntldfprZ8foAvRqNZKglxDVlTPMBe4qkoMMouEX9AtkFlHYFXFZauyT1JNXfWX69hiDak6Ug1RcuRW1stqIYBqjk7IK4gfq6NKfL1gKXsO1/JKNyEV32BTloNZQc9bVmSNBGfZVozvAxUXRDmXjZn08uOu3Y/U+ALlSAgvgBpeEFndM0yMMxnYu6UtkfS9FRJrBN3sydinvJ6DpLwkZd5US5G2/bYIwV1MFbcgq8UU31QNrie5e+19xC0gy5jZvfWBm+hrv/MVtlg3IzCJcOzAcXrjuwdobjQZmNhGn8s7UgvbsatBt7parAPx9RRbthvbcl7txziOebT7CYrtYoC6eeTddnr2h31Uci19lnd/tfe1XtH4+DbGRwoXbgFXh0JHgW59YP+6HB+BMJqtL4TxMWA1EcbHlcUVJ5M4clDHgmyEzg/rMcUyIb5KZLVfaG3isfQS1aRjv70K/maCa/bjiHL5DPXu7aaerZ205YZB6u3vWdp38FNMWJ0VlZCVWw6gUvUWBC0D5VSTkpV4CvERYu8sq1JBm9iSbbUXaGTrF7cke6/1/k67vxMLdPIcsyIbCZZPrMef2WrMhb/C1wrcSjfmFOSCBkoVqMJEl9VaVW3xZJBcfoYFWiEtWb8ZkpKlRlfCpVgA13pf+85Sl4ubLDvFVvvcyn9CdvnwG8laRHhda/D+bMJEnIsXL9LxoydoenKazh4+TxE7RtQurDbiGJMbrNAiEAoENk1sQVozUGh9WzJIrBFbtS07GzK/91p/88YBfg9jFwp0/hSsxznuzSg2tGW0H7dkqW+3jo83XuX4GBCw0cdHOMlq/gFqxH+P1gOmJ3IcpDQzlaPTR1upvIIZA2F8DFhLhPGxgVKRRZ0VhbJeX9BsSrGVgCjpD4qEZCGwsBxzQjKWS1Wx/lYW71Nr4T2wH/MybMmVChV6Wunur95Gn/raw9TV00U7dl53xTuA63WtFy5/Uelt6+oGQcxggdW2NCnLMYdKaciRH05kYVEe8ffJbLouWWtPHXvVOlVWNpPq2FQ9qlmSnT3ZC5yyBGXe9nS9rpS2Zqglk2Nyy/W1UZWqGSiyFU6qriJUKoqpJVulMuVYtQW5hRUZtbcgtoWoQoWoyp/DlmW1IrfgvRAYhedHkqiMZaQmM1nV4CsOldIUZ34Oq7eSnowUZU5iruapouec9dYNWB4cePcD+v5/eJyGj47S1IUiVeZj6UGLMChVYUFa3W8BQVFGahEKpkFRTF5ZkTVLshFb9CGGLVneIypgufkG8JUEfgMH3uigx/9mgMaG8zR6vkDVyvLuI9Tv3P21axsfAwI27Ph4BOPjLJVnQy3tagFJ8N/7i0E6cbCNJi7maHZ65XrWhvExIGB9jo9LV2y9EKTaBNqEpEldYlqxTdqq+Le0UqsKrvWjNcXWr22Eqoq6W9iPOckYM24Z2rZ3C91z/92UwwX4FQDyP2pnhbuqxdR64zLhE/UY6cf23YScJqqt9fRNKbVJe9NL7kfel77rtc7jiS3Znq39XxcIvqbOJsqtvbbeW+eY1IJYopZWbMZlratF5jHuI2v5w4FRQuYrTGzRIihLUabiFFyuoYYCi1dDedV9wanJXskq9iEeZ5WXd7XW16ZCs/CaLFWw/9kk3QC+hsUA9TmK5Fxqgpk3qduOaWJ0kk69fZ6G3x93SeCsyOZq6mk1LVxqbWvCoaxnrQuNgkqbcSotE1tVatlWHsKj0oiJW/kcfqedUz+XC0mL7gwHolzr+Ghj3TrtbBWwklgP42PAqmJ2KkvHP2ijg291rMj7h/ExoGEQxsfGIba19uPatip+n1BahMhyDa31CdVlVkxhNWb1VhRUUVPRp1ZUWs57z8Q0dHMv7bhjM/UMdtGe/buu+KQYGNxEdz56Cw3s6qPh42N0+o0RKk1rMBWTaT8Bt7bmcqEV27cbG2qtyJfetwvNtn46choJuV307fw6XFZvVWjXZGHtzsu9Zlu5KZDUELOVWPs4QUOtIKU4k+FQqJzuAzxiVbwIrkKScTmTl366qMkFKY0lQZmV10iUXgu3shAsWJ+5ZjfCsrYYQkIXbjg3anekHWOrY+aDUGcf+RHQNeutlLnunjWhnJ249llJuq9YcVFnDcKWo/Jsld55/gBF1e/Qpi2b6M57P0KbN2+mRsXY2Bi9+epbdOH0BTr0xlEqokk2955VpRbLHAhV08IH7a/yHrFlEiyKrCO0eZ/EmmJr5JYoymO58QfudYFshjbf3Ec77thKPUPLMD4evUinXr9ApanGm5UNaFwgEfOd59+nqBo13fh48I0jVJxI14wFrBOE8TGgARDGx4Zp96MLRuwsNMr97fcD1ZAoV0vrh0fpPazH1Rr7cUkDoWA/tr6hsB/bcqVC2UKGbnhgJ/32v/0GbRrop+7u7isuvt5+3Xb6zT/5Os3Pz9MvfvQMff/IT2keBwoqIcg24LcBIk951lVJCJESrEuR2EvU1Kafo6Q19f51nsbtftI1tOnn+InIQj619bDWrWYpm8lSSwzSCvUVNbIVtiNz255smQqwCPNroeZmqRznKU9qRc5UVNWFrbnAVmWQ1mK2yhZjTkWOQJgzVIoq/Di2CZZjC7zifrmYw2CrspBgohZ+LUK4/H9rjKculheVemLt3/Ve45NfE7iVwyYEWhkw36s6ySloqD3NUWkm4qL5t3/yIe26ZxttGupv6IHpwvlh+uf//BQdfOYYVeYjKs9EST/alhYhqQWQXAuEknsmqnk/HMontnoe4nEmtbreiK2uC8R29YA2VDc8uHtZx8fvHXsyXLgFXBHmJ0v0xncwPh5svvGxWKH5yXC+r0eE8TGgERDGx0YKj/IIl+MMRma9x1Pr6yUYpciwpc4mybPOEuz1qkVHkVxbnu0j3QOdtG37Vurv77+qL10oFGhwcJCXu/u7KYP6P5/E1nznNINcRCms97plhi+aJ/W4CeFLdq+lItdfp6/k/1tSMiu4+hhoKLtsENAFZZXF96TPbS7GsvSyxb2zOHNhsSwjWAoabF7TlvnzmSvik7AdFi2F5GXZAqm0tS1dWQty6vCYMuv+dvHRNcvJDTNtc2NoORXR1K5pKqMtVQOjUi7T9MUZmjo969mPvZ60SP+usRonwU81lmOrp7WwKWc31t7D2oOYbzo5wK8JWDFkC1keG/NtuWUfH7OhVVPAFSKqxC4ps+nGx1UEghkLrTHlC8HLupII42NAIyGMj41mRbblGktyyqJrYUpOwbW6W7Mj+xZkraetWJ9a6V0bl8tOpUVg1KYbe+kjj95EA9v7af9Hb6T29nZal/D2s9+zVupVk76vsAhLUFNW+8/mqAzCGedZIcUb4R7rQSn4uUwfxZIseqvRW6GbTDmh3uLEUJLPRmXmz1UOnMrGQkRFEZYBHVuJvrZJKjKsq9IOiMkOAqGY2OoEgjqJfcu0I9xKJFONi/wo7pTKCmXXyFPyWlNg3X3C3lPqrHQowuvlfY2YcSIwPg5WWjyF46NzROjb7E28cOhXM3ZUhx3d2Y8LYj8GkTUrMtfKmgprtbQaCOVa+xixJbEi8zpValnplWUup2Zb8lp/6fWNgRt66COfx/i4aX2PjwEB6widPVW655NTtO+2onQfCFgRhPExIGDj4KqsyCl45JXLM+N6N78faNLix/WpRTCUph1zSBTqakslKcrXdj8De3rpsT/4HN18637K5/N8W4+QACpJSnaklmqIrdXOqu23wsQ2SzkmsrADS+AT7sWKjHpZ2JJJb9BJY+Z5eBSQ5Uyi2KLmFvwG97CHU4bbATGhZnMzgqO0TZK+J56PQCnO3uLniC4bq22Z2/rwd0rPcFqqs8HIrC+a8uJiVuMkLyvZhz6BrSG6si4htKY48tubEslfXvcI9meE2tOIQ8YwMRNHVcpUFreDNzI44Ri1tTmzHwuZ9Ymt2IutnY+2ALK6WUdyVY1lMmt1td4yyK23HLByGNjTR4/9waPrfnwMCFhPaO+K6N5HpuiTXxlf+O9bwLIhjI8BARsHVx0etWjN6CLE17cr131uqp+N3HKFLHVsaaFCR44GdvRTd08XtbW1UbPC/bu12P7TOlvJF/aSjd0uSdr8cFsfPyTKD4vy9E4jwfx6I5b6n7xeFMcKa7Lyl5BgUYSZOKM+lnCf9ci01MviHutlHYi0EF8LipIWP/JcW7a2P3yPFj9eqJS1M7IdJuRW9ofbXUxI6wdHuVrZ2gech14IraunhdKcUnn1Q72erilmXWtTbmok+9kPyhKrcTrVWOptfeKqkwCmzjorsp5nuiyvM3U8YDkBa13nYBsVOvM0sLP5x8eAgPWLmNo7I+rZVOG5Q8PA1jL19FeppS0KxHaZEcbHgIDmRi4fU09/hTq6opVu9yMtXFJtfxZ7flIM6gKn/DZA2hMmucGSDDUMicjVKnVub6MHf+8u2n/39TS0bYiGNg9RMyIVOhXhQt++u5IwDmMGiZCCWSwn7XISdRY1yEwkI2EJTAqzWQ7pwroK2u9klDSyoioEFJ8hf8MqjMAmTTxWIov7YoybPD6HPrRKWOeiAt+X4hzNRS38PqU4T/NxnrerGCE8CrFSCIoqSHBUnKX5qMBEFcFQsETjufNRXsgv96kVNRnbbeFRWFdxQVJSf8Q3txNlHa/x7MhMmrCvpEeRZyuW/W/KIWRpea4QM6c44rTT1k8IOsriSZKiJduB/Q1LLtcQr7OrD69umMmsWpCjQk6sxEpmE8XWV2QTyzGv4+fa/s9Q5C0HYrv86NrSTg/+/kdp/903NPX4GBCwEbDvtjl65Ovj1DeYBK+0tUe0e3+x+edIGxBhfAwIaG509Vbpk18dp9vvn7kiIenqrMh+i5vLeTFTymRN0rD/Zk6pTfrXtnbl6I6HbqPPfeEz1KxwjXxq9xmTXZAqaYskTBbMKq6r0BrJlWWQV6lnBUnMsnpryieMx1BIEfok61FTG6Va/4gVGSot6nLx8fMxbqLSFkFMtT63GOeZ2M7HBZqLJbUYxBZEF8tYX4qEpJaivFNu5yOYmLHOI7ZVEFvZRqxnRZeJraq/rN4mvW2tKy8rtqgLNeuw7VBfTbXU5FTC8WLpx6LaOrJrdmS8iddzlS27eFCVyfXGaR38tkZMTrMUc5Kx1tm63rRGXEFalayillpraZnMWh0zJg40PIqX1+u+W0O0dhfojodub+rxMSBgQyBDNLS9TPc9Mklbd5bqPh6wvAjjY0BAc6O1PaL9d83Sw1+4slKNK1Bs9WK/Th9XVspq1jtV16UnX0U1YqMziZrgLLMN+y2BwNFTSdDW1scUa4ao4Fzzye+btA8SYpsQXeW9zrLLNyPArL4mFuWEzOrrtJ8tLMeYM64gp4vJb8wK7bwSZSOuTFBBbPUeiqsptkxiQXgjCatikosWP6rY4nGn2ILE6rIQW6izak+G0swkl/gefW3xXbg1EBNf7/sZO7oEebVAKZ/ImprIOw1EVs9ZXocPrqnHlb525p2XfZlYl+Um5FiClIpTZXr31fdpvjhPQ1uHaN/1e5vL8mQTBVb/jkTrqknbeBDf09pagfwmqdqunpmfXmsZ925BsWVMjefozNFWmp7M0clDrVQuXcMY1+jjIybMilk6dqCd7ZbdfVXavneeOrvhHQloZPQOVOiWe2dpYFuZhk+30PlTLVStXN35Vpycb+7xcbnR+D/bVcX8XJbOHGuh8ZECHX63nWanl+kfiyYYH31MT+Towzc7aG46RwNbyrRtd4kKrU0YTrmO6+Gvv32Oo4EmLubpzLFWPnevFWF8XAIWa915zYqt/b404Zjvq5Z4HFMWy1XtXcuPGxu7SlLb6OC+tghWkqRcsxmjRy/bYsF/sIxQIt1nTAI8u6zYs4VcuU45IHLYd/gIti2LJZlVTOYdQvjwHycdR2jTgvpYqVl1oVKomeV7CY8SKzJstkRlJiAxK7SzTqXN05xaimE5NkI7G7c4YstWZCWtYkUWMmu9a0F4ZZug2IpVma3GqtiC2ILI2rIRVzyH+9xWpeY21vWRktpqNSv7wlf+Xa2sKodSRJy2Hy9YzlDMx0fts1jGOlZtTQHWA+NbdGtqUMWWTNIyJ5ej8ZMz9LP/9y/puc5f0Z2P3Uq/+29+k7Zu3UpNAddmC/briDLZSM5pnAk5sV7HOSX/XngUFfSYQKXl95FRR+pq9a3r2MI3Os4eb6Xv/cUgnTjYRpOjeZqdzq17Iv+L7/bRK0910w0fmaOv/9kwdd4ciG1DI0Nsj/3Wf3eBz89ffK+Pnvz2JpqrXN25On58mn76H5+n57qacHwMWHFMjuXoqe/00+vPdtPcTI5GzhZoI+LsiRb6/l8OMoF64HOT9KU/GqG+QGwbBphseOz3LtInv5Kjt17opO/95RBdONVyze8bxsflx1XU2NYoskzwFqqXfoeWRYOmmhamXqX3i6m06X2hRLeOsrswPErSkI0ZiBqrhE1V3lSLHFZpFy5LeNTCnC95TEKiqmj5w/W2CIbKUJlEaQUBBhEtqwUZ9/w3lNkaxZZVWFZ2hdgyceUWRIlKi8ewbCqskW9TZM2OjG3jmmEmtlI/LGRWao6TaOPLzOK4E88PRlqkDdCC0KhEvU29r+tBVO+WpfJMlUY+mOA/t+wfpuJckarVKjd+F/W3weFOEFVssc4mV1idRcsnTY1W0s+p5rrPYJHnSDLP1VEboh6syIK56SydPNRGh97uoI2ASilL50608jLCc4rLMMMdsDq1TbiV5rP09kud3Ef+alGartBFjI/ZTHOOj8sEHl6rmKhF+ZDkRQT1lqisY8Sht9GCZ+PukOJMjk4dzrFQse+WOaqUN+6+aFRb7HX75vmiZvh0gVpalmfSIYyPl4A1z6mIWJhdlRpbDUBKQqFErZVetYma625VuUlQlLX88ZleA8FLZ5b2LkhgUosmq3WqTIOSSeGq0EqQMb3YT1mSa2zazo7s9/xVcdB/rtsMR3ST5OAUH9HHkj632QWkl0lkxuzHGbYeF5WYznENrYQ/zcatVIQSSxIYBfIKIiuKrViVzXbs19Ay2WU1FmTWV2xFhTWrsSm2psw6lbYKlVaWWa01YouNZmER+1mYZwbrdL1DjULIpCxaSGSlmW/NOo87i5UZoVSi0HKtLdRKvFBVWk2aUhKoA1wc0/CRi/T4t5+kga39tP/Om+j2O25ruNYC3LIIAW04t7mGNkcZqLZmNQRxxSQKvju3+xHLtZNd2Yqd7ES+QIM5gZOSk32Y5TpmqesOdCYgYGMD483woRF6/NtP0MDWTQ07Pq4IYnFrPPODPurfXKZ9txZp361zlC802HVPQEDAmmBDj4+LYG4mS2+90EXzs1L/9uX/E62cYsuEtbZXrRFcZ1EWEptVIsukthLJetxrz1pWNK1wtFHgq1fcuzSiDIpScd1fiRzZwcwaX9BXY714l4Rd5gBm2Vb7sVNsubYzrerycx35TepvmRR7NbRJG2CZvUi1/lFLsesxy6FQWfc4PwZbKVKP1Z6MgKgZthqD2LbQrFqNZ6JWKsYFWa/EFkQVCclmRebAqAXEFvfZJBDKVFoLh0JdrSm2vCwEVsgs+GFiOY7Vfsz7gQmsFgjrOk3BErXQO3dc6nFWiampjtmax31CaySYbclmbVbbMay3OA+YzEba07aQkFmsryhJjCI6984YPXH4OWrtKdDn/rsp2n/LTY03MIG0lsuyU0BSubWP9uxVJTZmW7LartHPl9OjkQLl7UtMWGQ927zxe97vEljGpNe1cQoICNiowKhw9u2L9MTR5xt7fFwhHH2/jc6daKGOrip96Y8u0q4bi4HYBgQEMDb6+FgPM5M5eu7HffTyz3v47xUjtqn72hApX3hdECTlpx7VLie3NRdvUxuwQDKt+V41lmSf/C9430X2nUtOVkKbglmT/bfRrGC1Jdvb+b5c+9vfbP/1FiSFelqzEXMbIbUic89aTTeW9jyi6tY+N7J1LujJetfW1PuqYiukV0m6KrdCbHVbnUrrESWX/iTLMlmgpFZJ7mWTueudUnUszM4uq9ZkI79JSJVXZwsNkmttMbOBCRBMFURUKUZUnilTZa5CkyNTNDY2RqVSiTo6OqhQWLvaoWwuR+3drdS+qZWq5YgqJexjSR8X2zEmcGQiRxRZtcbz/vCsBPxcUXStrtlaeVlitTg05Fj59c8b3FQTELChgWGgMlfVW4UmGnR8rJRkGyWDYbmQofI8blkOnJkYzXP9OSx26GFbAMENA2RAwIbFxh4f6wPcYHYqx7crwdKtyP4fHrGr7UsrdmRb7/Wo5YtdmKWh3uIeim2V4kpF+teWK6Ii2cX2WgCWY94G1DmAqKgixzdp/8LqLbRZDYyS7yXWYyahkU8C9GK+hgC7jjVuXyqptQeMYemTZPdavW2iOKatxipoeiquezxpnMMqWsna78QFVmelXy0U21ZVbFu4Dy1ILVRaUWxl2ezHaN3D74UWPtqmh63GSmo5EMoUW6ivSGM2xRaHXx8HgUXdkevfa4qsruNzyyzHSpYcwYUzQEO7TA13tnisA8xe7BRbnRSwVGTUhmqbGuwlDkgy5ZH72Jp6ntSf8mFhgqfhVZmsnOtVqLfSozCqZOj954/QX83+DfVv6aOHH3uA7rjrDlorDG0epEd+5yG66WP76MS7p+ndJw7T9Pki/+4YUGxx/mN2UHvauqAsrINDwZ3AyX7Bev4rJxMVWTzm+Y7lVF44QRMQELBxUS1FdODZQ407Pv7koIyPKwDUTr7zcieV5jPc0/b+T09y2mrgtQEBARt9fFwOXJViW7flT227H+3PmliVvZpakENcRIPQVhKCyySX61nXhtjy9qARDj4fdYd2AV/FsihcTGhB6WIht0ZY+ftpbaIRsgWBUpmltQmq3d9OOXO718iqx5ldeJSnytaQ2oTY5jksCsTWUo+F2IoVGQTX0o6x3pKNi1WzIiuxVftxVROOzX4sLXySECjYjskUXafIyuNMZrVuOamh9cisSMu6j43Ywu7uLZvt2whvrYpbW2ObSuqF9RjkVlVarEcKMNajPysD25pzgUrOsqs7n5OEub46xxMKOH+iKKaTv7pAp145T317umjHDdvXdGAaGBigz3/lUYqiiJ784U/p8EsnafrsLMWVsnrhRX12oVAgtFpfy/tS+/zyVA3sx0pYJQVF9n3Wipq9wAOePECtbUiPCggIUETliE7+6jydeu0C9e3pbsDx8cSKXbhVK0QfvNlBB99qp807yrR9d4mJbUBAQMBGHx+XA1ds3s5czXNTZM239dbYktE2KJeh9qF2auvJ0+CePuroQlLeyqGrp5MG9/VTrpCj4niJZscqqox622bbbqq0EcpLIe3/TSXFLo6UlltnXc3eV8LrE9fFwD1jufbWrMZSGyt2Y8+K7OzGmnasScZQY5392Es3liTjJN04bS/W+llOPVYSy8qsLSe1skx8dDmxt9qkQa0im7RQStbrZEKdvsH+pItZa10ipX/TGlwmpyBvrO5qTSrXoqotV2t3RdVUD661AOJ1+M6QpZGCCWtyhc6fvEAH3v8glXLX09tNQ0NDq1JDgc+1z+np76Ghff28XJwo0exo2dmSYzgpbILGSCtPNHHfKV3GccLf4l4QC7MmJHMLIHUu2ISPBp4FXDuy+Sy1D7ZSe1/Lqo+Pc6NFmr04vyoWpIDGAMZJ9CDesa9IUxN57t84M+n19LpK8D+laKReibl0o/HGx028XBybp5mR5T7n4VKShOTibJaGzxS4/Re++p7Q5eOaEMbHgNUAWjJt21PiYRAlBZNjeRFmlgkbe3y8dizfHqlXa2sKUF2CmKi3OspTHFUp35GnO75wI93/2N3U299DN958A60kbrnjZvqd/7FAE6MT9MIPX6W3vvMhlYoabgULMpOtyBGXxAes269dYpZ04V5T8FqPxvrPW8p7+unIl/pYkFhYiUFqYT/mZGOzIutjLjyqmii2UGmtfc9cJUlCLlUX9qb1A6HMamzhUNiIaJFAKFsn6dKZhWS1WmM/Jl3nPe6Hc7lzsE54l6X28uFTUdLqdVldRz6SvhbbjYAwc9daMFiWVVm1JYP8qcOAlVtOElZFt1Ti9cXJCj3/7Vfp3Wc+8A5+hu78zK301d//Em3aJIPEamH/bTfRb/0fv0oTY5P00o9epTf+6QDNT1fEkSB9KCjOih2fbcgAlu2ktKApqNhZRJTlpPdypLZknhCAq0HCuBihHd+yoNCRozu/dBPd/9g9qz8+/uAV+vV3PqTyrNrXA9Y9cnmiOx6cpoGtZRobydMvvtNPbzzXtawTVXNjJXr+vzTq+PgKvf5fD1BpqrwinzU9kaOnv99Hb7/cyWPq//WJFfmYDYMwPgasVp/v3/zXF/j3+9JPe+m5H/VScXZletJv5PHxanF14VGXYFL15iySGlzvhbWhUUpys/mYdt++gx790mdXpVh6+/btfJubm6MTH56mt7IfCIMRn6ywn1p1ud5340CdS+8bfr49/TIXBs72ySbXxZ+TXljseVBr0a9WLMUgtEJspW0P2vpI0nE+sRq7ZSG45ao8h+3HVe1TC2JblRY+sS7HC5KO0217XE9ar27WtTzyk44tYZtb+3iWYyxjz3DyttmSEyLrkqjtb9s/tdZkMDDtWMM2WxBYDTsCX2OFFpZkbXODddKzFeQcrxFmzO8PW3QuSo5YPi+Wda0jL89GdPaNUTr72kiyIdkMdQ92UvGbq2/n2LJlC98QSnD6yBn69fc/cOQ8xv7V7861w1iZlzRk7GieMcTvtaI91jg92u1I2S9xzLW2kT4XZBmtfwKuHdlChnbfvnPtxsfchyv+mQGNg2w2pu175/l28VyB3gUBq5dzeA2Ao+XsG8N8Sz64gcbHwsqd86Vilvu3Sg/XgGtFGB8DVgObNpf5hj7fZ461Ui7fu2KftZHHx6vFxs2R3kiAowHpV0hmRE/aOC83kNlYCWycLKO1j1mPy/59lFiRTZ11VmQOgcI6qZ81K/KCQCjXrsdXYWU6hHvTuvCnWsXWiK09N63SpkiufmcjuamaW713lmUt47UWrVJKK0FJrsYWJE9Dwfg+p9uNVkA2WcEtcXQaAm1xMhFloHaCMIIIqsVXHueOuHTx1AS98NRL1D/YV/ew9Q300Y37b6CeHok6X26gAfj2vdto/2d209zUvFtfnCrR8MEJmhstuTp4bm3FYdCWBC19xbjHbVYsyZysDMWa07pgT1brPr821NgGBDQzCq0x7bmlSPc+MsVKxclDrTQ1vjyXELVEGUPHxZNjjTk+Ts7ThQ/HaG4kWXdtCGNjQEDA4tjY4+OVIxDbDQAotlBp52AXjnM0HbUyeYViO1vVVORqgWarYkXGsim2cxUJjIIai8AoTj+GYgtbsdqP2XYM+7Guk0AoDbxyKq0psrX1s6p41rEXJ6Q1eW5qvRHbitdf2VmRJbwMcER5sf2DzQJZVXLL5aL2WrhtK2LDxXuKwIvvJFZktu6C1LJVWSzrFi6FZ/DjkqKl1nxN3o5jOv36BfrOyX+mbMGLEfZw/f076Pf+97+1YgNTLpejB37jfrr+5n0UgXgrDr1/hL7/vzxBJ4cvOHsBK9hRizyBFVrso0gIPX9f1NyiP7Laj8F9dd/yPl7G+pOAgIDVB/qvfuKL43TXQ9N07IM2+s7/Z4im3lyZSwjkXCA45TunfkLZQq7xxsd/9wSdHDm/Ip8bEBAQcCmE8fHSCMR2A4DFUu1R6wKjrFftgp61smwte/x7KLN2z217NPXYqbOeQss3fLjVzbplY5Ke5diswl7qsVvv7Mk1xNWrpU0UXk3j9utt/RrbxWBJybpp4rCFxVb2HoiaC0TiZZ1jZwIn/WsdoeXQKa1HzZmvmSlu0nsY4VLViGsnZi/OLWol7x7soJnpGapoCyF/pgy3awWsxIODg3zzUalUqb2nlbJ5O25IfdZaYqsnxj2sykg85lpzvWmglGvzxYQ4KLYBAc2OfCGmwW1lvpVLGersrlIuL23vEJOxrMpjTDQ3Os+3xbCm42Nvq0xIYrITwSmh0iIgoKnBlYcWanoFCed4zaojjI+XRCC26xjCD4W1idVYyGuRe9NKfS3UWZDVYlX+Zluy1tNWdJmtxxoYJSptjpVarqeFYqtBUJHftsf60Kql2G/h41RYI5wpxVY5Etb5dbOeYpsisvxcqY9lldAU3ZoaW0ee6+4o6bsMOAKswb/cwkkDw/AYK5I6CEp7G21rBYVW+xYz0eOkKZV/yVNssY+wiv/Oyb2/YRysVeXnjp+Zpp//12forZfedg8XWlvoI/fdSrffcfuyDE71MDC0ie778l207abNdP7ICB176RwVJ8rSo9daAem+inkfyM7K4PtYorTFh3MCtdXgBgQErAf0DVTowUcnaOeNRTpztJXee7WTZqdWJjxlMYydnlz78fHwCB198TTNjzdWeEpAQMCV4fypFh7HkHK8VFQrGTrwWgdP9DUaxjbw+BiI7ToGh0Zp8Shsx9yTNs5x+jFbkSNYkWUdbMZIRkZ9KZKQpT9tloqVvPalzVGpYsQWZFbDoSo5mbECT1Niy0S2JhzK1Ne6fWhd+JO28bF1tepsXWILspiosmkLs/ad9UjtZTOMfI6Z096tZlFmblZjSwaJg92at18VSn4xFNscZfIgqRgBq0kKOAYUVj/FmuxPEXKrKViVq1UaPz5Dz/75q9wCy4A2BtH/ENEtt92yYgPT1q1b6et/8BUql8v08x89TecPPE7F0aIq8Ik6LX9jGcdb2/7wLrIEcWuRpAQ4ICBgXQApyZ/91hhf0L34ZC+3q1ltYjt+dIqe/U+vcIuXtRsff0HnP/hJILYBAU2O00db6Ud/PUCnDrUt+TW4zCkVM1SebzxiO76Bx8dAbNcxWFFVxdb609a/SY9bDoOyv/UmlmN5jN/PLMfam9T1ovXsxIm92NKN6/ehTdfKam2tnyxdpxdtYlu2Hqkeqa2psfVf66d6L2UIUl6WQPu0ukRlkHDU2mI1eByHJqk9mVsAadoyxyxLmnKSiGxM2ZoiJ5/KZJz74MZUrURUGa8kMdrg0OWIJkYmaXh4mNrb26mzs5NaWrT2dZmAfmW9vZLy1z/YS50D7VScLFFlniiaj7hJN7cGUlsyk11ucSRtkFxbIF7W1kis4gYEBKwVQELRNxX9U9cDqqWIqtpSza0rV1d5fOxLxse5Kt/YsRMQENCQgJmuOJflRHIf6NHNt9H1QYuqG3h8XB9HMKAOJAEZKi3ILVRap9hWW6UXLXrTqhUZii0sylBfsQzbMZRaqLRMdqsZqlS0Ty3Sj1WxRdsX60mbqSQq7YLes86WXKus1pBcX8X1E5JtHWzHloqcUnzjGkU3sSe7MKkrJbayG1OpylxvWzD1VhRJfCbbkrNSjyscGCxUa0659Y/WpzJxVQIo/ZD0jfUDrJcslF5VdFnFrVbZolwtx/TWz96n0XPjNLC9nz71lU/QbbffSiuFG265nr7wv/kMTYxM0NtPH6CDT52karEqqjK2Hb2eebu1AbA0+lX7tpB0zZIKCAhYQ5w+0kovPdlLoxeWt309rMhISW4EVIsR/frJNRoff/E+ffjzE3zxFhAQ0JiYL2bptad76J1fdWo2gODcyRYmtusZ1Q0yPq7vo7jBgWCoWIltMWrR2lqQ3QK375F+tSC2GbYlM5nlulojthm2IHNYlNqPWbHFPZKCmdhqOJTZj1WhTRHXlD1YCa/Xe5brYs3qW8+KXJe4+o/rY7bsbMvabkZ7Dde2/LkkLM2XlyUwyqm1nPzLLBd7mD9A2h5rixtTYdEGh/v5xpSppImthFx5vZHdciQJxFpnixpcfPdYAwCiMtHxF8/T8RfP0dAtfXTjndev6MC0d99e2r1nN83OztL87N/S4WdPiq2ae96ipRHIrfV61k6+IP+8JPW23DYphEcFBKwpLpxqoWd+0EfHP1y61W4pSMKj1h7V+Sodf/EsnXh5jcbH504FYhsQ0MBA79l3X+mkx/9mgCrlTEOOYyuF6gYZHwOxXcdgEpoR+3DlUjZkl3psf8tr+KYJx2ZBBimFlcNFCLPd2FNjLfnYsxynamWtnU9qnfJIfe7CBGSPrKbUXSWu7nU1BJefmyi3rvZ1qTAy5idK6VfmVSmiq8FR/BkmUcrzzZas1beSpJxZSGxdorNZlc2y4R6HBVhUXpBKNO4+c/Qsvfv2u9TV3UVbtm6htrblvWiF3Rqx7rCrbNraT1tuHaC58XmaGS5ScaIiLY5AcFmW17Y/qEPGSaLfjdXrK9nvAQEBVw24a8aH8xyCwmO24tyJFpqbzXLgyXoFDzNVOGRiKs2U6czRM2swPhZp+vwczY3NB6tKQMAaYm46xw4VkFnD9GSOxobzTGrX81hYDxtlfAzEdp1Czl+xE6N+FiotVNsyAqGgyEZ5Vm2tTy0U2vlKngks7pGEHCE0CvZjbelTZZU2wyotLMjSQ1aUWiaTakXmYChfWbU05CUEQtVXYZPnZqHCelZkFx5lBJh72kpSMT/X9bRdGCR1SSiBpZRiK/fcp1X4qfRxhdUYgUr4fGw3euKyGp1VBRlBUkZK8RwvMMrInyOt2iaIt11II5PafE7W43FN4Jsemadf/OcX6ZUf/5puuG8PfeNPvsyzYyuBQqFADzxyP23fs40unh+ln/3183T45yeF2JKS8UIhWbb0ZOwkfIcVCioICAhIY342y4FOL/+smyLvwm38Yp4v6DYKcPH01F9hfHxr9cfH//wcHcL4GCb0AgLWDKeOtNITf7eJzh5P6khBaM8cb1336uxGHh83zr9yGxDQ0WA9tv61ILWosQWhhYLLf6tai3W4cYAU1hmZhZU2SpRbUWzVeuySjE2lTRTahJR6VmSzH9cQ22yqrlaIHtuTfVtyTd0sHneKbcqqLETSfy9RfJP+tktSD7lNjUdw7SWcUCy1pFDDuU1tJiMdbqy9j1qTmcBaqBKAbYM1F+/tE1u29WI/cQ8h/llm8GW4lY6SYE4WVtW2miOqVKk8E9GZ10eE+GaIpr81vVKnEifowVaC25kzZ+j1n71FhzgdWhKfxYaN2mAdUqy2GAeRj1u4wAsIWA3gwu3kwVZ6/ZluqpQ37oRSebpCZ98YobM0sibjI2VOSk/0MPQFBKwJJkdz9O6rnXTk3fa13pSGQ3kdj4+B2DY6vIRgcXTCFiw2X0spjmA3JrMPi504Q0piQWxjadeDZdw7cqs3Z0dmy7HeK7F1pBaqq4VEaS2thUQ5O7ERUA55UityjUqbqps15ZVnzha27fFtxSl1155r9bRVT6WtyI5y6qm24XHEygju5eB60KqNmOtGpZ+teJHtYSX4bEtWq7KV6CJZCraPLCpOs1J/y4FKIL6W2qxKMr+t/Mo5bdkShhN/s2snJG2EcqKWRqt/5QS7yr67dtP06CzNjs3RuQPjVBwt6XeybdKaYnxv7vEb+tgGBCw3xkfyC1rtzE5n6eyJFmnDFrDq8MfHmdE5Ov/+CM1dTKeTBgQELO9kHtr1oNyCr50Uh95pp9mpjTu5t1HHx0BsmwCgRdZex8grCIS04zEyKzdWYuM8xVTlQChYkLGercjVAiu0cxWxIeMGWzIugGBFLlXy0qe2IoptrPZjHiiqdezHILaw/ppSy8v6d2WREChP0XVqqk+InSJbUz+raq3VzWZTxFYtvkx8Ebakj7GNV5VTX7FdKrNVxZbVWVZqMxTnsYwaWa2VxfpshiKst5LcvFmv4+R75KBg1tTSemnNCJcSAq9JyWZb5n3u9ce1XriadICkZJesvEro6emhx771KD306IP0/q8P0Pf/H0/QqZFhyiApm+ttcX5Y7a2GTIXwqICAFUk6/u6fD9LJg0ltFMbziVH0F1/TTduwWDA+/s//TKcuDq/1ZgUErFughvZXP++hp/6pn9uaGdDeDCUYARtrfAxHvJFhAURIxU2LtxoKIumz9jertu4m/Wcv3b826V1b26uWZ/tNnbTgKE00ljY+fu9a315sycjeY4sEQqWDn2r70HphUqnwKLMfJwTRCKFPfJkAWn1rrWK71J2vZIwdwfrVWF3mjdFkY7Ykq0Zr2VCmsqrCLqTaI3amzPqPo34WRw77mp+ib5A1lRdfTq3JqFfl+lWxIK+20w19yrZt28a3qYlJKrTlvSCsmpuf/hwQEHBVkHksjMvp9QhCOXu8lU4eWt7Qj4BlHB/bNXsgICDgmsGCizaNMJSKGRo9n6eTh1qpXAoK7UYfHwOxXW34LWdwkaIJu1xKifVWr2rkFTbOTKLYMvGEIsouVyGl2Sh25NRUW0DqavP8N8Ki0N4Hiq2pteVqlirc4gcDhfSmtT61aOnDwbYIimLLsWdFhhqrdbNZq6HVkChnF65RbCVcqqaGdkF4lF9DK9bijL/s1F21GZt6C/ux1tE6kot7qKDWMoeJrddaZ8lWZFFkQTyFj6rlD3W1GewvJaMZ1M9qn1trDZTLSEgwNExHxK3VjwZMMcGVtjjcJgd/u3sNjuIWQSCzfqJV40HaGlWS74BtBmGH6hwU24CAq0allKX3X++gw++0c+qx4dThVpoMikRAQMAGwcjZAr31UieNDRdSxPbQ2x08+RcQEP5FXE0on3LJvEpyrH0Ok1vXSkfIIpNahBGh1pVtZkJg8UTYhUFUEUgE8prTG+pm8TrpUys1tvNIPa7m+TWwHXONbTXL5Bbvh2XcmDgzyZWAKLYfsxWZEvsxE1e123r24yxarSpR5WULeTIyas9NJR2LrZj3iwY+JYTYD4Qye7GlIickNss9YlWddcQ2kt6xSmz5xmFHS6yxZaVWiC1IGiGVGOTM7MRc1ww+igmAGA1u1JKstbJKcpnYYj/k/FZHnhU5Sn+fpFURanMzPGnByjOOAb9vA/eERbAV+u1yaBb2G84dkNuc7MOAgICrQmk+Q28+30WP/+0AleeT3xLaVcwXg0IREBCwMXD+VIGe+PYmnuQz4LIOdmQouQEBgdguM/ysH6q99yyqqefy4yLd8jrrEeuekVn4co+fJXbkxJKM/yRQymzGqsa6kCn/pj1vzTWqwVAu+diRcP9vj6Cbyqzr7JaqI/XsxrWpyO51nmKbLHs1qVZ36h5P7K68XLPO2WA5oVdlcK5PXdqBZCUVEwtgqXidJDzJ9836bYSEsEpqsb7YJUgt/POSJ89ifzaokzdfKFDnQAd1beugSrFK5bmYourCHr2Nuv0BqwfUPk2N5Wn0QoFa2yJq74womwsnRr39hP6LFa9VDwJQJkalNy3U24DmgD8+lufKnEQawWEUELAYYuLJKtSG5vIxtXdE1NqBnAraUMB1aHE2R8U5CC7J+vGRAk2O5Wl6ItCXZkd+hcbHcGYsB5SYcU8mVWGdsgnlTu8BJj7GWbkbjD7fEUolVEoGyVdsM74VWYlqTYCUtPHJUTXj2Y/ZimxJyFBp5Z5tyFBnkYiMfrUIigLBZSuyEDhWZp1K69mPbbmSJB+bYssqramzHKDkrU8lGSf2Yn4vt5y06/EDoaBcZl0gVGI/RusbR2yrNSotP17hACMXzLTEdj+uHyv3j82LCmkkzRRI7jsLW7IqtOwahn0crYGSglvXnsirGTaSntQc6/eFhRpkHPuKl32S3lj1qtt3bKN/8d8+QsOfH6EPXz1Cv/7BhzQ7WqIMmsTxZIIGSXFPp4CNjAunWlhx7B8s0633ztIDj05QV2+YYq/F+ZMt9NyP++jCqcRqVy5n6fDb7am+tAGNj9rx8c3vH6C5kfm13qyABgb+dT/0djv9038cot5NVbr3kUm66+Fpyhca59/91QBqZd94voveeK6LU48NF88XaPRcqFtfD9i+QuNjILbLBa2VzNSpm3WhR0xiJYzIWY/5tUpoubYyUbgkWChp7cMtQbkljyiERmrxmNXbck/aOEc5irhPrfWstdpatPIxCzO3+LG6Wm7vI7Zj19pH05AdSVdlVlrtqK3WrMa23lmRtZa2kvSkRa1skoDsBUJpcrA9bjWyYltWy7G173EkVwkfW5y1tQzbdquurtZIbFyuMPm9MmIL8qr2Y9TXKpkVEVfrXW0K1frNwjqcwaSAWZWTz1lQE+yUbFHpncVZU5zdd3UJyVHDkVpg8+bN9LkvfpaiKKLvd/2Q3n/qCM2OzHF7HznnvQmFgA2N0eE8vfRED6u0qBO96xNTgdjWAS7cXnyihw6+1ZFaz5kHjfXzD7iK8TEQ24BLIpa08zPHWqmzu0qbtpTpjgdniDYYsQWZPfhWO/30Hzalyi2cqzCg6bF5hcbHQGyXBN/3m9hcuQ5Sa2aFkNqvzghpspyEFlloUPLuTGZStuTLW0+1MtNbtvVCduGV5WRkr7+tSzx26cdCno1AO+ux2pCtHjapB/VIeCq12Es09lKOU89LJSAnCcZpy7GnXGqicUJ8sZy0xEkIn5ImJrJGaI0IRqKio/BCY/RiKIlLVGwl7FjTjrUnq3tvrOSJAN7jvA95AkK/D/eu5bpYS3/W7+nZpe1vOQcSu7UotErMmdR730n7w0oPW3wurTnQfBu3HGppnV9eetcKabeetgEbGjbmKEkL9vQEqJsFoZ0az9Ppw61sRQ5BKOsDC8bHgIBLQsvCYHpCm8WNNE7GRJPjebp4TqzGGBNBcMNYuH6RXYHxMRDby8IrPGUlTZNq8UODLSwndl1OyMVBQksG0EtwGu59qkquRw5ZsTUiaHxXl/lxq7H1lFsjn0ZOfcXWkVXKOMUWRAn2Y9ygzIp6Kyqtb0OueoFRrNSyYmiKrYZEWeKxJR1XkmUosk6pLScpxm6ZHxcSB6XSLMa8Xu3W0uvVVNrEfuz3puWLYN7/IKa6zrMdZ4zslSWV15EpTD6Uy2JHVpLL95cBFNeYf2gZooL+TKzFDkhbVo9plFMrMp4vaq6oykJy+RzBkcF3t/rgmrAr/i3bNpmdmhXbKlGpIt+tUpXvge9TKhOVSsn3bERUI9lOqN3ZdI1MQEBAGqgZ+/l3+untF7u4jnb4bLDaBQQEbCzgOgEq7ZN/v4lGzxc4KMrPGggIWAoCsV0CEtXSwoISZdGSbsF7Ra1KE9lUyJL3tx8wxTW1TIBrRIya1yUvkXYwwnuV9HoZPSC3oLkcGAUy64dHme3YU25Rv+sUFAuC0qRju096xCbLvmrrakd9S7Kfeqy2ZU75dUnHNYqsnwysRNARVyO2nHSMZdTVevW0/NlVikEGUwqn1OCCGGKf8ONL8bGAoKoCzuQ2b75yfAkc3yzFORBq2JNVyUX4l1cvbXp6yk7tEXjZZi/MSg+gkXpHctnWW3UqLSu12Bf2MnZFN87gz9vCvwNsJzfgpIz0PQoICPChv31Y7Y693871ZEuImVsRuMqKpTxX7xt5wsr/Po00Pnotzxt6/wUErBrc9S360Rbo3V910vCZFmokhPGxecbHQGzrgYlJJKFEWM6DFGlgUMqSqk9WwhK7etiFhDZlP7a/qYbs+rHH9Q6orldHs6zSZSO3oDuot8V/XEerhNZqa3Ev5NYIbSadguzI60JSm66xNXU2IbKcDxT5y4lCm6qxZbKb2LmZxFKNSqt1s65e1qm0IK5CbIWk2uNqOTZV00ggjku1wsstfQXadusQdW/uvOwpMDNWpPPvjdLM8Lx8TqUs7Ws85ZaqOSG5vP/1HDBC6iY5kpphR2xNsTXrtB1IV3fr2aqVqIOYsxrNpFbIeUt3njbfuoX6tnbRvo/upu7eHlpLbN25hW7//I00enaChg+N08jByXQ6dUBAQKpVD/rQop5u5FyB+zOuJVp6C7Tt9iHq2bKE8XF0js69O0IzF4rUqGjpLtCW2zZR3/aexhofz2B8HKWRD8YpDgnJAQHsWDn6fhvff/jrdpqfa7yJ8DA+Ns/4uGRimyJi6x6apGutYnLSq5SRM1IjllMJhJLHmcyocuvX1zpFs6Ye1/apU2/delFkrc0OFpLdb+qsWI9dqx8ltXit1NgSh0Wx/VjDo3ADoUVwC4dQaVAUk2K1HzvFVQOfUsFQlnSMQChnS1bCCuJaTtKPk/AotR2DzJYTtZKXvUAon/xZIJSro2Vyl0495n6puPEX1/pZtu6Wk/pTa2qmO7xnSzd99k8+Qfc89NHLngEH3v6Q/un/9mOaPj9DpN+F7cctWhANcmupyViVj9zMF3+PTBIC5VoWGZl1Kc6endrVYKeVarEfw2JdprgI+7GS3KhKHQMd9MgfPkgPfvp+6ujsoIGBAVpL3H7nbbRtxzaanpyi7/3Fj+mXR96gclnUZp4ECAgISPWmffXpbnry25todiZHk2Nr+xvp3d5Jn/vTKxgf/6cfN/SFW+fmdnrkjx9q3PHx6OsUYSwPCNjgOH+qhX74nwe5N+3sdJZmJhvveiGMj80zPi5dsV1MQVzssSZELp+jQnueorLVtYoCx0QDEqQqcKLMxmk7sUn6zE9Mfr1Ef9tF4IdIQXXlT6lRcFMhU47s+kFSohqLaOoHRnmE2GzIjmhbyJX2alWC7frSqnK7QIlW0u73sXXqoxcWZY/5oVFOzVNbcjpYSYOTuLbZHk9U2NSyV2vLgUVYzhLlUOPMu0X2TWtXgWeFrr/h+sueC5MTU9TR20b5thwr2RHbalWxV9uxq7f1vp8jsRyU7LUk8r5D6rvz9vo2d68HrBeQxUqtfrcsOg9ls9Ta00Jbdmxe0vdZDXR1dfFtdnaWega6eR8kwWvrZJC4CvDhRwBGlKFyuXnDQJLxMaaoIjbzZv0uawlMLEKthSoxPpKnM8dbqeSlfq40LP8hk8+mwjpau1qubHzsa6N8e47PA/QedJO/awl0actnKZvPNMH42ED2v1UG//OmvwMEpzVqVMSVIIyPV/HvYkWCoWYms3ThdIGToNcaYXxs/vHxihXb2hRcp+h5NZeJBZOaBvl8nm6772aa/9fzNDEyRR88d4yG3x/nx6R1CZRatZCir6wjIEnPWe5Vi+/ufMKe0u0gj6fI6ZL2k5euXAfCjRJyK/1uRa0V+7EER0lbn8SKLEnISlp9q7FfV2tKrinPUGRd3az1aFUVV+3HHBSlii1bjfHccpRYkK0/K+5x80Kg+AuwKqnkzlPPHYmFLZcVW6nh5EFDA76wq7bfNUA3PLCLWtuTOo2B7Zvoul3bl3Q+DG0ZpAe/cS/tuWsHnf7gPB169hQVJ8qqIqv87mYFasKfYDVWa3Uq+Mq3GJsSjfpfn8j67+Uptvxdq1XKtWVp94PbeLsGtvXTrn07l/R9AtYOmH1+68UuOnmolc4eb6Wx4earAFkwPj57hC68O7bWm9V0wE/7xIet9M7LXTRxMU8fvNHBF3erimyGtt81SDd8fM+yjI+nDpyjQ8+coPlxWHbWFpiI3PPgdtpzdxgfGxlIuj3weid98GYHj4ew4zczwvh45ZidytHbL3XR8Q9buXf36IUGCcwL42PTY+lXWF5qr9+mxS1bSxPXFqa5yG2hUKCPPXQ/3XXvnXT61Bn6y7G/peF3R0WF9RJ2pZmgTzJNxU239pEWPqC/vparuFQdrQfXQqhOW596z3WEVhVZI7ViRZYaWyG1sE4nNbZ+fa0jtM6CnK6rtRAoP93Y9amttR9rz1Zez8/1etGyRRUksEqZslcra7Zk1+5GSZ0XnMS245IR26Tm1HZQtiVLe++5jv7gv/9t6t/U7/YR4sTb2tqWdD5s376dvv77X6FKpUL//N0n6dSvz1NxrMjtgnjb2HZuhDQht5IOrfYJEHYj4krUhcBXvVArI+cLW+IgICoulZLAqKhCuZYW+sgjN9Nv/ctvUHt7O7W2NvcFwUbA9ESOXvjnXvrlT3qdQtFsWDA+jv4NDb83vqSE8QAPMdGxA+30g78a5OTjSgmq1epuQjaXob337VzW8fH0Wxca5sLtI5/ZT7/1L78ZxscGRrmUpbde7OTfAZwLpfnGq6m8EoTx8eqI7YtP9tBzP+rjMbBRzoEwPjY/rsiK7C7HfGvpgtTfVHyvl3jk/9l4P3YMQKVSiaanp2l2Zpaq5crCiC77e/W37oo+2ZFc1YelVZBvNVZ1t16gVcqWXD8ES26+/da7tzRk54X2+92a1dge9223ZtNN24u5XlaTgYXEWk2q/A1bbmtfK+Vakr2Ta8lR3+Ze6u3rpZ6eqyuIR1+tjo4OXm5tb1U1frHZBfseuvNtLiNlnbYE5CSt2X03Xcd/+0Btqk4W5Tpy1NrZQh2bWql3sId6e3v5H9OAxgcmk3DxNjuFk6j5SG398THUBl4JyqUMX8ihrnZsJE/TkznuVbvSyBay1NpboHxrbuXHx7UCOrJ15Km1p0Adm9qod7A3jI+NDpiu5rM0O51bVRv+SiGMj1cOXPLh38UZ/LtYU7q3Wgjj4/rE1VmRjcikWrx4rV6sbQvbTC0kCJZSz47ZYEmp5XKZXnj6RXrx8VdpenSGTr81jKkbyuRySVAQ37i3it7EkM+/SV6v162OR9qP1f/R6vOTsthFwblEtc9Z5DWyObGmIksSsoVFLeh3qwqtb0U21XZRq7mXhCzHtk54FB9rVWzLqt7CfqyKrZwPqtSWJO0Xii1sxXw+wHKsfWqdqunbcZkIimwsAVExdW7poHt/8zbad8fu1KCy7+Y9PCO1KtB9wj8IR1yV2DJxRfiTl+LstyHyv1stsVXyi0Fx5z3b6GNfvYv6h/ro5jv38+xhQMCajI8Xp9nBENSIpePCqRZ65gd9XEN29liLTnKsPDo3t9F93/rI2o6PK4xMNkM7791MH/v63WF8DFgThPGxORHGx/WJq0pFrlXpkmAgJbHOpqy2U0u/dXZeLxq4QX771WqVDr19lF75u7epNAW2lpP2LuhnmkkT2tgqyv17I6F43N60HjGtxRII7iUKdt1j+tH8NK6nrSGzrmetBUj5QVGu52ytwlqH6KYCoJKaWia0ak92ExuuxU/kWvhYUnDGko5hRWabLggsko7T5A9kMC4Z+UO6bnomtK03T/d85i767GOfTu9WpBOvUm8uKbfFua1k1mqGPQs7E1inzmqKc0W/m9mpF0vQyGRo6w2D9Ni3HqUtW7bwwBsQsJbjI7e3ap5KkzXH+MU8vfJUD73/ekfSsm0V0N7Xsubj40oDX2PrTZvD+BiwZgjjY3MijI/rE1eWYlLHnlprR+ZTwbOqpizKZiF19ZNqwbQL/jWGpSDzoMQENsutfrjFjyq2TGrxmFNoldQqQ5WSWCXBBlNwl0Bi/b3gmvx4r5NM49p18mzX1FhrbZME5MQtW2tJTlvEJYk5s4gdud4xT1mTtV+tX4Ptko59K7KzF/uBUHZOKOlTG25SexpT1+Y26tneQbl88sMc2reJevt71ujHWmOlrvkOSW2s1tXad/P77sJOnctQ13Wd1L25ve5gise37tvM9RAbYVAKaEy48VFrytd+xG58+/Hw6RZu43P8gzZuY8EumZVARtSH3uu6KVdolPFxeYAEz+7tHdS9pZPVhwWPh/ExoAEQxsfLAwnIoxfydPF8gS6eK6xei7MwPtJGGh+vPDzK78vqE1dHZKiGyGj6rVqRWa2C5VTVOYTjsA3TQnQaAhlUilOmUBArst7H+RwRbjh50NsWRDenJBdlAjhn9N4nsr71uHbZZUOl1usMgTW+rSPs+l1sE34tz2WFllSp1URkU2x95TZJstZkZFVvE3Ja76YKbcqibBZkC5Ty+tRWNCgKkwWlqljSud9shc+N2NlxEQhVIsL5oKSPVVA+v0D+srTngW30+T/+FPX0J3UP7R3ttHvvrtU+QdITNlCh9dxl5RXntyPlQnhZmcV34vX23YQQ59rydPujN9CnfvMhamlNUvh8bN46RN3d3av8JQMCAq4W0+N5+sX3+uiN57ppZirHduQVDTx5cAd9/r9pkPFxmQNPbv8XN4XxMSBgHaRhYzz8xXf7OGcAacirMQMQxsehDTU+5q8tyCgJihIOJqmvSbiQqraaBpvRdjmuntB6c+Je5f+U0rlWwGZkE7WWLcl2c/W1QmZT9mSrt61DZB3R1ff3l4HU34spu7o+JQarRO4ZoOX9eNcniq0puAkhk8fSwV8LLeaL3VzPVr8/rfZwTZRZsyQn4VBG9qRPLY49yF6idILosoXHko6Tb0T923rpngfvpqGhIWoI2PmN/3GNrbT4wXdI96H1v1u84LtlckRb9g7RAw9/bMmpewEbB1xr7/8R0BQolTJ08lAbvf1y57KGo6TOB29l//YGGx+X6btl8pkwPgYsijA+Ng9wKXT+VAu9+0onFWdXRq0N42PAFRFbsxk7uLY2C9e7e7/Pp/2tdbaO0MQRbbq+i7bfNkTdA520Z/+uhpLMQVqZdLMym6GY1VootXZP3k0UXFZv66i0C/7m95eduMCq7IhsspPN8JzkV8lyans9C3JCcO2xGpKqH7gg3biezdxPQnb1tr46b31vhdBaz1arp+VaWm3pwyRPFVvuSWvLcUQt3Xnadsc26tuWzDBBsb3pnuvX/ofLtbEVmfCoarCY/zAew/exnrperTCU2o6hVtp+53bq7E+CCVo7WmjfrbvXZ0E/C9ZwZISUyKtGJkMD13fT9tu3UPdg442PAauLlu4Cbb9ziPqu62m88fEa0THURtfdtZk6N0mi6LofHwOuHWF8DPAQxseAKw+Pqge/xY9HXtOtgPx6xOSiHxf8IG577ttOv/1vv04DQwPU19fbQAdJa2mZ1MJ6LCpunNcbyGxOLcl2M4KbE1KcWJMTwst/m33ZSK2lnpsF2SPA2EcZdy+3rHdz9bV1Q6N8xbZWua1fNy1Ke3KfpGDX9DGuWkBUkobNf7PtHLbkqiYgI9+/4sgt7MdMeHBfhP1YiW1UoY5NHfQbv/sxevhzDyZHIZOhru4u6uzsXLMzgfevhVdVRclf8LMAqZ2fdwnO0sInmdTp29VFX/xXn6Vb77zZvQTvg3MeTd7XHzTt2nr9BlwxkF235/4d9Nv/fSOOjwFrcXHzG7//QEOOj9eK/t099MV//bkNND4GXCvC+BjgI4yPAcu3Jxbr75n6009B9pKRM0Qd3W20Y9d1q24TQJod+o/NzMxQpYTetb5saj1sa7y/Kdtxcr/AfmytfWgRxVaxmFKrj9Zdn7KC14FfrrygZ23qiXVusvHyOX4gWJ1NSv6u6eWqtnQhx36vWt+iK6o929HjmHIF2HKl39bm7YO0Z+8eagTk8jkqtOep0JmnWMOLLSTCamudK9/7PijqZzu7h46+Ntq2c2vDfLeVQr6Avrt5Pv7VKs4nCWULuApkMtTR0yjj49Ujm40p3xJTLhdToWWh0yTgEkCsQyHLfRfbeloadnyMyhFVy5qNsMTv46Ojf6ONjzFVS5jgx/i41lvVpFgn42OCmHJ5nCMxtXZElM+HE+OyCOPjukL+GsfHDU/xP/zgIL3081/R+PAkffjSEQiGXk0tF9su7F0L1JBaUWCTnrai5Koyi3tbp8os1Si28jcav8YLLMiZbMw3p9DycuSptfFCbpqKlhIs4LZeErL9vcBWbus9xTZlVV7QAiixJqdSjzUgjFVZbuFTknu95VoztPeh7XTDfbupf0sf7b4h6Su21ti3fy99+k8/TuMXJunQr47RsRfOyeDkrPRJ0jFbkatVyhYytOuBLXTjx/bwj9Swbc8WLuRfz0Dj7zsevI2q1Ygmhifp/aeP0IV3x8OFW7OPjy8c5n9krhaD28p0929M8f31t89Re+fVv9dGQ741R3sf3k433L+nocfHgy8dpWMvnKHq/KWPba4lR7sf2Eo3Prg3jI+/OEzn3xld680KWOPx0SFDtGd/ke74+DT1DVRo/0dnKRfI7SURxsf1g8IyjI8bntgePnCEfv7nv6Sxo5McRY6bC4py5Na7ORU2affj0pA9snrJmz6PCW421nVJna0tg1Mb0V3Mgmw3wM9JduXNrutSQl4tPCpFaGttyV7dbW3Ln/R6tZ2rMmsBUtbmR1KQo1Q9LVUrkn7MLXBADiuUb2mh2z55E/3uv/4WN8ZuaVm5BNErxf6bb6I9e3fT7Ows/e3/6+/pxK/OUWVevpOozkh5Vmu12uuzbTm6+eP76A/+d79DHR1JPQQsUo303VZqYLr/4/fTXffeRSdPnKK/PPf/owsYmIIduanHx2pZZk+vFkPby/SZ3xyjG++YJbim8oVAbK8k+fK2T+1vivHx5KvnLnvhhom/mx++PoyPNj6+OxYcLRt8fDTgMnPvLXP05T8eoYGtZVZus7lwblwKYXxcPygsw/i4IYktrCNjY2NULM7TxXOjVJyYp9IMikVzlMlnKYP+tTUJyJJ6bB7gGouxbyf2W/j4qAmQSj2vNgk5xSr53b2HlLq6zalzsC9lOa4bt7zI8y/3pmZXtm10n+EFhtk2mh1Zl8XGS1ToylNrdyu197dS72APdXV1NdwPF4MJBhfUaeRb8JNJHxv5SvJ98p05autuZTt175B8Hwy0Gw0YnHDr6OygDFpkBTT3+Dh97TY7XJy1tEVBqV0qMkQtXXlq622h9v62Jhof6wP/ZsGO19YXxscwPjYvVmp89AGFtrU9oraOMFYuijA+rlsUrnF83JDE9szpM/T4t5+kE++dptGT41ScrCb9anEDqW0pUCafl7Ao7FgOiNLwKEtHZuux9rE1O7K2AXKhUXWUWnfDLJz3Nyu4vE7Wk1mQvXt3y8SUy0aUz4olmVvkaFDUAiRZ+On7y02A+GFSqfUaDOaHii2o1fXIraZgW89Xtu1C5YyrtOOe6+iBr91F/Zv76abbb2zSAnixXEO53faRrfTgN++mga39dOOt1zfcIBsQcCXj48XjYzQ3Nr/Wm7QhgQuhHfdsoQe/cXeTj48C/Iuw7Y5BevBb99DA1k1hfAxoSoTxsTEQxseAxdC8Z8E1YPTiGL31s/fpyDOnmZBmsnm2HYPcgtiCtILUEv7m1j5pa3KqpY+farygBjepxa0Nj3IBU2Y3ZnLrJyGrKqvvX8+KnNMb1+J6tbWLwYmpNYLjpbBoYJS/0u8lFF8mDRttcJCArGnBW/Ztoke/8Vnatm2btFRq4pY2sGEP7u6jz37tEdq1a2fzfp+ADQ1/fGQnwlpv0EZFhmjrDYPNPz4qsP2DezfRZ7/26TA+BjQtwvjYIAjjY8Ai2JDEFsCAxC1IoLaCdIWTaG2gPYLX0494vX2fgA08Pi7B2BGwggjjY0BAwyGMjw2CMD4G1EE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" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 1164 + } + }, "output_type": "display_data" } ], @@ -136,7 +147,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 5, "id": "b91d9c59", "metadata": {}, "outputs": [ @@ -145,7 +156,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of find_porosity_threshold generated at Mon Jun 30 18:52:11 2025\n", + "Results of find_porosity_threshold generated at Fri Jul 11 21:31:14 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "eps_orig 0.7\n", "eps_orig_perc 0.6771\n", @@ -171,18 +182,23 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 6, "id": "ca883a72", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 1164 + } + }, "output_type": "display_data" } ], diff --git a/examples/metrics/reference/is_percolating.ipynb b/examples/metrics/reference/is_percolating.ipynb index a4a836a36..0172b946f 100644 --- a/examples/metrics/reference/is_percolating.ipynb +++ b/examples/metrics/reference/is_percolating.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 11, "id": "596753fa", "metadata": {}, "outputs": [], @@ -34,7 +34,7 @@ }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 12, "id": "70e01193", "metadata": {}, "outputs": [ @@ -73,7 +73,7 @@ }, { "cell_type": "code", - "execution_count": 56, + "execution_count": 13, "id": "bcea54aa", "metadata": {}, "outputs": [ @@ -107,7 +107,7 @@ }, { "cell_type": "code", - "execution_count": 57, + "execution_count": 14, "id": "6899fb14", "metadata": {}, "outputs": [ @@ -146,7 +146,7 @@ }, { "cell_type": "code", - "execution_count": 58, + "execution_count": 15, "id": "4bf3ed80", "metadata": {}, "outputs": [ @@ -172,7 +172,7 @@ }, { "cell_type": "code", - "execution_count": 59, + "execution_count": 16, "id": "4fbcdf3b", "metadata": {}, "outputs": [ @@ -202,7 +202,7 @@ }, { "cell_type": "code", - "execution_count": 60, + "execution_count": 17, "id": "5291632c", "metadata": {}, "outputs": [ @@ -234,7 +234,7 @@ }, { "cell_type": "code", - "execution_count": 61, + "execution_count": 18, "id": "a35c8501", "metadata": {}, "outputs": [ @@ -261,7 +261,7 @@ }, { "cell_type": "code", - "execution_count": 62, + "execution_count": 19, "id": "079610a2", "metadata": {}, "outputs": [ @@ -300,7 +300,7 @@ }, { "cell_type": "code", - "execution_count": 63, + "execution_count": 20, "id": "be868e53", "metadata": {}, "outputs": [ diff --git a/examples/metrics/reference/lineal_path_distribution.ipynb b/examples/metrics/reference/lineal_path_distribution.ipynb index f407449d7..288cda241 100644 --- a/examples/metrics/reference/lineal_path_distribution.ipynb +++ b/examples/metrics/reference/lineal_path_distribution.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:02.331026Z", @@ -29,7 +29,8 @@ "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps" + "import porespy as ps\n", + "ps.visualization.set_mpl_style()" ] }, { @@ -41,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.777977Z", @@ -53,13 +54,16 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -84,7 +88,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.861527Z", @@ -96,13 +100,16 @@ "outputs": [ { "data": { - "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -129,12 +136,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The default number of bins for the histogram is 10. Let's increase the bins to 100:" + "The default number of bins for the histogram is 10. Let's increase the bins to 25:" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:05.263981Z", @@ -146,22 +153,25 @@ "outputs": [ { "data": { - "image/png": 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } ], "source": [ - "data = ps.metrics.lineal_path_distribution(im, bins=100)\n", + "data = ps.metrics.lineal_path_distribution(im, bins=25)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.L,data.pdf)\n", - "ax[1].plot(data.L,data.cdf)\n", + "ax[0].plot(data.L, data.pdf)\n", + "ax[1].plot(data.L, data.cdf)\n", "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", @@ -185,7 +195,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 19, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:05.686263Z", @@ -197,13 +207,16 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -235,7 +248,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 20, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:05.933444Z", @@ -247,13 +260,16 @@ "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -272,7 +288,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -286,7 +302,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/mesh_surface_area.ipynb b/examples/metrics/reference/mesh_surface_area.ipynb index 70bc151b6..1b30c6b2a 100644 --- a/examples/metrics/reference/mesh_surface_area.ipynb +++ b/examples/metrics/reference/mesh_surface_area.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:57.412574Z", @@ -25,24 +25,11 @@ "shell.execute_reply": "2022-04-25T01:54:59.538464Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.metrics.mesh_surface_area)" + "import porespy as ps" ] }, { @@ -55,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:59.542458Z", @@ -69,19 +56,17 @@ "name": "stdout", "output_type": "stream", "text": [ - "surface area of void space is 45683.796875\n" + "surface area of void space is 46178.3046875\n" ] }, { "data": { - "image/png": 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+ "image/png": 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -106,7 +91,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:59.654874Z", @@ -120,7 +105,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "surface area of void space is 45683.796875\n" + "surface area of void space is 46178.3046875\n" ] } ], @@ -139,7 +124,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:59.675664Z", @@ -149,37 +134,21 @@ } }, "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d38df2e8346f4203a37f44dd9ad3a33f", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, { "name": "stdout", "output_type": "stream", "text": [ - "surface area of the meshed pore region 45683.796875\n" + "surface area of the meshed pore region 46178.3046875\n" ] }, { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -196,7 +165,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -210,7 +179,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -512,11 +481,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_04170e06dd364846b35522a848913cd6", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_f085c8b395944019a68ca64febff9093", - "value": 1.0 + "value": 1 } }, "d38df2e8346f4203a37f44dd9ad3a33f": { diff --git a/examples/metrics/reference/mesh__volume.ipynb b/examples/metrics/reference/mesh_volume.ipynb similarity index 80% rename from examples/metrics/reference/mesh__volume.ipynb rename to examples/metrics/reference/mesh_volume.ipynb index 8eaa1fc3c..d6b5e6095 100644 --- a/examples/metrics/reference/mesh__volume.ipynb +++ b/examples/metrics/reference/mesh_volume.ipynb @@ -25,24 +25,11 @@ "shell.execute_reply": "2022-04-25T01:54:46.823049Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.metrics.mesh_volume)" + "import porespy as ps" ] }, { @@ -65,37 +52,21 @@ } }, "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "18023aa8294a4c30a6d18dc4029ae3e5", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, { "name": "stdout", "output_type": "stream", "text": [ - "volume is= 36.416666666666664\n" + "volume is= 58.416666666666664\n" ] }, { "data": { - "image/png": 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a/examples/metrics/reference/pc_map_to_pc_curve.ipynb +++ b/examples/metrics/reference/pc_map_to_pc_curve.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 9, "id": "3efddbef", "metadata": { "execution": { @@ -25,7 +25,8 @@ "source": [ "import porespy as ps\n", "import numpy as np\n", - "import matplotlib.pyplot as plt" + "import matplotlib.pyplot as plt\n", + "ps.visualization.set_mpl_style()" ] }, { @@ -38,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 10, "id": "43b21324", "metadata": { "execution": { @@ -48,12 +49,32 @@ "shell.execute_reply": "2022-04-25T01:55:14.186371Z" } }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 383, + "width": 383 + } + }, + "output_type": "display_data" + } + ], "source": [ "np.random.seed(0)\n", "im = ps.generators.blobs(shape=[200, 200], porosity=0.6)\n", "pc = ps.filters.capillary_transform(im, sigma=0.01, theta=180, voxel_size=1e-5)\n", - "drn = ps.simulations.drainage(im, pc=pc, steps=25)" + "drn = ps.simulations.drainage(im, pc=pc, steps=25)\n", + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(np.log10(drn.im_pc))\n", + "ax.axis(False);" ] }, { @@ -67,7 +88,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 11, "id": "6e76c1cb", "metadata": {}, "outputs": [], @@ -85,18 +106,23 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 12, "id": "4fd7e8c7", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 463, + "width": 623 + } + }, "output_type": "display_data" } ], diff --git a/examples/metrics/reference/percolating_porosity.ipynb b/examples/metrics/reference/percolating_porosity.ipynb index 7abdf704d..ad02712bf 100644 --- a/examples/metrics/reference/percolating_porosity.ipynb +++ b/examples/metrics/reference/percolating_porosity.ipynb @@ -12,14 +12,15 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 1, "id": "8efc5037", "metadata": {}, "outputs": [], "source": [ "import porespy as ps\n", "import numpy as np\n", - "import matplotlib.pyplot as plt" + "import matplotlib.pyplot as plt\n", + "ps.visualization.set_mpl_style()" ] }, { @@ -34,18 +35,23 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 2, "id": "15bf37a8", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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", 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" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 383 + } + }, "output_type": "display_data" } ], @@ -98,7 +109,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 4, "id": "788af3a5", "metadata": {}, "outputs": [ @@ -129,18 +140,23 @@ }, { "cell_type": "code", - "execution_count": 71, + "execution_count": 5, "id": "95b9cd65", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 383 + } + }, "output_type": "display_data" } ], @@ -161,7 +177,7 @@ }, { "cell_type": "code", - "execution_count": 70, + "execution_count": 6, "id": "042e8419", "metadata": {}, "outputs": [ diff --git a/examples/metrics/reference/phase_fraction.ipynb b/examples/metrics/reference/phase_fraction.ipynb index 9fde2fa47..a50d65481 100644 --- a/examples/metrics/reference/phase_fraction.ipynb +++ b/examples/metrics/reference/phase_fraction.ipynb @@ -25,26 +25,14 @@ "shell.execute_reply": "2022-04-25T01:54:58.443655Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import porespy as ps\n", "import numpy as np\n", "from porespy.filters import fftmorphology\n", "from skimage.morphology import disk\n", - "import inspect\n", - "inspect.signature(ps.metrics.phase_fraction)" + "ps.visualization.set_mpl_style()" ] }, { @@ -76,13 +64,16 @@ }, { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 583, + "width": 583 + } }, "output_type": "display_data" } @@ -123,7 +114,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "{0.0: 0.512432, 1.0: 0.187, 2.0: 0.300568}\n" + "{0.0: 0.5, 1.0: 0.195156, 2.0: 0.304844}\n" ] } ], @@ -162,7 +153,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "{0.0: 128108, 1.0: 46750, 2.0: 75142}\n" + "{0.0: 125000, 1.0: 48789, 2.0: 76211}\n" ] } ], @@ -174,7 +165,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -188,7 +179,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/pore_size_distribution.ipynb b/examples/metrics/reference/pore_size_distribution.ipynb index dac7faeb4..ba6780e02 100644 --- a/examples/metrics/reference/pore_size_distribution.ipynb +++ b/examples/metrics/reference/pore_size_distribution.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:49.861297Z", @@ -25,24 +25,12 @@ "shell.execute_reply": "2022-04-25T01:54:52.068954Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.metrics.pore_size_distribution)" + "ps.visualization.set_mpl_style()" ] }, { @@ -55,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:52.072778Z", @@ -67,27 +55,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "aa193f6c0ec94d12a7ec34ed8a2f671f", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/25 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -110,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:52.566378Z", @@ -122,13 +99,16 @@ "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 983 + } }, "output_type": "display_data" } @@ -155,12 +135,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The default number of bins for the histogram is 10. Let's increase the bins to 100:" + "The default number of bins for the histogram is 10. Let's increase the bins to 25:" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.005879Z", @@ -172,19 +152,22 @@ "outputs": [ { "data": { - "image/png": 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\n", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } ], "source": [ - "data = ps.metrics.pore_size_distribution(im=im, bins=100)\n", + "data = ps.metrics.pore_size_distribution(im=im, bins=25)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", "ax[0].plot(data.bin_centers,data.pdf)\n", "ax[1].plot(data.bin_centers,data.cdf)\n", @@ -218,7 +201,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.392042Z", @@ -230,13 +213,16 @@ "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -268,7 +254,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.713377Z", @@ -280,13 +266,16 @@ "outputs": [ { "data": { - "image/png": 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aGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIaGKYkSZIajBSmkhyT5LIkO5OcOs06T0hyQZJLknx2vGVK0vzYvyRN2gGzrZBkDXA68B+B3cB5Sc6uqq8PrHMw8HbgmKq6KskvT6heSRqZ/UvSQhhlZupoYGdVXVFVtwJnASdMWedZwMeq6iqAqrpuvGVK0rzYvyRN3Chh6jBg18D13f1tg34VuFeSzyQ5P8lzxlWgJDWwf0mauFlf5gMy5LYasp9HAE8E7gp8McmXquobt9tRchJwEsDhhx8+92olaW7G1r/AHiZpuFFmpnYDGweubwCuGbLOP1fVzVX1PeBzwEOm7qiqzqiqLVW1Zd26dfOtWZJGNbb+BfYwScONEqbOA45KcmSSA4ETgbOnrPNPwOOSHJDkbsCjgEvHW6okzZn9S9LEzfoyX1XtTXIKcC6wBjizqi5JcnK/fFtVXZrkn4GLgJ8B76yqr02ycEmajf1L0kIY5Zwpqmo7sH3KbdumXP9b4G/HV5oktbN/SZo0PwFdkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFq0tasJclELus3+K31kibI/iWNZKSvk1GDfbexaes5E9n1lacdP5H9ShJg/5JG5MyUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8OUJElSA8PUcrZmLUkmclm/4fDFHp2klcz+pRXkgMUuQA323camredMZNdXnnb8RPYrSYD9SyvKSDNTSY5JclmSnUlOnWG9RybZl+Tp4ytRkubP/iVp0mYNU0nWAKcDxwKbgWcm2TzNeqcB5467SEmaD/uXpIUwyszU0cDOqrqiqm4FzgJOGLLenwAfBa4bY32S1ML+JWniRglThwG7Bq7v7m/7uSSHAU8Dts20oyQnJdmRZMeePXvmWqskzdXY+le/rj1M0h2MEqYy5Laacv3NwNaq2jfTjqrqjKraUlVb1q1bN2KJkjRvY+tfYA+TNNwo7+bbDWwcuL4BuGbKOluAs5IAHAIcl2RvVX18HEVK0jzZvyRN3Chh6jzgqCRHAlcDJwLPGlyhqo7c/3OSdwPn2IgkLQH2L0kTN2uYqqq9SU6he5fLGuDMqrokycn98lnPM5CkxWD/krQQRvrQzqraDmyfctvQJlRVz20vS5LGw/4ladL8OhlJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhilJkqQGhikNt2YtSSZyWb/h8MUenaSVzP6lBXbAYhegJWrfbWzaes5Edn3lacdPZL+SBNi/tOCcmZIkSWpgmJIkSWpgmJIkSWpgmJIkSWpgmJIkSWpgmJIkSWpgmJIkSWpgmJIkSWpgmJIkSWowUphKckySy5LsTHLqkOV/mOSi/vKFJA8Zf6mSNHf2L0mTNmuYSrIGOB04FtgMPDPJ5imrfQt4fFU9GHgNcMa4C5WkubJ/SVoIo8xMHQ3srKorqupW4CzghMEVquoLVXVjf/VLwIbxlilJ82L/kjRxo4Spw4BdA9d397dN5wXAJ4ctSHJSkh1JduzZs2f0KiVpfsbWv8AeJmm4UcJUhtxWQ1dM/gNdM9o6bHlVnVFVW6pqy7p160avUpLmZ2z9C+xhkoY7YIR1dgMbB65vAK6ZulKSBwPvBI6tquvHU54kNbF/SZq4UWamzgOOSnJkkgOBE4GzB1dIcjjwMeDZVfWN8ZcpSfNi/5I0cbPOTFXV3iSnAOcCa4Azq+qSJCf3y7cBrwLuDbw9CcDeqtoyubIlaXb2L0kLYZSX+aiq7cD2KbdtG/j5hcALx1uaJLWzf0maND8BXZIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSpIkqYFhSgtvzVqSTOSyfsPhiz06SSuZ/UtDjPRFx9JY7buNTVvPmciurzzt+InsV5IA+5eGcmZKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgWFKkiSpgR/aqZWl/3Tiiez6wLuw79Zblt2+73vYRq7dfdVE9i1pjJZp/5r0/pdDDzNMaWWZ8KcTL8t9v+FpE2vQy6HJScvGMu1fk97/cuhhhilppfPrLyQtZ8ugh3nOlCRJUgPDlCRJUgPDlCRJUgPDlCRJUgPDlCRJUgPDlCRJUgPDlCRJUgPDlCRJUgPDlCRJUoORwlSSY5JclmRnklOHLE+St/bLL0ry8PGXKklzZ/+SNGmzhqkka4DTgWOBzcAzk2yestqxwFH95STgHWOuU5LmzP4laSGMMjN1NLCzqq6oqluBs4ATpqxzAvDe6nwJODjJ+jHXKklzZf+SNHGpqplXSJ4OHFNVL+yvPxt4VFWdMrDOOcDrqurz/fX/C2ytqh1T9nUS3ZEfwAOAy6bc3SHA9+Y/nCVlJY0FVtZ4VtJYYHmNZ1NVrVuoOxtn/+qXzdTDltPjMJuVNBZwPEvZchrLtP3rgBE2zpDbpiawUdahqs4Azpj2jpIdVbVlhJqWvJU0FlhZ41lJY4GVN54xG1v/gpl72Ep6HFbSWMDxLGUrZSyjvMy3G9g4cH0DcM081pGkhWb/kjRxo4Sp84CjkhyZ5EDgRODsKeucDTynf1fMo4HvV9W1Y65VkubK/iVp4mZ9ma+q9iY5BTgXWAOcWVWXJDm5X74N2A4cB+wEfgw8b571TPsS4DK0ksYCK2s8K2kssPLGMzb2r3lbSWMBx7OUrYixzHoCuiRJkqbnJ6BLkiQ1MExJkiQ1WJAw1fJ1DrNtuxgax3NmkuuSfG1hqx5uvmNJsjHJp5NcmuSSJC9Z+OrvqGE8d0nylSQX9uP5y4Wv/g61Nn0NSpI1Sb7af46S5sn+Zf9aKCupf8Eq62FVNdEL3UmflwO/AhwIXAhsnrLOccAn6T7v5dHAl0fddqEvLePpl/0m8HDga4s5jjE8NuuBh/c/3wP4xnJ+bPrrd+9/Xgt8GXj0chzLwPI/BT4AnLPYz7XlerF/2b+WyXiWVP8ax3OtX75sethCzEy1fJ3DKNsutKavp6iqzwE3LGjF05v3WKrq2qr6fwBV9UPgUuCwhSx+iJbxVFX9qF9nbX9ZzHdnND3PkmwAngy8cyGLXoHsX/avhbKS+hessh62EGHqMGDXwPXd3PFJO906o2y70FrGs9SMZSxJjgAeRnc0tJiaxtNPKV8AXAf8n6pazPG0PjZvBl4G/GxC9a0W9q+lUfcw9q+l279glfWwhQhTLV/nMPLXPCygsX49xSJrHkuSuwMfBV5aVT8YY23z0TSeqtpXVQ+l+wTso5M8aLzlzcm8x5LkeOC6qjp//GWtOvav4essBfavgXWWWP+CVdbDFiJMtXydw1L8moeV9PUUTWNJspauEb2/qj42wTpHNZbHpqpuAj4DHDP2CkfXMpZ/D/xukm/TTa3/VpL3Ta7UFc3+tTTqHsb+tXT7F6y2Hjapk7H2X+g+Zf0K4Eh+cRLaA6es82RufxLaV0bddqEvLeMZWH4ES+MEzpbHJsB7gTcv9jjGNJ51wMH9z3cF/hU4fjmOZco6T2AZnLy5VC/2L/vXMhnPkupf43qu9essix62UL/U4+jeLXE58Ir+tpOBk/ufA5zeL78Y2DLTtot9aRzPB4FrgdvoUvkLluNYgMfSTdleBFzQX45bro8N8GDgq/14vga8armOZco+lkUjWsoX+5f9axmMZ8n1r9bn2sA+lkUP8+tkJEmSGvgJ6JIkSQ0MU5IkSQ0MU5IkSQ0MU5IkSQ0MU5IkSQ0MU5IkSQ0MU5IkSQ3+P1m/rfFnhk2CAAAAAElFTkSuQmCC\n", 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kZ7TS/+QnP9mspWtbTz++613vKs8b59+Xv/zlpqVLl64zXxzb6dOnFy1u4+nvXJ7Avv/++5u1To5t/O9//1vnSeqPfvSjxd8rj3Nbx+74449vdm63VN4XX3yx6cc//nH5eMT+u/XWW1tc3y9/+ctm18AHP/jBdZ6Oj3OudM5WlrMnnsCu1bVV6zK2db+OMm+yySZNU6dOXac8c+bMafa0yaRJk1pdZ8wbT2qXrp+4nlpqzf/ggw82vf71ry+vM67Hrqo8BqX/C9E7wnPPPbfO/ah0v124cGHTS1/60vJyce6uff8qtWh/xzveUZ5v1113Lc7hte8fQ4YMKc/zjW98o9hWS+I8+MUvftH0rW99K4snsEtq/eQLAFBb6gmqo57g/zRqPUE8gR1P2d51112tzvPYY481vec97ylvd/z48V3+zt2RY7O2OHdKywwdOrR46r+l/Xv55Zc3e2r3sssuq1l81BERp3S0l6bKeKN0zOPedO+99zabLz739773vWb78aabbuq2fdcRlWWM/Rzrj97N1hZ1KyU///nPy8u85CUvafrpT3/aYuwY9UiVsXhL8eMf//jH8t/jfhznflvxelzbcR/K4QnszlxbQO8ggQ3ruY4EptGla+WXhs985jN1CUwPPPDAZkFbe19M4st/fDlu71VNN82tueqqq9rtirUakXiIbqNK6zr00EOL39XbKaecUt7mNddc062BabwiWGxNJGwioVWat7UvwZVJ3N13371pxYoVra7zwx/+cLPt90QCO177779/q8c3gpwIoErzfvOb32xxvuhyqXKdl1xySac/Q08lsI899tjyPK9+9avXqaCo9L73va+qY3fzzTeX54kupNvr6qvy2ES37WuLQLqym7MTTjih1XXFvaSykq6a+2c1euraqnUZ27pfR6Xcn//856r+z0RXfK1dP5UVWt/5znfa3H409ohu32u1H9Y+BnHOtqeyW/q4P7UlEtaVn+/SSy9t9veoHCv9bb/99uvSZ5HABgBaop6gOuoJ/k+j1hN0RDSmLW27tcYJ9U5gx3f+UrfTW2yxRdMDDzzQ5vyR2CytP7p7bylZ25n4qDsT2PF61atetU5CvdJRRx1Vnjeui+7adx1R+Xn69u3bZqI9xLByMUxbzB+NPNqLg+OcLD14EMMLrF1vU9noJRLhnSWBDdRS874igIYVXX2++93vbtYl06mnnlqXbVV2OVbZFVlroguY6DapvdfKlSs7XaZSl68hugXqrOhmKLr0CdGl1OTJk1O/fvUfrWHSpEnNuvDtTrG/zjzzzFb/Ht35RjdEJdG91triPIiuiyu7Sxo4cGCr6/zqV7+6TjdZPeF73/teq8c3uoOrPC4tfe5SN3Il0VXVMccck3qTp59+uln3WmeffXbRtVVr4u9xbbTnO9/5TrN9FN1gteWEE04odw/1l7/8pdytXkn87n//+1+5K+pzzz231XW19/fedG11t0MPPTS95S1vafXv0YVhdGUWovu16AJ7bdElWXQrGKLryOgSrS1xPp1xxhnl97/+9a9TrcR9KM7ZtkSXcb/61a+K6fhs3/rWt9qcf4MNNkhf+9rXWi1vrf4fAQB0lXoC9QSd1Yj1BBGT9tT+LomupEtDDMX+j+6n2xLDacWwXSFis+huuqvxUU/45je/WXSj35oTTzyx3bi53vuuI6I7/OievS3RHXjUx4S4L0fX6e112R5dbYeoL4nh7iqJQ4EcGQMbGkiM8xLjAlWKLzvx5e0///nPOsmjGHu3Hiq/VMZYNzmo/Ky///3v02c/+9lifKOOqvwCOGHChHaTbtWKMWBjnJ1I7MSYM7HfYrydlvbjHXfckbpTjPnaVhBZSkJdfvnlxXQpcK906623FuN1lRJAMVZNW2JcpLe//e1p6tSpqaeMGDEi7bnnnm3OUzluW0ufOypTYlzgkhjDubeJY1eqFIprpq3kZWmcthhbunIc6rXFuX3dddcV01EBEUnRakQAGeMdRQPeGBu7cgzrG264oVkStb3xd2O8thjrKsby7Sm1uLa6W4xf2JZo2LH77rsX97FSmXfddddm81SOSRb30VimPePGjStPxzjTtRJj08c525aonCrdv4444oh2j1mIyoWovIwxDNcub+X/ozhvY6zvHXbYodOfAQCgLeoJWqeeoPPWx3qCGPM6xlSOccqjEWvs31LCM1TGjt29v1uKpY499tiqlolYKhp8h4hN2qrnqCY+6m5xnsX51pW6me7Ydx1RzYMNnS3vhRdeWC5vxK8t3e9++tOfFvUw0fgaoCdJYEMD+cc//lG82vvCH60OK1vq1lplEFVN69honVzZkrUe9t133+LLWjyhOX/+/PTqV7+62AfxJTgSDf37969qPRHMVCbTumrFihXp61//errgggvWqVRoTbXz1crayaeWVCYLK1t1thTc7b333qlv3/Y7CInj0pMJ7Fp97ueff76YjqeW22sxm6PKVsb77LNPVcdu9OjRbSaw77zzziKxFzbccMP0kY98pKqyVN7fSk9bt1TO2H57ImkaxyMqqnrzOdYbyzxjxoxmCdx58+a1u87/3+tYy8e+K/baa69256ksb5y7H/zgBzu0jXiyJM73Us8E8b8o/ifF/5NnnnmmKMN73vOe9I53vCPtt99+bfZwAADQUeoJWqeeoPPWp3qCJ598sngi95e//GXVjSu6e3+XnqqNxq8hzs0vf/nLVS13zz33VB1LVRMfdbcdd9yxqDfoyrnWHfuunnHoT37yk3TRRRe1u8yCBQtaLW889f2lL30prVmzJl199dVpl112KZ5cf+tb31rc+6ppWA5QaxLY0OCilXN8kdttt92KJw6PP/74NHjw4LpuMyrkS7bYYouUg/iyG0FOtDCMbm0j2IjuqUpdVL32ta8tuu+JJzfHjBnT6he3xx57rNkTul0RSY1oHdnRlrvd3Vq9squ31lQGE9FKfG3Rermk2hb9w4YNSz2pFp+78nyJz90d3cjVWuWx22677apapr35Hn300WaBZHT911FrdztYj3L2hnOsN5a58vj/+c9/7nAZqulyslrVdJ1WWd5oxd6ZJ8CjzJVd6//85z8v7v9xj4j/Seeff37xinvEHnvsUfw/iu7q4ikUreIBgFpTT/D/qSfovPWlniAa08YxjgYMHdETvQgsXLiwPB1Prtcijl5bjl1Ld/Rcq+yloDv3XUe0t5/jflR5jv3sZz/rcnmji/HoHv5Tn/pU0UA8erf79Kc/Xbziqfu4xx1wwAFFLwd6CAO6izGwoYF88YtfLL6EVL7iC090n3PllVemD3/4w3UPSkN8CSopjYWag/giFl1vRXAeY+CWxBOykZCIFs6vf/3ri3F2YyywllR+gWxr/J1qnHbaaeWgNFqAvu9970tXXHFF0Sq01DVY6Tj+97//LS8XrSW7Uy1aYcaX75Jqny7s6v7N4XPX8nzpKZ05du2NgV1ZedVZawel9ShnvfXGFs61KHNXj39lN35dVfm/oDvP15133rn4fxTDClRWyMR8s2bNKrrvjAT28OHDO1VZAQBQop6gbeoJGrueILpmLiWvoyeCj33sY0WX8A899FBRvog9Svu7ctiq7t7f9YpLOhMfNWIMWs2+64j29nO9yvuJT3yiOI+joXTlfo1kdzyVHcnseOI9GjZFV/oA9db7HvUCerVovVrZ+ji65MpJtIaObnd+/OMfl5+ki7F0o8uv6KYrRGAYXbl++9vfTh//+MebLR8BTakVY2Ww1VExdtKll15aTEc3WREgtdXVWC5jhHVWZZAZ40pVo9TFdG8W50tJV86Xemov8K7HsatMHMdTH1Fh1FWNeo71RpXHP7pwj/ttbylvJJajUqsWtt566/SDH/ygeMIn/gfdcsstxTiA8T+p1O1d/K94//vfX3RdHvN2VU9UtAEAqCeojnqC7o3h4rt3vEplieMdDU1z3d+VcUl0w1+LJGej6G37bu3G9tHNfa3GJo9GO/GKe/JNN91U3OvinhcNZ0rx4vXXX19013/dddcVw1x1hRgUaIsnsIFu9Zvf/KbZ++iKKdcvg/F021e+8pU0ffr0ohvjKHvlOE6f/exniwBy7YRDSWVr546KbZbGdI3xZtobJ6uaMWJzNmTIkBbH5GlLtfPlrPJ8ifGHatlit7NdZ62tvcCtsmurartVa29sqMr9smjRolQL9Sgn9VGP49+byztgwICiAuELX/hCuuaaa4quK6Nr9XjSp+SHP/xhi2NX1vp6BwCoB/UE1VFP0L31BJGkK5k4cWKbyesc9nfleRYNXqtN+tP79l30ihFxYj3j0Ngn73znO9P3v//99M9//rPYxve+973yeOLReOfkk09eZzkxKFBLEthAt1m5cmWzcWR22WWX4tUbRPc9Rx11VLrxxhvLX2xjXJy//OUvzearbCkewWVnVY6pWhkMt+bmm29OvVmM6VoSSZhSUN6W22+/PfV28blj7LQQAdJtt91W921Ga+KSqHBpT3vdQr3mNa9pduyqaT07Y8aMdvdLKRh7/PHH0wMPPJC6qrKc0XK+PXEOdsfxyE0O3ZZHS+6SaO2du+4ub1QIvOUtb0nTpk1r9j/0qquuqvv13pvOIwCgd1BPUD31BN1bT9Db9vc222zTbKzw0tPjucshduiN+26fffbp1jg0Hgr4yEc+UgxZUHL33XcX3ennEIPmci4BtSWBDXSb6EYrxtEq+dznPtfrvlxsscUWzbrHqezmrNQKuiS69oon5TojugMraa/lZ/z9l7/8ZerNxowZU4zfFRYuXNhuUB/drrU2vlhvEknaylbzP/rRj+q+ze233748XRo7ra2APbqKau/YlZLNcT389a9/bbd1bYyl115F0Lhx48rvo6u+rqrcz/EUa3Sx1ZY4B9eHp/w7qtSgIrzwwgs9UoZDDz20WRfia99ncxNP4fTr169c0VGLLu+rEdfdm970pvL7lvZTR673GFu7K08E5XYeAQC9g3qC6qkn6N56go7s74i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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -295,17 +284,17 @@ "voxel_size=1e-3\n", "data = ps.metrics.pore_size_distribution(im=im, voxel_size=voxel_size, log=False)\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k');\n", - "ax[0].set_title(\"PDF scaling included in the result\");\n", + "ax[0].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].set_title(\"PDF scaling included in the result\")\n", "data = ps.metrics.pore_size_distribution(im=im, log=False)\n", - "ax[1].bar(data.bin_centers*voxel_size, data.cdf, data.bin_widths*voxel_size, edgecolor='k');\n", + "ax[1].bar(data.bin_centers*voxel_size, data.cdf, data.bin_widths*voxel_size, edgecolor='k')\n", "ax[1].set_title(\"PDF scaling after the result\");" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -319,7 +308,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -644,11 +633,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_257e181b4a90472a96d9c91ccf5b63ae", - "max": 25.0, - "min": 0.0, + "max": 25, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_a027a6e0b10145d4bb05c0b22a536e36", - "value": 25.0 + "value": 25 } }, "ec1eb3e7c9b84cb7b3257536bbb5c52a": { diff --git a/examples/metrics/reference/porosity.ipynb b/examples/metrics/reference/porosity.ipynb index 83693c653..bd498e917 100644 --- a/examples/metrics/reference/porosity.ipynb +++ b/examples/metrics/reference/porosity.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:15.291946Z", @@ -24,35 +24,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", - "np.random.seed(0)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2022-04-25T01:55:17.775760Z", - "iopub.status.busy": "2022-04-25T01:55:17.775552Z", - "iopub.status.idle": "2022-04-25T01:55:17.780833Z", - "shell.execute_reply": "2022-04-25T01:55:17.780421Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import inspect\n", - "inspect.signature(ps.metrics.porosity)" + "ps.visualization.set_mpl_style()" ] }, { @@ -65,7 +37,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:17.785072Z", @@ -79,12 +51,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "0.52215\n" + "0.5\n" ] } ], "source": [ - "im = ps.generators.blobs(shape=[200, 200])\n", + "im = ps.generators.blobs(shape=[200, 200], seed=0)\n", "e = ps.metrics.porosity(im)\n", "print(e)" ] @@ -98,7 +70,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:17.796151Z", @@ -112,18 +84,21 @@ "name": "stdout", "output_type": "stream", "text": [ - "0.49670287539936103\n" + "0.4968664536741214\n" ] }, { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -132,7 +107,10 @@ "im = ps.generators.blobs(shape=[100, 100, 100], porosity=0.5, blobiness=2).astype(int)\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape, axis=0)\n", "im[~cyl] = 2\n", - "plt.imshow(im[50, ...], interpolation='none', origin='lower')\n", + "\n", + "fig, ax = plt.subplots(figsize=[4, 5])\n", + "ax.imshow(im[50, ...], interpolation='none', origin='lower')\n", + "ax.axis(False)\n", "\n", "e = ps.metrics.porosity(im)\n", "print(e)" @@ -142,13 +120,13 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The porosity specified when generatign the blobsimage was 50%, and the computed porosity is also 50%, despite having a regions of 2's around the outside." + "The porosity specified when generating the blobs image was 50%, and the computed porosity is also 50%, despite having a regions of 2's around the outside." ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -162,7 +140,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/porosity_by_type.ipynb b/examples/metrics/reference/porosity_by_type.ipynb new file mode 100644 index 000000000..0bc05c2b3 --- /dev/null +++ b/examples/metrics/reference/porosity_by_type.ipynb @@ -0,0 +1,115 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b12c3d94", + "metadata": {}, + "source": [ + "# `porosity_by_type`" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "59332563", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import porespy as ps\n", + "ps.visualization.set_mpl_style()" + ] + }, + { + "cell_type": "markdown", + "id": "6dcd467c", + "metadata": {}, + "source": [ + "## `im`\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "11b2bc85", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 383, + "width": 1164 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "im = ps.generators.blobs([200, 200], porosity=0.5, blobiness=2, seed=0)\n", + "eps_surface = ps.filters.find_surface_pores(im)\n", + "eps_closed = ps.filters.find_closed_pores(im)\n", + "\n", + "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", + "ax[0].imshow(im)\n", + "ax[0].axis(False)\n", + "ax[1].imshow(eps_surface)\n", + "ax[1].axis(False)\n", + "ax[2].imshow(eps_closed)\n", + "ax[2].axis(False);" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "a4b1efc0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", + "Results of porosity_by_type generated at Fri Jul 11 22:15:19 2025\n", + "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", + "total 0.5\n", + "closed 0.03295\n", + "surface 0.128225\n", + "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n" + ] + } + ], + "source": [ + "eps = ps.metrics.porosity_by_type(im)\n", + "print(eps)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "PoreSpy", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/metrics/reference/porosity_profile.ipynb b/examples/metrics/reference/porosity_profile.ipynb index c8d6d77e9..a7b681947 100644 --- a/examples/metrics/reference/porosity_profile.ipynb +++ b/examples/metrics/reference/porosity_profile.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 1, "id": "8d5bb73f", "metadata": { "execution": { @@ -40,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 2, "id": "858ccbba", "metadata": { "execution": { @@ -53,7 +53,7 @@ "outputs": [ { "data": { - "image/png": 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", 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okPdx1aoijz0m8v773v+rVPEu1+d1PVoCAACAP8oTgREAxGjJkiXWfe36o7Xs4Wie/kDbR0vz/F900UXW46eeesoY4BtM3759rVp/zVhUu3ZtyXT9++d+WHv2FFm2TOTxx3XQtff/5ctFrr3W+7yuZ+thBQAAYKA8ERhZgGL0+++/W/c1+08kqlWr5jN3QDyeeeYZmTx5stEd6Oeff5YGDRrIo48+auT5N9OAaraf5557Tr777jtjm3r16hlzEcRj0aJFPi0Z0dD5ECKhA3wnTsyN1N96SwdZ+66jj3Vs8zffaCpWb7OeDotw0wh+IFr62Zo+XWTXLpFSpUTOPVekRo341wWATJQp5YlmMZabtMyVLAQAcUzCZapQoUJE21SsWNG6r+MA4nHqqafK999/LxdffLGsWbPGSC163XXXBVxXU45ee+218vTTT0vJkiXjOq4GHHPmzJFk0kKH2edf++T5f1hNulyf12hd19ftevVK6qkBjqRN2loLpj+E9vE0OTkiOjehNoObvRijWRcAMlmmlCfmJLncFAu6ACVgIK5/+s1g7Ov5D+SNhdb6a0af119/3RiHEMyFF15oZAqKt/CfKlrjaArXW8n+vH07ANEPpmfgPYBsQnkiOFoAYnTgwAHrvs4BEInChQv7zOQbL51k7P/+7//kvffeMyYZ0xaG5s2bG3MP7Ny5U+bOnWukC9XJwPR28803y5tvvin58+eXTKbdDUzhMpban7dvByDw4Det5dIfOv3sDB3qbfLW56+4wlvLb2YoDrWu7lN7FtISACCTUZ4IwYOYdOjQQevHjFvfvn0j2mbixInWNiVKlIjr+H/88YenSpUqxr4KFy7sef311z2HDx/2WefYsWOeDz74wHPcccdZx73tttsiPkbTpk2t7RJxi9TKlR5PTo7WN3o8Vat6PAcPBl5Pl1ep4l1P11+1KuJDAK7QsaP386G3nj3zfpb08bXX5q4TzbqdOqX0TwGAqGVKeUISWJbSslki0AIQIzOnfzS1+fb17NtHSycR69Kli6zV6jgRGTx4cMD+/zoTsHb90RaBdu3aGcsGDRpkrNukSZOYjq3nXb9+fUkmHWiofY21u8Fff4nceKN3gI69oUVrIXX5Py+BdOzIAGAg1sFvkyeLbNwY+0A5BgwDyESZUp5o2rRpzIOAE9FlPBACgBiVLVvWur9p06aIttlo/sKKSJkyZWI+9scff2yNDK9Tp44xC3EoF1xwgZx//vkyZcoU47FmAoo1ANDCf6TZfOKhAw21UKIfTJ22Wwsd9u4I77yT+2HVD3K/fkk/JSBrB7/p18Fnn0U/UO7JJ72BAwOGAWQq/R6aNEnk6NH0lSdmx1hu0uxByRpATAAQIy14m7SffSQ0W489i0+sJuk7+R/nnXeeUdMfTps2bawA4Mcff5RMp4WGUaNy+y/rhzNQbl79sOp6FDKA2Ae/2SYKj2qgnI4LCMQcMKxBvH4+u3SJ6JQBIOG0fHDiid4WAEV5wossQDGqW7eudX/hwoVGt5xwNF9/oO2jtW7duoAtEaFoNyDTLocMb9dCgw407NTJW6MYLLKncAHkZcs5EHbw299/R75uoOeZWRNAptICv1n4DyQnx1vO0PKGm8oTBAAx0mw7ZlafvXv3hq1VP3jwoE8zjtbIx8qeTjTS+QTs8xbovABOoZH4hAkiX38d+Pk4JlQGstbOnSJDhuQ+1iZuMxOQP10+b17k6+rzdsysCSCTaUtkIFddJTJ8uMjKld5yhltq/k0EADHSwbBt27a1Hg/Xd1EI48aNk927d1v9/1u1ahXzse0zCn+jndkiMG3aNOv+ySefLE6jL3XNmnmXf/mlt18f4FY6AFe/fgYO9P6vDY1avzB/fu465uA3/4K9OfjNNjwp7LpmX9lIBgybLQHmgGEASLWvvgq8/IUXvJN9uTWBCAFAHG6//XafAGDx4sUB19u3b5/0s40q0Xz8BQrEPvxCB/Sali5dKiN1VEuYwv9kWwisE4M5jTbR6ch8f9qwMXduOs4ISC/tVqPN1hoY9+4tcvfd3v/PPFPkl1/yrq9fE7Vq+XbV0cfm14d+JRUsGNm6pkgGDCtzZk0ASCWtIAzUAlCvXm4FhVsRAMShY8eO0rJlS6uLT6dOnWTBggV5ut507txZlmkb+T+1/3379g24v1WrVhkDes1bsFYFPW5t20g8DSg0FehRv6pwTT07duxYI2WoqWrVqnKVtns5kBZ2Avn881SfCZBeoWbsDcUc/HbNNd7/7ZkvxowRGT06t0AfbF37PILMrAkgk2mLaKCe0u3aRffdmY3IAhSnDz74wEipuWHDBqMA37BhQ2ndurXUqlVLtmzZYmTe0RYApbX+WiCPtw++7ufdd981xhHovnVW4ttuu02eeOIJayZgHeirYw70nEw6ZkHP1z4jsZO0bi1SvLiOufBdroWgZ55J11kBmTm7r12FCt4aL3tqUHvLmjZQmv1fdSCcFvj9gwtz3UaNcvv0M7MmgEwWbPzghc7rCJFwBABxqlKlitHFRifcmj9/vlHrPn36dONmV758eSP/vn3cQDzOPvtso///tddeK3/88yurQYjOERDISSedZHQVatGihTiVxi0XXCDy6ae+y7XRRTOs2oZGAFmrf//cwr8OwPXvg//ww96++mZ3nWLFvN3kzAm7vv3Wd8Iu//6v5sD7YOvqcs3/r8GBDgjW4wXqBuQ/YFi7EAFAuvv/a1miVavg2QXdggAgATSn/9y5c2X06NEyatQoYyyATg6mNf01a9Y0uuD07t3bJxVnImjLgx7rs88+k08//dTIRLR+/Xpj1rjixYtLhQoV5Mwzz5RLLrlELr/8cilodvB1MO0G5B8AKJ2I6NZb03FGQGbO7mvO2GufqFxnxYx0ht5g68Yys6YZrMyYQb9bAKmh6Y0Dzb+lPbeLFUvHGWUWAoAEKVSokPTs2dO4xapGjRpGC0K03YE0wLD3889mWvAINg6AAADZLprZfe0z9up2YSYMT9pM3SZNtaf5C3R9zZdgb1mINCgBgEjp91KgKZq0/z8IAOAwlSp5s5z89JPv8qlTNdsSUT2yWzSz+yZzAG6kM3X7+/13bbn0XabN8BrYa1DhtjzcAFLf/98cAJzj8i5AZAFCVmQDOnDAG+0D2cw+kDbdA3BDzdStjyM9pv4Qa3cizWqk2Y0AIFn9/ytWFDntNAr/igAAjhNoPgBFOlBkuwYNop+xVwvj2s0mGcwBwytW+E5Gpt19dDbg+vXzbqNjF+zzC5hjAvSctUVBsxwBQDz0+0dvgWr/81HyNdAFCI6jXYA0reGmTXkDgDffJLJHdtq50zuw1hTpAFwNmJM902WwAcNTpniz/5ipe8NlLdJz165EGlQAQDK6/8CLOAiOo9F7oMHAWuBZuDAdZwQk15493ve8/wy/4Wbs1YK2bRLylNMMRP9MgxI2a5HZEqDdgVavTv25Asj+AEBTicOLFgA4kvY7HjYs73JtBbB3kwCcmu5TM/fo4N2iRb3v9TlzAq8bbACuFqx1oG46B9ZmStYiAO5x+LA3MYi/M87QOZnScUaZiQAAjqRRvE5roB90/wBAuxQATqT933WiL831H0lGYM16pbXs4Wb3dXvWIgDuoRMf7t6ddzmz//oiAIAjlSwp0rq1t4+xndaSbt0qkuA514Ck0ww4ZlrNSGiXmpkzvYX/cLP7pksmZS0C4N7sP2YAwBjBXAQAcHQ3IP8AQAtDX34pcu216TorILaaf3vhXwv39om1hg71nVirbFlvE7dZ0M/UibQ0GNEfXP1calYibZ0L1A0oVVmLALgzACheXKR583ScTeZiEDCyaj4AcxAh4CTa7ccs/GumnGXLRB5/XKRHD+//ms7OHtRqes1TTpGMp4GJOWDfzFrk38KRjqxFALLTtm0iP/6Yd/l55wUfg+RWBABwLM12UqdO3uWTJuUdGwBk8oBf7fMfTaacGTOckylHMxOZf0+4rEU6riedWYsAOJv2Cgg0fsqc/Re5CADgaIFaAbQv9Pffp+NsgORnylFmphwn0IHImo3I/LvMrEXXXOP93961SZvo0z1wGUB25v+n/78vAgBk5azAdAOCU7ghU06XLiLffecN2EP9COsgfm3CB4BoacVIoP7/2qUw3HerGxEAwNHOOUfkuOPyLtd0oIATuCVTjtbs6wy/K1aIDB/uzeLl7+BBkREj0nF2AJxuyRKRdevyLif7T2AEAHA07TPcvn3e5UuXegdOAk740TJpJpxgaUCzJVOODgzWSb6GDAn8/ODBIseOpfqsAGRr+k/t/oO8CADgeHQDglO99JLIgAG5j92UKUcH8GtmDn9//inyzTfpOCMA2db/P18+kbZt03E2mY95AOB4F12Um2vc7s03vd2DtKY0U/Okw13ZfnTgrjlhl2bx0RSf/jQjjhaA7fMAaM2/WfjXwbTZkinnttsCF/YHDeJHG0DkDhzwTojo7+yzRUqXTscZZT4CADhe+fIiTZuKzJ7tu/z330V69/YGB5qLXFMOkmEE6ZjkS/P8a6rPSNPQmZly/GnhXzPqZMv7+NJLRSpUENm0yXf5p5+KrF8vcuKJ6TozAE6iSQb27w/c/x+B0QUIWSFUDb8WurQ7kA4YHjculWcFt9P3m77v9P0XaeH/tNPyDljTx5pBR3/kNKNOttCARrs2+Tt61Dv7MQBEYuzYwMvp/x8cLQDIihrWjz7KfayTKdm7T2hBQmtUtR919+7eQlS21KAis9+X+n4z+/MHe1/avf66yB13eLsLaXO22V1Iu7E5vc9/MDfdJPLMM3kDpP/9T+Shh0QK8CsFIEwLa6Axf3x3hMbLA8fTD78582/PnnlnUn34YW8to/at1sKYdq3QdIRAst+XZuE/3PtS1avnLfybLVpuGbeigY0OavZP3avBkXabuuSSdJ0ZgExvYbVXsvg7csRbeaLdJrOp5TRR6AIER9OaUi0kmDWs/oUspY/fflukShXvY60p0AGYQCa9LzUdqFvfl7feGjwlKABE0sKq4/zef9/7v/m9arb86/rwRQAAR9OsKmbXAe1e4V/IMulyfV7p+rodkCy8L6Ojc3kE6uI0aZLIypXpOCMATmphXbbMm1WtRw/v/zoP0LXXep83W/7hiwAAjqZ9pE3hpvq2P2/fDkg03pfRyZ9f5JZb8i7XoEjHAgCAiZb/xCAAgKPpAEmTDqwMxf68fTsg0XhfRk9bQnRmb386WPrgwXScEYBMRAtrYhAAwNF0gI+ZMlEnSwo2GEiX6/NK19ftgGThfRk9nQ8g0EC9LVtEPvkkHWcEIBPRwpoYBABwNM2UopN8qb/+8mZV8S9s6WNdbqZc1Iwj2ZpSEZnzvjzlFO993pfxDwbWQX0DB4oMH+5t/gfgXrSwJkaOxxPp9DRwm2bNmsmcOXN8ljVt2lRm+0+5m2Y6ul8nWzILWNrnz55vXWtYzUKWNgkyDwCS7bffRBo08E5oZeJ9GZ7+Gmk61KVLg6/DzN6Au2klQM2a3u8LHQOgA4ADdQPSMkGtWt7vWf3e0IQCTqtkaZbEchjzAMDxtBCgeX7NlGD6YQ804l+/AHQ9Cg1IpmPHvJNb2Qv/Ktj7Un+4eF/mfka1FeDuu8PP7D15Mvm9ATe3/Ov3gNnCqgN+7UEALazh0QUIWUELAVqD2qlTbt/rQAUHCllItkGDRGbNCr+evk/1/arvWwqxuerX931Mfm8A/vS7wPyt18kUtabf/j2hj81JFjUw6NcvraebkWgBQNbQwr3O8KvNgw8+KDJmTN519MtBnwOSQWujgr2/tFWgRQvvQDTti6oDfqmRyuvll3PvM7M3gEAqV87NBKRoYY0eLQDIyuZBLUTkC/Du1kIDo16QDPq+uv12kT178j6n/VVfeUWkVy+RPn28/1P4z4v83gAi8dlnoZ+nhTU8AgBkpUqVRC64IPDgzF9+SccZIdtpi9Pnnwd+TiezKlYs1WfkPOT3BhCJYKmBdYZgzRamA361ZZCa/+DoAoSspdOAf/VV3uXvvivSqFE6zgjZWGOthc/160Weey7wOr17i7Rtm+ozcybyewMIZ+dOkWnT8i7Xwj59/SNHAICs1bmzSIkSebtkaH/AF14IPOsoEAkdeKo1TdpdJVSXshNOEHnxxVSembOR3xtAOPq9e+RI3uWXXZaOs3EuugAhaxUvLtK1a97lmzeLfP11Os4I2WDcOO+8E9r3PNx4ktdeEylTJlVn5nzMoAwgnE8/DV7ph8gRACCraRaRQMz0YEC0Nf/mfBOhUlQqHYSuA9IROWb2BhDKgQMiX36Zd3mdOiJ166bjjJyLLkDIalozqIUys7Bgr0Ew0zECkdJuP2aBNFyKSp0Q7MknSVEZLQ2kdJIvfZ31dfzmm9AzKNPnF3CPqVMDZ1qj9j96tAAgq2kt7DXX5F1+8KDIRx+l44zgVKSoTO3M3uZra+b31s+x/m8W/vWzTX5vwF3o/pM4BABwRTagQDQbEBApUlRm1szeRYuKXHhhqs8MQLocPSoyfnzgtN9NmqTjjJyNLkDIevXqiZx5pshPP/kunzHDW6tLP233pOu0z8Ib7LoHW1eXm0hRmdqZvTWVqn8gtXevyNix3ucAZL/Zs0W2bMm7/NJLA0/8idAIAOCaVgD/AEC9957If/6TjjNCOtN1aq2yDjbV/uZmF5JQ655yisiKFbnLSFGZOhp8adreQF19dII1AgDA3d1/SP8ZG2ImuIJmbsmfP+9yHWQYLpUjsi9dpz7W5fq8rhduXS3Q2/NOk6IytbQF74wz8i6fM0dk4cJ0nBGAVNLv4UCz/x53HN+xsSIAgCvohEzt2+ddrgU7rfmFO9N16vNXXily1VWRpfY0kaIytTSQuvnmwM/pYGwA2W3RIt9WWJN+xwYbj4XQCAAgbp8TgMHA2Z+uc9kykccfF+nRw/v/8uW5g8O1Zv/w4cjW9W89qlXLN1jQx+YcE6SoTCy9HsWK5V2ur/f+/ek4IwCpEqj2X9H9J3YEAHCNiy/2Nhf6Gz06eHcOZHe6zooVc5dFmtpTmQPOgqWo1G1IUZlY+tnVlhp/O3eS0hdwY///woUDt+wjMgQAcA1NG3jFFXmXb9smcvvtIsOH+2Z6Qfan67Snjos0tafSgeOBUlTqY12uKSw1lSUSK1g3IB0MDCA76Vwqv/ySd/n554uULJmOM8oOBABwlWBzAgwd6s0mUrOmtwDHuADnsqfdDJeu094iFE1qz7JlvSkqtU+qBo4DB3r/X7nSu5ya/+TQgK1Bg7zLNeD67bd0nBGAZGPyr+QgAICraKaX8uWDP++fHQbOY0+7GS5d599/x5faU1NU9uol0qeP938G/CYXg4EB9wkUAOh3gXbrRewIAOAqOhfA9u25j0Nlh9EsMrQEOI+mhDO75oRL1zlvXu5jUns6w9VXe7vzBRrMf+BAOs4IQLJs3eqdtNNfixYiFSqk44yyBwEAXJcdRqcTjyTjixb6dGAnnEW755gFxHDpOjduzF1Gak9nKF068FgeDexptQOyy+efixw7lnc53X/ix0zAcI1ossN88423wKfdgXQAEgU+57jnHpF9+3zTROr11EG82o9fu/Jobb5ZoC9QwFurr6lAw61Las/MoN2ARowIPBhYg3kA2YH+/8lDAADXiCY7jD6vtf+6vm6n/bvhjB8LHdDtz0zX6c9M16nMicPCrcsA3/Rr1kzkX/8SWbzYd/m333qDtnADugFkvr17Rb76Ku/y007zzrmC+NAFCK4RTXYY+/P27ZC5NmzwdtWJhH+6Tr3pfVJ7OoNek5tuCvwcg4EB59MW+wcfDDyuh9r/xKAFAK4RTXaYQBlfkLm0pUZbbXROB3+aJ1q7cmnKTg3m9HrqIF7/bl1as68pPPWHR2uSQ62L9NOxOn37ihw86Lt88GDvBG86FkSvnWZqAuAMmnhDx+ppd12zxd4fs/8mBgEAXJcdRr9UtF/3ww8H7gZExhfnefNNkUmTAj/32msiLVt6b5HQAiOFxsxXpoxIt24i773nu3zPHpH778/9/Hbo4M3wRdctILPpIH6zK2YoWplzxhmpOqvsRRcguIYW6rQwoMj44nxaU6+Tb2kgd/fdgdfp2tWb7QnZKdicACbm9QCcU/NvL/wHS9GtdKA/KbrjRwsAXEW/SCZP9n7JkPEle5uIVaVKIkOG5O3Tj+xRuHBuq55ZaLB/nnVAuH6ezXk9dBwHLQFA5tHvdLPwr5U2/ln6tKJHK+f0d9tM0a1dNhE7AgC4iv74ayaXcBlfzNp/CgvObCJW2jqg/cCRvcxMXYpCA+BMpOhOD7oAwXVCZXyx05aCQINKkflNxPnyiRx/fNpOFRlWaDDfG2ahAYBzU3QrM0U3YkcAAFcyM77oYCKtKW7QIO86Opjw5ZfTcXaIpIk41CzOOnMkszhnNwoNQHYgRXd6EABA3D4wWCf50iAgkFdfFdmxI9VnBX/U9sIfhQYgO5CiOz0IAADxphS75JK8y3fvFnnllXScEeyo7YU/Cg1AdqXoVpqII9gYL1J0JxYBAPCPRx8NvHzgQJGdO1N9NrCjthf+KDQA2YEU3elBAAD846yzcr+E7LQQqZNJIX2o7YU/Cg1A9tBEDmbLrmbtqlXLN8mDPtblihTdiUEAANgE+1LRwcB//53qs4Fpw4bc+9T2wkShAciexBw6o7vJTNF9zTXe/+3z82gqb1J0x48AALA5+2yRCy/Mu1wHAr/+ejrOCGPHijzySO5janvhP6+HGQQEKzQUKEChAch0R44Ef04rdDR1t6bw1lTeiB8BAOAnWC3hf//rHRSM1PnyS29hzn/GX2p7Ec28Hs2aUWgAMt2nnwb/7V250pu6myA+cZgJGPDTvLnI+eeLTJniu3z7dm8TZd++6Tozd6T71Mw9Ou5i0yaRl14SOXw48LrBZnGmidi983poIaFFC98uY2rOHO9A/tKl03WGAELRLrZTp+ZdfuaZIvfem44zyn4EAEAAWnvsHwCop57y1jKecIK3f7kORERiZvnVib40179/bX8gdep4B/va19Xrot1+9NpR+Henk04SueUW78RwdhpEau3iddel68wAhKLf/YEqey67LB1n4w50AQICaNky8ABSnR1YWwB69xapWdPb7UALr4jduHEi55zjnbgrksL//feLLFmSO4uzpmnV/2kihrryysDLx4xJ9ZkAiLf7T+fOqT4T96AFAAhC+5WHmkhKC6taaJ082dvlhD7G0dPgqXv33AG9OsuvTuSlufy1hn/o0NyBnOrSS0UGDPDW9mvrCy0w8HfqqSKnny7y66++y7VFb9s2kbJl03VmAAI5eDB3pne7U04RqVcvHWfkDrQAAEEUK+Y7qFALp/ZBp1WqeJdr4VULsbQERE+7/ZiF/549RZYt83bf6NHD+//y5SLXXuubJSLYQE8gVCuAvne0tQlAZpk2LXCCDa395/s+eQgAgCB0gKnZJSVc4VQLsYEGpCL0gF+z1keDq7feyk3naNLHb7+dG2zp+qtXp/5c4Sx0AwKcg+4/6UEAACSocKrdgSicRk67V5kBlnb78X99Tbpcn1e6fqhuWYDS8Tk6s7e/b77xZpcCkBmOHhUZPz7v8goVRJo2TccZuQcBABAAhdPk01SfJu3zH4r9eft2QDStAMeOiXz0UTrOBkAgc+cGDsp1vFc+SqhJxSBgZCaduSeRrrpK5N//Dr2OppMZPdq4e+EGkVn/LD7lfRH5Kvhmd24Vaf/P/RqafnCw7cnZs0Mfc/Nm7zddIvXp4x2UEIpOrasdLxOlfHmRzz4Lvc7ChSI332w97L5FpMk/96vo3AqvBd+01V+516PWqyIyypaXtW3b0Me96SaRRYskYerX9zYJhaIJrf/zH0mo//1P5LTTQq9zySUiW7Yk7pht2og8/XTodXQE/Kt6URJIqwQ1124c3xF3HRRpEWB5yYdE5L34vyMShu+IoN8RCcF3REZ/R1Renfvdbld3hn7Gk/sdEbVIviMchAAAmUln7kmkSL4ItP/OP8et9M/NsOyfWxDl/7kZVv1zi5QOHkj039qtW/h1NMVOIo9buXL4dTSHqu2Y+tVtfX1rph9bth9/Vf+5GZb/czNnZwtHf9gT/RqHo+eV6GPq6xfOzz+LrFuXuGOa/dtC0Vm3Ev23miPDQwlzzMLByg862HBO/N8RKePi74iE4Dsio78jqv9zy2Np8r8jopbogCLNaGABAAAAXIQAAAAAAHARAgAAAADARRgDgMyU6Pxf1atHto7fcbdtF/nzz9yMQKE2PdEaNBAFTSOU6L+1UgQnoml1EnlcHeAXTokSPsdcu07kr7/Cb3Z8aW83U908jzJlIhuQl0iR7E/PK9HXNeAL4KdRI2/e2kQJl57JfL8l+m8NlnbLLsJjbtwksnJl3uXVqolUPjH+74ikc/F3RELwHZGR3xE6++/Pv+RdtXRpkbqnpvY7ImKRfEc4SI7HE65oA7dq1qyZzPEbRNO0aVOZHS5rRZbRGX51ki/N8x/s06JJNTRBCCJz4IBIjRqB079p0o6SJUVKlRI599ys+85FimkSHS1/aApQ/3LQTz+l66wAd3vtNe/vpr8hQxKfCMrJmiWxHEYXICCMxo1FJkwQWbFCZNAgkYIF864zcqS3UIvIvPde4MJ/+/be7IP6w9CrF4V/xE8zBWqmwkDJUHR2bwCZMftvTo43SylSgwAAiJDWWN96q8g11+R9bscOkY8/TsdZOY/WxP73v4Gfe+CBVJ8N3DopmBozJtVnAmDbNpFvvw2cZbNixXSckTsRAABR0jljAgk37wu8Jk4UWRogx/MZZ4icd146zgjZrksXkQIBRrwRAACpp91pjx7Nu7xz53ScjXsRAABR0nFF//pX3uVao6Fz5yC0F18MvPz++71NwECi6XjLCy4IPPHskiXpOCPAvT75JPByAoDUIgAAoqSF1BtvDPzc22+n+mycN6A6UNOvJqWIZHJSINHdgO65R2T4cJFV0czgDSAm+/aJfPVV3uVaqXbKKek4I/ciAABicO21gbOQjRgR2QzlbhWs7//ddwceXA0kitYuBvrMamGkd2+RmjVFOnXyBqkAkmPyZJH9+/Mup/Y/9QgAgBiULSvStWvglIOaMQh5aQ3rhx/mXX7cccFbVIBE0bSyp58e/HlN8at9k885R2TcuFSeGeCe34AXXgj83GWXpfpsQAAAxIjBwNF5+eW8udjVLbd4gwAgmbRm/5dffLudPfaYyPvve//XyeaUtuB1705LAJAo+lnS1jVtZfv++8CpenVeDqQWAQAQI52k6uST8y7/+mv6E/vbvl1k6NC8yzUzS6DJYIBE699f5MgR7/2ePb1zADz+uEiPHt7/ly/3du0zgwCd/A9AfLQ1TVvVQk2kuXVr8IHBSB4CACDBg4H1S+6dd9JxRplHAyEdYKkFrr178z6vhS+z5hVI5vtQ08+aNf/aSuc/HkAf6yB+8/2oBZbVq1N/rkA21fxra5o5Li5Yq5u2DNPqlnoEAEAcdLbaQPnFNQAwaxvd3uSrAyy1MBXIffel+szgRtOn59Y+Xn994MHASpfr80rX1+0AxN7qZhb+aXXLPAQAQBx01sKLL867fN06kUmTxJUiafJVOiCzQYNUnhncateu3Pu1a4de1/68fTsAkaPVLfMRAABxYjBw9E2+6rffaPJF6jIAmcJN1md/3r4dgMjR6pb5CACAOLVrJ1KtWt7lWpuxfr24SjRNvocP0+SL1A3YN2eZ1u55webq0OXm+B1dX7cDED1a3TIfAQAQp/z5c2sw7I4eFbn5ZvfMMkqTLzJVjRoiHTp47//1l3fwvn8QoI91+dq13scdO4pUr576cwWyAa1umY8AIEEOHTokI0eOlA4dOkj16tWlSJEiUqlSJWnevLm8+OKLslXzXCXZzz//LA8++KCcddZZxrELFy4sJ554ojRq1Eiuv/564/w2btyY9PNwIw0A8gX4NGkB1y2zjNLki0ymXdDM9+TIkSK1avl2T9PHutwM6vv1S+vpAo5Gq5sDeBC3JUuWeBo2bKhFn6C3E044wfPFF18k5fibNm3yXH311SGPb97uuOOOiPfbtGnTPNvrMgTWqJEWZ0PfChXyeD7+2JOVXnkl9+98//3Q6773Xu66Awem6gzhdvrZ089gJJ/T9evTfbaAs3XsmPuZuvZaj+fgQd/n9bEuN9fp1CldZ5q5klkOC5DAENFYu3attG3bVtb/09k7JydHWrVqJbVq1ZItW7bIlClTZP/+/bJ582bp3LmzTJo0Sdq0aZOw469Zs0bOPfdcWblypbWsTp06ctppp0nZsmVl3759snz5cpk/f75xH8mhNfsLFuQ+1i4wWsutfRu1eVMnwdKuBeYso999J9K4sWQVmnyR6bp08X72dOxJqCxV+jnVFgA3DuQHEkVb1nRiTB3vpa1r33zj+7uoNf9mlzttnaPVLcUSEka4WMuWLa2orHr16p758+f7PL9lyxZP27ZtrXXKlCnj2bFjR0KOvXPnTk/NmjWtfZ933nmeX3/9NeC6Bw8e9Hz55ZeesWPHRrx/WgBiq+no2dOdNR0rV3o8OTnev69q1byvgUmXV6niXU/XX7Uq1WcKeN+vw4d7PPfdF7gVIF8+j2fhwnSfJeBs3bq5u2U8XskshzEGIA4TJ06UmTNnGvcLFSokEyZMkNM1ublNuXLlZPz48VJTO4GLyPbt22XAgAEJOf79998vK1asMO5feeWVMnnyZGkQJLG6nl/79u2lW7duCTk2cjH41YuBlnDa+1Un8nvxRZGrr877vM5O+n//l44zA7LH4sXBn9M+/zo2TlvltHUOqUUAEIc33njDut+rVy+j200gxYsXlyds+Q6HDBkiR+KcJla79LytJUqj0FlV3nrrLcmvI9eQcgx+zXXBBbn3ww20pMkXmeLpp0UKF867/MsvRSZPTscZAc6nc73ozV/9+t7seNpzecKE7OsO6xQEADHas2ePTJ061XrcW1O9hNC1a1cpUaKE1QowY8aMuI4/ePBg6/4dd9whJUuWjGt/iB35jr0OHBB57TXfZVrTr7HvNdd4/7f39xw1ii9+ZAZthbr77sDP3X+/N6UvgOh8+GHg5X37elvfaP1NLwKAGM2aNUsOHjxo1fA3DlOS0bSgzZo1sx5PmzYt5mMfPXpURmnpyRZcIH0Y/Or1/PPeib5CockXmeqhh0TKls27XAf3m61WACL30Ud5l2nlz8UXp+Ns4I8AIEZLliyx7mvXnwIFwidU0nz8gbaP1qJFi+Tvv/827pcqVcrIOKRdioYNG2ZkJKpYsaIxB0DlypXloosukkGDBlnBChKPfMfegv+zzwZ+7rrrRAYOpMkXmU0Dcp2tOpBHHhEhiRoQuaVLtaySd3m7dtlX+eVUpAGN0e+//27d14m/IlGtWjXr/lL9dMToB9tsUtr/X1ORXn755TJv3jyf9TQ1qd409ehzzz0nH330UdiWikiCD3tLRjRmz54t2cgc/KoDe83Brzo8wz4WwH/wqwYAOng4G5pAdTzDXXeJBIoxmzTxpkANNEkakGluuUXk1VdF/vzTd7lmedZubK1bewsvGrzr5x5A5LX/yq15SJrFWG7SMleyEADEaNu2bdb9ChUqRLSN1sybdBxArP7SUqaN1vIv/meo/amnnmoU8nVA8IIFC4zZge3zBejYgzPPPDOusQ9z5syJeftspQNcdbCgFvTD5Ts2M4xccol3IPAZZ4ijffqpd7CkPy30v/kmhX84R8GCIpqk7bLL8j73ySfemxnAa9Cvn3tas5BIWjGkvws6RszJwWag/v/6+dLfPTeak4HlJgKAOArCpqJFi0a0jX09+/bR2rlzZ57osFixYjJ8+PA8aT6/+eYbueKKK2Tr1q3GRGCaLvS3334z0oIicbQQoMMydJIvDQLMwa+haC+u9u1Fxozxfuk78Qt/716Rf/878HO33SYSR6wJpMWll4q0bCnyT4bnoK1e2uKnQb9+7hnPgnhpw37//t6U0vYJ6pwYbGoLmn1iTHuWuNKl03FGCIS6uRgd0JQn/4i0MK398k06O3Cs9mqpy897770XMMf/eeedJ5999pnk+6caVmcFfl9zMiJps4zqIFdzTEA4mzfrNdIsUt4sJPq/Thmh+7D19MpYTz7p7fbk74QTRJ56Kh1nBMRHP7tmul6Tzu9hT2drzudhzuzthM+qW2nlio4/Msch6eNMM26cyDnnBJ6d2gw29Xldz8nZf9za/SdTpSUAiKf7S6bQrD6mQ8FGffqxD8SNtNUg3LHNvmWXBWqztj3fxVZFNUarnJEUWkOjg1x1fjb7j44+vuqqyPaR6V/45g+qZk154YXA6+jkStT0IBv6L/fsKbJsmXeAcI8e3v910Pu113qf16//cK19SD0NyrQiRStUMrmCRc/DbDnOlmAzUACgeVLc2v0nU6WlC5Bmp+ncubPccMMNcv7554sTmTn9o6nNt69n3z6eY6tQhX/7OjoI2ExhGs+x6+ssHghJu/D4d+MZMUKDX5Gvv/Zdrl/49vECOmhWuxCZX/jaqpAJTb/Bmqj9tWrlHTAJZPvM3jrWRz+r5sze2TCoPxtoxYm9UJ3u7luh+vXrd6p5nhps+r/fHn7Ym0BCx5aZwaZWMmUqDY7nz8+7XIt6ZcqIazVt2jSm7bSbdzxdxjMuANCa8LFjxxo3zaCjgYBOpHXiiSeKU5S1JYzetGlTRNts3LjRul8mjk+C/diqXr16YbepW7eudX/37t3GLZbJw7Twn63ZfJJNv9Q//thbqDCHcTjlCz/UD6qd9jTTCbIj7QIFOH1mb/18mjN76+RGyLwa9XRVsITr13/TTdkXbAbr/nP55eJqs2MsN2kPjmQNIE7bGACPx2PcVq9eLf369TMCgU6dOsn48eONia4yXZ06daz7+jdEQjPxmDRbT6z8t42kNcG/sK8BAFJv69bcGYDDfeGbTb/mF36mN1GbP2xxDG8B0o6ZvZ3Nv0Y9Xd23IunX37lzdMGmua0Gm5k6viFQ+s/8+b1/KzJLWgIAHYj68MMPG12BzEBAC/1ffvml0Vddc9s/9NBDskw/uRnKXqO+cOFCYyKucMyUnP7bR8u/C04kzUP+BX6dQAyZX7vo/4Wf6T+oGrvTHxpOxsze7ui+lcwKlmgqTWIJNjN1fINO9PjTT3mXt2kTeJZtuDAAOOmkk+Spp54yas6/+OILo9BfsGBBKxjQLjUDBgwwatk1d71muLFn3ckEzZs3t7L6aFaeH3/8MWy3J3szThv9RMTx+unNpGk9w7HPPKzdj4oXLx7z8eGe2sVM+UEFMnlmb5UJ43TcTrvJZEKNejSVJrEEm9rNMhMzBjH5l7OkNQ2opqbUSax0cOq6devkhRdeMGrGzUBAbzNnzpRevXoZ4wPuvPNO+eWXXyQTaLebtm3bWo81B38o48aNs2rhtQDeSkdKxsGe1edTnYkpDPs68R4b7qlddGKLBZCImb2VObO3fxDgP7O3uuEGkR07MrNbRrYJ9BprpjWdxC2WCpbvv09cjXo0lSa2uUGjCjZNmZYxKFD/f7r/ZDBPBpo9e7bnhhtu8JQsWdKTk5Nj3fLly2fcGjVq5Bk0aJBn165daT3Pzz//XItGxq1w4cKeRYsWBVxv7969npNPPtla98EHH4z72MuWLfMULFjQ2uf48eODrjt37lxP/vz5rXU//fTTiI7RtGlTaxvzpssQu5UrPZ6cHC0iezxVq3o8Bw8GXk+XV6niXU/XX7XKkxavvOI9B729/37odd97L3fdgQNTdYZA4s2b5/EUKpT7ftbPYr9+3ve4/m9+Nv1vJUvmfr7Nmz7u2NG7T8RHX0N9LQO9xvny+S577LHQ+9LrGOgaBrrpe+Hjj/N+lw8b5v2O1P/1sXrrrdjP4dpr8/4m6GNd7n9OPXuGX7dTJ0/K6G9UoNeubdvUnUM2aprEclhGBgCmPXv2eIYOHepp0aKFTyBgBgPFixf39OrVyzNz5sy0nWPLli2ti1KjRg3Pr7/+6vP81q1bPRdccIG1TpkyZTw7duwIuK+VK1f6XORh+q0Swr///W9rXX0tPvb/hvJ4PNOnT/eUL1/e541z7NixiP42AoDk0B+waL7wTzzR44nwkiWcvgVj+TEbPjxVZwgkh36d2oOAeG+BCpFI3vWItILFfxv9ntPKDv3fvo4eWwOQUEFIgwbeIDCWSpNogs1MrDx68cXA12HQoNQcP1s1dWsAYPfbb78Zf7RZ+PdvFahfv74RLBw5ciSl5/XXX395KlWqZF0YPadzzz3XaMG45JJLPMWKFbOeK1CggGfKlClB9xVtAHDgwAGfAERvdevW9fTs2dPTu3dvz5lnnunznJ7nmjVrIv7bCAAyp3bx2WfTc65Oa7EAEv1Z1VrUQIW9YIXRSAqRiO87M9RrnMwa9TPPjC4IiabSpECB5Ow3VZUxWjTwP09tldm4MTXHz1ZN3RwArFu3zvP0008bXWjMwr49APAPBOrVq+f56aefUnqOS5Ys8TRs2DDPRbLftBZeuwyFEm0AoHbu3Onp3r17yGPr7eyzz46q8K8IADKnNksLHBMmpP48v/46+h/UVDY7A6kKhLUgpV3b9H8NcP/4w+OpXj36QiSfj/haTSN5jZNVox5poBdLTb324g0WbOrye+7J3O6YWrQI9Nqfe27yj53tmrotANBa/HHjxnk6duxo1Jr7F/rLli3rueeee4yuP48//rjnpJNO8gkGSpQoYbQYpNLBgwc9I0aM8LRv395TtWpVT6FChTwnnHCCcaEGDBjg2bJlS9h9xBIAmL799luj1aFOnTrG31+0aFGjS9JVV11lvJaRdvuxIwBIT+1isJs2LWuBPFC/02RYvtzjOf746H5QqeGEm8yaFVthjxay5LZC6q1gwfCVKrHUqEcbhERbaRIo2Mzk7ph6vt27B36N33gjucd2g6ZuCQC0Jv3+++/3VKhQIWBNv3atef/9943Ctr9PPvnEU7t2bas1QGvFER8CgNTw/8J/9928A9pC/YglY4Dhnj0ez2mnRd5CYRb+6eMMN8nUQlk2ifU11vuhatTvvTfyGvWXX46vtSARlSaZ1h0z2FgI+23DhuQc202aJrEcViDdWYg0h/6YMWNk6NChPnnyNThR5cqVM9KA3nzzzXLKKacE3U/nzp2N9Ja1a9eW7du3y7Rp01Jy/kAi0g7qzX/G4HvvDb+tmfd58mSRUaM0PWz856P71JSeCxcGfl5zpP/z8bQed+wo0q8fudDhLk6b18NNr7FOPDVhgjct57ffevej6ZR1nofq1b3pQyNNyazzC5giSYdsToZYoICIzhGq6WIDTZCo6+v3diTfm2Z6Wv2+N9PTaipR+7n4p6fV9fVvTTSdY8A+0Vkg+rswa1ZifpOQHGkLAGbPnm0U+seOHWsEAfZCf05OjjFR1k033WRNEhYJza+v8wq8//77slVLUIBDaR7qX38VGTEib95n/YHRHzr90Ro61Ptlb+Z9/u672Arh+iOpufv1R1L3EWxClyuuEHnuOZEZM/L+oAJu47R5Pdz4GgeqYLFP+KbFDs2x//DDgQv2+t2qAUQsQUifPt5z8p+0K9ZKE831r5U9ek4jR3oDE/vvgf4d9rkpTj5ZEi7QLMeBfpP0743nNwkp4EkDzVQTqIuPdv3p27evkeM+VnfffbfVDQjxoQtQeu3f7/GULp3cAYaRNOOaN01xp12DAMTXP92ciiVYLnnkGjIkeeMsok3JHGtXr2D9+pOdQELHQfz4oyetA7IZ9B6frBsDYE/lqf+3a9fO8+GHH3oOHz4c976feOIJY/Cr3hAfAoD0irfPZ7jCRTQ/JDoYWAcFA4i/EKkFs4YNmTQsHM3lUaJEfINqE52SOVP630eaQOKUUzye3bsTc9xMG4fgBk2zMQDQnPQPP/ywkfkGmYkAwLmD34JNVGMWLqLNq/3aa6n6qwF3zBoc6saAek1x7fHUrh349UlkJrJIKkL0eZ0DIBlBSDzsLQt9+wY//+uuS8zxGPSeelk3CHjcuHFy8cUXS/78+dNxeCCrB789+aT3a9effcCwjqc3+3D27Cny1lu+/V+1P6wOJtN+puqrr0TuvDO+vwfIRtq/WQdymv2igw34DCRZY3qc7tgxkauvDt7nPxGDak06SFVfZ91fqL766pxzIut/r+dhbpNM/uMbtEj1zDN519MBz+3aed9T8WDQe3ZJSwCgGXsAJGfwm/kDFqpwsXhx7jr+hX+ljzXDhP7I6Tb6w7h6NYN9gVgKkeXKiWzZ4rtNuMBbP6e6P81kk+3sSQj0e++nn7yvYyD6nWUOMk1UJjLdJlTGIFMkgV4sQUiiPP64iCZAtCVUtNx8s/ec9fzMvy3Q4OhQGPSeZTxpcN555xm3V199NabtBw0aZGzfpk2bhJ8bctEFyJkDDCMdnEUzLpB4gQZ8Hjni8dxwQ+r6kTtlcHE0SQj01qSJNzlCIgfVxnLOoeYXSPf4jRUrPJ7jjgv/WsYy3oQxAKmXdV2Apk+fbqT6rF+/fkzbL1++3NoHkK1iyfscSa3+Z5/lNsnSjAskVrC0k9p9RFvhosklr0UorRnv1StvLXmgGlxN0di/v8jEiXlryPW7RNNIZkqXokhyydtVqODdpkiR4K9xKkTaWpAuJ50kMniwSI8eodeLZQ4Zfc11/ytWRP6bpC0zmfC6IK+0TwQGIHF5nyMpXLRu7Q0CFM24QGrE2n9aC/Uffhi+UB+qQB1LYS+ZIs0lb+/brnOTVK4sGSOdQUg4+tp+8IHI558ndryJdi/Swr8pU8ZCwEUBwDEdIWR8KTCIGNkt0gGG+lE4ejSywsV55+UGAOEmwNHnzcKG1nABiE2s/affeCPwOvZCvQ78f/TR8AXqTBlcrK0U0SQhqFfP24KCyB0+nNjxJtu2effjLxPHQiAy+cSBNmzYYPxfokSJdJ8KkLIBhp06eQvidvpYlz/ySOSFix07cu+bzbj+tYY04wKJZc48qzSwDtb1xR5422mhXmv733/f+3+VKrnr9+3rW6Betsw7IFS7gej/y5eLXHtt7vqRZilKBu06o60ZkXRXNP/GRYu8SQgQ+Wv89dfRvcZmoodgwaYOIl63Lvyxzd8k/c1Kd0sTsiwAWLt2rUyaNMno/1+zZs10nw6Q0n6n2vyqKd0GDvT+v3Kld3nv3rEXLrQGqFYt38KFPjZr32jGBRI3pieawNsUrlBvSkRhL9l0HIPZlSmSsRDKHAuB9LzG+puhXcwC0ZanQL9J1PxnvqR3AbrefHcFMHXq1JDP2x0+fFjWrVsnc+fOlf379xsBwHnalwFwkWD9TmMZMHzmmSILF2ZuSjsg28QypidcoV77eZuteskaXJxI5JJPvkS+xvq+7NMn8LYXXugNRvM5rioZKQkAhg8fHjBbj85CvHTpUuMWi5IlS8pdd92VgDME3Fe40MLAoEHe++EmwKHwD6Rv0rBwhfomTbwT9UVb2Pvyy8gGFycaueSTL9bXeNYs74SPa9Z4g0Lt9//aayL79uXdTue2GDaMwr+TpWQQsBb2o1keTvPmzWXgwIFSrVq1OM8McF/hwr9WP5NT2gHZJpKZZ7Wg/tJLkRXq7Z/TaAp7Y8YEXifZGYPMsRB6HJIQJEcsr7H5npg61VvwD1c80+0qVUr8uSOLAoBhGiL6Ffq124+2CrRt21au1vm+w9B1ixQpImXLljXmDqigCYEBxDytvX/NXiantAOyTbhc8tqXOtJCvebFN0VT2DOlOmOQfs9cdJG35YFc8pk1h4zaujX8/m+7TeTiixN/3kitHJ0NLMXHlHz58hmF+jvuuENeffXVVB8eEWrWrJnM8ZtTvGnTpjJ79uy0nRMiR60+4NzPrua40F9nLaDrAOBghXodsG8vxOnA4GCFPXNgf6j0kP7rakaXUOkhY/HAAyIvvpj7WAcnh+qumO60pU6kcy1o6lRzoHmo19hfqHkZtCJJf1datkzd3+JmzZJYDktLAHDdddcZAcAFF1wgPcJNV4e0IQAAgPTQgrfW4EZaqNe+2P9MkRNRYS/SwEILfJrZJVGVB9q//F//EtmzJ/y6ZndF0kmmZrbldAaFSH05LC3DN3RgsHYNovAPAEBeOgjXLIRFkqr32Wdz1zfH/1xzjfd/e+2tKR0pOHVf2n0kXOGfXPKpm0PmqaeclUYWLp8JGACAbBbtoH4t7Glm7EQNLk5GCs7Ro3MnAfP3f/8nUrky3RXTOd4kljSycC4CAAAAsmBQfyIHFyc6BacOLg2WT14Lls8/H/8xEFywRA/My+BeSQsA3n33XZ/HPbVjWZDn4mHfLwAA2SRcoT6awl6s6SETUdi7777AGWY0qZ99QDBSi3kZ3Ctpg4DNTD/GQXJy5MiRIwGfi4f/fpFYDAIGAHcPLjbpjK9a3+YfhESSPlgnKmvfPvBzOhnZ5ZfH8xch1RmnEj0wHOkphyW1C1Co2CINyYcAAHC1aGYM9w8A9GYXatZgLVhqP/HNm0UGDAh8LpdeKtK1awL/OKRkzgDmZcgOSQsAeoUYHRLqOQAAkN7BxZEINGuw5p/v39872DdUPd9xx4m88Ube7DRIvWiCQg0MdNwJnK9AqmYAjvQ5AACQvsHFJ50ksmJF9LMGP/mkyKOPRpZ3Xgf9atYfOC/jFJOyZQeyAAEA4DLhBhf/738it9wSeoIoHURsjhfQgmPfvpHPJnvGGSn8Y5HwjFNwPgIAAABcKljGoHbtcjMGhZsgSruM2McNhAsWdJ86ARWzyTo/4xSciwAAAAD40AG8Zi1wuAmitPb41Ve9jyMNFszZZClYOicoRHbJ+ADgp59+kgkTJsimTZvkhBNOkIsuushIgQQAAJIjmgmiDhzIvc9ssoAzpCUA2Llzp/T5Z0rABg0ayP333x9wvbvvvltee+01n2VPPfWUXHPNNfLOO+9I/vz5U3K+AAC4STQTRGlNvonZZAFnyJeOg3722Wfy3nvvyfvvvy/ly5cPuM7QoUPl1VdfNeYL8L/ptvfcc0/KzxsAADcwZw1WmgYyWGYfXT5vXu5jZpMFnCEtAcB0bfcTMWrwL9WZQPwcO3ZMHv9nxhGd7bd+/fpy7733Srdu3YzHGgQMGjRIli5dmvJzBwDALRNEKXOCKP8gwJwgaseO3GXhggV9XmlwoUEGABcFAAsWLDD+r1u3rpQuXTrP81OnTpV169YZhf1zzjlHfvzxR3nxxRdlzJgxMnDgQCtIePfdd1N+7gAAuGWCKLM/v2bvqVXLu+z9973/62NdrszWgnDBArPJAi4OAP766y+jcH/qqacGfP6rr76y7j/yyCNSyDai6Oabb5YyZcoY97/TpLUAACBpE0SZP8HmBFHXXOP93z477HPPRR4sMJss4NIA4O+//zb+Nwvy/mbMmGH8f9xxx0nbtm19ntNgQLMAaTegP8J1NgQAAHFPENWpU24tv0kf63J9/v/+L/JggdlkAZdmAdLuO0oL8f72798v8+fPN1oIWrRoETDTT8WKFY3/d5FCAACAjJggitlkAedISwCgNfvbt2+XDRs25Hnu+++/lyNHjhgBQPPmzdNxegAAIIYJophNFnCGtAQAJ598ssydO1fmzJkjR48e9anl/+STT6z7LVu2DLj95s2bjf8DDSAGAADpxWyyQGZLyxiAVq1aGf9v3bpVXnrpJWv5n3/+KSP/GSVUqlSpoDP+ahYhbSGoWbNmis4YAAAAyA5pCQCuv/56q9b/wQcfNAKCrl27ytlnny179uwxCvc9e/aUggUL5tl29erVsmbNGuP+6aefnvJzBwAAAJwsLQFAnTp1jPSe5iBg7ff/6aefWoN6K1SoYDwfyEcffWTd10HCAAAAADI8AFA60+/LL78sZcuWNQIB86bdfnQisPLly+fZRp8fPHiwcV9bCdq1a5eGMwcAAACcKy2DgE3//ve/5c4775SlS5cacwNUrVpVqlSpEnR9bSH4z3/+Y9wvUaJEwCABAAAAQIYGAErHAvzrX/+KaF3N+tOrV6+knxMAAACQrdLWBQgAAABA6hEAAAAAAC6S9i5Aau/evfLBBx/IN998Iz///LMxP8Du3bulZMmSUq5cOWnUqJG0adNGevToIcWKFUv36QIAAACOlfYA4JVXXpH+/fsbg4BNZnrQ7du3y44dO4wJwsaMGSMPPPCAkT1IBw8DAAAAcFAXoGPHjkm3bt3kvvvuM7L72FOB2tmX63r33nuvsZ3/egAAAAAyuAXg/vvvl48//tjI56+0q0/37t2Nyb1q1KghxYsXN7oGrVq1SmbNmiWjR4+WzZs3GwX/cePGGdv/97//TdfpAwAAAI6U40lDVfqSJUukQYMGRiuAHr5Pnz7yzDPPhOzfv3//fmN2YO0ypAoUKCALFiyQU089NYVn7i7NmjWTOXPm+CzTidpmz56dtnMCAABwg2ZJLIelpQvQsGHD5OjRo8b9//u//zMK9eEG9xYtWlReeukl6du3r/FYt3/nnXdScr4AAABAtkhLADBlyhTj/zJlysiTTz4Z1bZPPPGElC1b1mc/AAAAADI4APjrr7+Mvv/nnXeeFCxYMKptdX3dTrsO6X4AAAAAZHgAoDn+1fHHHx/T9uZ25n4AAAAAZHAAoF1/1Jo1a2La3qz5N/cDAAAAIIMDgNq1axtdeL799lvZsmVLVNvq+jpjsHYh0v0AAAAAyPAAoH379sb/Bw8elOuvv16OHDkS0Xaa+efGG280tlMXXXRRUs8TAAAAyDZpCQBuuukmKVWqlHF/4sSJ0qZNGyOnfyiLFi2Stm3byueff248Pu6444z9AAAAAMjwmYA1jafO4qu1+dqV5/vvv5czzjhDGjZsKM2bN5fq1atbMwHrOAGdCfiXX34xttWuQ7qNzgnAGAAAAADAAQGA0q4/27dvl4ceesiaFGz+/PnGLRBzwuL8+fPLc889J717907p+QIAAADZIC1dgEz333+/MRC4ZcuWViE/2E21atVKZsyYIffdd186TxsAAABwrLS1AJi0y48GAUuXLjWy+2hXH830s2fPHilRooSUL1/e6B6k4wTq1KmT7tMFAAAAHC0tAcDff/9t3dfBvOrUU081bgAAAACyLAAoXbq0MZC3QoUKxqRe2q8fAAAAQJaOATAL/Nr3n8I/AAAAkOUBgNb8q+OPPz4dhwcAAABcKy0BQK1atYz/169fn47DAwAAAK6VlgCgS5cuRmpPTem5b9++dJwCAAAA4EppCQCuu+46qVKliuzevduYCAwAAABAFgcApUqVktGjRxspQF9//XW59dZbZdeuXek4FQAAAMBV0pIG9N133zX+v/POO+X555+Xt956S0aOHCnt2rWTM88805j8q2jRohHtq2fPnkk+WwAAACB7FEhXFyCdB8Ck4wH2798vn332mXGLlO6DAAAAAADI8ADALPRHsgwAAACAwwOAXr16peOwAAAAgOulJQAYNmxYOg4LAAAAuF5asgABAAAASA8CAAAAAMBFCAAAAAAAF0lbFqBA/vjjD/n5559l69atxizBJUuWlHLlykmjRo2kdu3a6T49AAAAwPHSHgD8/fff8uqrr8rgwYNlw4YNQdc78cQTjRmD77rrLmMGYQAAAAAO6wI0e/ZsadCggTz22GOyfv16Yx6AYLd169ZJv3795PTTT5c5c+ak87QBAAAAx0pbC8BPP/0kF154oezdu9dali9fPqOrT40aNaR48eLGc6tWrTK6Bh07dsxYZ/Xq1dKuXTuZPn260TUIAAAAQIYHAEeOHJEePXrInj17jMelSpWShx9+WHr37m30+fe3bds2Y+6AZ555Rnbt2mVsp9svXrxY8ufPn4a/AAAAAHCmtHQBev/99+XPP/+UnJwcqVWrlsyfP18eeOCBgIV/VbZsWbn//vvll19+MdZXur3uBwAAAECGBwDjx4+37o8ZM0aqV68e0Xa63qhRo4zAQX3yySdJO0cAAAAgG6UlANBUn1qIP/vss6Pux3/mmWca2+nAYG0RAAAAAJDhAcDmzZuN/+vVqxfT9uZ25n4AAAAAZHAAULBgQeP/gwcPxrT9oUOHfPYDAAAAIIMDgIoVKxpdeObOnRvT9uZ2uh8AAAAAGR4AnHPOOcb/y5cvlw8//DCqbT/66CMrg5C5HwAAAAAZHABceeWV1v0bbrhBJk2aFNF2kydPluuvvz7gfgAAAABkaACgM/m2adPG6Aakk3p17NhRunTpIhMmTDAm/bLbvn27fP7553L55ZdL+/btjfW19l+31/0AAAAAyPCZgJXm82/WrJmsWLHCCAR0bgBzfoCiRYtK8eLFZe/evbJ//35rG11P6WRgH3zwQbpOHQAAAHCstLQAqPLly8usWbOMWn2zcG/e9u3bJ1u2bDH+ty9XF110kXz33XfG9gAAAAAcEgCoE044QSZOnChTp041+vPr42Dr6fPTpk2TL774Iuh66aSpSUeOHCkdOnQwZiwuUqSIVKpUSZo3by4vvviibN26NaXnc++99xpdpcxbjRo1Unp8AAAAZKa0dQGyO++884ybWr9+vVH7r339S5QoYdT0n3jiiZLJli5dKt27d5f58+f7LN+4caNxmz17trzwwgsybNgwI0BItnnz5snAgQOTfhwAAAA4T8oCAC3Yv/nmmzJlyhSj3//ff/8tpUqVkpNOOknOP/98ue2226Ry5cpGYT/TC/x2a9eulbZt2xp/n9La9latWhnjFDSQ0b9XxzHorMWdO3c2Mh7pAOZkOXz4sNx4441y7NixpB0DAAAAzpWSLkBvv/22nHzyyfLss8/KDz/8YHSH0S4zWkDWx7r8lFNOkSFDhojT9OjRwyr8a9efX375RaZPny5Dhw6Vzz77TNasWWMECGbhvFu3brJz586knc/zzz8vCxcutM4NAAAASGkAoP3ib775Zjlw4IDx2BzMazIf6/O33367vPvuu+IUOn5h5syZxv1ChQoZaUxPP/10n3XKlStnZDeqWbOmldZ0wIABSeuK9NRTTxn3r776arnggguSchwAAAA4V1IDAO3mc9ddd1ldY7SwrwVk7e7z8MMPG/83aNDAWG4+36dPH2M7J3jjjTes+7169ZLTTjst4Hqa0vSJJ56wHmtLx5EjRxJ6LvraadefgwcPyvHHHy8vvfRSQvcPAACA7JDUAEBr87Uwr4V77e+vE3ppFxktOGtNtf6vA2e15lyfV7t373ZEK4AOUtbsRabevXuHXL9r167GoGazFWDGjBkJPZ9BgwbJ999/b9zXAceZmCkJAAAAWR4A6ABYU6gMODoT8DvvvBNwu0ylcxhobbtZw9+4ceOQ62taUJ34zKQpTRPlr7/+kgcffNC437JlS7n++usTtm8AAABkl6QGAL/++qvxvw7wvfTSS0OuqxlydD3tyrJgwQLJdEuWLLHua9efAgXCJ1Rq1KhRwO3jpWMntOVExyFo9yJtcQEAAABSngZ027ZtRmE0XO24qUmTJvLnn38a22W633//3bqv2X8iUa1aNZ8Bu4kwevRoo2uV6tu3r9StW1eSadGiRT4tGdHQ+RAAAADcpFmM5SYtczkyANB+8hoAlC5dOqL1zfV0u0xnD1IqVKgQ0TYVK1a07us4gEScgw6aVrVr15ZHHnlEkk2vzZw5c5J+HAAAgGwwJwPLTSmZByAbu6TYg5SiRYtGtI19vUQEOffcc48xl4IaPHiwFC5cOO59AgAAILulJADIRua8Bkr73kfCXkDX2YHj8fXXXxtzLJgpSM8777y49gcAAAB3IACIkWb1MemsxpEwswZF02oQyN69e+WWW24x7pctW1ZefPHFmPcFAAAAd0nqGADTvHnzfCbCCrWeKZL1Vb9+/SQdzJz+0dTm29ezbx8t7eu/atUq4/5///tfY7bhVNHzrl+/fsqOBwAA4GRNmzaNeRBwssbFpiQA+OGHH4xbNOMF+vfvn9EBgNa8mzZt2hTRNhs3brTulylTJqbj/vzzz/Laa68Z97Xbj3b/SSUt/JPNBwAAIDKxlps0e1CyBhCnJADQ3P7ZNri4Tp061v3Vq1dHtM2aNWus+6eeempMx9U5Eo4dO2btL1RUaQ4QVhs2bPBZ99FHHzUmYAMAAIC7JDUAaNWqVVZmAFL2fPsLFy6UI0eOhJ0MTGvvA20fq+XLlxu3SOg4hblz5wYMDgAAAOAeSQ0Apk+fLtmqefPmRlYfHdirg3J//PHHkLXxup69GadNmzYpOlMAAAAgF1mA4hgM27ZtW+vx8OHDQ64/btw42b17t9X/X1tHYnHdddcZXaoiuQ0bNsxntmL7c7ofAAAAuA8BQBxuv/12nwBg8eLFAdfbt2+fz2Dlm2++OWx3IQAAACAZCADioINoW7ZsaXXx6dSpkzFI127btm3SuXNnWbZsmVX737dv34D709SeOmbCvIVrVQAAAACiRTV0nD744ANp0qSJkWVHC/ANGzaU1q1bS61atYyBtlOmTDFaAJTW+o8dO1ZKly6d7tMGAACASxEAxKlKlSoybdo06d69u8yfP9/oX6+Dn/0HQJcvX97ok28fNwAAAACkGgFAAmhOf02xOXr0aBk1apQxFkAnB9Oa/po1a0qXLl2kd+/eKZ2xFwAAAAiEACBBChUqJD179jRusapRo0ZCJ03TTD9k+wEAAIAdg4ABAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEACABDh06JCNHjpQOHTpI9erVpUiRIlKpUiVp3ry5vPjii7J169aEH3PVqlXy1ltvyTXXXCOnn366HH/88VKwYEEpU6aMNGjQQG655Rb59ttvE35cAAAAOFuBdJ+A0y1dulS6d+8u8+fP91m+ceNG4zZ79mx54YUXZNiwYUaAEK9ffvlFbr31Vpk3b17A53fs2GHcFi5cKP/73//k3HPPlREjRki1atXiPjYAAACcjwAgDmvXrpW2bdvK+vXrjcc5OTnSqlUrqVWrlmzZskWmTJki+/fvl82bN0vnzp1l0qRJ0qZNm7iO+fvvv+cp/NeuXVvq168v5cqVk507d8qsWbOMc1PTp0+XZs2aycyZM6VmzZpxHRsAAADORwAQhx49eliFf+36M378eKM7jkm7/lx11VUydepUOXz4sHTr1k2WL18upUuXjvvYJ598stx4441GF6DKlSv7PHfs2DEZPny43HXXXbJv3z7jHK+++mojMNAgBQAAAO7FGIAYTZw40ahVV4UKFZIJEyb4FP6V1shrUGDWvG/fvl0GDBgQ13F1bIF2J9KuR3379s1T+Ff58uWT66+/Xt577z1r2Zw5c+Trr7+O69gAAABwPgKAGL3xxhvW/V69eslpp50WcL3ixYvLE088YT0eMmSIHDlyJObjtm7dWq677jrJnz9/2HUvu+wyadKkifX4iy++iPm4AAAAyA4EADHYs2eP0a3H1Lt375Drd+3aVUqUKGG1AsyYMUNSpUWLFj6ZgwAAAOBuBAAx0L70Bw8etGr4GzduHHJ9TQuqA3FN06ZNk1Sx9/k/evRoyo4LAACAzEQAEIMlS5ZY97XrT4EC4cdSN2rUKOD2yabpQE1Vq1ZN2XEBAACQmcgCFGMqTpNm/4mEPQ+/DuBNhTVr1vi0Npx//vlx73PRokU+rRnR0DkRAAAA3KRZjOUmLXMlCwFADLZt22bdr1ChQkTbVKxY0bqv4wBS4d5777W6/WgAcvHFFydk/INmFAIAAEB4mVhuogtQjIVgU9GiRSPaxr6efftk0dl/P/74Y+vxs88+K4ULF076cQEAAJDZCABicODAAeu+zgEQCXvhW2cHTqYff/xRbr31Vutx9+7djUnLAAAAAAKAGGhWH9OhQ4ci2sbMGhRNq0EsVq5caXT1MYOUBg0ayODBg5N2PAAAADgLYwBiYOb0j6Y2376efftE2rBhg1xwwQWyceNG47HOQDxp0iQ57rjjEnYMPff69esnbH8AAADZrGnTpjEPAk5Wt3ECgBiULVvWur9p06aItjEL5apMmTJJGZishf/ly5cbjytVqiRTpkwx/k8kLfyTzQcAACAysZabNHtQsgYQ0wUoBnXq1LHur169OuKUnKZTTz01oefz999/y4UXXiiLFy82HpcrV84o/J900kkJPQ4AAACcjwAgBnXr1vWZaOvIkSNht/n5558Dbh+vvXv3SocOHeSnn34yHpcqVcro9lOvXr2EHQMAAADZgwAgBs2bN7ey+mgBXLPuhBsAbG/CadOmTULOQwf6XnLJJfL9998bj4sVKyZffPGFnHnmmQnZPwAAALIPAUCMA2Hbtm1rPR4+fHjI9ceNGye7d++2+v+3atUq7nM4fPiwdO3a1ZrpVwOS8ePHS4sWLeLeNwAAALIXAUCMbr/9dp8AwOx/72/fvn3Sr18/6/HNN98sBQrEN/ZaZ/fVvP4TJ040Huv+xo4dK+eff35c+wUAAED2IwCIUceOHaVly5ZWF59OnTrJggUL8mTm6dy5syxbtsyq/e/bt2/A/a1atUpycnKsW7BWBY/HIzfccIN89NFHxuN8+fLJyJEjja5AAAAAQDikAY3DBx98IE2aNDHy72sBvmHDhtK6dWupVauWbNmyxcjEoy0A9lr60qVLx3XMQYMGyYgRI6zHeqzvvvvOuEXi9ddfj+v4AAAAcDYCgDhUqVLF6IPfvXt3mT9/vlE7P336dONmV758eRk2bJjPuIFYbd682efxn3/+adwiRQAAAADgbgQAcdKc/nPnzpXRo0fLqFGjjLEAOjmY1vTrTLxdunSR3r17G7n5AQAAgHTL8Wi1NRDhDHQ6nTUzAQMAADi3HMYgYAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgBkjGbNmklOTo7PTZch83HtnItr51xcO2fiujlXsyy6dgQAAAAAgIsQAAAAAAAuQgAAAAAAuAgBAAAAAOAiBAAJcujQIRk5cqR06NBBqlevLkWKFJFKlSpJ8+bN5cUXX5StW7dm5bEBAADgLAXSfQLZYOnSpdK9e3eZP3++z/KNGzcat9mzZ8sLL7wgw4YNMwrp2XJsAAAAOA8BQJzWrl0rbdu2lfXr1xuPNSVUq1atpFatWrJlyxaZMmWK7N+/XzZv3iydO3eWSZMmSZs2bRx/bAAAADgTAUCcevToYRXAtfvN+PHj5fTTT7ee1+43V111lUydOlUOHz4s3bp1k+XLl0vp0qUdfWwAAAA4E2MA4jBx4kSZOXOmcb9QoUIyYcIEnwK4KleunFEwr1mzpvF4+/btMmDAAEcfGwAAAM5FABCHN954w7rfq1cvOe200wKuV7x4cXniiSesx0OGDJEjR4449tgAAABwLgKAGO3Zs8foWmPq3bt3yPW7du0qJUqUsGriZ8yY4chjAwAAwNkIAGI0a9YsOXjwoFXL3rhx45Dra2rOZs2aWY+nTZvmyGMDAADA2QgAYrRkyRLrvna/KVAg/HjqRo0aBdzeSccGAACAs5EFKEa///67dV8z8ESiWrVqPvn7M/3YK1asyLNs3rx5UrJkSYlF/fr1Qz6/aNGigMvsrRfITFw75+LaORfXzpm4bu67dosCbBeJffv2RVQ2iwUBQIy2bdtm3a9QoUJE21SsWNG6r33xM/3Ygd54x44dM8YgxGLOnDlRb6PHimU7pB/Xzrm4ds7FtXMmrptz7UnxtQtUNosFXYBiZC8EFy1aNKJt7OvFWohO97EBAADgbAQAMTpw4IB1X/PwR6Jw4cLWfZ2h14nHBgAAgLMRAMRIM+uYDh06FNE2ZuaeaGruM+3YAAAAcDbGAMTIzKsfTY26fT379pl67MqVK8u6det8+pzly5fPJwBJ5CBgAACAbLMoxkHA2uNDx16qYsWKWWWzRCAAiFHZsmWt+5s2bYpom40bN1r3y5Qpk/HHjidTEQAAADITXYBiVKdOHev+6tWrI9pmzZo11v1TTz3VkccGAACAsxEAxKhu3brW/YULF8qRI0fCbvPzzz8H3N5JxwYAAICzEQDEqHnz5lZmnb1798qPP/4YdhCuPU9smzZtHHlsAAAAOBsBQIx0IG3btm2tx8OHDw+5/rhx42T37t1WH/xWrVo58tgAAABwNgKAONx+++0+hfDFixcHXE8z6PTr1896fPPNN0uBAgUce2wAAAA4FwFAHDp27CgtW7a0utl06tRJFixY4LPOtm3bpHPnzrJs2TKrBr5v374B97dq1SrJycmxbqFq9hN9bAAAALgDVcFx+uCDD6RJkyayYcMGowDfsGFDad26tdSqVUu2bNkiU6ZMsXLoa8372LFjpXTp0o4/NgAAAJyJFoA4ValSRaZNm2YUvpXH45Hp06fL0KFD5bPPPrMK4OXLl5dPP/3Up+++k4+daDqj8ciRI6VDhw5SvXp1Y7KxSpUqGQOeX3zxRdm6dWu6T9EVjh49arQk6Xvotttuk7POOksKFSpktUqde+65Me976tSp0rNnT6ldu7YUL17caJFq0KCBPPDAA8w5kQBaCfDWW2/JNddcI6effrocf/zxUrBgQet1vuWWW+Tbb7+Nad8//PCD0e2wXr16ctxxxxk3va/L9DnETr/bxo8fL4888ohccskl8q9//cu6djrxj076c+GFF8qzzz5rTcwYDT536XPvvff6tOrXqFEjqu25dskzfPhwn2sTye3GG2/MrmvnQUIcPHjQM2LECE/79u09VatW9RQqVMhzwgkneJo2beoZMGCAZ8uWLWH3sXLlSo9eEvM2bNiwlB07nZYsWeJp2LChz9/uf9O/54svvkj3qWa1Tz75xFOsWLGQ16F169ZR73fXrl2eK6+8MuR+CxYs6HnmmWeS8ndlu59//tnTpEmTkK+v/Xbuued6Vq9eHfF3S58+fTw5OTlB96fP3X333Z5Dhw4l/W/NRh07doz42hUuXNjz+OOPe44ePRp2v3zu0mvu3LmefPny+bze1atXj2hbrl3yDRs2LOLPnXm74YYbsura0QUoQbSWVKM9vcVKawe0Fj8dx06XtWvXGi0T69evNx5rlK1ZiuzdmPbv3y+bN282xjNMmjSJNKZJsnPnTqvVKFEOHz4sl112mdFSZapfv740atTImOJ85syZRhc2Xe/hhx82/rcPWkd4v//+u8ybN89nmdY66etcrlw547rOmjXL+KwpbSVs1qyZ8drXrFkz5L5vuukmeffdd63Hun7Tpk2N+5paeMWKFcZ31iuvvCJ///230XKE2On10nlatBVUs73p51HHcOn11fledLzX448/brzuI0aMCLofPnfppa+n1hYfO3Yspm25dql16qmnRtRDQnskZNW1S3cEAndr2bKlT+3I/PnzfZ7X1ou2bdta65QpU8azY8eOtJ2vG2pEKlSo4OnUqZOnf//+nokTJ3r+/e9/x9wC8Oijj1rbFilSxDNq1Kg8NcwPPPCAT23y9OnTE/yXZTd9TfW1O/nkkz3PPfecZ+3atXnW0RrjoUOH+rTwaAvhsWPHgu5X1zfX1ZrMl19+2afmWe/rMnstp7ZEIjovvPCCZ/DgwZ4///wz6DobN270dO/e3acW8cMPPwy6Pp+79HryySet17ZHjx5RtQBw7VLfAtCrV6+E7NNp144AAGmjXXrMD4J2W1qwYEHA9fbs2eOpWbOmte5DDz2U8nN1gw0bNgTsGvLYY4/FFABs2rTJU7x4cWtbLeQEY28ybdasWcx/gxvpD4j+mB05ciTsuuPGjfMpRE6aNCngegcOHDC6E5rrPfjgg0H32bdvX58Cjv7IIfE0WGvTpo31Wp9//vkB1+Nzl/4urdpVS1/Tq6++2qegGS4A4No5NwDY5MBrRwCAtOnQoYP1IbjppptCrvvee+/5tAIcPnw4ZefpdrEGADr+xNyudu3aIWubNfCw1yRrv3Ykh328wF133RVwnbFjx1rrlCpVyrN3796g+9PnjjvuOGt9DTKQHCNHjrRe57JlywZch89d+uhr3aJFC+O1PP74441CYTQBANfOuQHAAAdeO7IAIS327NljjJI39e7dO+T6Xbt2NfrEqu3bt8uMGTOSfo6Ij2aeMl133XXG+I5gqlWr5jO245NPPkn6+blVixYtfDIHhbt2V155pZGNJhh97oorrrAec+2SRzO6mczZ3f3xuUufQYMGyffff2/cf+GFF+SEE06IanuunXN96sBrRwCAtNBBiTqgTWmKrMaNG4dcX9OC6sBFk32QDTKPDnjSQaKmSNKHnnfeedZ9rm/y2H+YNO1rIN988411n2uXOX777TfrfqCUknzu0uevv/6SBx980Livk3Ref/31UW3PtXOuAw69dmQBQlosWbLEun/aaacZE5WFoyPpJ0+enGd7ZGZmGjMDhhY4zzjjjIiur4nrmzwLFy607letWjXP87t27TIyVQS6LsHY19Fc9ZoRSOcKQOJopjSdE8V0+eWX51mHz1366JwY2iqjWfmGDBkSsgY4EK5d+uzcuVM+/PBDWbx4sfH9p99dJ554olHpqOWTcNfSqdeOAABpoR8Yk6a8i4Q2m5kyZiINhL2+2gyuLTjRXF/t5qVpYO1dHhC/NWvW+NQ2nX/++SGvnf91CcZ/Hd1HuFY9hKdpQLWb1pdffikDBgww0iErTRVq1jbb8blLj9GjR8vnn39u3O/bt69xfaLFtUuf8ePHG7dATjnlFOOaaotOsEDAqdeOLkBIi23btln3K1SoENE2FStW9PnAIHuvr+IaJ2dmUrPbj/4AXXzxxSGvndaEFS1aNOx+dRxAyZIlrcdcu9h89913PjOPavdInRn4/vvvtwr/Olu6dqG0v94mPnepp695nz59rPk3dEbnWPdj4tpljj///NOY00Fn6d67d29WXTsCAKRtELApkgKG/3r27ZF919d/H4ifThz18ccfW4+fffZZKVy4cEKunf+6XLvEO/7442XUqFHyxRdfSOnSpQOuw+cu9e655x6j9lYNHjw44GcqEly71KtWrZrcd999MnHiRGMMh/bl10K+1ui/+eabxgRhJm3h6dGjR8DJ3Zx67egChLTQD5pJ+0xGwv7FqrMDI3uvr+IaJ86PP/4ot956q/W4e/fuxo9Zoq6d4vMZP+13fMcddxj3NU239inXwsjPP/8sO3bsMK7b//73P6OgqbXN/vjcpdbXX38tI0eONO736tXLZ2BntLh2qdW5c2fp2bOn5MuXtx5cP1t6u+GGG4zvzWHDhhnLP/vsM/nggw/kmmuuyYprRwCAtLD3kTt06FBE25hZg6KtmYTzrq/iGifGypUrja4+5o9UgwYNjAJkIq+d4vMZv5o1a8rrr78ecACwdi0ZPny4kaGpadOmMn36dONa2vG5Sx2tKb7llluM+2XLlvUZoB0Lrl1qlQ7Simanhfm3335bli1bJjNnzjSWPf/883kCAKdeO7oAIS3MnP7RRL729ezbI/uur/8+EBvN5nPBBRfIxo0brQLmpEmTQmboieXa+a/LtUt8y4DWQpp9zbU14KqrrsqTxpXPXepoQGbOo/Hf//5XypUrF9f+uHaZKV++fPLYY49ZjxctWiRr167NimtHAIC00BoT06ZNmyLaxizEqDJlyiTlvJAZ11dxjeOjA9O08L98+XLjcaVKlWTKlCnG/5FeO03naW/eDpWtxj4xFdcuOXTchhm8aepAzQ5kx+cuNbRL1muvvWbc124/2v0nXly7zNWqVSspWLBg0LSdTr12dAFCWtSpU8e6v3r16ohTGJrsg3OQ2ddXs5doITJcajT79dUvQ9LZxU4L7hdeeKGR11pp7aQW/k866aSorp35+fRfFuraBdoHEkOzLTVv3txoxVE662ynTp2s5/ncpcaCBQuswaD6+mmXrGDMAcJmi5x93UcffVQ6duxo3OfaZa6CBQsa36Hm/Chbt271ed6p144AAGlhz5OsExMdOXIk7GRgWusSaHtkHv1C1KZT/ZHUwYzz588P+SOpuL6J65usqSJ/+ukn43GpUqWMAmO9evUi2l7X11YC88ful19+CVugt1+7ypUrMwlYkrMBBUo/qPjcpZ62sJmtbOFo//C5c+cGDA64dpltry0FqKbntXPqtaMLENJCa7HMUfD6wdIsJeEGzNin2m7Tpk3SzxGx09oP+xegDlgM59tvv7Xuc31jozVPmq9aa4bNGmNNG3nmmWdGtR97NhOuXWaxz9Ls322Az51zce0y14oVK4xWVfuYnGy4dgQASAsd8NK2bVvrsWa3CGXcuHFWH2P90dM+ecj8NGuRXl/NwTx16tSA2yIyhw8flq5du1oz/WqArbNbtmjRIup92V//MWPGhBzYps+NHTs24LZILK3xnz17dsiaQz53yXfdddcZNb2R3MwUkuas9/bndD92XLvM9M477/i0kDZs2DDPOo68dh4gTT7//HOPvgX1VrhwYc+iRYsCrrd3717PySefbK374IMPpvxc3eyxxx6zXvvWrVtHvN2mTZs8xYsXt7Z96623gq7bvXt3a71mzZol6Mzd48iRI57LL7/ceg0LFCjgGT9+fMz7O3DggKdKlSrW/h555JGg6z700EPWetWrV/ccPHgw5uO6zbZt2yJe9+jRo56rrrrK5ztz69atedbjc5dZhg0b5vP5CIVrlxq7d++OeN3vv//eU6RIEeu1vuWWW7Lm2hEAIK1atmxpfRBq1Kjh+fXXX32e1x+4Cy64wFqnTJkynh07dqTtfN0o1gBAPfroo9a2RYsW9YwZM8bn+UOHDnn69u1rraO36dOnJ/gvyG7Hjh3z9OrVy3r98uXL5xk1alTc+x06dKjPPgcOHGgUQk16X5fpc+Z6I0aMiPu4bvLyyy97zjrrLON127VrV9D19Hvxwgsv9Pmc/Oc//wm6Pp87ZwYAimuXmmvSuHFj43O3c+fOgOvs37/f+H7Ta2C+zqVLl/asX78+a65djv6TnrYHQIx8uk2aNLH6tebk5Ejr1q2lVq1axgApzVyiKQaVDhLWwYz2rkNILB08qpMO+acrM1Ob6eCnk08+Oc92OpW6f79Is1tK+/btrW4p6rTTTpNGjRoZ/dVnzJjh06e5f//+0q9fvwT/VdlNp6w3Z49Vp5xyirRr1y7i7QNNPGXSmTLNmU6Vfi7Nvq46Jsc++LF3794+TeUI75VXXpF77rnH+n7T7GY6oFAH+up3oXb50YwzOhGRnXb1Gj16dNDECXzuMod2B9HPhtkFyJw7IBiuXWqvSYF/Pnd608+dzq2xbt06o6udvd+/TtSl5Y9Q3Y8dd+3SFnoA/1iyZImnYcOGPlGx/618+fJGlyEkl9ZQhboOwW4rV64Muk+tYbniiitCbl+wYEHP008/ndK/NRtbaGK5haLdee68805PTk5O0O31uT59+hi1W4jOm2++GdW1KlmypOe///2v0eUrHD53zmwBUFy71F0TieDWpEkTz2+//ZZ1144WAGQETY+mNVqjRo0ycpdrjbNO1a0zl3bp0sWI1uOdaRHh1ahRI+J5GexWrlxpbBuKtuaMGDHCqFnRWhDNrVy1alUjX/0NN9xAGrsYPf7440ZNUqwi+QmYN2+eUbuv2S20dsxM93nuueca165x48YxH9/t/vjjD+Ozoekh9btP84Pv3LnTeE7TqWpKVh10eP755xs1/9HOGMrnzlktAHZcu+TQrII//fSTzJo1y2rJ1Nz+2uKmqTx1oK/OmaKtnZdffrmcc845UR/DCdeOAAAAAABwEdKAAgAAAC5CAAAAAAC4CAEAAAAA4CIEAAAAAICLEAAAAAAALkIAAAAAALgIAQAAAADgIgQAAAAAgIsQAAAAAAAuQgAAAAAAuAgBAAAAAOAiBAAAAACAixAAAAAAAC5CAAAAAAC4CAEAAAAA4CIEAAAAAICLEAAAAAAALkIAAAAAALgIAQAAAADgIgQAAAAAgIsQAAAAAAAuQgAAAAAAuAgBAAAAAOAiBAAAAACAixAAAAAAAC5CAAAAAAC4CAEAAAAA4CIEAAAAAICLEAAAQAqsWrVKcnJyjFuNGjUSum/dn7lvPQ5iY76GekP2SuZnEXAKAgAAGeHcc8/1KYD530qWLGn8WF966aXy2muvya5du9J9ygAAOBIBAABH2LNnj6xevVo+++wz6dOnj1SrVk3effddyTbU5gMAkq1A0o8AAFFq3LixNGnSxHrs8Xhk586d8sMPP8iff/5pLPv777+lV69ecuDAAbn55pvTeLYAADgLAQCAjNOhQwd5/PHHAz73ySefSO/eva0uQNoaoOtXqVJFMr1mXwOZZKClAMiMzyLgFHQBAuAol112mbz//vvW44MHD8qbb76Z1nMCAMBJCAAAOE7Hjh3l9NNPtx5PmTIlrecDAICTEAAAcKTmzZtb91esWBF0va+++kquv/56qV27thx33HFStGhRqV69utGSMHz4cDl8+HBEx9P13nvvPenSpYvUrFlTSpQoIQUKFDCyE5188sly4YUXSr9+/WTevHlRpx60P6cDnU0nnXRSwIxI06dPj2vgsB5Dz7Vp06ZSoUIFKVSokPG/Pn7sscfkr7/+CrsPPQfzmJrByTRt2jS56qqrjNeoSJEiUrZsWWnVqpW8/vrrEb/WkdL96fX9v//7PznvvPPkxBNPNI6p11i7hF100UXyyiuvGAPIk2Hx4sXywAMPyBlnnCHlypWTwoULG+egr8fzzz8v27ZtC7sPfQ+ar+N1113n09Xt4osvNga7635POOEEadeunfEejKb7yo4dO+Spp56Ss846S44//njjfVunTh258cYbjTE1yUqBeuzYMZk5c6bxPtPz1r+jWLFixt9SqVIladOmjTz99NOydevWkPvRz7Z+bs1z09c1nDvvvNNav2rVqsZrEGsaUP0s9O/f33gP62dEz18/L/q+1kqIHj16yKBBg2Tjxo0RvjJAhvAAQAZo3bq1lmqM22OPPRZ2/Ycffthav2DBgnme37Rpk6dt27bWOsFup5xyiueHH34Ieazff//dU7du3bD7Mm9//vlnnn2sXLnSer569epBn4vk9s033/hsr/szn9N9hfLUU095ihQpEnL/+vxzzz0Xcj96Dub6eu0OHjzouemmm0Lut1GjRp4tW7Z4EmHNmjWesmXLRvR66Xpff/112H3atwnl8OHDnrvuusuTP3/+kMctXbq0Z/jw4SH3NWzYMGv9Xr16eXbu3Om55JJLQu63ffv2nn379oX9e6ZNm+apUKFC0P3ky5fP8/jjj0f1t0fi0KFDnsqVK0d0bYoXL+4ZOXJkyP29++67Pp/1H3/8Mei6n3/+uc/f5/9ZCfdZtBsyZIinaNGiEf0dLVq0iPJVAtKLQcAAHMleq1eqVCmf5zZt2iQtWrSQ5cuXW8tq1aolZ599tlGD99tvv8ncuXON5ZpVSGuPJ02aZGzjb/fu3XL++edbteL58uUzanzr1q1r1Kbu27dP1q1bJ7/++mvY2sxgtIbzjjvuMO5ralM9purZs6fRwuCvcuXKMR1Ha0bfeOMN67Gev/7tFStWNGowv/nmG6O2XDMrPfjgg8ayl19+OaJ9ayamESNGGK+Pvs6nnnqqUQs8Z84c+f333411fv75Z+NvmjhxosRr7969Vg271mz/61//Mlp29G86dOiQrFy50ji2/i26ng4U//bbb31ajmKhf1PXrl2NdLSmMmXKGLX++r++T/R11HPQzFVaq6////vf/w677yNHjhj7njp1qlHLrOeq71v9G7Q2fc2aNcZ6+l699957jZrnYPRv79Spk/H+VFrbrdm19HXSc9OWKn3v62B7bb1IpKNHjxqfCaXXQ4+pLUL6PtdWm7Vr1xrnp5m89Dpee+21UrBgQbnyyisD7k+f//LLL2XUqFHG9lrrru+l4sWL+6yn71dNEGDSliF761Q0Pv30U7nlllusx3ruzZo1M1qWtOVPkxD88ccfsmjRIuP1BBwnzQEIAMTUAtCgQQNr/caNG/s8d9FFF/nUMI4aNSrP9lrrX7NmTWu9qlWrenbs2JFnvVdeecVap169ep6lS5cGPJ9jx4555s2b57ntttuM2ulYax2jqc2PZpsxY8b41Fhed911nl27dvmso4+vueYan/U+/vjjsC0AhQsXtq7DkiVL8rwu9tdQb99++60nXqtWrTJq4efOnes5evRowHX077nvvvus49auXTvoupHWgj///PM+6z344ING64fdhg0bPO3atbPWKVCggGfOnDlhWwDM11Hfv2vXrs3T6nD//fdb6+bk5AS91vv37zdatsx1TzrpJOO9Geg9UaxYMeu4iWoB0Nejd+/exntEWwMCOXDggGfAgAHGa2O2luzevTvoPrVlxP4+v/HGG/O8zy688ELr+bPOOivosSP5LDZs2NBa58477/Ts3bs34Hp6zmPHjvX07ds3xCsCZB4CAACOCwDszfxmIcze7cH+nK4bjBYESpUqZa3bv3//POt07drVen7y5Mkx/33pDAC00KuFQHOdbt26GQWmQHT5pZdeaq1bq1atgIVmewCgNy1whirAXX755da6t956qyeV9HjmsSdOnBh0vXCFYA0oSpQoYa2jBfJgtICrAZG57nnnnRc2ANBby5YtjcJ+sGtj32ewblqDBg2y1tEC/rJly4Ke57hx4/J0Z0kl/RvM47755psh1505c6ZPtys9d9NLL73kE/Rrt71YP4v6PrZXDAT7rABOxiBgAI6iTfPXXHON9Vi79Nx+++3W4yFDhlj3L7nkEiNjUDA6APDhhx+2Hg8ePDjPAEvtpmAqX768ONHXX39tdIlR2rXk1VdfDTrYU5drNyHtkqG0G9XkyZPDHuO5554zunsEowOxTcEGSieLvVtIPBmjPvjgA2tAsQ4IfeKJJ4Kuq+9LHfhs0m5BZleoUHTQsnYxCXZt7H9LsNdx6NCh1v27777b6EYUjA6G125g6RLNtTnnnHPkkUcesR7rQGaz+91DDz3k8xrqoP9Y2T/zOtg3UQOjgUzCGAAAGUf7iPv3p9d+1Ga/ZbuXXnrJyPRhL2gFKnSGKoBo4UH7dm/YsMEopGn/dZN93xoghOp3nak0M49J+8Jrn/9QdIxB+/btZcKECdZrqlmOgtHMO5qxJhQdN5Gsicu0X7iO6dCCoPYD1zEU2p/eZI6pUPPnz0/I69i9e3cj21AoOpv1aaedJgsXLrReR83AE4z2k2/UqFFcr6P+rdo/3mQPloPRdeyfm0TSz9VPP/1kvO7a918L18GyQUVybTSrkAYKs2bNku3btxvjA3TMj84HojRLlwYG8dAxEfqe1rEX2sf/+++/Dzg+CHAyAgAAGUfTE9pTFAaig2MHDhzoU4OotYGbN2+2Hkcy4FNr9bW2cOnSpcZjLTzZA4ArrrhC3nnnHSsA0MJMr169jAKxpv90gl9++cW6H+kgWC3wmAGAvUAZiBZqzRaDYLQmNVANazz2798vzzzzjHFdIh2AHetA7XheRzMACPc6arAQTrjXccGCBUah2xy4an8vB6ODthNNAzBtadJB5FrwT9S1yZ8/v5EKtWHDhsbfbw9cNHB96623JF7aSta5c2cZPXq08XdoylIdoHz55Zcb6UBLly4d9zGAdCMAAOAI2r1ECz8NGjQwsvJoNhn/H+ItW7ZY97V2NtIuO9oVyAwA/AshWtC/66675LXXXssTnGg3EO2WoJlGtMCgGUIykf110Uw5kbDnRw9XMPPPwhSIPUCw187HkwVKC2bR1ujbWwOc/joGqkm3n6O+HyPpvpLo963Wxmv3O+16loxro/Nj6Ozf9tYN/Ts1g5ZmYkoEDVw02NcWR83yM3LkSOOmWa40q1HLli3lggsuMOaa0O5egNMwBgBAxtHJqP5JUmDdtHCgXR40/WKfPn0C1sLZJ3zyTxEYin3dQIUQrckcN26c0aXDTrsefPzxx0aAoBMdaQ2hmaoxk8TyuoR7TezS0Uda06aahX+tsdVuH+PHjzdSM5pdgMz3jjn+QZm149n6OtrPUSfeikSosRux0ImzzMK//k1aez527FhZsmSJkT5TC9T2z7YpmgnOdGI0O51cLJEtGdpN7scff5T//Oc/RqBvf/9oi44GIDp+Qo+r41809SngJAQAALKGvSCj+cUjZV83UN59pT/22s9cZ9HVfPeaI7xevXo+hRcNBrQPtxZCnf66RPKapIt29dLuGUprZDUvvnb90FrnU045xfh7tatIImr9nfY62s/RnAMgnGg+K5HU/putZeZMx3qtunXrZnRH0m5J9laMWK6NtqRoNzy79evXGwOeE0nP9cknnzTebzpvwQsvvGC09NnnTdCWKB1DpPM3RBPAAOlGAAAga9i7/Gj/8Ej7e9sHU4abFElr+rX7kfY7X7x4sVHjrzWeZm2rTjqlkzRl6usSaQtFNK9JqulgXLOwpV0wwmWx0aDNLa+j/RjmZFzhRNpHPxI6UN9shdCuMvpZSfS10dYeHbCvdByOGey9/fbbRpawRNP9a+vC/fffL5988onR8qcTs2nAadLWJ60AAJyCAABA1tBBgPauAZopJBwNEuw19uGysPjTLEGameR///uftUy7P5hZSaKVjO409swxkbwm/utF+5okm9b2RjNwdsaMGa55HXWMjLaKKO1uY45tCSWRaVmTfW00za8Wts1xPjpQXbvp2IMD+zkkg76+OvZHgw0dB2Cyzw4NZDoCAABZxV4brN0PwtF1zH7hJ554Ysg0jaHYawN1cKamKIyFph+07ycRdLCsPcWqPVNSIFqA+vLLLwNunwnMAm4k3Vz0eR0cmgj210G7tWiayFC0D7lm5TGlIt++dluxByrvv/9+2G00q06iRHNt9HNnD5zD0RS99ta1//73v0a3okcffVSaNWtmtcBpq0MquuNosG5Pf6stA4BTEAAAyCraN9+kzfVfffVVyO4HTz/9tM+2/jXwkXYj+uuvv3wKQfZ0jdGwbxdpF45w2rVrZ2ROUdoyEaqvtBacdFCzGXzoJFKadSmTaL58e0ATagDmfffdl7CCWY8ePaw+9toFRbt+BaMDXfV1tBf+Yw0uo2Wf/0InxbIPgvantdZTp05NyrX59ttvjVaIYLRPvc7dEAl9PfX1N4MKLXjfdtttPqlBzTEW+vdocBArHZegx4v2c+8/MBnIaOmeihgAVOvWrbXKzrg99thjce3roosusvZVokQJz9ixY/Os8+OPP3pOPvlka72qVat6duzYkWc9Xad79+6eiRMneg4ePBjweL///rvnrLPOsvZ1wQUX5Fln5cqV1vPVq1cPeu633HKLtd7tt98e0d+r+zO30eMEMmbMGGsdvd14442e3bt3+6zz999/e3r16uWz3scffxxwf9988421jl67SNj3G4/t27d7ihUrZu3r6quvznPtdu3a5bnpppuM54sXLx7Rax/J+T3//PM+6/3nP//J877YuHGjp3379tY6BQoU8MyZMyfg/oYNG2atp699OJG8j/bt2+fz3q5Zs6bxfvf34YcfGq9N4cKFE3Ztjh496qlcubLPZ2HdunU+6xw4cMDz6KOP5rk2oY79wAMPWOtUrFjRs3nz5jzrjBgxwlqnUKFCnl9++SWm11Df25UqVTK+hxYvXhxwH0eOHPGMHj3aU6RIEWtf77//fgSvEJAZCAAAZF0AoAWwWrVq+RQsTjnlFM8111zjuf766z1Nmzb15OTkWM9pIeS7774LW7guWrSo5+yzzzYCAi2oX3HFFT4Ff3OdX3/9NeYA4Ouvv/bZnx7vtttu89x3333WbdmyZVEHAOqOO+7w2XfJkiU9l1xyiVFQvvTSS41gyf783XffHXRf6QwAVL9+/Xz2V6ZMGSPw08CmY8eOVsFSC9/2gmG8AYAWcC+++GKfdcuWLeu5/PLLjddRC/7+BeqXX3456P6SEQAofT/re9FcV9/v+r7X979+DmrXrm099/rrr/usF6933nnH5+/Xa6GBgF6byy67zHP88cf7FJrDve5Tp0715MuXzzq/L7/8Muixr7zySmtfdevWNYKhWAIA+zlpwKHX9brrrjP+Br3+J554os86LVu2NN4bgFMQAADIugDADALatGnj8yMd6KY1pfPmzQu6n/r164fdh3k76aSTPN9//31cBTelAUao42gBJZYAQD355JN5Cqj+N63VfOaZZ0LuJ90BgNbA9uzZM+TfUbp0ac8nn3wS8Wsf6fkdPnzYc+edd3ry588f8vilSpUyCvihJCsAUJMnT/aUL18+6Plpofrxxx/3HDp0yOecE+Hhhx8O+x4bPHhw2Nd927ZtPi0Kffr0CXlcbQmqVq2atb4Gz9G+htpao4FjpJ97Df609QxwEgIAAFkZAJi0tlBr7rSgrzXcWvjV7j5a8601lVr4CVfQ1NpULThrzZ/WnOp+tPCk/+t+tQDw7rvvGl0bElFwO3bsmFEz2qlTJ0+VKlV8uhnEGwCoVatWGV1XGjdu7ClXrpxR2NH/mzRpYnTNWL16ddh9pDsAME2YMMG4LieccIKnYMGCxv/aKqPXy+x6kugAwLRo0SLPvffe6zn99NONFgg9foUKFYza4GeffdazdevWsPtIZgBgFqD79+/vOeOMM4zCvXad0tawG264wQp8NViOZp+RmjlzplEjrwV47ZKjLSX6WvXt29fzxx9/RPS6d+3a1XpOg/H9+/eHPe63335rtRjo7bPPPov6NdRuZtp1UAMOvZ5a46/fHfpZ0Wutn5277rrLM3fu3JheGyDdjLa+dI9DAAAA6TF58mRjoLhq3769TwYoANmJLEAAALjYmDFjrPuNGzdO67kASA1aAAAAcKm5c+dKy5YtrbSvS5YsMXLrA8hutAAAAJBl1qxZI926dZPvvvsu4KRYOneC5s6/8MILrcK/TmZH4R9wB1oAAADIMqtWrbImf9MJqs4880ypVKmSMWmWTow2e/Zs2bJli7W+PvfTTz8Z/wPIfgQAAABkcQAQzllnnSUfffSRVK9ePennBSAzEAAAAJCF5s2bJxMmTJA5c+bI2rVrZevWrbJz504pUaKEVKhQQZo1ayZdunSRiy++ON2nCiDFCAAAAAAAF2EQMAAAAOAiBAAAAACAixAAAAAAAC5CAAAAAAC4CAEAAAAA4CIEAAAAAICLEAAAAAAALkIAAAAAALgIAQAAAADgIgQAAAAAgIsQAAAAAAAuQgAAAAAAuAgBAAAAAOAiBAAAAACAixAAAAAAAC5CAAAAAAC4CAEAAAAA4CIEAAAAAICLEAAAAAAA4h7/Dyq2KRa9OAC/AAAAAElFTkSuQmCC", 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" ] @@ -90,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 3, "id": "b40f8e06", "metadata": { "execution": { @@ -103,7 +103,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -135,7 +135,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/metrics/reference/props_to_DataFrame.ipynb b/examples/metrics/reference/props_to_DataFrame.ipynb index dfc2181d3..44a6804f5 100644 --- a/examples/metrics/reference/props_to_DataFrame.ipynb +++ b/examples/metrics/reference/props_to_DataFrame.ipynb @@ -26,12 +26,13 @@ "import porespy as ps\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", - "import scipy.ndimage as spim" + "import scipy.ndimage as spim\n", + "ps.visualization.set_mpl_style()" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "id": "034e4d32", "metadata": { "execution": { @@ -44,13 +45,16 @@ "outputs": [ { "data": { - "image/png": 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/X2tQhUEIcRUAAAAASUVORK5CYII=\n", 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fW9Ou1/h7z/fYAwDb5eYfAAAixD8AAESIfwAAiBD/AAAQIf4BACBC/AMAQIT4BwCAiEXt/MMvvvPhOjv+wFJ4T/aezLq4+QcAgAjxDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQ8T4MwzDmL/z+7c+3JTFB9hzzZQBtPkef43OUMXx8/ngbi5t/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABG7t/jElgkzM2QABT7v1ve4+3zmFdz8AwBAhPgHAIAI8Q8AABHiHwAAIsQ/AABEiH8AAIgQ/wAAELH5nf9bbOgCAFDh5h8AACLEPwAARIh/AACIEP8AABAh/gEAIEL8AwBARH7qEwC24HQ5z30EJvybmirnUW7+AQAgQvwDAECE+AcAgAjxDwAAEeIfAAAixD8AAESY+gSAlTDnyb3PBVOgfMXNPwAARIh/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABHiHwAAIsQ/AABEiH8AAIgQ/wAAECH+AQAgQvwDAECE+AcAgAjxDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQIf4BACBC/AMAQIT4BwCACPEPAAAR4h8AACLEPwAARIh/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABHiHwAAIsQ/AABEiH8AAIgQ/wAAECH+AQAgYjf3Abjf6XKe+wiLcNwf5j4CLIb3hZ+8LwDcx80/AABEiH8AAIgQ/wAAECH+AQAgQvwDAECE+AcAgAhTnwtjtu+5x8jcH1vkfeE27wsA93HzDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQIf4BACDC1OeLmOZb3+NuDpBX874wD+8LAP/h5h8AACLEPwAARIh/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABHiHwAAIsQ/AABEiH8AAIgQ/wAAECH+AQAgQvwDAEDE+zAMw5i/8Pu3P98KTpfz3EdgQsf9Ye4jsALeF1qW9r7g+deytOcfr/Xx+WO03+XmHwAAIsQ/AABEiH8AAIgQ/wAAECH+AQAgQvwDAECEqc8rzKZxD3NrLd4XWOv7gufu+izxecQ8TH0CAAC/TfwDAECE+AcAgAjxDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQIf4BACBC/AMAQIT4BwCACPEPAAAR4h8AACJ2cx8AAHi94/7w0L87Xc6jn6Xk0ccdXsXNPwAARIh/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABF2/gFgZLe28de0/X7rrL4HYF1/T3DzDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQIf4BACDC1CcA8DAzl7Aubv4BACBC/AMAQIT4BwCACPEPAAAR4h8AACLEPwAARJj6BICJnS7nL39mOhN4JTf/AAAQIf4BACBC/AMAQIT4BwCACPEPAAAR4h8AACLEPwAARNj5B4AF8R0AwCu5+QcAgAjxDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQIf4BACBC/AMAQIT4BwCACPEPAAAR4h8AACLEPwAARIh/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABHiHwAAIsQ/AABE7OY+wJId94cvf3a6nCc9C8t9LtDifQGANXPzDwAAEeIfAAAixD8AAESIfwAAiBD/AAAQIf4BACBC/AMAQISd/xftvtv7Xh9b/jzL+wIAS+fmHwAAIsQ/AABEiH8AAIgQ/wAAECH+AQAgQvwDAEDE+zAMw9yHAAAAXs/NPwAARIh/AACIEP8AABAh/gEAIEL8AwBAhPgHAIAI8Q8AABHiHwAAIsQ/AABEiH8AAIgQ/wAAECH+AQAgQvwDAECE+AcAgAjxDwAAEeIfAAAixD8AAESIfwAAiBD/AADw1vAvIoGu8UYAXLoAAAAASUVORK5CYII=", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -58,12 +62,15 @@ "source": [ "np.random.seed(7)\n", "im = ~ps.generators.overlapping_spheres([100, 100], r=10, porosity=0.6)\n", - "plt.imshow(im, origin='lower', interpolation='none');" + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.axis(False);" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "id": "6844c886", "metadata": { "execution": { @@ -76,13 +83,16 @@ "outputs": [ { "data": { - "image/png": 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dXYsfAMeqrzuAt9GZCDtZPa4bda0L6t7OmxN0xdYK3AjMVH++/wKsLbVe4K+B54BngH8Erii11kG+fLqsWRI+g84sCTe7WRJudrMk3OxmSbjZzZJws5sl4WY3S+L/AA6QXp+U6kccAAAAAElFTkSuQmCC\n", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -90,12 +100,15 @@ "source": [ "regions = spim.label(im)[0]\n", "props = ps.metrics.regionprops_3D(regions)\n", - "plt.imshow(regions, origin='lower', interpolation='none');" + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(regions, origin='lower', interpolation='none')\n", + "ax.axis(False);" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "id": "fe6f24ff", "metadata": { "execution": { @@ -112,7 +125,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "id": "2e7827cb", "metadata": { "execution": { @@ -150,10 +163,10 @@ " sphericity\n", " surface_area\n", " convex_volume\n", + " num_pixels\n", " area\n", " area_bbox\n", " area_convex\n", - " eccentricity\n", " ...\n", " euler_number\n", " extent\n", @@ -171,20 +184,20 @@ " \n", " 0\n", " 1\n", - " 270\n", + " 270.0\n", " 304\n", " 3.377624\n", " 59.811131\n", - " 274\n", + " 274.0\n", " 270\n", - " 304\n", - " 274\n", - " 0.535682\n", + " 270.0\n", + " 304.0\n", + " 274.0\n", " ...\n", " 1\n", " 0.888158\n", " 20.615528\n", - " 270\n", + " 270.0\n", " 20.302892\n", " 17.144166\n", " -1.570796\n", @@ -195,20 +208,20 @@ " \n", " 1\n", " 2\n", - " 292\n", + " 292.0\n", " 352\n", " 2.966109\n", " 71.760513\n", - " 301\n", + " 301.0\n", " 292\n", - " 352\n", - " 301\n", - " 0.668822\n", + " 292.0\n", + " 352.0\n", + " 301.0\n", " ...\n", " 1\n", " 0.829545\n", " 24.186773\n", - " 292\n", + " 292.0\n", " 22.792054\n", " 16.944133\n", " -1.332241\n", @@ -219,23 +232,23 @@ " \n", " 2\n", " 3\n", - " 305\n", + " 305.0\n", " 361\n", " 2.578463\n", " 84.981247\n", - " 313\n", + " 313.0\n", " 305\n", - " 361\n", - " 313\n", - " 0.000000\n", + " 305.0\n", + " 361.0\n", + " 313.0\n", " ...\n", " 1\n", " 0.844875\n", " 20.808652\n", - " 305\n", + " 305.0\n", " 19.710694\n", " 19.710694\n", - " 0.785398\n", + " -0.785398\n", " 62.627417\n", " 62.056032\n", " 0.974441\n", @@ -243,20 +256,20 @@ " \n", " 3\n", " 4\n", - " 701\n", + " 701.0\n", " 952\n", " 1.939290\n", " 196.782654\n", - " 747\n", + " 747.0\n", " 701\n", - " 952\n", - " 747\n", - " 0.646067\n", + " 701.0\n", + " 952.0\n", + " 747.0\n", " ...\n", " 1\n", " 0.736345\n", " 35.440090\n", - " 701\n", + " 701.0\n", " 34.990789\n", " 26.707805\n", " 1.291699\n", @@ -267,20 +280,20 @@ " \n", " 4\n", " 5\n", - " 1237\n", + " 1237.0\n", " 2205\n", " 1.255313\n", " 443.927490\n", - " 1665\n", + " 1665.0\n", " 1237\n", - " 2205\n", - " 1665\n", - " 0.904394\n", + " 1237.0\n", + " 2205.0\n", + " 1665.0\n", " ...\n", " 1\n", " 0.560998\n", " 63.788714\n", - " 1237\n", + " 1237.0\n", " 70.153363\n", " 29.934308\n", " 1.478716\n", @@ -291,20 +304,20 @@ " \n", " 5\n", " 6\n", - " 255\n", + " 255.0\n", " 285\n", " 3.677297\n", " 52.882927\n", - " 259\n", + " 259.0\n", " 255\n", - " 285\n", - " 259\n", - " 0.611649\n", + " 255.0\n", + " 285.0\n", + " 259.0\n", " ...\n", " 1\n", " 0.894737\n", " 20.615528\n", - " 255\n", + " 255.0\n", " 20.466711\n", " 16.191807\n", " 0.000000\n", @@ -315,20 +328,20 @@ " \n", " 6\n", " 7\n", - " 641\n", + " 641.0\n", " 945\n", " 1.932482\n", " 186.040405\n", - " 762\n", + " 762.0\n", " 641\n", - " 945\n", - " 762\n", - " 0.933715\n", + " 641.0\n", + " 945.0\n", + " 762.0\n", " ...\n", " 1\n", " 0.678307\n", " 47.434165\n", - " 641\n", + " 641.0\n", " 52.035208\n", " 18.629564\n", " -1.383012\n", @@ -338,50 +351,50 @@ " \n", " \n", "\n", - "

7 rows × 21 columns

\n", + "

7 rows × 22 columns

\n", "" ], "text/plain": [ - " label volume bbox_volume sphericity surface_area convex_volume area \\\n", - "0 1 270 304 3.377624 59.811131 274 270 \n", - "1 2 292 352 2.966109 71.760513 301 292 \n", - "2 3 305 361 2.578463 84.981247 313 305 \n", - "3 4 701 952 1.939290 196.782654 747 701 \n", - "4 5 1237 2205 1.255313 443.927490 1665 1237 \n", - "5 6 255 285 3.677297 52.882927 259 255 \n", - "6 7 641 945 1.932482 186.040405 762 641 \n", + " label volume bbox_volume sphericity surface_area convex_volume \\\n", + "0 1 270.0 304 3.377624 59.811131 274.0 \n", + "1 2 292.0 352 2.966109 71.760513 301.0 \n", + "2 3 305.0 361 2.578463 84.981247 313.0 \n", + "3 4 701.0 952 1.939290 196.782654 747.0 \n", + "4 5 1237.0 2205 1.255313 443.927490 1665.0 \n", + "5 6 255.0 285 3.677297 52.882927 259.0 \n", + "6 7 641.0 945 1.932482 186.040405 762.0 \n", "\n", - " area_bbox area_convex eccentricity ... euler_number extent \\\n", - "0 304 274 0.535682 ... 1 0.888158 \n", - "1 352 301 0.668822 ... 1 0.829545 \n", - "2 361 313 0.000000 ... 1 0.844875 \n", - "3 952 747 0.646067 ... 1 0.736345 \n", - "4 2205 1665 0.904394 ... 1 0.560998 \n", - "5 285 259 0.611649 ... 1 0.894737 \n", - "6 945 762 0.933715 ... 1 0.678307 \n", + " num_pixels area area_bbox area_convex ... euler_number extent \\\n", + "0 270 270.0 304.0 274.0 ... 1 0.888158 \n", + "1 292 292.0 352.0 301.0 ... 1 0.829545 \n", + "2 305 305.0 361.0 313.0 ... 1 0.844875 \n", + "3 701 701.0 952.0 747.0 ... 1 0.736345 \n", + "4 1237 1237.0 2205.0 1665.0 ... 1 0.560998 \n", + "5 255 255.0 285.0 259.0 ... 1 0.894737 \n", + "6 641 641.0 945.0 762.0 ... 1 0.678307 \n", "\n", " feret_diameter_max area_filled axis_major_length axis_minor_length \\\n", - "0 20.615528 270 20.302892 17.144166 \n", - "1 24.186773 292 22.792054 16.944133 \n", - "2 20.808652 305 19.710694 19.710694 \n", - "3 35.440090 701 34.990789 26.707805 \n", - "4 63.788714 1237 70.153363 29.934308 \n", - "5 20.615528 255 20.466711 16.191807 \n", - "6 47.434165 641 52.035208 18.629564 \n", + "0 20.615528 270.0 20.302892 17.144166 \n", + "1 24.186773 292.0 22.792054 16.944133 \n", + "2 20.808652 305.0 19.710694 19.710694 \n", + "3 35.440090 701.0 34.990789 26.707805 \n", + "4 63.788714 1237.0 70.153363 29.934308 \n", + "5 20.615528 255.0 20.466711 16.191807 \n", + "6 47.434165 641.0 52.035208 18.629564 \n", "\n", " orientation perimeter perimeter_crofton solidity \n", "0 -1.570796 58.970563 58.589116 0.985401 \n", "1 -1.332241 64.384776 63.722113 0.970100 \n", - "2 0.785398 62.627417 62.056032 0.974441 \n", + "2 -0.785398 62.627417 62.056032 0.974441 \n", "3 1.291699 105.840620 103.024717 0.938420 \n", "4 1.478716 202.539105 195.878727 0.742943 \n", "5 0.000000 58.142136 57.803718 0.984556 \n", "6 -1.383012 124.526912 120.740433 0.841207 \n", "\n", - "[7 rows x 21 columns]" + "[7 rows x 22 columns]" ] }, - "execution_count": 5, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -393,7 +406,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -407,7 +420,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/props_to_image.ipynb b/examples/metrics/reference/props_to_image.ipynb index cabe3b894..4dda49a92 100644 --- a/examples/metrics/reference/props_to_image.ipynb +++ b/examples/metrics/reference/props_to_image.ipynb @@ -26,12 +26,13 @@ "import porespy as ps\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", - "import scipy.ndimage as spim" + "import scipy.ndimage as spim\n", + "ps.visualization.set_mpl_style()" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "id": "8f908c54", "metadata": { "execution": { @@ -44,26 +45,31 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } ], "source": [ - "np.random.seed(7)\n", - "im = ~ps.generators.overlapping_spheres([100, 100], r=10, porosity=0.6)\n", - "plt.imshow(im, origin='lower', interpolation='none');" + "im = ~ps.generators.overlapping_spheres([100, 100], r=10, porosity=0.6, seed=7)\n", + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.axis(False);" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "id": "7e2196b6", "metadata": { "execution": { @@ -76,13 +82,16 @@ "outputs": [ { "data": { - "image/png": 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dXYsfAMeqrzuAt9GZCDtZPa4bda0L6t7OmxN0xdYK3AjMVH++/wKsLbVe4K+B54BngH8Erii11kG+fLqsWRI+g84sCTe7WRJudrMk3OxmSbjZzZJws5sl4WY3S+L/AA6QXp+U6kccAAAAAElFTkSuQmCC\n", + "image/png": 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", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -90,12 +99,15 @@ "source": [ "regions = spim.label(im)[0]\n", "props = ps.metrics.regionprops_3D(regions)\n", - "plt.imshow(regions, origin='lower', interpolation='none');" + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(regions, origin='lower', interpolation='none')\n", + "ax.axis(False);" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 6, "id": "4fe84242", "metadata": { "execution": { @@ -108,13 +120,16 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 1247 + } }, "output_type": "display_data" } @@ -124,16 +139,19 @@ "im2 = ps.metrics.prop_to_image(props, im.shape, 'sphericity')\n", "im3 = ps.metrics.prop_to_image(props, im.shape, 'orientation')\n", "\n", - "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", + "fig, ax = plt.subplots(1, 3, figsize=[14, 4])\n", "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].axis(False)\n", "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[2].imshow(im3, origin='lower', interpolation='none');" + "ax[1].axis(False)\n", + "ax[2].imshow(im3, origin='lower', interpolation='none')\n", + "ax[2].axis(False);" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -147,7 +165,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/radial_density_distribution.ipynb b/examples/metrics/reference/radial_density_distribution.ipynb index 853451b1e..c84b2ce94 100644 --- a/examples/metrics/reference/radial_density_distribution.ipynb +++ b/examples/metrics/reference/radial_density_distribution.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:59.396051Z", @@ -25,25 +25,13 @@ "shell.execute_reply": "2022-04-25T01:55:01.675114Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", "from edt import edt\n", - "import inspect\n", - "inspect.signature(ps.metrics.radial_density_distribution)" + "ps.visualization.set_mpl_style()" ] }, { @@ -56,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:01.682093Z", @@ -68,13 +56,16 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -83,6 +74,7 @@ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[500, 500])\n", "dt = edt(im)\n", + "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(dt, origin='lower', interpolation='none')\n", "ax.axis(False);" @@ -97,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:01.789626Z", @@ -109,19 +101,23 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } ], "source": [ "data = ps.metrics.radial_density_distribution(dt=dt)\n", + "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", "ax[0].plot(data.bin_centers,data.pdf)\n", "ax[1].plot(data.bin_centers,data.cdf)\n", @@ -142,12 +138,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The default number of bins for the histogram is 10. Let's increase the bins to 100:" + "The default number of bins for the histogram is 10. Let's increase the bins to 25:" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:02.162946Z", @@ -159,19 +155,23 @@ "outputs": [ { "data": { - "image/png": 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BABsIgtPSmkinVr6lwsnABgAAiAwjbbKwDxeXy5rdhx1pDwAAAAAAAOwRwAaCuA62N10X+8DRU460BwAAAP7LiC+kjDgAAAAAAEBEIYANBMngasqIk4UNAADgvIGZraRpUoLP9oW5BY60BwAAAAAAAPYIYANBMiizle325dtZBxsAAMBpjRMT5PzT0322b9p/TPYfLXGkTQAAAAAAAPBFABsIkk6tmhprYXtbsZ0MbAAAgEguI76ILGwAAAAAAICIQQAbCKJBWb5Z2NsLT0r+MdbBBgAgHMrKymTWrFkybtw46dKliyQnJ0v79u1l6NCh8uSTT0phYWHI27Bq1Sp58MEH5dxzzzWO3bhxY+nQoYP0799fbrnlFqN9Bw4cCHk74Gsk62ADAAAAAABEvESnGwDEksGZreXDVXt9tq/YcUgu79PBkTYBANBQ5ObmysSJE2XNmjUe2zVYrLecnBx54oknZObMmUaAO9jy8/Pl3nvvlTfeeMPnZ/v37zduq1evNo5/1113ydNPPx30NqBmbZsny1kdmsuGfcc8tn+5tVBOlVdKciPfNbIBAAAAAAAQXgSwgSAanNXadvvy7UUEsAEACKE9e/bI6NGjZd++fcb3cXFxMmzYMOnWrZsUFBTI/PnzpaSkxAgyjx8/XubNmyejRo0K2vHz8vJkxIgRsmPHDve2Hj16SO/evaV169ZSXFws27ZtM4Lreh/OlhH3DmCXlFcaEw6Hd89wrF0AAAAAAAD4HgFsIIg6tWoi7Vsky/6jniXDdUAUAACEzqRJk9zBay0dPnv2bOnTp4/751o6fMKECbJgwQIpLy+Xa6+91ggop6Wl1fvYR48elZEjR7qD13r/qaeekrPPPtu2xPnChQvl+PHj9T4u6l5G/B8Lt/psX5SbTwAbAAAAAAAgArAGNhBEmu01KNN3Heyt+Sek4HipI20CACDWzZ07V5YuXWrcT0pKkjlz5ngEr1V6eroR1M7KyjK+P3TokMyYMSMox7/vvvtk+/btxv3rr79ePvvsM9vgtdm+sWPHGgF0OKNPxzRplZJkuw62y+VypE0AAAAAAAD4AQFsIExlxL8iCxsAgJB45pln3PcnT55slO22k5KSItOnT3d//8ILL0hFRUW9jq0lwV966SXjfqdOneTFF1+UhATWUY5kCfFxMsIm0zrvULFsKzjpSJsAAAAAAADwAwLYQJANqiaAvWJHUdjbAgBArDtx4oRRFtw0ZcqUGve/+uqrJTU11Z2FvWTJknod//nnn3ffv+uuu6RZs2b1ej6Er4y4HS0jDgAAAAAAAGcRwAaCrGvrptKmWWOf7cu3E8AGACDYli1bJqWlpe4M6wEDBtS4f3JysgwZMsT9va5HXVeVlZXy1ltveQTHER2Gdc8wMrHtyogDAAAAAADAWYkOHx+IyXWwtYz4x9/u89i+5eAJKTpRKq1TfYPbAACgbjZt2uS+r6XDExP9d2/79+9vrFPt/fjaWr9+vRw7dsy436JFC+nWrZtRknzWrFny+uuvy4YNG+Tw4cPG+tu6JvYVV1wht9xyizRuHJy+gB7fGoyvjZycHGnIWjRpJOd0aemzxMvXOw/JsVPl0jy5kWNtAwAg1Oraf9C+BwAAABAOBLCBEBiU1congK10kPSS3u0daRMAALFo8+bN7vtdunQJ6DGdO3d238/Nza3zsb/++mv3fV3/es+ePXLNNdfIV1995bHfvn37jNu8efPksccek/fff99vpnig5dOXL19e7+dpqEZlt/EJYFdUueSL7wplHP01AEAMo/8AAACASEcJcSAENAPbzgqvQVIAAFA/RUU/LNHRtm3bgB7Trl07931dB7uudu/e7fH9JZdc4g5eZ2dny4033ig333yzkfFtysvLkxEjRsg333xT5+MieAFsO5QRBwAAAAAAcBYZ2EAIZKWnSHpqYyk88f2anCbWwQYAILg0C9nUpEmTgB5j3c/6+No6cuSIT0nNpk2byiuvvCLXXnutx76LFi2S6667TgoLC6W4uFiuv/562bhxoyQlJdX5+KifM9qkymlpTWTvkRKP7Ys350tVlUvibdbIBgAAAAAAQOiRgQ2EaB1sLSPuLffAcTl8ssyRNgEAEItOnTrlvh9oMNi6BnVJiWfwsjZOnjzps03XvvYOXquRI0fKxx9/LPHx33e/t23bJm+88Uadj43g9NfssrALT5TJur1HHWkTAAAIvrKyMpk1a5aMGzfOWHImOTlZ2rdvL0OHDpUnn3zSmGAYaqtWrZIHH3xQzj33XOPY2h/t0KGDUannlltuMdp34MCBkLcDAAAgWpCBDYSwjPh/1u732f7VzkNy8Vk/lC4FAAB1pwOQ1sHJQJSWltY6a9vfsdWQIUPkyiuvrHZ//flVV11lrIGt3nnnHZkyZUqdj5+amiq9evWq8+PxfRnxWct3+WxfkJsvfTqlOdImAABCbfDgwXV6nFacqU/1Gifk5ubKxIkTZc2aNR7bNVist5ycHHniiSdk5syZRoA72PLz8+Xee++1nbi4f/9+47Z69Wrj+HfddZc8/fTTQW8DAABANCKADYTI4EzfDGy1YjsBbAAAgkWDuLXNprbuZ318fY6tagpeW/cxA9jLli2T+tDgtQ66ou6GdGstyY3i5VR5lcf2Rbn5cu+F3R1rFwAAoVTX/oNOxlu+fLlEiz179sjo0aNl37597uorw4YNk27duklBQYHMnz/f6BdqkHn8+PEyb948GTVqVNCOn5eXJyNGjJAdO3a4t/Xo0UN69+4trVu3NpaV0ao8GlzX+wAAAPgBAWwgRE5vkyqtU5KkyKtkOOtgAwAQPDr4Zzp48GBAj7GWZ2zVqlVQjq3OPPNMv4/p2bOn+/7x48eNW7NmzercBtRPcqMEGdotXRbm5nts1xLi+4+WSPsWdc/QBwAAzpo0aZI7eK2lw2fPni19+vRx/1xLh0+YMEEWLFgg5eXlxjIwGlBOS6t/FZajR48aS8iYwWu9/9RTT8nZZ5/ts69WEVq4cKHRLwQAAMD3WAMbCPM62JsOHJOjxeWOtAkAgFijWSymXbt8S0FXlw1jys7OrvOxvR8bSDa3d7CagUrn2a2DreZvDGxCBAAAiDxz586VpUuXGveTkpJkzpw5HsFrlZ6ebgS1s7KyjO8PHTokM2bMCMrx77vvPtm+fbtx//rrr5fPPvvMNnhttm/s2LFGAB0AAADfI4ANhNCgTM/MLOVyfb8ONgAAqD9rRvO6deukoqLC72NWrVpl+/ja8l5/OpA1Ib0D1i1atKjz8REcF57Z1nb7fwlgAwAQtZ555hn3/cmTJxtlu+2kpKTI9OnT3d+/8MILAfUna6IlwV966SXjfqdOneTFF1+UhISEej0nAABAQ0MAGwihwVm+AWy1gjLiAAAExdChQ6Vx48bG/ZMnT8rKlStr3L+0tNRj7cb6rHOYmZlp3EwbN270+5hNmzZ5lC/XQVM4q23zZOnbybdUqC77cuwUVXMAAIg2OqlQy4KbpkyZUuP+V199tbuSjmZhL1mypF7Hf/75593377rrLpaLAQAAqAMC2EAIndEmVVo2beSzfcUOMrABAAgGHWwcPXq0+/tXXnmlxv0//PBDdxa0BpCHDRtWr+NfddVV7vsfffSR3/2t+9T32AhtFnZ5pUsWby5wpD0AAKDuli1bZkxaVDpZcMCAATXun5ycLEOGDHF/r+tR11VlZaW89dZbHsFxAAAA1F5iHR4DIEDx8XEyMLOVfLrBswTlhn1HjYye5sm+wW0AAFA7U6dONdY5NAPYd999t5x11lk++xUXF8u0adPc399+++2SmFi/7vCdd94pf//736W8vNwYLP3444/liiuusN33q6++MgLopptvvrlex0bwXHxWW3ni080+2/+74YBc0aeDI20CAAB1Y614o6XDA+nv9e/f31in2vvxtbV+/Xo5duyYe6mYbt26GSXJZ82aJa+//rps2LBBDh8+bKy/rWtia7/xlltucVcUqi89vjUYXxs5OTlBaQMAAIg+Q+rYf9C+R6gQwAbCUEbcO4Bd5RJZufOQjMq2X3MRAAAE7tJLL5ULLrhAli5damTbXHbZZTJ79mxjUNBUVFQkEydOlK1bt7qzrx944AHb59u5c6dHafCZM2dWG2zWQUkNoP/tb38zvp80aZK89tprHpnZ6vPPP5drr73WyMpRgwcPrjbQjfDrlpEqmekpsqPwpMd2zcAuraiUxomsWwkAQLTYvPmHSWldunQJ6DGdO3d238/Nza3zsb/++mv3fV3/es+ePXLNNdcYExmt9u3bZ9zmzZsnjz32mLz//vt+M8UDLZ9uXS4HAAAgEJHYfyCADYTYoMzq1sEmgA0AQLC8+eabMnDgQNm/f78RgO7bt68MHz7cCDAXFBTI/PnzjQxspVk47777rqSl+a57XBePP/64rFq1ygig6zrcWiqyZ8+exiBkQkKCrF27Vr755hv3/u3btzeOHxcXF5Tjo/70f3HRmW3lhSXbPbafKK2Q5dsPyfDuGY61DQAA1I5OXDS1bRvYuEu7du3c93Ud7LravXu3x/eXXHKJkXWtsrOzPfqH2n9UeXl5MmLECGPt7XPOOafOxwYAAIglBLCBEMtu10xaNGkkR0vKPbYv3/7DByoAAFA/HTt2NNYr1CzrNWvWiMvlksWLFxs3q4yMDCOj2rpudn1pycc5c+YY5cTNNQ+19KRd+clBgwbJe++9Z2TkILJcdJZvANssI04AGwCA6KFZyKYmTZoE9BjrftbH19aRI0d8Smo2bdrUWOZGq/FYLVq0SK677jopLCw0Jlpef/31snHjRklKSqrz8QEAAGJFvNMNABrKOtje1u87JsdPeQa1AQBA3WlWy4oVK+TVV1+VsWPHGkFiHQBs06aNUbJ7xowZxqCglhwPNl3jULPAtVT4rbfeKj169JDU1FRjMLRr164yYcIEY/1rXVuQ4HVk6tuppaSn+g4Yz990UKp0/RcAABAVTp065b4faDDYugZ1SUlJnY+t1Xi86drX3sFrNXLkSPn4448lPv774dlt27bJG2+8UedjAwAAxBIysIEwGJTZSj7b6LkOdmWVS1buOiwje7RxrF0AAMQaHaS86aabjFtdacBZM7jrYtiwYcYN0SchPk7G9Gwrb3/tWfrz4LFSWbv3qPTtFJyS8wAAILSSk5Pd98vKygJ6TGlpaa2ztv0dWw0ZMkSuvPLKavfXn1911VXGGtjqnXfekSlTptT5+DqBslevXnV+PAAAaJgGDx5cp8dpxZn6VK+pCQFsIAwGZ1W/DjYBbAAAgMhw4Zm+AWyzjDgBbAAAooMGcWubTW3dz/r4+hxb1RS8tu5jBrCXLVsm9aHBa634AwAAUBt17T/oZLzly5dLKBDABsKgZ/vm0iw5UY6fqvDYvmIH62ADAABEivNOT5emSQlSXFbpsV0r6fxqbLZj7QIAAIFr3fqHJIKDBz2r4VXnwIED7vutWrUKyrHVmWee6fcxPXv2dN8/fvy4cWvWrFmd24D6qSz+fh3z/fv3S8eOHYP2vO3atZOVK1cG7fkAAIh1BLCBMJWkHNi1lSzIzffYvnbPUTlZWiEpjXkpAgAAOC25UYIM754hn6z/YRBbfZd/QrYXnJCsjLpnZAEAgPDo0aOH+/6uXbsCekxeXp77fnZ23SeteT82kGxu72A1AWyH/f+lhKqqqmTv3r1OtwYAgAYr3ukGAA25jLiug/3NrsOOtAcAAAD2ZcTtaBY2AACIfNaM5nXr1klFhWc1PDurVq2yfXxtea8/HciakBqwtmrRokWdj48giouXhNTW9b7p8wAAgNoj7RMIk0FZ9iWolm8vkmHdM8LeHgAAAPgald3GqJ6jEw29A9g/Hd7NsXYBAIDADB06VBo3biylpaVy8uRJo2zz4MGDq91f97Ou3Thq1Kg6HzszM9O47dixw/h+48aNcumll9b4mE2bNnmUL09JSanz8RE8CSktpeNdr9b7efY8M1kqT7CEIAAAtcUUMCBMzmzfXFJtSoWv2HHIkfYAAADAV1rTJGPpF2/f5B2WguOljrQJAAAETst2jx492v39K6+8UuP+H374oTsLWgPIw4YNq9fxr7rqKvf9jz76yO/+1n3qe2wAAIBYQQAbCJPEhHgZ0LWlz/a1e45IcZn/clYAAAAIj4vOamu7HOLCXMqIAwAQDaZOneoRwN6wYYPtfsXFxTJt2jT397fffrskJtavYOWdd94pjRo1Mu4vW7ZMPv7442r3/eqrr4wAuunmm2+u17EBAABiBQFsIIwG2ayDXV7pklW7jjjSHgAAAAS+DvZ/NxDABgAgGmjZ7gsuuMBdIvyyyy6TtWvXeuxTVFQk48ePl61bt7qzrx944AHb59u5c6fExcW5bzVldXfr1s0jgD5p0iSPILXp888/N9pVWVlpfK9lzq+44oo6/sYAAACxhTWwgTAalGm/DvaKHUVy/hnpYW8PAAAAfHVs2dRY/mXj/mMe25duLZSTpRWSYrMsDAAAiCxvvvmmDBw4UPbv328EoPv27SvDhw83AswFBQUyf/58IwNbadb1u+++K2lpaUE59uOPPy6rVq2SpUuXGutwX3311dKzZ08ZMGCAJCQkGMH0b775xr1/+/btjeNrcBwAAAAEsIGw6nVaC0lJSpCTZd/PrjWt2M462AAAAJFWRtw7gF1WUSVLvyuQsb3aO9YuAAAQmI4dO8rChQtl4sSJsmbNGnG5XLJ48WLjZpWRkSEzZ870WDe7vho3bixz5swxyom/9dZbxrZNmzYZN2+DBg2S9957Tzp16hS04wMAAEQ7SogDYdQoIV7O6eqbhb1m9xE5Ve4Z1AYAAIBzKCMOAED0y87OlhUrVsirr74qY8eONYLESUlJ0qZNG6Nk94wZM2Tjxo1GyfFga9GihZEFrqXCb731VunRo4ekpqZKkyZNpGvXrjJhwgSjtHhOTg7BawAAAC9kYANhNjirlSzZUuCxrayySlblHZah3SgjDgAAEAm0hPhpaU1k75ESj+0LcvOlorJKEhOYCwwAQDTQgPVNN91k3OpKA86awV0Xw4YNM24AAAAIHKMuQJgNymxtu305ZcQBAAAihq5BqWXEvR0tKZevdtJvAwAAAAAACBUC2ECYnd2xhTRplOCzfcX2IkfaAwAAAHuUEQcAAAAAAAg/AtiAA+tgn9u1pc/21ayDDQAAEFEGdm0lLZo08tn+2caDdS4jCgAAAAAAgJoRwAYcMCizlc+2sooqWbP7iCPtAQAAgC9d53p0dhuf7bou9sb9xxxpEwAAAAAAQKwjgA04YFCW/TrYK1gHGwAAIKLYrYNtZmEDAAAAAAAgigPYZWVlMmvWLBk3bpx06dJFkpOTpX379jJ06FB58sknpbCwMOqP/fHHH0tcXJzHbefOnUF5bsTeOtjJjXxffstZBxsAACCiDOueIY0TffttrIMNAAAAAAAQxQHs3NxcGTRokNx0003yySefSF5enpSWlsqBAwckJydH7r//fjnrrLNk7ty5UXvsY8eOydSpU4PWbsS2xokJ0r+z7zrYq/IOS2kF62ADAABEiqZJiXL+6ek+27WE+O5DxY60CQAAAAAAIJaFPIC9Z88eGT16tKxZs8b4XrOShw8fLrfccotcfvnl0qRJE2N7fn6+jB8/XhYuXBiVx/7Vr34le/fuDVrbEfsG25QRL62okrV7jjrSHgAAANSujPj8TWRhAwAAAAAARF0Ae9KkSbJv3z7jvpbvXr16tSxevFhefvllo+S2ZkRrkFmVl5fLtddeK0eOHImqYy9dulT++c9/uo8JBGJQZivb7cu3UUYcAAAgkozKbitxcb7bKSMOAAAAAAAQZQFsLcutwV2VlJQkc+bMkT59+njsk56eLrNnz5asrCzj+0OHDsmMGTOi5tinTp2Sn/zkJ+JyueT000+XRx55pN5tR8PQp1OaJNmsp7hixyFH2gMAAAB7Gc0ayzk2y798tfOQHCkuc6RNAAAAAAAAsSqkAexnnnnGfX/y5MnSu3dv2/1SUlJk+vTp7u9feOEFqaioiIpj62O3bNli3H/uueckOTm5Xu1Gw5HcSNfBTvPZ/s2uw1JWUeVImwAAABB4GfHKKpcszM13pD0AAAAAAACxKmQB7BMnTsiCBQvc30+ZMqXG/a+++mpJTU11Z0IvWbIk4o/97bffyhNPPGHc//GPfyxjxoypc5vRMA3K9F0Hu6S8UtbtDU4ZfQAAAATHhWe2s91OGXEAAAAAAIAoCWAvW7ZMSktL3VnOAwYMqHF/zVweMmSI+/uFCxdG9LErKyuN0uGard2qVSv5y1/+Uuf2ouEalFXNOtjbKSMOAAAQSTLTU+SMNt9PerVa8l2BnCqvdKRNAAAAAAAAsSgxVE+8adMm930t352Y6P9Q/fv3l88++8zn8ZF47L/+9a+ycuVK475mYWdkZEgorV+/3iPIXhs5OTlBbw+Co3/nlpKUEC9llZ4lw5dvL5K7Rp7uWLsAALGlrn0I7X8A+MGFZ7aV7/JPeGwrLquUL7cWyuieviXGAQAAAAAAEEEB7M2bN7vvd+nSJaDHdO7c2X0/Nzc3Yo+9fft2+e1vf2vcHzZsmN8S5cGgZdGX/z/27gQ8qups4PibPSEhhBBCgISEsIUdQZaA7KjIoih1AZXVIkVrq62ibaWtrVrRunwWBS0CUlFQURbRylIEIQEjWwKEPYQlG2HLvs73nAsZEmYSQjIzd5b/73nmm3vPXc6bfkQO973nPfHxVu8Htl8Hu0dEkOxMOW+yDnZJWbl4eVh1mXoAgItgDAFYxh2dw+S9zcfMlhEngQ0AAAAAAGAZVsuOZWdnG7ebNavdw5ywsGvryqm1qO217xkzZkh+fr54e3vLggULxM3Nrc6xAv3MlBFXM3mSzlzSJR4AAACY161lI2kW6GPSvjE5Q8rKDbrEBAAAAAAA4GzcrTljuIKfn1+trql8XuXr7anvjz76SDZu3KhtP//88xITE1PnOAGlb3QTs+2sgw0AAGBf3N3dZISZmdbncotld+oFXWICAAAAAABwNlZLYBcWFhq31Uzl2vDxuTaboaCgwO76zsjIkN///vfadvv27eUPf/hDnWMEKq+D7eVhOot/x4lrlQQAAABgP2XEzVl/IMPmsQAAAAAAADgjq62B7evra9wuLi6u1TVFRUU3PXPaln0/+eSTcuHClZkVqnR45aS3tQUEBEiXLl1s1h9sx8/bQ7qHB0nCyaqzdn46cV5Ky8rFk3WwAQD11K9fvzpdl5SUVK+qOICzLv8S4OMpuUWlVdr/uz9dnr8rhuWFAAAAAAAA7DWBrRKuNzubuvJ5la+3h75XrVolX3zxhbY9ZcoUGTJkiNiSSl7HxcXZtE/YTt/oYJMEdl5xmew/e1m6RwTpFhcAwDnUdQwRGxsr8fHxFo8HcGQ+nh4ypENTWbsvrUp7Sna+HM3MlXbNGuoWGwAAAAAAgDOw2tTOJk2aVCm9XRvp6enG7eDgYLvpOz8/X2bNmqVth4SEyBtvvFHn2ABz+rY2vw42ZcQBAAAcp4z495QRBwAAAAAAsN8Z2B06dDBunzx5slbXpKamGrdjYmLspu/MzEw5e/astq1KAo4ePbpWpciVe++911hqXF334osv1vKngCvpFdlYPN3dpLTcUKU9/vh5mTGojW5xAQAAwJSage3l4SYlZQaTBPYTQ9vqFhcAAAAAAIAzsFoCu2PHjsbtxMREKS0tFU/PmrvbtWuX2evtqe+srCztU1t79uyxSFIezs3fx1O6hjeS3akXTdbBLis3iIc7aykCAADYi0BfL+kX3US2HjlXpX3vqYuScblQmgX66hYbAAAAAACAo7NaCfH+/fsbZx7n5eVJQkJCjeermcuV11gcNmyYQ/YN1JV6CHq9nKJSOZh2WZd4AAAAUL07OjUz276eMuIAAAAAAAD2mcAOCAiQ4cOHG/cXL15c4/krV66UnJwc4xrUgwYNspu+o6KixGAw1Opz4sSJKteq/YpjN4oDrq1va/PrvscfZx1sAAAAezOimgQ262ADAAAAAADYaQJbmTVrlnFbJW/3799v9rz8/HyZM2eOcX/GjBk3LPltz30DdXFrVLDZUuFqHWwAAADYl+aN/KR7eCOT9rhj5ySnsESXmAAAAAAAAJyBVRPYo0ePloEDBxrLdI8ZM0b27dtX5Zzs7GwZN26cHD161DgDevbs2Wbvl5KSIm5ubsZPTTOaLd03YG0BPp7SpaXpQ9CdJ7K1dbABAABgX243Mwu7pMwgmw9l6RIPAAAAAACAM7D6VONly5ZJnz59JC0tTUtA9+jRQwYPHixt2rSRrKws2bBhgzYLWgvG01NWrFghQUFBDt83UBf9WgfL3lMXq7RdLiyV5PTL0rmFaXIbAAAA+rmjc5i88f1hs2XEx3ZvoUtMAAAAAAAAjs6qM7CV8PBw2bRpk5Y8VtRa0Js3b5aFCxfK6tWrjQnkpk2bytdff11l7WpH7huoi77R5tfB3kEZcQAAALvTLjRAIps0MGnfnJwpxaXlusQEAAAAAADg6KyewFZiYmJkx44dsmTJEhk5cqRERESIt7e3hIaGSr9+/WTu3Lly4MABrey3M/UN1GUdbDPLYEv88Ww9wgEAAEAN1LJGd5gpI55TVMr4DQAAAAAAwF5LiFdQSeNJkyZpn7qKiorSZlHr0be1YwSUQF8vrVR44plLVdp3ppyX8nKDuJvLbgMAAEDXMuIfbj1h0r7+QIYMat9Ul5gAAAAAAAAcmU1mYAOovb6tTcuIX8wvkUMZObrEAwAAgOr1bNVYmvh7m01gqxcQAQAAAAAAcHNIYAN2pl90E7PtOyhDCQAAYHc83N1keMdQk/b0y4UmVXUAAAAAAABwYySwATvTu3WwuJmpFL4uKV1Ky8r1CAkAAAA1uL1TmNl2NQsbAAAAAAAAN4cENmBnGvl5SafmgSbtO0+cl6dX7CWJDQAAYGcGtgsRPy8Pk/bvD6TrEg8AAAAAAIAjI4EN2KFB7ZuabV+z96w8+8U+KWM9RQAAALvh6+Uhg9qHmLQfzsiVlHN5usQEAAAAAADgqEhgA3bosdtaS6Cvp9ljX+0+I899sU/KSWIDAADYDcqIAwAAAAAAWAYJbMAONQnwkY+m9JYG3qalKJUvd52WF1YmksQGAACwE8NjQsXdzbSdMuIAAAAAAAA3hwQ2YKdujQqWRVN6m11PUVmecEr+tCpJDAaS2AAAAHpr7O8tvaOCTdp/PnlBzuUW6RITAAAAAACAIyKBDdixvtFNZOGUW8XXy/yv6rIdqfLn1ftJYgMAANiBOzqblhFXBXM2HczUJR4AAAAAAABHRAIbsHP924TIvyf1Fh9P87+uH8edlJfWHiCJDQAAoLM7OjUz2/4962ADAAAAAADUGglswAHc1i5EPph0q3h7mP+VXbQtRV7+5iBJbAAAAB1FBDeQmLCGJu1bj2RJfnGpLjEBAAAAAAA4GhLYgIMY3L6pLHi0l3h5uJk9/u8fT8hr3x0iiQ0AAGBnZcSLSstly+FzusQDAAAAAADgaEhgAw5kaEyovP9w9Uns+T8ck39+f5gkNgAAgL2VEd+fbvNYAAAAAAAAHBEJbMDBjOjUTN6d0FM83M0nsf/1v6PyzsYjNo8LAAAAIp1bBEqLRr4m7esPZEhhSZkuMQEAAAAAADgSEtiAAxrZJUz+76Fbqk1iv73hiLxLEhsAAMDm3Nzc5M4upmXEc4pK5YfDWbrEBAAAAAAA4EhIYAMOanS35vLWgz2kmhy2/HP9YXl/8zFbhwUAAODyxnZvYbZ9zd6zNo8FAAAAAADA0ZDABhzY3d1byJsP9BC3apLYr32XLB9uOW7rsAAAAFzaLRFB0jLIz6R948FMyS8u1SUmAAAAAAAAR0ECG3Bw425pKa//onu1SeyX1x2Uj348YeuwAAAAXLqM+JjuzU3aC0rKtCQ2AAAAAAAAqkcCG3ACv+gVLq/d163a4y+tPSAfx6XYNCYAAABXNrab+TLia/dRRhwAAAAAAKAmJLABJ/FA7wh55d6u1R6fs2q/fLLjpE1jAgAAcFWdWwRK6xB/k/b/HcqSnMISXWICAAAAAABwBCSwAScysW8r+ds9nas9/sevkmT5T6k2jQkAAMBVy4iP7WZaRry4tFzWH8jQJSYAAAAAAABHQAIbcDKPxkbJn8d2qvb48ysT5fOEUzaNCQAAwBWN6W6+jPiavZQRBwAAAAAAqA4JbMAJTR3QWv40uqPZYwaDyHNf7pOvdp+2eVwAAACupH2zhtKhWUOT9q1HzsnF/GJdYgIAAAAAALB3JLABJ/XYwGh54a6YapPYv1uxV35KOW/zuAAAAFzJGDNlxEvLDfJdUrou8QAAAAAAANg7EtiAE3t8cBt59s4OZo+VG0ReWnNADCqbDQAAANuWEd9HGXEAAAAAAABzSGADTu6JoW3l6RHtzR5LPHNJ/ruf2T8AAADW0jrEX7q0DDRpjzuWLVk5RbrEBAAAAAAAYM9IYAMu4Dcj2snjg6PNHvvn94elTE3HBgAAgFWM7WY6C1sNv75NStMlHgAAAAAAAHtGAhtwEc/c3l5aNPI1aT+SmSur9pzRJSYAAABXMNrMOtjK2r0ksAEAAAAAAK7nadICwCn5eHrIb0e0l+e+3Gdy7O0NR2RMtxbi7ck7LQAAAJYW3riB9GwVJLtSL1Zp35lyXtIuFUjzRn66xQYAAADrKcu/Mv5LS0uT8PBwi903LCxMEhISLHY/AADsDQlswIXc17OlzP/hmBw/l1elPfV8vqxIOCWP9IvULTYAAABnNrZ7C5MEtvLNvjR5bKD5pV4AAADg4AxXlu0rLy+XM2eogAgAQG0x3RJwIZ4e7vL07e3NHnt30xEpLCmzeUwAAACuYFTX5uLmZtq+Zh9lxAEAAJyem7t4BDSp90fdBwAAV8AMbMDFjO7aXN7bfEwOpl2u0p5xuUiWxp2UXw5iBhAAAIClNQv0lb6tgyX++Pkq7XtPXZRT5/MlIriBbrEBAADAujz8G0v4E0vqfZ/T8yZLWW62RWICAMCe8coW4GLc3d3k93eYn4X93uajklNYYvOYAAAAXMGYbi3Mtq/Zd9bmsQAAAAAAANgrEtiACxoWEyo9WwWZtF/IL5GPfkzRJSYAAABnd1eXMPFwN60jvmYvZcQBAAAAAAAqkMAGXJCbm5v8/s4OZo99uPW4XMgrtnlMAAAAzq5JgI/0b9PEpF0t7XI0M1eXmAAAAAAAAOwNCWzARfVvEyK3tQ0xac8tKpX5W47pEhMAAICzG9vdfBnxtZQRBwAAAAAA0JDABlxYdbOwl2xPkYzLhTaPBwAAwNnd2TlMvDzMlRE/KwaDQZeYAAAAAAAA7AkJbMCF9YgIkts7NTNpLywpl39tOqpLTAAAAM6skZ+XDG7f1KT9WFaeJKfn6BITAAAAAACAPSGBDbi4393RXtxMJwHJZz+lyqnz+XqEBAAA4NQoIw4AAAAAAFA9EtiAi4sJC5S7zTxELSkzyNsbjugSEwAAgDMb3rGZ+Hia/lNszd40yogDAAAAAACXRwIbgDw9or14uJtOw/5q92k5mkkpSwAAAEsK8PGU4R1DTdpTz+dL4plLusQEAAAAAABgL0hgA5CoEH954NZwk/Zyg8ib6w/rEhMAAIAzG9PNfBnxNXspIw4AAAAAAFwbCWwAml8PayfeZkpZrktMlyRmAgEAAFjU0A6h4u/tYdK+dl+alKu3CAEAAAAAAFwUCWwAmhZBfvJov0izx974/pDN4wEAAHBmft4eMqJTM5P2tEuFsiv1gi4xAQAAAAAA2AMS2ACMfjWkjTQwMxNo86Es+SnlvC4xAQAAOKuxlBEHAAAAAAAwQQIbgFFIgI9Mv6212WOvf3dIDAbKWQIAAFjKwPYhEujradL+TWK6lFFGHAAAAAAAuCgS2ACqeGxgtDTy8zJp35lyXrYcOadLTAAAAM7Ix9ND7uwcZtJ+LrdIdhzP1iUmAAAAAAAAvZHABlCFSl4/Pjja7LE3/sssbACAfSsuLpalS5fKqFGjJDIyUnx9faV58+bSv39/eeONN+TcOdu+jPXMM8+Im5ub8RMVFWXT/mH/xnavpoz4vjSbxwIAAAAAAGAPSGADMDGlf5RWTvx6iWcuyX/3p+sSEwAAN5KcnCx9+/aVSZMmybfffiupqalSVFQk6enpEhcXJ88++6x07txZ1q1bZ5N4du7cKe+8845N+oLj6t+miQT7e5u0f5uUJiVl5brEBAAAAAAAoCcS2ABMNPD2lCeHtjF77I3vD7MmIwDA7pw+fVqGDx8ue/bs0fbVbOfBgwfLtGnTZOzYseLn56e1Z2Zmyrhx42TTpk1WjaekpEQee+wxKS8nAYmaeXq4y11dTMuIX8wvkW1HWb4FAAAAAAC4HhLYAMya0LeVtAy68rC/sqOZubJqzxldYgIAoDoTJ06Us2fPatuqdPju3btl8+bNsnDhQlm9erU2G1sluCuSy/fff79cvHjRavG89tprkpiYaIwNqMmYbtWUEd9LGXEAAAAAAOB63F1hPUJL9V1QUKA9CH311Ve1B5G9evWS0NBQ7X4+Pj7atrrn7373O+2hKeDIfDw95Dcj2pk99taGw1JcyowyAIB9UCXBt27dqm17e3vLmjVrpHv37lXOCQkJkVWrVkl0dLS2f/78eZk7d67VSpn//e9/17Yffvhhuf32263SD5xHn9bBEtrQdPmW7/enS2FJmS4xAQAAAAAAOHUCW8/1CC3Z97x582To0KHyhz/8QT799FPZtWuXZGVlafdTSXK1re755ptvSs+ePeWhhx7SHo4Cjuq+W1pKdFN/k/ZT5wtkRcIpXWICAMDcGK3C5MmTpWvXrmbP8/f3l5deesm4v2DBAiktLbVoLAaDQSsdrsaHjRs31saFwI14uLvJqK7NTdpzikply+EsXWICAAAAAABw2gS2nusRWrPvBg0aaDOwH3jgAZkxY4Z2zzvuuEMCAwON5yxfvlyGDBkily9fttjPBNh6TcZnbm9v9tj/bTzCjCAAgO5yc3Nl48aNxv2pU6fWeP748eMlICBA21YvGm7ZssWi8bz//vuybds2bfv111/XKvQAtTG2ezVlxPdRRhwAAAAAALgWd2dej9DSfbdr105efvllSUhIkEuXLmnfKkmtZu+oe/73v/+VjIwMrcS4u/uV/2nV2odqxjbgqEZ1aS4dm197MaNCZk6RfByXoktMAABU2L59uzbbuWKGde/evWs8Xy39Ehsba9y35MuTp06dkueff17bHjhwoPaCI1BbPVsFScugKy/YVrbhQIbkF1u2UgAAAAAAAIA987T1eoTXl3SsWI+wW7ducvz4ceN6hK+88ord9X3PPfdonxs9FFUPLlVJ8T//+c9a28cff6ytta2OAY7G3d1Nnr2zvUxbnGBy7P3Nx2RCn1bS0NdLl9gAADh48KBxW431PD1vPLxVS72sX7/e5Pr6mjVrluTk5GhjT/WCo6r+Y01JSUlVkvE3Qy17A/ui/ryM6dZcFmw5XqW9oKRMNiVnyphu5mdoAwBws+o6flBjDwAAAMDhE9g3ux7hI488ou2rB35qvzYPIO2xb0XNuKlIYKsHmUePHpUuXbrU656AXoZ2CJVekY3l55MXqrRfyC+RhT+ekN+OMF9mHAAAazt06JBxW1XcqY1WrVoZt5OTky0Sx2effSZr167VtmfPni0dO3YUW5RPj4+Pt3o/sG0Z8esT2MravWkksAEAFsP4AQAAAC5bQlzP9QjtYS3Epk2bVtlXSWzAkWcE/f6ODmaP/XvrCbmQV2zzmAAAULKzs43bzZo1q9U1YWFhxm019rNEDE899ZS23b59e/njH/9Y73vCNXVuEShRTRqYtG86lCk5hSW6xAQAAAAAAOA0CWw91yO0h7UQDxw4UGU/Kiqq3vcE9BTbpokMbBdi0p5bVCrzfzimS0wAAKgXFyv4+ZmuH2xO5fMqX19XTz/9tGRlZWnb8+fPFx8fn3rfE6770qCahX294tJy2XAwQ5eYAAAAAAAAnKaEuJ7rEeq9FqJa/1qtg12hf//+0rx583rdkzUOYQ9+d0cH2XrknEn74u0pMu221tIskHXeAcAeOfM6h4WFhcZttfZ0bVROMBcUFNSr/++//16WLl1qXLZm6NCh9bofoEqFv7vpqEn7mr1pcu8t4brEBAAAAAAA4BQJbD3XI9Sjb5W0TktLk61bt8o///lP2bNnj9besGFDeffdd6W+WOMQ9qBHRJDc0amZfH+g6gygotJy+demo/K3cazzDgD2yJnHEKqSTuXxWG1UVOq5mVnb5uTl5cnjjz+ubTdp0kTeeOMNsSW1BE6XLvzd62w6hDWU9s0C5HBG1eoAWw5nycX8YglqULsXNQAAqE6/fv3q/HKjJarXAAAAALolsPVcj9BWfauZ3WVlZdUeV2sgfvnllzxYhNPNwl5/MEMMhqrtn+5MlRmDoiUi2HTdRgAArJnEvdnZ1JXPq3z9zVJrXaekpGjb6gXGkBDTpTasSY0xqbTjvLOw31x/uEpbablB/rs/XR7sfe3FWwAA6qKu4wdV1ceZX4wEAACAC6yBred6hHqvhejh4SF/+MMfZP/+/SSv4ZSzgu4xszajeqj69oYjusQEAHBdauZzhYyM2q0RnJ6ebtwODg6uU7+7du0yVtlRZcNV+XDAUsZ0M7/8kCojDgAAAAAA4Ow8nXE9Qlv1/cQTTxhnYKsSkqdOnZKdO3dKTk6OvPLKK7JixQrtwebIkSNv+mcA7NlvR7SXtfvStKR1ZV/tPi2zhraRNk3rPpsNAICb0aFDB+P2yZMna3VNamqqcTsmJqZO/e7bt0/Ky8uN96upFGdWVpZxWy05U/ncF198UUaPHl2nGOC8opsGSJeWgZJ05nKV9u3Hzsm53CIJCbj2bxcAAAAAAABn4+mM6xHaqu933nnHpE0lsufNmydz5syRo0ePag8kP/roo3rPymGNQ9iTqBB/eaB3hCzbcS0BoKh89spdp+XZO+uWDAAAWIczr3PYsWNH43ZiYqKUlpZqy7zcaPa0uevr6tixY9qnNtTYdMeOHWaT28D1ZcSvT2Crsda3iWnyaGyUbnEBAAAAAAA4bAJbz/UI9ezb399fnnvuOWnXrp3cd9992sycmTNnysCBAyU6OrrO92WNQ9ibp4a1ky9+Pi3FpVdmn1VYfyCDBDYA2BlnXuewf//+WiUd9TKiepEwISGhxoS9Oq/yzzRs2DAbRQrcnNFdm8s/vk02aV+zjwQ2AAA3Q71AuHz5cvn000+15f7UsjONGzeW1q1ba8/upkyZIiEhITaL55lnnpG33nrLuB8ZGSkpKSk26x8AAMCl18DWaz1CvfuucO+998rw4cONJc3fe++9et8TsCdhjXxlaIemJu2HM3Il5VyeLjEBAFyPevGwYsylLF68uMbzV65cqS33UjHmGzRoUJ36VQ86DQZDrT6LFi2q8oCy8jF1H8CciOAGckurIJP2n1LOS/qla0smAQCA6iUnJ0vfvn1l0qRJ8u2332pLv6gXGtVzQPWS57PPPiudO3eWdevW2SQetfSguYqOAAAAsFECW6/1CPXuu7Lbb7/duL1t2zaL3BOwJ7d3CjPbrmZhAwBgK7NmzaqSwFYza8zJz8/XlnmpMGPGjBuWGwf0NLZbC5M2g0Hkm8Q0XeIBAMCRnD59WnvRcc+ePdq+m5ubDB48WKZNmyZjx441LiGYmZkp48aNk02bNlk1npKSEnnssce0ao0AAADQKYFtbj3CG7HUeoR69l2ZKkdUITs72yL3BOzJ8JhQcXczbSeBDQCwpdGjR2vLtShqRs2YMWNk3759Vc5RYzH1YPLo0aPG2dezZ882ez9VwlE94Kz43GhWN2Ato7s1FzczY601e8/qEQ4AAA5l4sSJcvbsWWMVnN27d8vmzZtl4cKFsnr1am0yS0UlH5Vcvv/+++XixYtWi+e1117TnlNWxAYAAAAdEtgV6xEqFesR1sSS6xHq2XdlaWlpFi1LDtibxv7e0jvK9M92wsnzkp1bpEtMAADXtGzZMmnevLkxAd2jRw8ZOnSoNsvlnnvukVatWsn69eu142rW9YoVKyQoyLQ8M2BPmgX6Sh8zY609py7KqfP5usQEAIAjUCXBt27dqm17e3vLmjVrpHv37lXOUeter1q1SqKjo7X98+fPy9y5c61Wyvzvf/+7tv3www9XqdoIAAAAGyaw9VqPUO++K1u7dq3FZ3UD9uaOzqZlxMsNIhuTM3WJBwDgmsLDw7Wyjypxraj1pSvPsFHlw5WmTZvK119/XWWsCNizMd1Ny4gra/dRRhwAgOrMmzfPuD158mTp2rWr2fP8/f3lpZdeMu4vWLCgVpUcb4Yal6qXKtUEGlWt8c0337To/QEAAJyR1RLYeq9HaOm+1UzuwsLCWvf//vvvV5n5PX78+JuIHnAcd3RqZrb9+/2UEQcA2FZMTIzs2LFDlixZIiNHjpSIiAhtxk1oaKj069dPm1Fz4MABreQ44Cju6hImHmbWbKGMOAAA5uXm5srGjRuN+1OnTq3xfPXMTk2GqZiFvWXLFovGo54Rbtu2Tdt+/fXXtbEpAAAAdExg67keoaX7PnLkiLRt21YbaJ46daraftPT0+Xpp5+WJ554wtim4lD9A84oIriBxIQ1NGn/8WiWFBSX6RITAMB1qYT1pEmT5Ntvv9XWNVTjwIyMDImLi5Nnn31WKxV5I1FRUdpMmYrPlClT6hWTur7iXmo8C9yMkAAf6d+miUn7gbTLciwrV5eYAACwZ9u3b9fGgBUzrHv37l3j+b6+vhIbG2vcV1V9LEU9Q3z++eeNzwenTZtmsXsDAAA4s/pNc67leoR9+vTR1oOuWI9w8ODB0qZNG8nKypINGzYYSzpaej1CS/d95swZee6557SPerDZpUsX7SGoWm/78uXL2no2KkleVnYtadehQwdZvny5RX4ewJ5nYSenXynDX6GwpFy2HMmSO82UGAcAAEDtje3WQrYeOWfSvuKnU/LCKJYqAgCgsoMHDxq3Venw2lR57Nmzp6xfv97k+vpSFSLVsoXqJUtVnlxNyLGmpKSkKsn4m6Fe+AQAAK4pto7jBzX2cNgEdsV6hBMmTJA9e/YY1yNUn8rUeoSLFi2y6HqEluzby8tL3N3dpby8XNtXCfGaZtCoc6dPny6vvfaatr4N4Mxu7xQm/7fpSiWDytYfyCCBDQAAUE9qPPXHrxOlpMxQpX3ZzlR5ang78fex+j/rAABwGIcOHTJuR0ZG1uqaVq1aGbfVBBVL+Oyzz2Tt2rXatqr42LFjR5uUT4+Pj7d6PwAAwLnE2+H4wdOW6xGqgdunn36qrUetSjmq2c7R0dFy3333aevR1Kako159d+7cWSsPrt7GVKWI1Ezr48ePa2XIS0pKpGHDhtKkSRPtzc4BAwZoSfOWLVta/OcB7FGXloHSvJGvpF2quk78xoMZUlpWLp4eVl2tAAAAwKk1auClJbHX7kur0p5TWCpf/HxaJveP0i02AADsjXpWV6FZs2a1uiYs7NrL92odbEvE8NRTT2nb7du3lz/+8Y/1vicAAIAr8bT1eoTqU1cV6xHq0XfFTO2JEydqHwDXqBJYt3dqJh/HnazSfiG/RH4+eUH6Rpuu2wgAAIDam35ba5MEtrJo2wl5tF+kuLtbtyQpAACOQs1CruDn51erayqfV/n6unr66ae15QuV+fPna8sPAgAAoPaYFgnAIu7oZL5UuCojDgAAgPq5pVVj6dkqyKQ9JTtfNiZn6hITAAD2qLCwsMqkltqonGAuKCioV//ff/+9LF26VNuePHmyDB06tF73AwAAcEUslgbAIvpGB0tDX0+tlGVl3x/IkD+O7qjN0gYAAEDdTb8tWnYt22XSvvDH41o1HAAAIOLr62vcLi4urtU1RUVFNz1r25y8vDx5/PHHtW211OAbb7whthQQECBdunSxaZ8AAMDx9evXr07XJSUlWaR6jTkksAFYhJeHuwyLCZVVe85WaU89ny+HM3KlQ1hD3WIDAABwBnd2biYtg/zkzMWqM8Pij5+X/WcvSecWjXSLDQAAe6GSuDc7m7ryeZWvv1lqreuUlBRt+5///KeEhISILankdVxcnE37BAAAji+ujuOH2NhYiY+PF2ughDgAi6lu5s/3+9NtHgsAAICz8fRwlyn9o8weW/jjCZvHAwCAPVIznytkZNRuWbP09GvPLYKDg+vU765du+Tdd9/VtlXZcFU+HAAAAHXDDGwAFjO4fVPx9nCX4rLyKu3rD2bIr4e30y0uAAAAZ/Fgnwh5e8NhySsuq9K+Zu9ZeX5kjIQGXiubCgCAK+rQoYNx++TJk7W6JjU11bgdExNTp3737dsn5eXlxvvVVIozKyvLuJ2Wllbl3BdffFFGjx5dpxgAAACcBQlsABbT0NdLYts0kR8OX/uHmLLv9CVJu1QgzRvVfR0pAAAAiAT6esn9t0bI4u1XypNWKCkzyNL4k/K7O649tAcAwBV17NjRuJ2YmCilpaXi6el5w9nT5q6vq2PHjmmf2lDrdO/YscNschsAAMBVUUIcgEXd0dl8GfENB2pXtgsAAAA1mzogStzcTNs/2ZEqhSVVZ2YDAOBq+vfvLz4+Ptp2Xl6eJCQk1Hh+UVFRlbUbhw0bZvUYAQAAUDMS2AAsakTHatbBJoENAABgEZFN/OV2M2Ou83nF8tXuM7rEBACAvQgICJDhw4cb9xcvXlzj+StXrpScnBzj+teDBg2qU79TpkwRg8FQq8+iRYuM10VGRlY5pu4DAADg6khgA7CoZoG+0iMiyKQ97li2XCoo0SUmAAAAZzP9ttZm2z/68YT28BsAAFc2a9asKgns/fv3mz0vPz9f5syZY9yfMWPGDcuNAwAAwPpIYAOwuNs7mc4IKi03yOZDmbrEAwAA4Gz6tA6WLi0DTdqPZObKliPndIkJAAB7MXr0aBk4cKCxRPiYMWNk3759Vc7Jzs6WcePGydGjR42zr2fPnm32fikpKeLm5mb83GhWNwAAAOqHBDYAi7uzmnWw11NGHAAAwCLUw/PqZmEv/PGEzeMBAMDeLFu2TJo3b25MQPfo0UOGDh0qjz32mNxzzz3SqlUrWb9+vXZczbpesWKFBAWZVpQDAACA7ZHABmBxbZoGSOsQf5P2zYeypKi0TJeYAAAAnM3ori0ktKGPSfuWw1lyJOPKWp4AALiq8PBw2bRpk5a4VtQSG5s3b5aFCxfK6tWrtfLhStOmTeXrr7+usm42AAAA9EUCG4BVZgSZKyOeW1Qq8cfP6xITAACAs/H2dJfJ/aPMHvtoG7OwAQCIiYmRHTt2yJIlS2TkyJESEREh3t7eEhoaKv369ZO5c+fKgQMHtJLjAAAAsB+eegcAwDnd0amZfLDluEn79/vTZXD7prrEBAAA4Gwe7ttK3t10RApLyqu0r9x1Rp69M0aC/b11iw0AAHugEtaTJk3SPnUVFRWlzeC2lClTpmgfAAAAmMcMbABWcUurxtLEzAPTDQczpLzccv/oAwAAcGVBDbxlfM9wk/ai0nL5JP6kLjEBAAAAAADUBzOwAViFh7ubjOjYTJYnnKrSnnG5SPaduSQ9IoJ0iw0AAMCZTLuttXyyI9Wk/eP4kzJjcLT4eHroEhcAAAAsqyz/ovadlpamrfNuKWFhYZKQkGCx+wEAUF8ksAFYjVoH+/oEtrL+QDoJbAAAAAtp0zRAhnZoKv87lFWlPSunSNbuTZPxvSz3cBMAAAA6ulrKvry8XM6cOaN3NAAAWA0lxAFYzW3tQsTPy3TGz/f7M3SJBwAAwFlNvy3abPvCH09YdM1OAAAA2AE3d/EIaFLvj7oPAAD2iBnYAKzG18tDBrUPkf9el7A+kpkrJ87lSesQf91iAwAAcCYD2jaRmLCGkpyeU6X9QNpliT9+XmLbNNEtNgAAAFiWh39jCX9iSb3vc3reZCnLzbZITAAAWBKvWAGwqjs6hZltV2XEAQAAYBlubm4ybUDramdhAwAAAAAAOAoS2ACsalhMqHi4u5m0rz9AGXEAAABLurtHCwkJ8DZp35icISnn8nSJCQAAAAAA4GaRwAZgVY39vaV3VGOT9oSTF+RcbpEuMQEAADjr8i0P9400aVdLYC/axixsAAAAAADgGEhgA7C6282UEVcPUjcdzNQlHgAAAGf1SL9I8fYw/Wfe5z+flksFJbrEBAAAAAAAcDNIYAOwujs6NTPb/j3rYAMAAFhU04Y+ck+PFibt+cVl8tnOVF1iAgAAAAAAuBkksAFYXURwA4kJa2jSvvXIOckvLtUlJgAAAGc1fWBrs+1LtqdIaVm5zeMBAAAAAAC4GSSwAdjEHZ1Ny4gXlZbLlsPndIkHAADAWcWEBcqAtk1M2s9eKpRvk6iAAwAAAAAA7BsJbAC6lhFffyDD5rEAAAA4u+m3mZ+FvfDHEzaPBQAAAAAA4GaQwAZgE51bBEqLRr4m7RuTMyhlCQAAYGFD2odKdFN/k/Y9py7Kzycv6BITAAAAAABAbZDABmATbm5ucruZWdgX80skgYeoAAAAFuXu7iZTB5ifhf0Rs7ABAAAAAIAdI4ENwGZu72S6Drby/X7KiAMAAFja+J4tpZGfl0n7t0lpcvpCvi4xAQAAAAAA3AgJbAA20zc6WBr6epq0rz+YLgaDQZeYAAAAnFUDb0+Z2LeVSXu5QWTJ9hRdYgIAAAAAALgREtgAbMbLw12GxYSatJ86XyCHMnJ0iQkAAMCZTY6NEk93N5P2z3aektyiUl1iAgAAAAAAqAkJbAA2dQdlxAEAAGwmrJGvjO7W3KQ9p6hUVvx0SpeYAAAAAAAAakICG4BNDe7QVLw9TP/Ts/4ACWwAAABrmH5ba7Pti7afkDJVTxwAAAAAAMCOkMAGYFMBPp7Sv20Tk/bEM5fk7MUCXWICAABwZt3Cg6R3VGOzy7jwEiEAAAAAALA3JLAB2NztnZqZbd9wkAeoAAAAtpyF/dGPJ2weCwAAAAAAQE1IYAOwuds7mk9gsw42AACAddzeKUwigv1M2nemnJfE05d0iQkAAAAAAMAcEtgAbC400Fd6RASZtMcfz5ZLBSW6xAQAAODMPNzdZEp/87OwF/543ObxAAAAAAAAVIcENgBd3NHZdBZ2ablBNh/K1CUeAAAAZ/fAreES4ONp0r52X5qkXyrUJSYAAAAAAIDrkcAGoIs7qlkH+/sDlBEHAACwhoa+XvJg7wizLxF+HJeiS0wAAAAAAADXI4ENQBdtmgZIdIi/Sfvm5EwpKi3TJSYAAABnN6V/lLi7mbYv25kqBcWMwQAAAAAAgP5IYAPQhZubm9xuZhZ2XnGZxB3L1iUmAAAAZxcR3EDu7Bxm0n4xv0S+3HVal5gAAAAAAAAqI4ENwK7WwVYoIw4AAGA9029rbbb9o20npLzcYPN4AAAAAAAAKiOBDUA3PSIaS0iAt0n7hgMZPDwFAACwkl6RjaV7eCOT9uNZebIxOVOXmAAAAAAAACqQwAagGw93NxkeYzoLOzOnSPaevqhLTAAAAK6wlMu0amZh/+t/R8Vg4EVCAAAAAACgHxLYAOyyjPh6yogDAABYzaiuzaVlkJ9J+95TFyXuWLYuMQEAAAAAACgksAHoakDbEPHz8jBpZx1sAAAA6/HycJcZg6LNHpu3+ajN4wEAAAAAAKhAAhuArny9PGRw+6Ym7Uczc+V4Vq4uMQEAALiCB3tHSEiAt0n7tqPZsjv1gi4xAQAAAAAAkMAGoLvbO1FGHAAAQI8XCatbC/u9zcdsHg8AAAAAAIBCAhuA7obFhIqHu5tJOwlsAAAA63qkX6Q09PU0Ow47lJ6jS0wAAAAAAMC1kcAGoLvG/t7SO6qxSfvPqRckK6dIl5gAAABcQaCvl0yOjTJ77H3WwgYAAAAAAM6cwC4uLpalS5fKqFGjJDIyUnx9faV58+bSv39/eeONN+TcuXMO0feFCxfk888/l1mzZmnXh4aGire3twQGBkqbNm3koYcekk8++URKSkqs9vMAzuiOTmEmbQaDyKZkZmEDAABY09QBUeLrZfpPw9V7z0pqdr4uMQEAAAAAANdlkwR2cnKy9O3bVyZNmiTffvutpKamSlFRkaSnp0tcXJw8++yz0rlzZ1m3bp3d9p2bmytjx46VsLAweeCBB+T999/Xrs/KytKS1Tk5OXL8+HFZvny5PPLII9K+fXvZsmWLxX8ewNXWwf5+PwlsAAAAa2oS4CMT+rQyaS83iMzfwlrYAAAAAADAyRLYp0+fluHDh8uePXu0fTc3Nxk8eLBMmzZNSwj7+flp7ZmZmTJu3DjZtGmTXfatEthr167VZnNXaNasmYwePVqmT5+uJci7detmPJaSkqL1ra4BcGMRwQ2kY/NAk/atR89JblGpLjEBAAC4il8OjBYvDzeT9i8STkvm5UJdYgIAAAAAAK7J09odTJw4Uc6ePattq/Ldq1atku7duxuPq/Ldquz2xo0btZnM999/vxw7dkyCgoLssu/GjRtryeqpU6dWuVeFH3/8UTt+4sQJKS0tlYcfflgOHz6sJbsB3HgW9sG0y1XaikvL5bOdqfLYwGjd4gIAAHB2LYL85L5bwmV5wqkq7cVl5fLvH0/IH0Z11C02AAAAAADgWqw6A1uV5d66dau2rdaJXrNmjUnSNyQkREssR0dfSU6dP39e5s6da3d9q3vMmTNHm1n99ttvm01eK7fddps2k1utia1cvnxZOx/AjY3sbLoOtvLh1uNSVFpm83gAAABcycwhbcTddBK2/Cf+pFzMv1aJCgAAAAAAwGET2PPmzTNuT548Wbp27Wr2PH9/f3nppZeM+wsWLNBmL9tT38HBwfLXv/7VmJiuSVRUlMycOdO4/80339ThJwBcT6cWgdI7qrFJe8blIvlq1xldYgIAAHAVrUP8ZVTX5ibt+cVlsnh7ii4xAQAAAAAA12O1BLZaM1qV5q6gSm7XZPz48RIQEGCcCb1lyxaH7LvCgAEDjNtq1jaA2pk1tK3Z9vk/HJOycoPN4wEAAHAls4aYH4st2pYiuUX1e8kYAAAAAABA1wT29u3bpaioyDjLuXfv3jWe7+vrK7GxscZ9VYbbEfuu4OZ2rfZeWRmlj4HaGtK+qXRqblrpICU7X9YlpukSEwAAgCtVxBkWE2rSfqmgRD7dkapLTAAAAAAAwLV4WuvGBw8eNG6r8t2enjfuqmfPnrJ+/XqT6x2p7wqJiYnG7YiIiHrfLykpqUqS/WbExcXVu3/AVtTLH7OGtpEnl+02Ofbe5mMyplvzKi+IAABurK5jCDX+AOB6nhjaRjYlZ5q0f7j1uDwaGym+Xh66xAUAAAAAAFyD1RLYhw4dMm5HRkbW6ppWrVoZt5OTkx2yb6W8vFyWLl1q3B8xYoTUlyqLHh8fX+/7AI7gri7NpXXIYTlxLq9K+8G0y7L5UJYMNTMrCABQPcYQAG5Gr8hg6dM6WHaeOF+lPTOnSL7cdVoe7lu7f2MBAAAAAADYVQnx7Oxs43azZs1qdU1YWJhxW61F7Yh9K++9954xCe7u7i6/+tWv6nU/wNV4uLvJ44OizR57b/NRm8cDAADgap4Yan4t7Pk/HJPSsnKbxwMAAAAAAFyH1RLYasZwBT8/v1pdU/m8ytc7Ut/79++XF154wbg/ffp06dy5c53vB7iqe3u2lLBAX5P2n1IumMwGAgAAgGUNahciXVoGmrSfOl8ga/el6RITAAAAAABwDVZLYBcWFhq3vb29a3WNj4+PcbugoMDh+r548aKMGzfOmABv166dvPnmm3W6F+DqfDw95LGBrc0eYxY2AACAdbm5uckTQ9pWOxYrLzfYPCYAAAAAAOAarLYGtq/vtZmTxcXFtbqmqKjopmdO20vfKml+zz33yNGjVxJrgYGB8sUXX0hAQIBYgrpPly5dLHIvwFFM6NNK5v3vqFzIL6nSrtbB3n/2knRu0Ui32ADAkfTr169O1yUlJdWrMg0Ax3Zn5zBp09RfjmXlVWk/nJErGw5myB2dry3DBAAAAMdTln9R+05LS5Pw8HCL3Vct15mQkGCx+wEAXI/VEtiVE7e1ndFc+bz6JH5t3Xdpaak8+OCDsmXLFmMCffXq1dKtWzexFJW8jouLs9j9AEfg7+MpU/q3lrc2HDY59t7mYzJvYk9d4gIAR1PXMURsbKzEx8dbPB4AjsHd3U1+NaSt/P7zvSbH5m0+Jrd3aqbN1AYAAICDMlypqlNeXi5nzpzROxoAAKxfQrxJkybG7YyMjFpdk56ebtwODg52iL7VX+5TpkzREtaKp6enfP755zJ48OCbihmAeZP7R4q/t4dJ+7rENDmexaxAAAAAa7qnRwtpGWRaoWrvqYuy/Vi2LjEBAADAwtzcxSOgSb0/6j4AANj1DOwOHToYt0+ePFmra1JTU43bMTExDtH3zJkz5ZNPPtG23d3d5eOPP5YxY8bcVLwAqhfUwFse7hcpH2w5bvKC6IIfjstrv7BcpQMAAABU5eXhLo8PjpY5q/abHFNLvQxoG6JLXAAAALAcD//GEv7Eknrf5/S8yVKWy0uOAID6s9orUR07djRuJyYmamW2b2TXrl1mr7fXvp9++mn58MMPjfsLFiyQCRMm3HS8AGo2/bbW4u1h+p+rlbtPS9ql2i0TAAAAgLp54NYICQnwNmlXM7B3p17QJSYAAAAAAOC8rJbA7t+/v/j4+GjbeXl5kpCQUOP5RUVFVdZYHDZsmF33/cc//lHefvtt4/5bb70ljz32WJ1jBlC9ZoG+Mr5XuEl7SZlB/r31hC4xAQAAuApfLw+Zflu02WPvbT5m83gAAAAAAIBzs1oCOyAgQIYPH27cX7x4cY3nr1y5UnJycoxrUA8aNMhu+3755ZfllVdeMe6/9NJL8tvf/rbO8QK4sZmDo8XdzbR92Y5UOZ9XrEdIAAAALuORfq2koa/pClTrD2TIofQr/5YCAAAAAACw6wS2MmvWrCpJ5P37TddNU/Lz82XOnDnG/RkzZoinp6dd9v3OO+/In/70J+P+c889Jy+++GK9YgVwY5FN/GVMtxYm7QUlZbJ4e4ouMQEAALiKhr5eMqV/lNlj728+avN4AAAAAACA87JqAnv06NEycOBAY5nuMWPGyL59+6qck52dLePGjZOjR48aZ0DPnj3b7P1SUlLEzc3N+KlpZrWl+1Y++ugjbd3rCk888YS89tprtfhfAoAl/GpIG7PtS7anSG7Rjde6BwAAQN1NHdBa/Lw8TNpX7z0rqdn5usQEAAAAAACcT/2mOdfCsmXLpE+fPpKWlqYloHv06CGDBw+WNm3aSFZWlmzYsEGbBa0F4+kpK1askKCgILvrOzExUX75y1+KwWDQ9v39/bXtJ598slax/OY3v5F27dpZ5OcCXFXH5oEyPCZUNiZnVmm/VFAiy3aclBmDzCe4AQAAUH/B/t4yoU8r+WjbiSrt5QaR+VuOySv3dtUtNgAAAAAA4DysnsAODw+XTZs2yYQJE2TPnj1a0nfz5s3ap7KmTZvKokWLqqxdbU99q9na5eXlxv28vDx57733ah3LL37xCxLYgAXMGtrGJIGt/HvrCZncP0p8PE1nBQEAAMAyfjmotSyNT5GSsisv9lb4IuG0/GZ4O2kW6KtbbAAAAAAAwDlYtYR4hZiYGNmxY4csWbJERo4cKREREeLt7S2hoaHSr18/mTt3rhw4cEAr++1MfQOwvF6RwdK3dbBJe2ZOkXz58xldYgIAAHAVzRv5yX23hJu0F5eVy7+3HtclJgAAAAAA4FysPgO7gkoaT5o0SfvUVVRUlLGEt637HjJkSJ36BmB5s4a2lR0ndpq0z//hmDxwa7h4etjk3RwAAACXNHNIG/n851Na6fDKPtmRKrOGtJXG/t56hQYAAAAAAJwAWR4ADmdQuxDp3CLQpD31fL58k5imS0wAAACuonWIv4zq2tykPb+4TBZvT9ElJgAAAAAA4DxIYANwOG5ubvLE0LZmj72/+RjVEgAAAKxMzbQ2RyWwc4tKbR4PAAAAAABwHiSwATikOzuHSXSIv0l7cnqObErO1CUmAAAAV9GpRaAMiwk1ab9UUCLLdpzUJSYAAAAAAOAcSGADcEge7m7a+ovmzPvfUWZhAwAAWNkTQ82PxT7cekIKS8psHg8AAAAAAHAOJLABOKxxPVpK80a+Ju27Ui/KjhPndYkJAADAVfSKDJa+rYNN2rNyiuSLn0/rEhMAAAAAAHB8JLABOCxvT3f55cBos8fe23zM5vEAAAC4mieGml8Le8GWY1JaVm7zeAAAAAAAgOMjgQ3AoT3UJ0KC/b1N2rcczpKkM5d0iQkAAMBVDGwXIl1bNjJpP3W+QNbuS9MlJgAAAAAA4NhIYANwaA28PWVq/yizx97bfNTm8QAAALgSNze3atfCVmOx8nKDzWMCAAAAAACOjQQ2AIc3KTZKAnw8Tdq/TUqXY1m5usQEAADgKu7oFCZtmvqbtB/OyJUNBzN0iQkAAAAAADguEtgAHF6jBl7ycL9WJu0Gg8h81sIGAACwKnd3N5k1xPxa2O9uYhY2AAAAAAC4OSSwATiF6be1Fm9P0/+kfbX7jJy9WKBLTAAA2ysuLpalS5fKqFGjJDIyUnx9faV58+bSv39/eeONN+TcuXMW7zMlJUU+/PBDeeSRR6R79+7SuHFj8fLykuDgYOnWrZs8/vjj8sMPP1i8X8Ce3N2jhbQM8jNpTzxzSdbsO6tLTAAAAAAAwDGRwAbgFEIb+soDt4abtJeWG+TDrcd1iQkAYFvJycnSt29fmTRpknz77beSmpoqRUVFkp6eLnFxcfLss89K586dZd26dRbpb/fu3Vp/rVu3lhkzZsgnn3wi+/btk4sXL0ppaalcuHBBEhMT5YMPPpAhQ4bI0KFDtZgAZ+Tl4S4zB0ebPTb3u0NSWFJm85gAAAAAAIBjIoENwGk8PqiNeLi7mbR/ujNVsnOLdIkJAGAbp0+fluHDh8uePXu0fTc3Nxk8eLBMmzZNxo4dK35+V2aGZmZmyrhx42TTpk317vPQoUOyc+fOKm3t27eX++67T0toP/DAAxIefu3lqs2bN0tsbKwcP86LVXBO998aIeGNTWdhn7lYIAt/PKFLTAAAAAAAwPGQwAbgNCKCG8jYbs1N2gtLymXx9hRdYgIA2MbEiRPl7NkrZYpV6XA1O1oljBcuXCirV6/WZj6rBLdSUlIi999/vzZT2hLatm0r//jHP7Qkukpqf/nll7JgwQJZvny5nDx5UouhQYMG2rkqxocfflgMBtYEhvPx9fKQ2SNjzB57f/MxOccLhQAAAAAAoBZIYANwKr8a0tZs+5LtKZJTWGLzeAAA1qdKgm/dulXb9vb2ljVr1mhrUVcWEhIiq1atkujoKyWOz58/L3Pnzq1Xv2pt7UWLFmmly2fPni0tW7Y0Ocfd3V2bBf6f//zH2BYfHy/ff/99vfoG7NWYbs3lllZBJu25RaXy1vrDusQEAAAAAAAcCwlsAE6lQ1hDGdGxmUn75cJS+WQH644CgDOaN2+ecXvy5MnStWtXs+f5+/vLSy+9ZNxXs6TVWtV1pUqUT5kyRTw8PG547r333it9+vQx7n/zzTd17hewZ6p8/59GdzJ7TC3rcjgjx+YxAQAAAAAAx0ICG4DTmTW0jdl2tfZiYUmZzeMBAFhPbm6ubNy40bg/derUGs8fP368BAQEGGdhb9myRWxlwIABxu2UFJa2gPPqFdlYRptZ1qXcIPLKuoO6xAQAAAAAABwHCWwATqdnq8YSG93EpD0rp0i++Pm0LjEBAKxj+/btUlRUZJxh3bt37xrP9/X1ldjYWOP+pk2bxJYzUyuUlfFCFZzb8yNjxNvD9J+bmw9lydYjWbrEBAAAAAAAHIOn3gEAgLVmYccdzzZpX7DlmDzUO0I8zTxQBQA4noMHr83mVKXDPT1vPLzt2bOnrF+/3uR6a0tMTDRuR0RE1Pt+SUlJVZLxNyMuLq7e/QM1iQhuIFMGRMkHW46bHHv5m4PyzVMh4uF+7aUOAIDt1HX8oMYeAAAAgC2QwAbglG5rGyLdwhvJvtOXqrSfOl8ga/elybhbWuoWGwDAcg4dOmTcjoyMrNU1rVq1Mm4nJyeLLaSmplaZ7T1ixAiLlE+Pj4+v930Aa3liaFv5POGUXMgvqdKenJ4jX/x8Sh7sfe13EQBgO4wfAAAAYO+YggjAKakyrbOGmF8L+5/rD0luUanNYwIAWF529rVqG82aNavVNWFhYcZttQ62LTzzzDPGsuEqgT527Fib9AvoqZGfl/x2RHuzx974/rDkMR4DAAAAAABmkMAG4LTu6BQmbZr6m7SrWdh/W3NAl5gAAJalZiFX8PPzq9U1lc+rfL21LFmyRL788kvj/quvvio+Pj5W7xewBxP7tpJoM+OxrJwiWfDDMV1iAgAAAAAA9o0ENgCn5e6uZmG3NXtsecIp+S4p3eYxAQAsq7Cw0Ljt7e1dq2sqJ48LCgrEmhISEmTmzJnG/QkTJsjEiROt2idgT7w83OWFuzqaPfbB1uOSdsm6v4MAAAAAAMDxsAY2AKem1rr+dGeqJJy8YHLshZX7pGerIAkN9NUlNgBA/fn6XvtveHFxca2uKSoquulZ23Vx4sQJrVR4RZK9W7duMn/+fIvdPyAgQLp06WKx+wHWMqJjqMRGN5G449dK/iuFJeXy+n8PyZsP9NAtNgBwRf369avTdUlJSTapXgMAAACQwAbg1Dzc3eStB3vIXe9sNVn3+kJ+ifz+i32yZGpvbc1sAIDjUUncm51NXfm8ytdbUlpamtx+++2Snn6l2kd0dLR89913EhgYaLE+VPI6Li7OYvcDrEWNs/44uqOM/dePYjBUPbZy1xmZNqC1dGnZSK/wAMDl1HX8EBsbK/Hx8RaPBwAAALgeJcQBOL2I4Abyl7s7mz225XCWfBx30uYxAQAso0mTJsbtjIyMWl1TkVRWgoODLR5Tdna2lrw+duzK+r7NmzeXDRs2aN+Aq1IJ6vtuCTd77O/fHBDD9ZltAAAAAADgskhgA3AJ43u2lFFdw8wee2XdQTmSkWPzmAAA9dehQwfj9smTtXshKTU11bgdExNj0XguX74sd955p+zfv1/bDwkJ0ZLXrVu3tmg/gCN69s4O4utl+k/Q+OPnZcPBTF1iAgAAAAAA9ocENgCXKV358riu0izQx+RYUWm5/OazPVJcWq5LbACAuuvYsaNxOzExUUpLqy4XYc6uXbvMXl9feXl5MmrUKPn555+1/UaNGmllwzt16mSxPgBHFtbIV2YMamP22KvrDkpJGWMxAAAAAABAAhuAC2ns7y1v3N/d7LEDaZflzfWHbR4TAKB++vfvLz4+PsYEckJCQo3nFxUVVVm7cdiwYRaJo7CwUO6++27Ztm2btt+gQQP55ptvpFevXha5P+AsHh8ULU0bmr5QePxcnnwSz7IuAAAAAACABDYAFzOwXVOZNsB8GdcFW45J/PFsm8cEAKi7gIAAGT58uHF/8eLFNZ6/cuVKycnJMa5/PWjQoHrHUFJSIuPHj5dNmzZp+yqhvmrVKhkwYEC97w04G38fT/n9He3NHntn4xG5lF9i85gAAAAAAIB9IYENwOU8N7KDtG8WYNJuMIj8bsVeuVTAg1MAcCSzZs2qksCuWH/6evn5+TJnzhzj/owZM8TT07NefZeVlcnEiRNl3bp12r6634oVK2TEiBH1ui/gzH7RK0JiwhqatF/IL5F//e+ILjEBAAAAAAD7QQIbgMvx9fKQtx+8Rbw9TP8TeOZigfx5VZIucQEA6mb06NEycOBAY4nwMWPGyL59+6qck52dLePGjZOjR48aZ1/Pnj3b7P1SUlLEzc3N+KluVrfBYJDp06fLF198oe27u7vL0qVLtVLiAKrn4e4mfxptfm34JdtPSmp2vs1jAgAAAAAA9qN+U04AwEF1ahEoz97ZQV5ed9Dk2Nd7zsrQmFC5p0dLXWIDANy8ZcuWSZ8+fSQtLU1LQPfo0UMGDx4sbdq0kaysLNmwYYM2A7vyLOmgoKB69fn+++/LkiVLjPuqrx9//FH71Ma//vWvevUPOLLb2oXI0A5N5X+Hsqq0F5eVy2vfJcu8h3vqFhsAAAAAANAXCWwALmv6ba1lU3KmxJlZ9/pPXyfJrVHB0jLIT5fYAAA3Jzw8XFuDesKECbJnzx5tdvTmzZu1T2VNmzaVRYsWVVk3u64yMzOr7B85ckT71BYJbLi6P4zqKFuOnJOyckOV9m8S02TayfPSKzJYt9gAAABw88ryL2rf6sVi9W80SwkLC5OEhASL3Q8AYP9IYANwWe7ubvLPB7rLyLe3yOXC0irHcgpL5Xcr9siyx/pp5wEA7F9MTIzs2LFDPvvsM/n000+1tbAzMjK0mdbR0dFy3333ydSpUyUkJETvUAGISLtmDeWh3hHyyY5Uk2N/W3tQvprVXyvjDwBAfRQXF8vy5curjA8bN24srVu31saHU6ZMsfj4UFUEWr9+vfzwww+SmJgoqampkpubKw0bNtSSerGxsTJx4kStYhDgVAxXXkwsLy+XM2fO6B0NAMCBkcAG4NJaBPnJy/d2lV9/utvkWPzx8/LvH4/LjEFtdIkNAHDzvL29ZdKkSdqnrqKiorQZ3Dfyl7/8RfsAqLunb28vq/acldyiqi8T7jl1UdbsS5O7u7fQLTYAgONLTk42VuipLD09XfvExcXJ66+/rlXoGTVqVL372717t8ycOVN27txp9viFCxe0j0pqf/DBBzJkyBBtSZpWrVrVu2/Arri5i4d/43rfpizvgoih3CIhAQAcCwlsAC5vbPcWWinxr3abvhn6+n8PyW1tm2prZgMAAMCyQgJ8ZNbQNjL3u0Mmx177Nlnu6NRMfL08dIkNAODYTp8+rS0bc/bsWW1fVfUYNGiQtGnTRrKysmTDhg1SUFCgLQszbtw4+e6772TYsGH16vPQoUMmyev27dtLly5dtFneFy9elO3bt2uxKWq5GzUbe+vWrVrFIMBZqOR1+BNL6n2f0/MmS1mu6dJ/AADn5653AABgD/56T2ez612XlBnkt8t3S2FJmS5xAQAAOLtpA1qbHYeduVggi7en6BITAMDxqRLdFcnryMhIbXa0ShgvXLhQVq9erZX1VglupaSkRO6//34twWwJbdu2lX/84x9aololtb/88ktZsGCBVsr85MmTWgwNGjTQzlUxPvzww7WqAAQAAOAqSGADgIgE+nrJmw90F3PLLB7OyJXXvkvWIywAAACnp2ZYPzeyg9lj8zYdlezcIpvHBABwbOvWrdNmNVcsMbNmzRrp3r17lXPUjOhVq1YZZz6fP39e5s6dW69+mzdvrpUjV6XLZ8+eLS1btjQ5x93dXaZNmyb/+c9/jG3x8fHy/fff16tvAAAAZ0ICGwCu6hvdRGYONr/e9aJtKbLlcJbNYwIAAHAFY7u1kO4RQSbtOUWl8vaGI7rEBABwXPPmzTNuT548Wbp27Wr2PH9/f3nppZeM+2qWdGlpaZ37HTx4sEyZMkU8PG68/MW9994rffr0Me5/8803de4XAADA2ZDABoBKnh7RXjpXs9717z/fKxfyim0eEwAAgLNzd3eTF0d3NHts2c5UOZqZY/OYAACOKTc3VzZu3Gjcnzp1ao3njx8/XgICAoyzsLds2SK2MmDAAON2SgrLZgAAAFQggQ0AlXh7uss7D/UQH0/T/zxm5hTJCysTWZcKAADACm6NCpa7uoSZtJeVG+SVdSznAgCone3bt0tRUZFxhnXv3r1rPN/X11diY2ON+5s2bRJbcau0jllZWZnN+gUAALB3nnoHAAD2pm1oQ/nj6I4yZ9V+k2Pf7U+XL34+LfffGqFLbAAAAM7s+btiZMPBDCkpq/rC4KbkTNl29JwMaBuiW2wAAMdw8OBB47YqHe7peePHnz179pT169ebXG9tiYmJxu2IiPo/Z0hKSqqSjL8ZcXFx9e4fAAA4ptg6jh/U2MNaSGADgBmP9ouUjQcz5Qcz617/ZfV+6du6ibRq0kCX2AAAAJxVZBN/mRwbJf/+8YTJsb9/c1DW/vo28XC/NlsNAIDrHTp0yLgdGRlZq2tatWpl3E5Otk3Vj9TU1CqzvUeMGGGR8unx8fH1vg8AAHAt8XY4fqCEOABUU8br9fu7SbC/t8mxvOIyeXrFHiktK9clNgAAAGf262HtJKiBl0n7wbTL8uWu07rEBABwHNnZ2cbtZs2a1eqasLBrS1iodbBt4ZlnnjGWDVcJ9LFjx9qkXwAAAEdAAhsAqhHa0Fdeva+r2WM/n7wg8384ZvOYAAAAnF2jBl7y1LB2Zo+98d9DkldUavOYAACOQ81CruDn51erayqfV/l6a1myZIl8+eWXxv1XX31VfHx8rN4vAACAoyCBDQA1uLNzmDzU2/w6VG9vOCJ7T120eUwAAADO7pF+kRJlZrmWzJwi+ef3h3WJCQDgGAoLC43b3t6mVdXMqZw8LigoEGtKSEiQmTNnGvcnTJggEydOtGqfAAAAjoY1sAHgBl4c00nijmfLyez8Ku2l5QZ5evkeWfvUbdLAm/+cAgAAWIq3p7u8MKqjPL70Z5NjH207IT1aBcnd3VvoEhsAwL75+voat4uLi2t1TVFR0U3P2q6LEydOaKXCK5Ls3bp1k/nz51vs/gEBAdKlSxeL3Q8AALiGfv361em6pKQkq1WvIeMCADfg7+Mpbz3YQ+6fHydl5YYqx46fy5OXvzkoL99rvtQ4AAAA6uaOTs2kT+tg2XnCdC3S2V/sk3ahAdKxeaAusQEA7JdK4t7sbOrK51W+3pLS0tLk9ttvl/T0dG0/OjpavvvuOwkMtNzfZSp5HRcXZ7H7AQAA1xBXx/FDbGysxMfHizVQQhwAaqFnq8by62FtzR77ZEeqrN571uYxAQAAODM3Nzf5692dtdnY1ysoKdNmZ1/KL9ElNgCA/WrSpIlxOyMjo1bXVCSVleDgYIvHlJ2drSWvjx07pu03b95cNmzYoH0DAADAFAlsAKilJ4e2lR4RQWaP/W7FHtlyOMvmMQEAADgzNcP65XHmS6Gmns+X3yzfbVIhBwDg2jp06GDcPnnyZK2uSU1NNW7HxMRYNJ7Lly/LnXfeKfv379f2Q0JCtOR169atLdoPAACAM7FZAlutObN06VIZNWqUREZGauvRqLcM+/fvL2+88YacO3fOYfpW69WsWLFCnnvuORk6dKhW6kfNDqj4AHBOnh7u8vaDPaSBt4fJsZIygzYLaFfqBV1iAwAAcFb33xohj/aLNHts86EseXvDYZvHBACwXx07djRuJyYmSmlp6Q2v2bVrl9nr6ysvL097Hvnzzz9r+40aNdLKhnfq1MlifQAAADgjm6yBnZycLBMmTJA9e/aYlOdRH1Vb/fXXX5dFixZpgzp77VutVdO1a1et7A8A1xQV4i9/GdtZnvtyn9lSllMX/SSfz4yV9s0a6hIfAACAM3pxTCc5mHZZEk6aviz47qaj0rVlI7mjc5gusQEA7IuasOLj4yNFRUVaAjkhIUH69etX7fnqvMprNw4bNswicRQWFsrdd98t27Zt0/YbNGgg33zzjfTq1csi9wcAAHBmVp+Bffr0aRk+fLgxgaxmKA8ePFimTZsmY8eOFT8/P609MzNTxo0bJ5s2bbLbvtWAluQ1gPtvDZcZg6LNHrtUUCKPLtwhp87n2zwuAAAAZ6XWwX7v4Z7StKGP2ePPrNgrx7JybR4XAMD+BAQEaM8DKyxevLjG81euXCk5OTnG9a8HDRpU7xhKSkpk/PjxxmeNKqG+atUqGTBgQL3vDQAA4AqsnsCeOHGinD17VttW5bt3794tmzdvloULF8rq1au1NWYqBpVqcHf//ffLxYsX7bpvNRBWg9nf//73snz5clmyZIlF4gXgGNTLMC/cFSP39wo3ezzjcpGWxM7KKbJ5bAAAAM4qNNBX3n+4p3i6my7blFtUqi3nor4BAJg1a1aVBHbF+tPXy8/Plzlz5hj3Z8yYIZ6e9StYWVZWpj2TXLdunbav7qeWIhwxYkS97gsAAOBKrJrAVgO1rVu3atve3t6yZs0a6d69e5VzQkJCtDcQo6OvzGY8f/68zJ071y77btasmSQlJcmlS5fkhx9+0EqPP/DAA9KqVat6xwvA8ZLYr97XVe7o1Mzs8ZTsfJn80U65XFhi89gAAACc1a1RwfLnsebXDT2amSu/X7FXDAaDzeMCANiX0aNHy8CBA40VFceMGSP79lVdCkxVWVQVGY8ePWqcfT179myz90tJSdGeA1R8qpvVrf4Omj59unzxxRfavru7uyxdulQrJQ4AAAA7WQN73rx5xu3Jkydr60eb4+/vLy+99JI88sgj2v6CBQu0/fq88WiNvlXJ8c6dO9c5JgDOxdPDXf5vwi0yZdFOiT9+3uT4gbTL8tjiBPl4eh/x9fLQJUYAAABn80i/SNl7+pJ88fNpk2Pf7U+X9zYfkyeGttUlNgCA/Vi2bJn06dNH0tLStAR0jx49tKUF27RpI1lZWbJhwwZtBnblWdJBQUH16vP999+vUqlR9fXjjz9qn9r417/+Va/+AQAAnIXVEti5ubmyceNG4/7UqVNrPF+tCzNz5kztOjUTesuWLTJs2DCH6xuAa1GJ6Q8n3SoTPoyXpDOXTY7vTDkvTy7bJe8/0ku8PKy+agMAAIDTUzPf/j6uixxKz5HEM5dMjr/x/SHp0rKRDG7fVJf4AAD2ITw8XFuDesKECbJnzx5tdrRaWlB9KmvatKksWrSoyrrZdZWZmVll/8iRI9qntkhgAwAAXGG1bMr27du1Ej0Vs5x79+5d4/m+vr4SGxtr3FcDTEfsG4DraejrJYun9pHoEH+zxzcczJTZX+yT8nLKWQIAAFjqJcL5j/aSYH9vk2OqgvhTn+6W1Owrs+oAAK4rJiZGduzYoc2KHjlypERERGhLDYaGhkq/fv20pQQPHDiglRwHAACAC8zAPnjwoHFble+uTTnwnj17yvr1602ud6S+rUWtvV05yX4z4uLiLB4PgKpCAnxk6WN95Rfvb5e0S4Umx1fuPiONGnjJnDGdtFlDAGBLdR1DqPEHANirlkF+8q8Jt8gjC3fI9e8JXiookcf/87Os/FV/8fNmKRcAcGUqYT1p0iTtU1dRUVHaDO4b+ctf/qJ9AAAAYKcJ7EOHDhm3IyMja3VNq1atjNvJyckO2be1qPLm8fHxeocB4AYPUZdO7yP3z4+TC/klJscXbUuRJv7e8uSwdrrEB8B1MYYA4Kz6tw2RF+7qKC+vM30J+WDaZXl+5T55+8EevEAIAAAAAIADsVoJ8ezsbON2s2bNanVNWFiYcVutRe2IfQNwbW1DG2rlxBtUM9Pnje8Py9L4kzaPCwAAwFk9NrC1jO3ewuyxVXvOai8RAgAAAAAAx+FuzRnDFfz8/Gp1TeXzKl/vSH0DQPeIIPng0VvF28P8f2LnrEqSNXvP2jwuAAAAZ6RmV782vqt0aNbQ7HE1Ozv++LWXnAEAAAAAgIsmsAsLC6usNVMbPj4+xu2CggKH7BsAlNvahcg7D/UQdzPVKtWyWc+s2CM/HM7SIzQAAACn08DbUxY82ksCfU1XySorN8iTy3ZJ2iX+nQcAAAAAgEuvge3r62vcLi4urtU1RUVFNz1z2t76tpaAgADp0qWL3mEAuAl3dW0ur9zbVZ5fmWhyrKTMIDOX/iz/eayv9IpsrEt8AFxHv3796nRdUlISlWkAOIyoEH9556FbZNqSn7QXBis7l1ssM/+zS1Y83k98PM0v9QIAAAAAAJw8ga0Srjc7o7nyeZWvd6S+rUUlr+Pi4vQOA8BNeqhPK7mQXyKvfZdscqygpEymLf5JVjweKx3CzJe8BABLqOsYIjY2VuLj4y0eDwBYy9CYUHl6RHt5c/1hk2N7T12UP6/aL/8Y302X2AAAAAAAgM4lxJs0aWLczsjIqNU16enpxu3g4GCH7BsArjdzcLTMGBRt9tilghJ5dOEOOXU+3+ZxAQAAOKMnh7aVER2bmT322U+nZNmOVJvHBAAAAAAA7CCB3aFDB+P2yZMna3VNauq1BwkxMTEO2TcAXM/NzU1euCtGHrg13OzxzJwieWThDsnKubaUAQAAAOrG3d1N3nywu0SH+Js9/ufVSbIr9YLN4wIAAAAAADonsDt27GjcTkxMlNLS0htes2vXLrPXO1LfAFBdEluth31HJ/OzgU5m58ukj3ZqM7IBAABQP4G+XvLBpF7i72263nVJmUF+9Z+fJTOnUJfYAAAAAACATgns/v37i4+Pj7adl5cnCQkJNZ5fVFRUZY3FYcOGOWTfAFAdTw93+b8Jt0hs9LVlDio7mHZZfrkkQQqKy2weGwAAgLNpG9pQ/vlAd7PHMi4XyZOf7JaSsnKbxwUAAAAAAHRKYAcEBMjw4cON+4sXL67x/JUrV0pOTo5xDepBgwY5ZN8AUBNfLw9tNlDXlo3MHt+Zcl6eXLaLh6kAAAAWMLJLc5k1pE21466Xvzlo85gAAAAAAIBOCWxl1qxZVZLI+/fvN3tefn6+zJkzx7g/Y8YM8fT0dNi+AaAmDX29ZPHU3hLd1Py6jBuTM+W5L/ZJebnB5rEBAAA4m9/d0UEGtW9q9tji7Sny1e7TNo8JAAAAAADolMAePXq0DBw40Fime8yYMbJv374q52RnZ8u4cePk6NGjxhnQs2fPNnu/lJQUbR3Zik9NM6st3TcAWFKTAB9ZOr2vNG/ka/b4V7vPyB++SiSJDQAAUE8e7m7yfw/1kIhgP7PHn/8yUTYlZ9g8LgAAANSsLP+i9p2Wlibh4eEW+9x66616/2gAgBuw+lTjZcuWSZ8+fbS/ZFQCukePHjJ48GBp06aNZGVlyYYNG7RZ0Fownp6yYsUKCQoKstu+1Wzt1atXV2nLzc2tsq/6ud5LL70kd999t0V+LgDOoWWQnyyd3kfunx8nF/JLTI5/9tMp7YHr38d10V7aAQAAQN0ENfCW+Y/0kvHvb5fCkqpLtRSVlssvP/5ZXv9FN7mvZ7huMQIAAOA6hisTO8rLy+XMmTN6RwMAcKYEtnqjadOmTTJhwgTZs2ePGAwG2bx5s/aprGnTprJo0aIqa1fbY9+pqamyd+/eGs8xd/z8+fN1+AkAOLu2oQ1l8dQ+MvHDeMkrLjM5/smOVPF0d5O/3N2ZJDYAAEA9dG7RSP5xXzf57fI9JsfKyg3yzIq9cj6vWB4bGK1LfAAAAKiGm7t4+Deu923K8i6IGKq+zAgAsE82Wew5JiZGduzYIZ999pl8+umn2nrUGRkZ2mzn6Ohoue+++2Tq1KkSEhLiVH0DQG10jwiSDyfdKlMW/yTFpaaD6CVxJ8XD3V1eHNORJDYAAEA9jLulpew7fUk+2nbC7PG/f3NQS2I/e2cHxl0AAAB2QiWvw59YUu/7nJ43Wcpysy0SEwDACRLYire3t0yaNEn71FVUVJQ2i1qPviuodbdrWnsbAOqif9sQ+eDRXjLj45+luMw0ia0esnp6uMkLd8XwMBUAAKAe/ji6oxSUlMmnO1PNHn9v8zG5kF8sfx/XVVvOBQAAAAAA2Ja7jfsDAFRjSIdQmf9oT/HyMP+g9IMtx+X1/x6q04s8AAAAuEIlpV+5t4s8ObRtted8uvOUPLlslxSVmi7xAgAAAAAArIsENgDYkWExzWTexJ7autfVzQh6a8MRm8cFAADgTFRFm9/f2UHmjOlU7TnfJqXL1EU/SW5RqU1jAwAAAADA1ZHABgA7c0fnMHl3wi3Vlqz8v41HtA8AAADqZ9ptreWtB7tX+/Lg9mPZMuGDeDmXW2Tz2AAAAAAAcFUksAHADt3Vtbm881APqW7ZxTfXH5Z5/ztq67AAAACczr23hMuHk24VXy/z/zxOPHNJHpgfJ6cv5Ns8NgAAAAAAXBEJbACwU2O6tZC3Hqw+ia3Ww/5gyzFbhwUAAOB0hsaEyn+m95VAX0+zx4+fy5Px72+Xwxk5No8NAAAAAABXQwIbAOzYPT1ayuu/6C5u1SSxX1mXLAt/PGHrsAAAAJzOrVHBsmJmrIQ29DF7PONykdw/P05+PnnB5rEBAAAAAOBKSGADgJ0b3ytcXhvfrdrjf1t7QJZsT7FpTAAAAM4oJixQvvxVf4lq0sDs8UsFJfLIv3fI5kOZNo8NAAAAAABXQQIbABzAA7dGyKv3da32+J9X75f/xJ+0aUwAAADOKCK4gXzxq/7SuUWg2eMFJWXy2JIEWbXnjM1jAwAAAADAFZDABgAHMaFPK/nbuC7VHv/T10ny2c5Um8YEAADgjEICfOSzGf2kX3Sw2eOl5Qb5zWd7ZPE2lnIBAAAAAMDSSGADgAN5tF+k/GVsp2qPv/BVonyecMqmMQEAADijhr5esnhqH7mzc7Nqz/nLmgPy5veHxGAw2DQ2AAAAAACcGQlsAHAwUwa0lj+N7mj2mHp2+tyX++Sr3adtHhcAAICz8fXykHkTe8qDt0ZUe87/bTqqVcIpKyeJDQAAAACAJZDABgAH9NjAaHn+rphqk9i/W7GXdRkBAAAswNPDXf4xvqv8akibas/5ZEeqPPXpbikqLbNpbAAAAAAAOCMS2ADgoGYObiPP3tnB7DE1AeiZFXvlm31pNo8LAADA2bi5ucnskTHVVsFRvklMk+mLEyS3qNSmsQEAAAAA4GxIYAOAA3tiaFv57Yh2Zo+pMpZPfbZbvktKt3lcAAAAzloF55/3dxcPdzezx388ek4e/jBesnOLbB4bAAAAAADOggQ2ADi43wxvJ78e1rbaJPaTy3bJ+gMZNo8LAADAGY3vFS4LHuklPp7m/zm99/QlGf1/P8qWw1k2jw0AAAAAAGdAAhsAnKCk5TO3t9dKiptTWm6QWZ/8TBIbAADAQkZ0aib/eayvNPT1NHs8/XKhTPpop7z4dZLkF1NSHAAAAACAm0ECGwCcZl3GDvLLga3NHi8pM8iMpQny7sYjUq4WyAYAAEC99I4KlhWPx0rThj7VnrM0/qSMemer/HzyvE1jAwAAAADAkZHABgAnSmL/YVRHmTogyuxxg0Hkn+sPy4ylP8vlwhKbxwcAAOBsOjYPlC9n9pfIJg2qPSclO1/unx8nc79LlqLSMpvGBwAAAACAIyKBDQBOlsSeM6aTPNovstpzNhzMkHv+tU0OZ+TYNDYAAABn1KpJA/liZn8Z2C6k2nNUAZz3Nh/TxmAH0y7bND4AAAAAABwNCWwAcMIk9l/v7iwP921V7TknzuXJuHnbZO2+szaNDQAAwBmpMuIfT+sjfxvXRfy8PKo9Lzk9R+7+14/y3uajUsayLgAAAAAAmEUCGwCckLu7m/x9XBf50+iO4uHuZvac/OIyeXLZbnll3UEpLSu3eYwAAADO9hKhqoKz7jcDpWeroGrPKykzyNzvDskDC+Ik5VyeTWMEAAAAAMARkMAGACd+iPrYwGj5z/S+EhLgXe15H2w5Lo8u3CnncotsGh8AAIAzah3iL5/P7C/PjewgXh7mXyRUfj55Qe56Z6ssjUsRg4HZ2AAAAAAAVPA0bgEAnFJsmyay5te3ya/+s0v2nLpo9py449ky9t0f5f1HekmPiOpnDAEAAODGVAWcWUPaypD2ofLMij1a6XBzCkrK5MVV++X7Axky9xfdpHkjP5vHCgAA4CrK8q88F0tLS5Pw8HCL3TcsLEwSEhIsdj8AAAlsAHAJ6mHo8sf7yV/XHJBlO1LNnpN2qVAemB8nf72ns0zoU/362QAAAKidTi0CZdWTA+TtDUdkwQ/HpLplr7ceOSd3vrVFXrqni9zTo4VWSQcAAAAWdrXqTXl5uZw5c0bvaAAANSCBDQAuwsfTQ165t6v0CA+SP61KkuJS03Wvi8vK5YWVibL31EX5y92dxdfLQ5dYAQAAnGkMNntkjIzoqGZj75WT2flmz7tcWCq/Xb5Hvj+QLn8f11WC/atfAgYAAAD14OYuHv6N632bsrwLIgbT52sAgPojgQ0ALuaB3hES07yhVlL8zMUCs+d89tMpOZh2WSsp3iKIUpYAAAD11SsyWL79zUB5dV2yLI0/We156xLTZeeJC/KP+7rKiE7NbBojAACAK1DJ6/AnltT7PqfnTZay3GyLxAQAqMr9un0AgAvoFh6krYs9oG2Tas/Ze/qSjHn3R9l+9JxNYwMAAHBWDbw95W/jusjH0/pIWKBvteedyy2Sxz5OkNlf7JOcwhKbxggAAAAAgN5IYAOAi1JlKZdM7SMzB7ep9pzzecXyyMId8sGWY2K4uk4QAAAA6mdQ+6by398OknE9WtR43vKEUzLy7a0Sd4yZPQAAAAAA10ECGwBcmKeHuzx/V4y8/3BP8fc2v951uUHklXXJ8uSy3ZJbVGrzGAEAAJxRowZe8vZDt8h7D/eUxg28qj1PLfky4cN4mbn0ZzmUnmPTGAEAAAAA0AMJbACA3NW1uax6coBEN/Wv9pxvEtPk3nnb5FhWrk1jAwAAcGajujaX/z49SIbHhNZ43nf702XkO1vkyWW75GgmiWwAAAAAgPMigQ0A0LQNbSirnhggd3ZuVu05RzJz5Z5/bZP/7k+3aWwAAADOLH9qDLIAAC7FSURBVLShr/x78q0yd3w3CfDxrPY8taLL2n1pcvtbW+S3n+2WE+fybBonAAAAAAC2QAIbAGDU0NdL5j/SS54b2UHc3cyfo8qIP770Z3ntu2S5XFhi6xABAACckpubmzzQO0K+/c1A6ds6uMZzVSL76z1nZcSbP8jvP98rqdn5NosTAAAAAABrI4ENADB5eDprSFtZMq2PBNWwHuP7m49J35c3yuwv9sm+0xdtGiMAAICzighuIJ/+sp+8OKaTNPD2qPHcsnKDfPHzaRn2z83ywsp9cvoCiWwAAAAAgOMjgQ0AMGtgu6ay5snbpEvLwGrPKSgpk+UJp+Tuf22TMe9ulWU7UrUZ2gAAAKg7d3c3mX5ba9n63FCZMShafL1q/qd7ablBPt15Soa+sVn+9HWipF0qsFmsAAAAAABYGglsAECNM4C+mNlfftEr/IbnJp25LH/4KlH6vrxB+046c8kmMQIAADirJgE+8odRHWXLc0Nl2oDW4u1Z8z/hS8oM8p/4VBn8+mb5y+r9knm50GaxAgAAAABgKSSwAQA18vXykNd/0U3+Pq6LeHlUszB2JXnFZdpM7DHv/ij3/OtHWfHTKckvZlY2AABAXYU29JU5YzvJlmeHyqTYSPH2qPmf8sWl5bJ4e4oMev1/8vI3B+RcbpHNYgUAAAAAoL5IYAMAarUu9iP9IuXzmf3l1sjGtb5u7+lL8tyX+7S1suesSpLk9MtWjRMAAMCZhTXylZfu6SL/e3aITOjTSjzda365sLCkXD7cekIGvvY/+ce3yXIhr9hmsQIAAAAAUFcksAEAtdYjIki++FV/+e63A7XZPw19PGt1XU5RqXwcd1JGvr1V7ntvm3zx82kpLCmzerwAAADOqGWQn7x6X1f53++HyAO3hovHDRLZBSVlMv+HY3Lba5vkn98fkkv5JTaLFQAAAACAm0UCGwBw02LCArXZPzv+OFzmju8m3SOCan3trtSL8vvP90qflzfIX9fsl6OZOVaNFQAAwFlFBDeQub/oLhueGSz33dJSbpDH1pZ6eXfTUblt7iZ5dd1BSTpzSQwGg63CBQAAAACgVmo3dQ4AADMaeHvKA70jtI96ALpsZ6qs2n1Gezh6I5cLS2XRthTt0ycqWCb2bSUju4Rpa24DAACg9lqH+MubD/aQWUPbyjsbj8jafWelprx0TmGpLNhyXPtEh/jLmO4t5O7uzaVtaENbhg0AAAAAgFnMwAYAWESXlo3klXu7yo4/jtC+u7QMrPW1O1POy2+X75FBc/8nC388IQW1SIADAACgqrahAfLuhFvku98MklFdw2p1zfFzefJ/G4/IiDe3yMi3t8i8/x2V1Ox8q8cKAAAAAEB1mIENALCoAB9PbTa1+uw7fVE+iU+V1XvPamsv3khmTpH8be0BeX/zMXl8ULQ83K+VNssbAAAAtdchrKG893AvOXD2sry14bCsP5BRq+uS03MkOf2QvP7fQ9I9vJGM7d5CRndrLs0b+Vk9ZgAAAAAAKpAVAABYTbfwIOn2iyD545iOWmnxT3akag9Gb+RcbpG8vO6gzP/hmPxyULQ82i9S/H34KwsAAOBmdGoRKB9OulUST1+SN9cfkv8dyqr1tXtPX9I+f//moLbcy9juzeWurs0lJMDHqjEDAAA4irL8i9p3WlqahIeHW+y+YWFhkpCQYLH7AYAjIhsAALC6QF8veTQ2Sh7pFym7T12UZTtStbUZC0vKa7wuO69Y/vFtsiz44Zg8NjBaJsVGSkNfL5vFDQAA4Ay6hjeSRVP7yK7UC7JoW4psOJBRq+o4lZd7UZ8/r94v/duEaMnskZ2bS6MGjMsAAIALMxi0r/Lycjlz5oze0QCAUyGBDQCwGTc3N+nZqrH2eXF0J1m5+7SWzD6SmVvjdRfyS7RSlh9sOS7Tb2stUwZEaUlxAAAA1F7FOCy/uFQ2HsyUNXvPyuZDWVJcVvNLhRXKDSI/Hj2nff70dZIMatdUKzM+olMzbRkZAAAAl+TmLh7+jet9m7K8CyKG2o3LAMDZ8S9MAIAu1IydqQNay5T+UfLD4Sz5v41HZFfqldJL1blUUCJvrj8sH249LtMGtNY+zPwBAAC4OQ28PbXEs/pcLiyR7/dnaMlslZguU1nqWigpM8jG5Ezt4+PpLkM7hEqf1sHSo1WQdG4RKD6eHlb/OQAAAOyBSl6HP7Gk3vc5PW+ylOVmWyQmAHB0JLABALrPyh7SIVQGt28q245myzsbD8tPKRdqvCansFTe2XhEPvrxhDYbWyWyG/t72yxmAAAAZ6Gq2vyiV7j2OZ9XLN8mpcnavWkSfyK7oirmDRWVlst3+9O1j+Ll4SadmgdKj4ggLaHdI6KxRDVpoI37AAAAAAC4ERLYAAC7oB5o3tYuRAa0bSJxx7O1Gdnxx8/XeE1OUam8u+molsie3D9KWyc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" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } ], "source": [ - "data = ps.metrics.radial_density_distribution(dt=dt, bins=100)\n", + "data = ps.metrics.radial_density_distribution(dt=dt, bins=25)\n", + "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", "ax[0].plot(data.bin_centers,data.pdf)\n", "ax[1].plot(data.bin_centers,data.cdf)\n", @@ -197,7 +197,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:02.577628Z", @@ -209,13 +209,16 @@ "outputs": [ { "data": { - "image/png": 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+4f3339+rqkebcykorEyYUGJlwphP6qpMeJZMDRs2jGXLlnn18sZ8gohsO/ZWfcvKhAklViaM+aSuyoQ18xljjDHG9IIlU8YYY4wxvWDJlDHGGGNML1gyZYwxxhjTC5ZMGWOMMcb0giVTxnSTiDwuIntE5MOjPC4i8jsR2Sgiq0RkcrBjNMYYEzyWTBnTfX8Czu/i8QuAke7tBpwleYyJWHaBYaLdMZMpPwrJ59zCsUpEFonIpMCHabxSWlnN62v3eB1GSFHVt4D9XWwyA3hCHe8BGSKS29PXa2pp4ycvlbKntqGnuzCmr/0Ju8AwUcyfmqk/0XUh2QKcrqoTgZ8CjwQgLhMC9tQ2cO3jS/jq3A9oabV1jrshDyj3+bvCve8IInKDiCwTkWVVVVWd7mz97lrmLSnnsocWsanqUOCjNaaXgn2BYUyoOWYydaxCoqqLVPWA++d7QH6AYjMeamtTvvnUCvYeauJQYwullTVehxROpJP7Ol1RXFUfUdUSVS3Jzu585Y4JeenMu2E6h5taufzhRby/ratzljEhKaAXGO1y8wsRkW7fcvMLA/fOjCHwy8lcD7wc4H0aDzz85ib+u3Ef3zp3FL/513oWb9nHpIIMr8MKFxVAgc/f+UBlb3Y4qSCD+TefzLWPL+HqPyzm/lkncP6Ewb0K0pgg6tYFBm4LR0lJSafbtNu1o5yhty3odjDb7r2o288xpisB64AuImfiJFO3dbGN31ccxjvLtu7nN/9az0UTc/nqWcUMH5jC4s1WG9INLwJfcDvdTgeqVXVnb3c6NCuF5246mbG5/bnpb+/zxLtbex2oMUES8AsMY0JJQJIpEZkIPArMUNV9R9vOnyYN462D9U18be4H5GX04+eXHYeIMG14Jku27qe1rcuLxKghInOBd4HRIlIhIteLyI0icqO7yUJgM7AR+ANwc6BeOys1kblfmc7ZY3L40d9LuefltbTZ52JCX59cYBgTKnrdzCcihcB84POqur73IRmvqCrffXYVVYcaefbGk+mfFA/AtKIs5i4pZ83OGibkpXscpfdUdfYxHlfglr56/X4Jscy55kR+9GIpc97cxO6aBu69fCIJcTbTifGGe4FxBjBQRCqAHwPxAKo6B+cC40KcC4x64DpvIjWmbxwzmfKjkPwIyAIeEhGAFlUt6auATd/586KtvFq2mx98Zuwn+kdNG54JwOIt+y2ZChFxsTHc/dkJDElP4tevrqeqtpGHr5lMmpsAGxNMXl9gGOO1YyZTfhSSLwNfDlhExhMf7qjm5wvXctaYHK4/tegTj+Wm96MwM5nFm/cd8Zjxjohw61kjGdQ/ie/NX83MOe/y5y9NZVD/JK9DM8aYqGLtAoZDjS18de4HDEiJ59czJ+HWMH7CtCKn35T1zwk9M0sKeOyLU9i+v57LHlrEht21XodkjDFRxZKpKKeq/PCFD9m2r477Z51AZkpCp9tNG57Fwfpm1u+xE3UoOn1UNk//z0k0trRx+cOLWLLFRl8aY0ywWDIV5Z5bvoPnP9jB184eyfThWUfdblqR22/KpkgIWRPy0nn+5pMZmJbINY8tZuFqGyxljDHBYMlUFNu45xA/fOFDphVl8tWzRna5bUFmMnkZ/Vi85agzX5gQUJCZzHM3nsyEIf255cnlPP7OFq9DMsaYiGfJVJRqaG7l1ieX0y8hlvtnnUBsTGcTFH/StKJMlmzZjzMwx4SqASkJPPmV6Zw7dhB3LSjj5wvXWF83Y4zpQ5ZMRam7/7GGtbtquW/mJAan+zf6a9rwTPYearLFdsNAUnwsD19zIp+fPpRH3trM159aQWNLq9dhGWNMRAr02nwmDLy8eid/eW8bXzmtiDPH5Pj9vGlFTp+q9zbvpzgnra/CMwESGyPcNWM8QzL6ce8/17JtXx3XnjSM8ycMJiXRir4xxgSK1UxFmfL99Xz3uVVMyk/nO+eN6dZzh2YlM6h/IottpFjYEBFuOmMEv5t9Agfrm/nfZ1Yy5e5/879Pr2TRpr3W/GeMMQFgl6dRpLm1ja/N+wAUfj97creXHxERphVl8d7mfahqp/NRmdB0yaQhXDwxl6VbD/Dc+xX8Y/VOnlteQV5GPy49IY/LJucxPDvV6zCNCY7Y+B7/fg3OK2BnxfYAB2TCnSVTUeS+V9fzwfaDPHD1CRRmJfdoH9OGZ/Liykq27qunaGBKgCM0fUlEmFqUydSiTO68ZDyvlu3iueU7eOiNjTzw+kYmF2Zw2eR8Lp44hPRkW5bGRLDWZobetqBHT91270UBDsZEAkumosSb66uY8+YmZk8t5KKJQ3q8n/Z+U4s377NkKoz1S4hlxvF5zDg+j901DbzwwQ6eW17BD174kLsWlHHu2EFcNjmPT43KJj7WegMYY0xXLJmKAntqGvjWUysYPSiNH188rlf7GpGdwsBUp9/UrKmFAYrQeGlQ/yT+5/QR3PCp4Xy4o4bnllfw9xU7+MfqnQxMTWDG8XlcPjmfcUP6ex2qMcaEJEumIlxrm/LNp1dQ19TCvKunkxQf26v9Of2mMlls/aYijohwXH46x+Wnc8eFY3lj3R6eW17BE+9u5bF3tjA2tz93XDiG00Zmex2qMcaEFKu/j3APv7GR/27cx08uGc/IQYGZzmDa8EwqqxuoOHA4IPszoSchLoZPjx/M/32+hCV3nMNdM8bT2NLKF/+4lGeWlXsdnjHGhBRLpiLYB9sP8P/+vYFLJg3hypKCgO334/mmbGmZaDAgJYEvnDSMv99yCiePyOI7z67id69tsJnwTXRyRwL25Jabb10jIpU180WohuZW/veZlQxKS+TuSycEtDluZE4qA5LjWbxlPzMDmKSZ0JaWFM9j107h9vmr+M2/1rOz+jA/nTGBOOugbqKJjQQ0nbBkKkLd9+o6NlfV8dfrp5GWFNhh7jExzhB7W/Q4+iTExXDfzEnkpifx4Oub2F3TyANXn0Bygv2UGGOil11SRqD3t+3n0Xe28LlphZw6cmCfvMa0oizK9x+m8qD1m4o2IsJ3zhvDzz47gTfW7WH2I++x91Cj12EZY4xnLJmKMIebWvn2M6vIy+jH9y4c22evM214JoDVTkWxa6YP5f8+X8K63bVc/vAitu6t8zokY4zxhCVTEeZXr6xjy946fnnFRFL7cDHbMYP70z8pjsWbbZ2+aHbuuEE8+ZXp1Bxu5rKHF/HB9gNeh2SMMUFnyVQEWbx5H39ctIUvnDSUk0f0TfNeu9iP+k1ZMhXtJhcO4LmbTiYlMZbZf3iPf5ft9jokY4wJKkumIkR9UwvfeXYVBQOSue38MUF5zWlFWWzZW8eemoagvJ4JXcOzU5l/0ymMGpTGDX9Zxt8Wb/M6JGOMCRpLpiLEvS+vZfv+en51xURS+rB5z1d7v6n3rHbKANlpicz9ynROH5XN95//kF+/ss7mojLGRAVLpiLAu5v28ed3t3HdKcOYNjwraK87Lrc/qYlxLLbJO40rJTGOP3yhhKtKCnjg9Y18+5lVNLe2eR2WMcb0KZscJszVNbbwnWdXMiwrme+eF5zmvXZxsTGUDBtg/abMJ8TFxnDP5ceRm5HEb/+9gT21DTx8zYl9OiDCGGO8dMyaKRF5XET2iMiHR3lcROR3IrJRRFaJyOTAh2mO5hcvr2HHwcP8euYk+iX0bhHjnphWlMXGPYdsniHzCSLCN84ZxS8vn8iiTfu4cs671rfOGBOx/Gnm+xNwfhePXwCMdG83AA/3Pizjj3c27OWv723n+lOKKBmW6UkM7f2mlljtlOnElVMKePTaErbuq+PShxaxcU+t1yEZY0zAHTOZUtW3gK7OlDOAJ9TxHpAhIrmBCtB0rrahmdueW8XwgSl8+7zRnsVxXF46yQmx1m/KHNWZo3OYd8N0Gltaufzhd1m61RJvY0xkCUQH9Dyg3OfvCvc+04d+vnANO6sP8+srJ5EUH/zmvXbxsTGcONT6TZmuTczPYP5Np5CZksDnHl3My6t3eh2SMcYETCCSKenkvk7HQ4vIDSKyTESWVVVVBeClo9Ob66uYu6Scr3xqOJMLB3gdDtOKMlm7q5YDdU1ehxI0InK+iKxz+wre3snj6SLykoisFJFSEbnOizhDSWFWMs/ddDIThvTn5ieX8/g7W7wOyRhjAiIQyVQFUODzdz5Q2dmGqvqIqpaoakl2dnYAXjr61DQ0c/tzqyjOSeWb54zyOhyAj6ZjWBIlzTciEgs8iNNfcBwwW0TGddjsFqBMVScBZwD3iUhCUAMNQZkpCTz5lel8etwg7lpQxs8WlNHWZnNRmSgRG4+I9OiWm1/odfSmC4EYq/wicKuIzAOmAdWqanX4feRnC8rYU9vI/GtO9LR5z9fE/HQS42JYvHk/540f7HU4wTAV2KiqmwHc7/4MoMxnGwXSRESAVJx+hy3BDjQUJcXH8tDnTuSul0p59J0t7Kxp4L6Z3jZXm94TkfOB+4FY4FFVvafD4+nAX4FCnHPPr1X1j0EP1EutzQy9bUGPnrrt3osCHIwJpGMmUyIyF+fKeqCIVAA/BuIBVHUOsBC4ENgI1ANR35zRV15fu4enl1Vwy5kjmFSQ4XU4H0mMi2Vy4QAWb4maTuid9ROc1mGbB3AuNCqBNOAqVT1i9koRuQFnFCyFhdFz5RkbI9x5yXjyBvTj5wvXUlXTyCNfOJGM5KivvAtLPrW15+KUh6Ui8qKq+l5gtNfWXiwi2cA6EfmbqkZP/wATsfwZzTdbVXNVNV5V81X1MVWd4yZSuKP4blHVEap6nKou6/uwo091fTO3z1/F6EFpfO3skV6Hc4RpwzMp21lD9eFmr0MJBn/6CZ4HrACGAMcDD4hI/yOeFMVN3yLCDZ8awe9mn8CK8oNcMeddKg7Uex2W6ZmPamvd5Ki9ttaX1daaiGXLyYSJnywoZe+hJn49cxKJcaHXHDKtKAtVWBYd/ab86Sd4HTDfvdjYCGwBgjtFfZi4ZNIQ/vylqeyuaeDShxZRWlntdUim+/wZ1f0AMBanrKwGvn602lobqGTCjSVTYeBfZbuZv3wHt5wxguPy070Op1MnFGaQEBsTLVMkLAVGikiR26l8Fk6Tnq/twNkAIjIIGA1sDmqUYeSkEVk8d9PJxMcIV855l7fW20k0zFhtrYlqlkyFuIP1Tdzx/GrGDE7j1rNCr3mvXVJ8LMcXZETF5J2q2gLcCrwCrAGeVtVSEblRRG50N/spcLKIrAZeA25T1b3eRBweRg1KY/7Np1CQmcyX/rSUZ9+v8Dok4z+rrTVRzVYeDXF3vljKgbom/nTdFBLiQjv3nTY8k4fe2MShxpaIX9RWVRfiDL7wvW+Oz/8rgU8HO65wNzg9iWduPImb/rqcbz+zkp0HD3PrWcU43WxMCPuothbYgVNbe3WHbdpra9+22loTaUL77Bzl/vnhLl5YUclXzxrJ+CGh2bzna/rwLFrbNFr6TZk+kpYUz+NfnMJlJ+Rx37/Wc8fzq2lpPaJrjQkhVltrol1kVx+EuQde38DoQWncfOYIr0Pxy+TCAcTHCou37OeM0Tleh2PCWEJcDPddOYkhGf144PWN7Kpu4IGrJ5MS4TWe4cxqa000s5qpENXU0sa6XbWcOSaH+Njw+Jj6JcQyMT86+k2ZvicifPu80dx96QTeXF/F7D+8R1Vto9dhGWPMEcLjLB2FNuyppblVGT/kiMEuIW1aUSarKqqpb7LpY0xgfG7aUP7whRI27D7EZQ//ly1767wOyRhjPsGSqRBVWlkDwLhwS6aGZ9HSpizfdtDrUEwEOXvsIObeMJ26xla+NvcDVG09P2NM6LBkKkSVVdaQnBDLsKwUr0PplhOHDiA2RqJpaRkTJMcXZHD7BWNYvaOaV8t2ex2OMcZ8xJKpEFVWWcOYwWnExoTXkPDUxDgm5KWzeLON6DOBd9kJeRQNTOH//Ws9bW1WO2WMCQ2WTIWgtjalbGdNWEyH0JnpRZmsKD9IQ3Or16GYCBMXG8PXzx7J2l21vPzhLq/DMSZ4YuMRkR7dcvOjZxF1r9g44xBUfqCeQ40tYdf5vN204Zn831ub+WD7QU4akeV1OCbCXDxpCA++vpH/9+/1nD9hcNjV3hrTI63NDL1tQY+euu3eiwIcjOnIaqZCUFmYdj5vVzIskxjB+k2ZPhEbI3zjnFFs3HOIl1Z2XLHEGGOCz5KpEFRaWUNsjDBqUJrXofRI/6R4xg3pb/2mTJ+5YMJgxgxO4/7XNtjs6MYYz1kyFYJKK6spzk4lKT7W61B6bFpRFsu3H6CxxfpNmcCLiRG+ee4otuytY/4HO7wOxxgT5SyZCkFO5/PwbOJrN60ok8aWNlaWV3sdiolQnx43iOPy0vndaxtottopY4yHLJkKMXsPNbK7pjFs+0u1m1qUiQi2tIzpMyLCt84dRcWBwzyzrMLrcIwxUcySqRAT7p3P22UkJzB6UBqLt1i/KdN3zhidzQmFGTzwnw3WpGyM8YwlUyHmo2VkcsM7mQKYPjyL97cdsCYY02dEhP89dzSV1Q3MW1LudTjGmChlyVSIKdtZQ15GPzKSE7wOpdemFWVyuLmVVRXWb8r0nVOKs5halMmDr2+0iWKNMZ6wZCrElFZWh30TX7upRZmAzTdl+lZ736k9tY389b1tXodjjIlClkyFkPqmFrbsrQv7kXztslITGZmTavNNmT43fXgWpxRn8fAbm6hrbPE6HGNMlLFkKoSs2VmLamT0l2o3bXgmy7but4kVTZ/71rmj2VfXxBPvWu2UMSa4LJkKIWU7nc7n4/PCc4HjzkwryqKuqfWjjvXG9JUThw7gjNHZ/N9bm6htaPY6HGNMFPErmRKR80VknYhsFJHbO3k8XUReEpGVIlIqItcFPtTIV1ZZTUZyPEPSk7wOJWCmuf2mlm074HEkJhp869xRHKxv5o//3ep1KMaYKHLMZEpEYoEHgQuAccBsERnXYbNbgDJVnQScAdwnIuE/HC3IyiprGJfbHxHxOpSAyemfRFZKAht213odiokCE/MzOHfcIP7w9maq6612yhgTHP7UTE0FNqrqZlVtAuYBMzpso0CaOFlAKrAfsF6g3dDS2sbaXbUR0/nc14icVDbuOeR1GCZKfPOcUdQ2tPDoO5u9DsUYEyX8SabyAN/Z8Crc+3w9AIwFKoHVwNdV1Xocd8PmvXU0trRFzLQIvopzUtlYdQhV9ToUEwXGDenPhccN5vF3trC/rsnrcIwxUcCfZKqzNqeOZ8XzgBXAEOB44AEROSIrEJEbRGSZiCyrqqrqZqiRrbTSmdhy/JDI6Xzerjg7lYP1zeyzE5sJkm+cM4r65lb+761NXodijIkC/iRTFUCBz9/5ODVQvq4D5qtjI7AFGNNxR6r6iKqWqGpJdnZ2T2OOSKU7akiMi2H4wBSvQwm44pxUAGvqM0EzalAal0wawhOLtlFV2+h1OMaYCOdPMrUUGCkiRW6n8lnAix222Q6cDSAig4DRgHVY6IaynTWMGZxGXGzkzVZhyZTxwtfPHkljSytz3rTaKWNM3zrmmVtVW4BbgVeANcDTqloqIjeKyI3uZj8FThaR1cBrwG2qurevgo40qkppZU1E9pcCyE1PIiUh1pIpE1TDs1O5bHI+f31vG7trGrwOxxgTweL82UhVFwILO9w3x+f/lcCnAxta9KisbqD6cDPjIrC/FDhrp43ISWVTlSVTJri+fvZIXvhgBw++vpG7ZkzwOhxjTISKvDalMFS6w+l8HknLyHRUnG3TI5jgK8hMZmZJAfOWlLPj4GGvwzHGRChLpkJA2c4aRGBsbprXofSZETmp7Kxu4FCELEJ7rFUB3G3OEJEV7qoAbwY7RuO49axiAB74zwaPIzHGRCpLpkJAaWUNRQNTSE7wq9U1LI3Idjqhb4qA2il/VgUQkQzgIeASVR0PzAx2nMaRl9GPWVMLeGZZBdv31XsdjjEmAlkyFQLKKmsicn4pXxE2os+fVQGuxpkuZDuAqu4JcozGxy1nFhMbI/zOaqeMMX3AkimPHaxvYsfBwxG5jIyvoVnJxMUIGyOjE7o/qwKMAgaIyBsi8r6IfKGzHdlEtsExqH8S10wfyvzlFWyOjO9gyLGmbxPNLJnyWNnOGiCyO58DxMfGMGxgSqTUTPmzKkAccCLwGZwVAn4oIqOOeJJNZBs0N50xgsS4WO5/zWqnAs2avk20s2TKY2WVbjIV4TVT4Izoi5DpEfxZFaAC+Keq1rlzrr0FTApSfKYTA1MTufbkYby4spKNe2q9DifSWNO3iWqWTHmsrLKGQf0TGZia6HUofa44J5Vt++ppagn7NbD9WRXg78BpIhInIsnANJxJb42HvnJaEQmxMTz2zlavQ4k0AWv6NiYcWTLlsdIo6HzerjgnldY2Zdu+Oq9D6RV/VgVQ1TXAP4FVwBLgUVX90KuYjSMrNZHLJucxf3kF+23h7UAKWNO39SM04ciSKQ81NLeysepQxPeXahdJI/pUdaGqjlLVEap6t3vfnA4rA/xKVcep6gRV/a1nwZpP+NIpRTS2tPG397Z5HUokCVjTt/UjNOHIkikPrd9dS2ubRvxIvnbDs1OAyEimTPgaOSiN00dl88R722hsafU6nEhhTd+hLDYeEenRLTe/0Ovow0LkzhIZBkqjqPM5QHJCHHkZ/SJlegQTxq4/tYgvPL6EBSt3cvmJ+V6HE/ZUtUVE2pu+Y4HH25u+3cfnqOoaEWlv+m7Dmr6Dp7WZobct6NFTt917UYCDiUyWTHmorLKGtMQ4CgYkex1K0BTn2Bp9xnunjRzIqEGpPPrOFi6bnIdIZ11+THeo6kJgYYf75nT4+1fAr4IZlzHBYM18HiqtrGZsbn9iYqLnh7w4x5keoa2tY99UY4JHRPjSKUWs2VnDu5v3eR2OMSbMWTLlkdY2Ze2u2qhp4mtXnJNKQ3MbOw4e9joUE+U+e0IeWSkJPP7OFq9DMcaEOUumPLJ1Xx31Ta1RmUwB1m/KeC4pPpbPTR/Ka2v32BIzxphesWTKI+0zn0fLSL52xdlOMrXJ+k2ZEPD56UOJj4nhj//d6nUoxpgwZsmUR0ora4iPFUbmpHkdSlANSEkgMyXBOqGbkJCdlsglxw/h2fcrOFhvk3gaY3rGkimPlO2sYWROGglx0fcRFGfbiD4TOq4/tYjDza3MXVJ+7I2NMaYT0XcmDwGqSlllddQ18bUbkZPKxqpDqNqIPuO9sbn9OaU4iz8v2kpza9ivG2mM8YAlUx6oqm1k76GmqOt83q44J5WD9c3ss7XRTIi4/tQidtU0sHD1Tq9DMcaEIUumPFD6Uefz6FjguKNIWqPPRIYzRuUwPDuFx97ZYjWmxphus2TKA2U7nWRqbG50dT5vZ8mUCTUxMc4knqsqqlm27YDX4RhjwowlUx4oraxmaFYyaUnxXofiiSHpSSQnxLLJ5vYxIeTyyflkJMfz6NubvQ7FGBNmLJnyQGllDeNyo7O/FDhLeYywEX0mxPRLiOXqqYW8Wrab7fvqvQ7HGBNGLJkKstqGZrbtq4/akXztinNSbeJOE3KuPXkYcTHCHxfZEjPGGP/5lUyJyPkisk5ENorI7UfZ5gwRWSEipSLyZmDDjBxrdtYCRO1IvnbFOalUVjdQ19jidSjGfGRQ/yQumjiEp5eWU9PQ7HU4xpgwccxkSkRigQeBC4BxwGwRGddhmwzgIeASVR0PzAx8qJGhrLIaiN6RfO1GtC8rY/2mTIi5/tQi6ppaecom8TTG+MmfmqmpwEZV3ayqTcA8YEaHba4G5qvqdgBV3RPYMCNHaWUNWSkJ5KQleh2Kp2xEnwlVE/LSmVqUyZ8WbaXFJvE0xvjBn2QqD/C9RKtw7/M1ChggIm+IyPsi8oXOdiQiN4jIMhFZVlVV1bOIw1zZzhrGDemPiHgdiqeGZiUTFyOWTJmQ9OVTi9hx8DCvlO72OhRjTBjwJ5nq7KzfcVa7OOBE4DPAecAPRWTUEU9SfURVS1S1JDs7u9vBhrumljbW766N+iY+gPjYGIYNTLFkyoSks8cOYmhWMo+9Y9MkGGOOzZ9kqgIo8Pk7H6jsZJt/qmqdqu4F3gImBSbEyLFxzyGaWzXqO5+3K8521ugzJtTExgjXnTyM5dsPsny7TeJpjOmaP8nUUmCkiBSJSAIwC3ixwzZ/B04TkTgRSQamAWsCG2r4K/2o87klUwAjclLYtq+ephbrl2JCz8ySAtKS4njsHZsmwRjTtWMmU6raAtwKvIKTID2tqqUicqOI3Ohuswb4J7AKWAI8qqof9l3Y4alsZw394mMZlpXidSghoTgnldY2Zdu+Oq9DMeYIKYlxXD21kH9+uIsdBw97HY4xJoT5Nc+Uqi5U1VGqOkJV73bvm6Oqc3y2+ZWqjlPVCar62z6KN6yVVtYwNjeN2Jjo7nzerjjbWZvQ+k2ZUHXtycMA+POirZ7GYYwJbTYDepCoKmsqa6y/lI8ROU4NnSVTJlQNyejHBRMGM3fxdg7ZBLPGmKOwZCpIyvcfpraxxUby+UhOiCMvo591Qjch7fpTi6htbOGZZTaJpzGmc5ZMBUnZTqfzeTQvcNyZETm24LEJbScUDuDEoQP443+30trWcVYYY4yxZCpoSitriI0RRg9O8zqUkFKcncqmqkO02UnKhLDrTy1i+/56/r3GJvE0xhzJkqkgKa2sYUR2CknxsV6HElKKc1JpaG6z0VImpH163CDyMvrx2Ns2TYIx5kiWTAVJWWWN9ZfqRPsafbbgsQllcbExXHfKMJZs3c/qimqvwzHGhBhLpoJg36FGdtU0WH+pToTrgscicr6IrBORjSJyexfbTRGRVhG5IpjxmcC7akoBqYlxtsSMMeYIlkwFQdnOGsBmPu9MZkoCmSkJYVUzJSKxwIPABcA4YLaIjDvKdvfiTHhrwlxaUjxXlhSwYNVOdlU3eB2OMSaEWDIVBKWVTjJlc0x1rjg77Eb0TQU2qupmVW0C5gEzOtnuq8BzwJ5gBmf6znWnDKNNlT+/u9XrUIwxIcSSqSAoq6whL6MfGckJXocSksJweoQ8wHfSoQr3vo+ISB5wKTCHLojIDSKyTESWVVVVBTxQE1gFmcl8etxg5i3ZTmNLq9fhGGNChCVTQVBaWW21Ul0ozknlQH0z+w41eh2KvzpbD6jj3A6/BW5T1S7PuKr6iKqWqGpJdnZ2oOIzfejqaYUcqG/m1VKbJsEY47Bkqo/VN7WweW+ddT7vQhh2Qq8ACnz+zgcqO2xTAswTka3AFcBDIvLZoERn+tSpxQPJH9CPeUu3ex1KSLFBGSaaWTLVx9buqkXVOp935aNkKnw6oS8FRopIkYgkALOAF303UNUiVR2mqsOAZ4GbVfWFoEdqAi4mRriqpID/btzHtn11XocTEmxQhol2lkz1sTLrfH5Muf2T6BcfGzY1U6raAtyKc0JYAzytqqUicqOI3OhtdCYYrijJJ0bgqaW2Xp/LBmWYqBbndQCRrrSyhvR+8eRl9PM6lJAVEyOMyEkJm2QKQFUXAgs73NdpZ3NV/WIwYjLBk5vejzNH5/DM+xV889xRxMdG/XVpZ4Mypvlu4DMo4yxgytF2JCI3ADcAFBYWBjxQ002x8Yh01k302AbnFbCzIjqawy2Z6mNlO2sYl9u/x1/GaFGcncqSLfu9DsMYv82aWshrTyzjP2v3cN74wV6H47VuDcro6vdQVR8BHgEoKSmxRTu91trM0NsW9Oip2+69KMDBhK6ov5zqSy2tbazdWWP9pfxQnJNKZXUDdY0tXodijF/OHJ3NoP6JzFsSHVfex2CDMkxUs2SqD23eW0djS5v1l/KDrdFnwk1cbAwzTyzgzfVVVNpC3TYow0Q1S6b6UHvnc1vg+NjCcHoEY7hqSgFtCk8vi+6O6DYow0Q76zPVh0orq0mIi2F4dorXoYS8oVkpxMWIJVMmrBRkJnPayIE8vbScr541ktiY6O0baYMyTDSzmqk+VLazhjGD02ykjx/iY2MYmpVsyZQJO7OmFFJZ3cDbG2w5IGOilZ3l+4iqUlppnc+7ozgnNZwm7jQGgHPHDSIrJYF5S6K7qc+YaBZyyZSq8v62A+yva/I0joP1TWyuOsT2ffVUHjzMnpoG9h1qpPpwM3WNLTQ0t9LS2oZq5yN3d1Y3cLC+2ZaR6YbinFS276unubXN61CM8VtCXAyXn5jPv9fspqo2bNaXNMYEUMj1mdq6r57LH17E9y4Yw/+cPsKTGBqaWznnN2+x18+Fd+NihNgYIS5GiIuNIS5GaHOTrHHW+dxvxTmptLQp2/bVUZyT5nU4xvjtqikFPPLWZp59v4KbzvDmd8sY452QS6aKBqZQMnQATy0t54ZPDfdksstXSnex91Aj3/70KAan96O1rY2WNqW1TWlu1Y//blVa2pSWTv5ubVP6J8UzKd+SKX8VZzsJ1MY9hyyZMmFlRHYqU4syeWrpdm483ZvfLWOMd/xKpkTkfOB+IBZ4VFXvOcp2U4D3gKtU9dmeBjVraiHffmYlS7bsZ9rwrJ7upsfmLtlOYWYyN59RTEwUj84JthE5zqhH64RuwtHsqQV886mVvLt5HyePGOh1OMaYIDpmnykvVgP/zHG5pCXFMc+DRUS37K3jvc37uWpKgSVSQZacEEdeRj9LpkxYumBCLv2T4qwjujFRyJ8O6EFfDbxfQiyfPT6Phat3Ul3f3Nvddcu8pduJjRFmnpgf1Nc1jhE2os+EqaT4WC49IY9/friLAx4PoDHGBJc/yVRnq4Hn+W7gsxp4pxO0+Wx3g4gsE5FlVVVdz8kya2oBjS1tPP9BhR8hBkZTSxvPvV/B2WNyyOmfFLTXNR8rzk5l05462tpsfVMTfmZNLaSptY35H+zwOhRjTBD5k0x1azXwrnakqo+oaomqlmRnZ3f5ouOHpDMxP515S8uPOv1AoL22Zjd7DzUxe2phUF7PHGlETgqHm1uprI76tc5MGBqb259JBRnMW7I9aL9bxhjv+ZNMebYa+FVTCli7q5aVFdW93ZVf5i4tZ0h6Ep8a1XWiZ/pOcbat0WfC2+wpBWzYc4jl2w94HYoxJkj8SaY8Ww38kklD6Bcfy7wl23u7q2Mq31/P2xuqmFlSENXra3nNFjw24e7iSUNISYhlrnVENyZqHDOZ8nI18LSkeC6elMuLKys51NjSly/FM+6q71dOKTjGlqYvZaUmMiA5nk3WCd2EqZTEOC45fggLVlVS0xDcATTGGG/4tZyMqi5U1VGqOkJV73bvm9PZiuCq+sXezDHV0ayphdQ3tfLSyo4ti4HT0trG08sqOH1UNnkZ/frsdYx/inNSrWbKhLVZUwppaG7j7yv67nfLGBM6Qm5tvo5OKMhg9KC0Pm3qe3N9FbtqGpg1xTqehwJLpky4m5ifztjc/kHpomCM8V7IJ1MiwlVTClhZUU1ZZU2fvMbcJeUMTE3k7LE5fbJ/0z0jslM5UN/MPj/XRjQm1IgIs6cWUFpZw+ogDaAxxngn5JMpgMsm55EQF8NTSwN/lbe7poHX1+1hZkk+8bFhcTginnVCN5FgxvF5JMXHMLcPfreMMaElLLKHjOQELpgwmOc/2EFDc5dTWXXbM8vKaW1TZlnH85DxUTJlndBNGEvvF8+Fx+Xy4opK6pv6dgCNMcZbYZFMgdOhs6ahhYWrdwZsn21tylPLyjl5RBZDs1ICtl/TO0PS+9EvPtZqpkzYmz21kEONLSxYFbjfLWNM6AmbZGr68EyGZSUHdBHR/27aS/n+w8yyGc9DSkyMMCInhU1VdV6HYkyvlAwdwIjsFOuIbkyEC5tkyumIXsiSrfsDVmMxb0k5A5LjOW/8oIDszwSOs0af1UyZ8CYizJpSyPLtB1m/u9brcIwxfSRskimAK07MJy5GAtIRfd+hRl4t28Vlk/NJjIsNQHQmkIpzUtlx8DB1fTxZqzF97bLJecTHCnOtdsqYiBVWyVR2WiLnjB3Ec8t30NTS1qt9Pbe8guZWZfZU63geito7oW+2pj4T5rJSE/n0+L4ZQGOMCQ1hlUwBzJpawP66Jv5VtrvH+1BV5i0tp2ToAIpz0gIYnQmUj0f0WdOICX+zpxRysL6ZV0p3eR2KMaYPhF0yddpIZ8mXeb1o6luyZT+bq+qs43kIK8xMITZGbESfiQgnj8iiILOfNfUZE6HCLpmKjRFmluTz9oa9lO+v79E+5i0tJy0pjs8clxvg6EygJMTFMDQr2ZIpExFiYpyO6O9t3s+WvdZ0bUykCbtkCuDKkgJiBJ5a2v1pEqrrm1m4eiefPT6PfgnW8TyUFWeH7hp9InK+iKwTkY0icnsnj39ORFa5t0UiMsmLOE3omHliPrEx0qtadWNMaArLZGpIRj9OH5XNM++X09LavY7oz39QQWNLG7Os43nIK85JZdu+epq7+Rn3NRGJBR4ELgDGAbNFZFyHzbYAp6vqROCnwCPBjdKEmpz+SZw1Jofn3q/o9QAaY0xoCctkCmDW1EJ21zTyxroqv5/T3vF8Yn4644ek92F0JhCKc1JpaVO27Qu5ZpGpwEZV3ayqTcA8YIbvBqq6SFUPuH++B+QHOUYTgmZPLWDvoSZeW9PzATTGmNATtsnUWWNyyE5L7FaV+Yryg6zdVcusKdbxPByE8ILHeYBvG3OFe9/RXA+83NkDInKDiCwTkWVVVf5fGJjwdPqoHHLTk5jbgy4KxpjQFbbJVHxsDDNPzOc/a/ewq7rBr+fMW1JOckIslxw/pI+jM4EwIjtkkynp5D7tdEORM3GSqds6e1xVH1HVElUtyc7ODmCIJhQ5A2gKeHtDVY8H0BhjQk/YJlMAV00poE3hmWXHvso71NjCS6squXjiEFIT44IQnemtlMQ4hqQnhWIyVQH4drrLByo7biQiE4FHgRmqui9IsZkQd9WUAmJEeOiNTV6HYowJkLBOpoZmpXDyiCyeWlZOW1unFQMfeXFFJfVNrdbxPMyMyEllY1XIJVNLgZEiUiQiCcAs4EXfDUSkEJgPfF5V13sQowlReRn9uPakYcxbup0Pd1R7HU7A2AhXE83COpkCpyN6xYHDvLNxb5fbzVu6nTGD0zi+ICM4gZmAKM5JZdOeumMmy8Gkqi3ArcArwBrgaVUtFZEbReRGd7MfAVnAQyKyQkSWeRSuCUFfP2ckmckJ3PliKaqh893uKRvhaqJd2CdT540fxIDk+C7nnCqtrGZVRTWzphQg0ll3FxOqinNSOdzcSmX1Ya9D+QRVXaiqo1R1hKre7d43R1XnuP//sqoOUNXj3VuJtxGbUJLeL57vnj+aZdsO8OLKI1qIw5GNcDVRLeyTqcS4WC6bnM+rZbvYd6ix023mLSknMS6GS0+wshtuikO3E7oxvTLzxAKOy0vn5wvXUNfY4nU4vWUjXE1UC/tkCmDWlAKaW5Xnllcc8djhplZeWLGDC4/LJT053oPoTG+0T4+wqSrk5poypldiYoQ7LxnH7ppGHnpjo9fh9JaNcDVRLSKSqZGD0jhx6ADmLS0/ov/BP1bvpLahhVlTrON5OMpKTWRAcrzVTJmIdOLQTC47IY8/vLUlFCen7Q4b4WqiWkQkU+DUTm2uqmPJlv2fuH/eku0Mz05halGmR5GZ3nI6oVsyZSLTbReMIT5W+OmCNV6H0hs2wtUcKTYeEenRLTc/vCbX9mvCJRE5H7gfiAUeVdV7Ojz+OT6usj0E3KSqKwMZ6LF8ZmIud71Uxryl5UwbngXAht21LNt2gDsuHGMdz8NYcU4qr5TuRlXtczQRZ1D/JL569kjueXktb6zbwxmjc7wOqdtUtUVE2ke4xgKPt49wdR+fwydHuAK02MCMCNfazNDbFvToqdvuvSjAwfStY9ZMhcuQ1+SEOGacMISFq3dSXd8MwLyl5cTHCpdPto7n4eyEggHsr2vildJdXodiTJ+47pRhDMtK5q4FZWG7CLKNcDXRzJ9mvrAZ8jprSiGNLW28sGIHjS2tzF9ewafHDSYrNdGLcEyAXDY5j7G5/bnzxTIOhf+oJ2OOkBgXy48uHsfmqjqeeHer1+EYY7rJn2QqbIa8TshLZ0Jef+Yu2c4rpbs5UN9sM55HgLjYGH5+6QR21zZw36vrvA7HmD5x1phBnDk6m9/+ewN7av1bb9QYExr8SabCasjrrCmFrN1Vy70vr6Ugsx+njBjYJ69jguuEwgF8blohf160NaKW4DDG1w8vGkdjSyu/+qddNBgTTvxJpsJqyOuM44fQLz6WHQcPc1VJATEx1mE5UnznvDFkpSZyx/OraQ2h5WWMCZTh2al86dQinnm/ghXlB70OxxjjJ3+SqbAa8pqWFM/Fk3KJjRFmllgTXyRJ7xfPjy4ax6qKav5i/UpMhPrqWSPJTkvkxy+WhtSalMaYoztmMhWOi7p+/8JxPHfTyQzqn+RlGKYPXDQxl0+NyubXr65nV7X1KzGRJzUxjtvPH8PK8oPM/2CH1+EYY/zg16Sd4TbkNT05nuMLMrwMwfQREeFnMybQ3NrGT14q9TocY/rEpSfkcUJhBve8vJbahmavwzHGHEPEzIBuokdhVjJfO3skL3+4i/+s3e11OMYEXEyMcOfF49lX18jv/xP26/YZE/EsmTJh6SunDWdkTio/fKGU+iabe8pEnkkFGVx5YgGPv7PF1qY0JsRZMmXCUkJcDHdfehw7Dh7m/tc2eB2OMX3iO+ePpl98LD9dUHbEIu7GmNBhyZQJW1OLMrmyJJ/H3t7C2l01XodjTMANTE3k6+eM5M31Vfxn7R6vwzHGHIUlUyasfe+CsfTvF88d81fbMHITka49eRjFOanctaCMxpZWr8MxxnTCkikT1gakJPD9C8eyfPtB5i7d7nU4xgRcfGwMP754HNv21fPYO1u8DscY0wlLpkzYu2xyHicNz+Lel9dSVdvodTjGBNxpI7P59LhBPPCfjTa/mjEhyJIpE/ZEhJ9dOoGG5jZ+9o8yr8Mxpk/84DPjaGlT7nl5jdehGGM6sGTKRIQR2anceMYI/r6ikrc3VHkdjjEBV5iVzA2nDeeFFZUs27rf63CMMT4smTIR4+YzRlA0MIUfvvAhDc3WUddEnpvPHMHg/knc+VKpLfZtTAixZMpEjKT4WH46YwJb99Xz0Os2a7SJPMkJcdzxmbF8uKOGp5eVex2OMcZlyZSJKKeOHMilJ+Tx8JubbNZoE5EunpjL1GGZ/OSlUn789w/ZsrfO65CMiXqWTJmI8/3PjCU5IY7vP7/aZo02EUdEuH/28XzmuCHMXVLOmb9+gy/9aSnvbNhr33djPGLJlIk4A1MTuf2CMSzesp9n36/wOhxjAi43vR/3XTmJd24/k6+fPZJVFQe55rHFnPfbt5i7ZLv1GTQmyCyZMhHpqpICSoYO4OcL17C/rsnrcIzpEzlpSXzz3FH89/az+PXMScTFxPC9+as56Rev8ct/rmVn9WGvQzQmKlgyZSJSTIxw96XHUdvQwi8W2rw8JrIlxsVyxYn5/ONrp/LUDdOZWpTJnDc3cdq9r/PVuR/wwfYDXodoTESL8zoAY/rK6MFpfPm04cx5cxNXnJjPtOFZXodkTJ8SEaYNz2La8CzK99fz50VbeWppOS+trOT4ggy+dGoRF0wYTHysXUcbE0hWokxE+/rZI8kf0I/vv/AhTS1tXodjTNAUZCbzg4vG8e4dZ/OTS8ZzsL6Jr839gNPufZ0HX9/IAWv+NiZgLJkyEa1fgjP31MY9h3jkrU0B26+InC8i60Rko4jc3snjIiK/cx9fJSKTA/bixnRDamIc1548jP/87xk8dm0JxTmp/OqVdZx0z2vMeTNwZcKYaGbNfCbinTkmh9lTC8jpnxSQ/YlILPAgcC5QASwVkRdV1XdhwAuAke5tGvCw+68xnoiJEc4eO4izxw5i3a5a/rRoC3kZ/bwOy5jOxcYjIj166uC8AnZWbA9wQF2zZMpEhV9cNjGQu5sKbFTVzQAiMg+YAfgmUzOAJ9SZ+Oc9EckQkVxV3RnIQIzpidGD0wJdJowJrNZmht62oEdP3XbvRQEO5tismc+Y7ssDfNfyqHDv6+42iMgNIrJMRJZVVdkCzcYYE44smTKm+zqre+449bQ/26Cqj6hqiaqWZGdnByQ4Y4wxwWXJlDHdVwEU+PydD1T2YBtjjDERwJIpY7pvKTBSRIpEJAGYBbzYYZsXgS+4o/qmA9XWX8oYYyKTX8mUDQM35mOq2gLcCrwCrAGeVtVSEblRRG50N1sIbAY2An8AbvYkWGOMMX3umKP5bBi4MUdS1YU4CZPvfXN8/q/ALcGOyxiviMj5wP1ALPCoqt7T4XFxH78QqAe+qKrLgx6oMX3An5qpj4aBq2oT0D4M3NdHw8BV9T0gQ0RyAxyrMcaYEORz0X0BMA6YLSLjOmzme9F9A85FtzGB585R1ZNbbn5hj17Sn3mmOhvi3bHW6WjDwD/RR0REbsApRBQW9ixgY4wxIcfmXjOhw4M5qsT5XnexgchM4DxV/bL79+eBqar6VZ9t/gH8QlXfcf9+Dfiuqr7fxX6rgG09itp7A4G9XgfRCxb/kYaqqqdzE1iZ8JTFfyS/y4SIXAGc3+E8MU1Vb/XZZgFwT4fzxG2quqzDvj666AZGA+u6eOlw+tzCJdZwiROCH+tRy4Q/NVN9Mgzc6xNXb4jIMlUt8TqOnrL4Q5OVCe9Y/L0PoZP7ejz3GvCIXy/q/fv2W7jEGi5xQmjF6k+fKRsGbowxpis295qJasdMpmwYuDHGmGOwi24T1fxa6NiGgR/BryroEGbxm0AL98/E4u8FVW0RkfaL7ljg8faLbvfxOTjnkAtxLrrrgesC8NLh9LmFS6zhEieEUKzH7IBujDHGGGOOzpaTMcYYY4zpBUumjDHGGGN6wZKpLvixJuEZIlItIivc24+8iLMzIvK4iOwRkQ+P8nhIr6foR/whe+wjmZUJ70RrmfDjOxcyn1s4lY9wKg9h8d1XVbt1csPpRLkJGA4kACuBcR22OQNY4HWsR4n/U8Bk4MOjPH4h8DLO3C/TgcVex9zN+EP22EfqzcpEyMcfsse+F+/Zn+9cSHxu4VY+wqk8hMN332qmjs6fNQlDlqq+BezvYpOQXk/Rj/hN8FmZ8FCUlolwWhs2rMpHOJWHcPjuWzJ1dEdbb7Cjk0RkpYi8LCLjgxNaQPj7/kJZuB77cGVlIvSF67E/Gn8+k1D53CKtfITKcfWXp8fVr3mmopQ/Sx8sx1mr55CIXAi8gLMiejjwa2mHEBbOxz5cWZkIbeF87I8mYMvUBEGklY9QOa7+8Py4Ws3U0R1z6QNVrVHVQ+7/FwLxIjIweCH2Slgv7RDmxz5cWZkIYWF+7I8mnJapibTyESrH9ZhC4bhaMnV0x1weQUQGi4i4/5+Kczz3BT3SngnrpR3C/NiHKysTISzMj/3RhNMyNZFWPkLluB5TKBxXa+Y7CvVveYQrgJtEpAU4DMxSd2iB10RkLs4Ih4EiUgH8GIiHPl3aIWD8iD9kj32ksjLhrWgsE35+50Licwu38hFO5SEcvvu2nIwxxhhjTC9YM58xxhhjTC9YMmWMMcYY0wuWTBljjDHG9IIlU8YYY4wxvWDJlDHGGGNML1gyZYwxxhjTC5ZMGWOMMcb0wv8Hxld3xGcPWxgAAAAASUVORK5CYII=\n", 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QZnP/uc5m5spX6w4Zl+iIUOnfsq4RzB7Ytp7UqBxZkW8DAAAAAADA7xHABgAUkJ9vk4e/2CiLtjoHbFXLelXl/Zu7SeXI4DmFDGobK+GhIZKbb3NaB5sANgAEpka1K8tt/ZoZl2NpWbJg81EjmP3LruOSk+d+NDszJ19+2HzUuGjGd89mtYxg9uB2cRJXPbpC3wMAAAAAAIA/Cp7oAwDALc/O3ypfrj1keV+DGpXkg1u7B132WPXKEdKnRR35efuxArcnHz5rZOhpkAMAELjqxkTJmB6NjMvZzBz5aWuq/JB8VH7alioZ2XluP09evk2W7zxhXCbPSZZODWvIkPZxcln7WGnGkhQAAAAAAAAGAtgAALu3ft4lby/ZbXlfrSqRRvA6vnolCUbDOsQ5BbDVvKQUuXNAc6+0CQDgedWiI+TKzg2MS2ZOnizfedzIzNalJk6mZ5fouTYcOG1cnpu/1ahwopnZeklsUM0oaQ4AAAAAABCMCGADAAyfrTkgz8zbanlf5cgwmXZzN2kexNlhl7aLk0e+SjKy5xzNTTpCABsAglR0RJgMbBtrXHLz8o21sjWYrdnZh06fL9Fz7Ug9JztSd8prP+00Kp5c2i7WCGZ3b1rLKD0OAAAAAAAQLAhgAwDkx81H5W9fbrK8LyIsRN666QKjzGkw0wx0XbdUy7460sw5DVJosAEAELzCw0KlZ7PaxmXyiHaSdOisEczWiwanS0LPK9N/2WtcWtSrKi9c3VG6NKpZYW0HAAAAAADwJaHebgAAwLvW7T8ld81a65RZrLR66X+v6yz9Wtb1Stt8zZDEeMvb5ycd8XhbAAC+S8t/d0ioLg9d1loWPDBAFj04QB4e0kY6l2Iy2M7Uc3LtWytk+vI9YrM5n6sBAAAAAAACDQFsAAhip9Kz5a4P10pWbr7l/VOuaC8jOtb3eLt81WXtY42gfmHzk1K80RwAgJ9oVreqTLyoucy+q4+s/PtAefLK9tKnRW23S4Pn5Nnkn99slrtnrZO0zJwKby8AAAAAAIA3UUIcAIJUfr5NHvh0vRw+k2l5/58HtpSbejXxeLt8Wb2YaOnWuJb8uvdkgdt1zdPUs5lSr1q019oGAPAPcdWjjfOrXk5nZMvCLalGmfElO45JZo71hDLTd5tSZHPKWXnjxq7SJq6ax9oMAAAAAADgSWRgA0CQenPJLvlp2zHL+27s2UjuG9TS423yB0M7xDndphVdNfgAAEBJ1KgcKVddkCBvj71Q1j0+WN688QIZ1aWBVIt2Pc94z/F0GTl1uXy25oBH2woAAAAAAOApZGADQBBaufuEvPj9Nsv7tKTpE1ckGut3wtmQxDh54pvNTrfP3XSEjHUAQKlVigwzzjF6ycnLl1cW7pBXF+203FYztf/y+UZZvfekTLkyUaIjwjzeXgAAAFSsvIzTxr8pKSmSkJAg/i4uLk7WrFnj7WYAAPwEAWwACDLH0rLk3o/WSb7N+b56MVHy0nVd3F6TMxjFV68kXRrVkHX7f/8haVq154ScOJcltatGea1tAIDAEBEWKg8Obi1dG9eU+z9ZL6czrNe9/nTNQdl48Iy8ceMF0rROFY+3EwAAABVIy70ZS8Dly6FDh7zdGgAAPIoANgAEkbx8mzEQnpqW5XSfxqxfGd1F6sYQgC3O0MQ4pwC2Tgj4YfNRGd29kdfaBQAILBe3riff3dtP7vpwraw/UPC8Y9p6JE0uf3WZvHB1RxnaId7jbQQAAEAFCwmVsCo1xV/lpZ8SseV7uxkAAD9DABsAgsiri3bIsp3HLe/TTK+ezWp7vE3+aGhivDw9d6vT7XM3pRDABgCUqwY1Ksmnd/aSZ+ZtkWnL91pucy4rVyZ+uFbG92kifx/aViLDQz3eTgAAAFQMDV4n3DVD/NXBqeMk79wJbzcDAOBnGNkAgCCxbMdxeXnhDsv7LmpdVyYOaO7xNvmrhrUqS4cG1Z1uX7HrhJzOyPZKmwAAgUsD0v+4vL1MHdNVqka5noOsAe7r3l4hh0+f92j7AAAAAAAAyhMBbAAIAkfPZsp9n6wzl08qIL56tPzn2s4SyrrXJTIkMc7pttx8myzYfNQr7QEABL7hHePl67v7SJu4GJfb6BIXw19ZKou3pXq0bQAAAAAAAOWFADYABLjcvHy556N1cvycc2ZweGiIvDami9SqEumVtvn7OthW5icd8XhbAADBo1ndqjL7rj5y7YUJLrc5lZEj46evlv/8sE3y8i1mrwEAAAAAAPgwAtgAEOD+s2C7/LrnpOV9fxvaRi5oXMvjbQqUAIJVBtzSHcclLTPHK20CAASH6Igwef7qTvL81R0lysV611p15ZVFO2Xs+6vkWFqWx9sIAAAAAABQWgSwASCA/bQtVV5fvMvyvkvbxcqtfZt6vE2BZGhivNNt2Xn5smgrZVsBABXv2gsbGtnYTetUcbnN8p0njJLiriazAQAAAAAA+BoC2AAQoA6fPi/3f7Le8r6EmpXkxas7SUgI616XxdAO1mXE525K8XhbAADBqW18NWNd7GEuzkkqNS1LRr+zUt78eZfYNDUbAAAAAADAhxHABoAAlJ2bL3fNWiunM5xLWUeGhcrrN3SV6pUjvNK2QNKyXlVpXtc5623xtmOSnpXrlTYBAIJPTHSETB3TVf5xeTuJCLOenKZrYT87b6vc/sFvcsaifwAAAAAAAOArCGADQAB6fv5WWbf/tOV9j41oKx0Tani8TYFIM9ityohn5eYbQWwAADx5Thrfp6l8cmcvqV892uV2P245KiNeWyqbDp7xaPsAAAAAAADcRQAbAALMD8lH5N1leyzvG94hXm7q2djjbQrGMuLzkigjDgDwvK6Nasp39/aTi1rXdbnNgZPn5ao3fpGZK/dRUhwAAAAAAPgcAtgAEED2n8iQBz/bYHlfk9qV5dmrOrDudTlrF19NGtWq7HT7oq2pkpmT55U2AQCCW80qkfL+uG7y0OBWEuritJ+dly+Pz06S+z5Zz7IXAAAAAADApxDABoAAkZWbZ6x7nZbpPAgdGa7rXl9grJGJCigjbpGFnZGdJ0u2U0YcAOAdoaEhcvclLeV/t/aQOlUjXW43Z/1huXLqctlxNM2j7QMAAAAAAHCFADYABIinv9simw5Zr2f5xBXtpV39ah5vU7AYZrEOtpqXdMTjbQEAwFHvFnWMkuLdm9Ryuc3O1HNyxWvLZfa6Qx5tGwAAAAAAgBUC2AAQAL7deFhmrNhned+fujSQ67s19HibgknHhOrSoEYlp9t/3HzUyIwHAMCbYqtFy6zbe8iEAc1dbnM+J88oJ/7IV5tYAgMAAAAAAHgVAWwA8HN7jqfL377YZHlfi3pV5amRiax7XcH08x2S6FxGPC0rV37ZecIrbQIAwFF4WKj8bWgbeXfshVItOtzldrNW7Zer3/xF9p/I8Gj7AAAAAAAATASwAcCPaYbUpA/Xyrks53WvK0WEyRs3dJUqUa4HqVF+hloEsNXcTSkebwsAAK4MahdrlBTv0KC6y22SDp2V4a8ulR+SWQoDAAAAAAB4HgFsAPBjT3yTLFtSzlrep5nXLWNjPN6mYNW1UU2pFxPldPuCLUclJy/fK20CAMBKw1qV5fOJveSmno1dbpOWmSt3zPxNnp67hfMYAAAAAADwKALYAOCnvlx7UD769YDlfddd2FCuuiDB420KZqGh1mXET2fkyMrdlBEHAPiWqPAweXJkorx8fWepHBnmcru3l+yWMe+slCNnMj3aPgAAAAAAELw8EsDOy8uTjRs3ynvvvScTJ06UCy+8UCIjI401Q/Vy0UUXVXgbsrOzZebMmTJs2DBp3LixREdHS3x8vPTu3VtefPFFOX78eIW3AQDKy46jafLoV0mW97WJi5Enrmzv8TZBy4jHW94+L4kSrAAA33Rl5wby9d19pGW9qi63Wb33lAx/Zaks28FvJgAAAAAAUPEqfGHU2bNnyw033CAZGRniLVu3bpXRo0fL+vXrC9x+5MgR47JixQp54YUXZNq0aUaAGwB8WUZ2rrHu9fmcPKf7qkSGyes3dJXoCNeZVKg43ZvWktpVIuVEenaB23UN0SevTJSw0BCvtQ0AAFda1IuROXf3kce+SpIv1x2y3EbPbTe9v0ruH9RK7r64hVF5BAAAAAAAwC8zsE+fPu3V4PXBgwdl4MCB9uC1ZnwPGDBAbrnlFrn88sulUqVKxu2pqakycuRIWbRokdfaCgDFsdlsxuDyjtRzlvc/e1VHaVbXdQYVKpYGqAe3dy4jfvxctqzee9IrbQIAwB2VI8Pl39d2kmdGdZDIcOufiTabyH8WbJebp6+Wk4UmawEAAAAAAPjdGtixsbEyYsQIeeKJJ2Tu3Lny5z//2SOvO2bMGDl8+LBxXUuHr1u3ThYvXmyUM//6669l//79RoBb5eTkyDXXXGME3QHAF3265oDLzKibejaWyzvV93ibUNBQi3Ww1bxNKR5vCwAAJaGTfUd3byRfTuwtjWpVdrndku3HjJLiv+075dH2AQAAAACA4FDhAewhQ4bIvn37jFLd33zzjUyePFmGDh0qNWrUqOiXNgLlS5cuNa7rmtv6+p06dSqwTZ06dWTOnDnSrFkz4/8nT56U559/vsLbBgAltSXlrEyek2x5X4cG1eWxEW093iY469W8tlSvFOF0+/zkI5Kfb/NKmwAAKInEBtXlm3v6yuB2sS63STmTKde9tULeW7bHqBADAAAAAADgNwHsuLg4adSokXjD1KlT7dfHjRsnHTp0sNyuSpUqMmXKFPv/33rrLcnNzfVIGwHAHWmZOca611m5+U73xUSHy9QxXSUqnHWvfUFEWKjlgP/Rs1my7gCZagAA/6CTsd666QJ5dFhbY4kMK7n5Nnny281GH+VsZo7H2wgAAAAAAAKTx0qIe9q5c+dk4cKF9v+PHz++yO2vuuoqqVq1qj0Le8mSJRXeRgBwh2Y1/f3LTbLneLrl/S9c3Uka1XZd5hOeN7SDdRnxuZuOeLwtAACUpaT47f2bycd39JTYalEut5uXdESueHWZJB8+49H2AQAAAACAwBSwAexffvlFsrKy7BnW3bp1K3L76Oho6dWrl/3/ixYtqvA2AoA7/rdyn3y70Xr95Fv7NpUhLtZchvf0aVFHYqLCnW6fn3SEMqsAAL/TrUkt+e7eftK3RR2X2+w9kSGjXv9FPlm9n3MdAAAAAAAoE+fR9QCxZcsW+3UtHR4eXvxb7dq1qyxYsMDp8SWVlJRUIBheEitWrCj16wIIPJsOnpEnv7U+HnVuWEMeHtLG421C8bSc+8C29WT2+sMFbj90+rxsPHhGOjWs4bW2wb+Vtn+hfRMAKIs6VaNkxi3d5ZWFO+SVRTvEKkatS508/MUm+XXPKXlqZKJUimR5EwAAAAAAUHIBG8Detm2b/Xrjxo3deozjWt1bt24tU/nylStXlvrxAKDOnM+RSbN+k+w853Wva1SOkKk3dJXI8IAtpOH3hnaIdwpgm2VWCWCjtOhfAPAmXQv7/ktbyQWNa8p9n6yXk+nZltt9sfagJB06I6/f2FWa1/19mSYAAAAAAAB3BWzk48SJE/brsbGxbj0mLu6PMry6DjYAeIuW3vzr5xvkwMnzlvf/59pO0qBGJY+3C+4b0KquVLbIPJuXlEJpVQCAX+vfqq58d29fI5Dtyrajaca62N9udJ7MBQAAAAAAEJQBbM2CNlWq5F6Qx3E7x8cDgKe9v3yvfJ981PK+iRc1l0vauDcxB94THREmF7ep53T7vhMZsiUlzSttAgCgvMRXryQf39FTbuvb1OU26dl5cvesdfKPOUmSlZvn0fYBAAAAAAD/FbAB7MzMTPv1yMhItx4TFRVlv37+vHXWIwBUtLX7T8kzc63Xve7epJY8eGkrj7cJpTM08Y/KHoWzsAEA8HcRYaHy2Ih28uaNXSUmyvXqVDNW7JNr31opB09leLR9AAAAAADAPwXsGtjR0dH269nZ1muzFZaVlVXirG0rVatWlcTExFI/HkDwOpWeLXd/uFZy851LTNeuEimvjO4i4WEBO/co4Fzcup5EhYdKVm6+0zrYDw5u7bV2wX/17NmzVI9LSkqiugyACjMkMV7axFWTSR+ulc0pZy232XDgtAx/ZZn897pOVJIBAAAAAADBGcDWIHJJs6kdt3N8fElp8HrFihWlfjyA4JSfb5MHPl0vh8/8UUHCFBIi8tL1nSWu+h+Tc+D7qkSFG2th/7C5YDn4nannZMfRNGkZG+O1tsE/lbZ/0atXL1m5cmW5twcATE3qVJEvJ/WWJ75Jlo9+PWC5zZnzOXLL9DUy6aLm8sClrZiUBwAAAAAALAXsiEHt2rXt148etV5HtrAjR47Yr9eqVatC2gUArry1ZLf8tO2Y5X33XNJS+rWs6/E2oeyGdYi3vF2zsAEACCTREWHyzKiO8u9rOkl0hOufmq8v3iU3vrdKUtOcJ+0BAAAAAAAEbAC7des/SrPu27fPrcfs37/ffr1NmzYV0i4AsLJq9wl58Ydtlvf1bl5b/jywpcfbhPJxSdt6EmmRYTZ3E+tgAwAC01UXJMicu/pKs7pVXG6zcvdJo6T4yt0nPNo2AAAAAADg+wI2gN22bVv79U2bNklubm6xj1m7dq3l4wGgIh0/lyX3fLRO8izWva4bEyUvX99FwkJDvNI2lF216Ajp27KO0+1bj6TJnuPpXmkTAAAVrXVcjHx9d18Z0dG6Eok6lpYlY95ZKVN/2mkspQIAAAAAABDQAezevXtLVFSUcT09PV3WrFlT5PZZWVkF1oa85JJLKryNAKBB6/s+Xi+paVlO92nM+tXRXYwgNvzb0MQ4y9vnJZGFDQAIXFWjwo2+zJQr20tEmPVkPI1bv/D9Nrl1xmo5lZ7t8TYCAAAAAADfE7AB7KpVq8rAgQPt/58+fXqR23/55ZeSlpZmX/+6f//+Fd5GAHht0U5ZtvO45X0PDm4tPZvV9nibUP4ubRcr4RZZ9PM2sQ42ACCwhYSEyNheTeTzCb2lQY1KLrf7adsxGf7KUlm7/5RH2wcAAAAAAHxPwAaw1aRJkwoEsJOTky23y8jIkMmTJ9v/f8cdd0h4eLhH2gggeC3feVxeWrjd8r4BrerKxAHNPd4mVIwalSOlV3PnyQibDp2RAyczvNImAAA8qVPDGvLdvX3lkjb1XG5z+EymXPvmCnlv2R6x2SgpDgAAAABAsPK7APbevXuNWfzmpajM6uHDh0u/fv3sJcJHjBghGzduLLDNiRMnZOTIkbJz50579vXDDz9cwe8CQLBLPZspf/54nViNzcZXj5b/XtdZQln3OqAMTbReA3R+ElnYAIDgmdD17tgL5a9DWhtLpVjJzbfJk99ulgn/+03OnM/xdBMBAAAAAIAP8Eia8bBhw+Tw4cMFbjty5I8Be12funPnzk6Pmzt3rtSvX79Mrz1r1izp3r27pKSkGMFvfZ0BAwZI8+bN5dixY/Ljjz8aGdhKs64//fRTqVGjRpleEwCKkpuXL/d8tE6On3Ne51HLTL82povUqhLplbah4gxuHyuPzd5krPVZeB3s2/s381azAJ+VnZ0tn3zyiXz00UdGFZ2jR49KzZo1pWnTpjJq1Ci5+eabpU6dOhXy2itWrJCZM2fKypUrjf6jLjNTqVIliY2NlS5duhiTH6+66iqJioqqkNcHAplO0Jt0UQvp2qim3PvROklNy7Lc7vvko7IlZZm8fkNXSWxQ3ePtBAAAAAAAAR7A3rx5s+zbt8/l/enp6bJhwwbLgcuySkhIkEWLFsno0aNl/fr1Rim6xYsXGxdHdevWlWnTphVYNxsAKsJ/f9wuq/actLzv4SFt5ILGtTzeJlS8OlWjpHvTWrJyd8G//dr9pyXlzHmJr+56XVAg2GzdutXedys8AVIvGmB+4YUXjL6bTpQsL1qZ59Zbb5U5c+Y43adBbL1o1Z7PPvvMWH5mxowZ0qdPn3J7fSCY9GxWW767t5/c98k6Wb7zhOU2+09myKg3fpHJI9rJDT0aGRW4AAAAAABA4AuKhZ7btGkjq1atko8//rhAFo9mWjdr1szI4hk/fnyFZfEAgOmnbaky9addlvdd2i5WbuvX1ONtgucM6xDvFMBW3ycdkZv78LcH1MGDB40JhWb1Hg1Y9e/fv0D1nPPnz0tqaqqRCT1//ny55JJLyvy6+pyDBg0qEDTXCY6aca0TIvW1tQ+5e/du475du3bJ4MGDjYmSPXr0KPPrA8GobkyUfHBLD3ll4Q55ZdEOy6VVsnPz5bHZSfLrnpPy9KgOUjUqKH7CAgAABIy8jNPGv1ohVX9bBYK4uDijqiwAoOJ45Ne/ll4sL02aNDGyqEsqMjJSxo4da1wAwBsOnz4vD3xSMJvQlFCzkrx4dScyiwLcZe3jZPKcZKfb5xLABuzGjBljD143btzYyIbu1KmT/f7jx4/L9ddfLwsXLpScnBy55pprjGByWZeAee655+zBaz0WP/nkk/LAAw8YpcNN2gfVsuYTJkyQM2fOGMvQ3H777bJx48YyvTYQzMJCQ+T+S1vJBY1ryn2frJeT6dZVuL7ecFiSDp+RN264QFrHxXi8nQAAACil/x/Lz8/Pl0OHDnm7NQAAP8H0dQDwgJy8fLl71lo5lZHjdF9EWIhMHdNVqleO8Erb4Dmx1aLlwsY1Zc2+UwVuX733pBxLyzIy0YBgNnfuXFm6dKl98uE333wjHTp0KLCNVszRoHbHjh2NbOiTJ0/K888/L08//XSZXnv69On26/fee688+uijTttoYFuD5+Hh4UbgXG3atMm4FG4ngJLp36quzL23n9zz0VpZvbfgedK0+1i6XDl1mTw1soNcfUFgZO8AAAAEjZBQCatSU/xZXvopEVu+t5sBAEGBADYAeMDz87caax1beWx4O+nUsGyZg/AfQxLjnALYOhn5++QjcmPPxl5rF+ALpk6dar8+btw4l0HhKlWqyJQpU+TGG280/v/WW28Z/9fAcmmcPXtW9u3bZ/+/rr9dFC1dXrlyZSMDW23fvp0ANlAO4qpHy6zbe8qLP2yTt37+vVx/YZk5+fLQZxvk1z0n5IkrEqVSZJjH2wkAAICS0+B1wl0zxJ8dnDpO8s6d8HYzACAohHq7AQAQ6H5IPiLvLN1jed/wDvEythdBy2AytEO85e3zk454vC2ALzl37pxRFtw0fvz4Ire/6qqrpGrVqsZ1zcJesmRJmV7bUc2aRWcFaKC8WrVq9v9rKTwA5SMiLFT+PrStvDv2QqleyXV1mk/XHJQ/vb5cdh0r+P0FAAAAAAD+jwA2AFSgAyczjCwhK01qV5Znr+rAutdBpkGNSpYZ9yt2n3C57icQDH755RfJysqyZ1h369atyO2jo6OlV69e9v8vWrSo1K9dt25d4/lMycnOa9U7OnbsmKSmptr/77hGN4DyMahdrHx7T1/plFDd5TZbj6TJFa8uk282HPZo2wAAvic7O1tmzpwpw4YNk8aNGxt9u/j4eOndu7e8+OKLcvz48Qp77RUrVsikSZOka9euUqtWLYmIiDAmO7Zs2VKuvfZamTVrlr2fCwAAAPdQQhwAKkhWbp7cNWutnM3MdbovMjxUpt7QVWKiWfc6GA1NjJMNBwqWlM/Lt8mCzUfkum6NvNYuwJu2bNliv67luN0pB66DhAsWLHB6fEnpIOPQoUPlq6++Mv7/1FNPyWWXXWaUCbfy8MMP27OuBw4cKK1atZKySEpKKhCML+mAKRCoGtaqLJ9N6C1Pz90i03/Za7lNenae3PPROvl1z0l5bERbiQqnpDgAqNL2LbRf4m+2bt1qLAGzfv36ArcfOXLEuGh/6YUXXpBp06YZAe7ycuLECbn11ltlzpw5TvelpaUZl507d8pnn30mkydPlhkzZkifPn3K7fUBAAACGQFsAKggz8zdKhsPnrG874kr2kv7+q4zihD4Aexn5211un1eEgFsBK9t27bZr2vWjDsaNWpUYOCyLJ5++mkjGK7lxNeuXSsdO3aUxx9/3BhkTEhIMLKuN27cKM8++6wsW7bMeEy7du2MgdCy0tdcuXJlmZ8HCEQ66e+fV7SXbk1qycNfbJRzWc4TA9XMlftk/YHT8voNXY3ANwAEu2DpWxw8eNCYUHj48O/VOLTCWf/+/aV58+ZG/+3HH3+U8+fPG9VzRo4cKfPnz5dLLrmkzK+rzzlo0KACQXOt6tOlSxd731Gr+uzevdu4b9euXTJ48GCjalCPHj3K/PoAAACBjgA2AFSA7zamuMwUGtm5vlzfraHH2wTf0bh2FWkXX002p5wtcPvyncflzPmcItf8BAKVZrCYYmNj3XpMXFyc/bqug10Wbdq0keXLl8vll18u+/fvNwYZb775Zstta9SoITfddJP861//kpiYmDK9LgD3DO8YL+3qV5NJH66VLYXOn6ZNh87IsFeWyr+v6SSD2/9xfAAABK4xY8bYg9c6CVKzoR2Xd9HS4ddff70sXLhQcnJy5JprrjH6edqfK4vnnnvOHrzWoPmTTz4pDzzwgFSqVMm+jc1mk08++UQmTJggZ86ckYyMDLn99tuNSZEAAAAoGmtgA0A523M83cgQstK8bhX5159Y9xoiwzo4D6zn5Nlk4ZajXmkP4G2ahWxyHPgriuN2jo8vLc263r59u7z22mvGOtyuaHlxLVNJ8BrwrKZ1qshXk3rL6O6uJwKmZebKHTN/k399t1ly8n4v9Q8ACExz586VpUuXGtcjIyPlm2++KRC8VnXq1DGC2s2aNbNPenz++efL/NrTp0+3X7/33nvl0UcfderD6u9+DZ6/++679ts2bdpkXAAAAFA0AtgAUI4yc/KMzCCr8pbREaHyxo0XSJUoil9AZEhivOXtczcd8XhbAF+QmZlpv64DkO6IiooqUMaxrDRDZ+LEiXL//fdLenq6keE9atQoueOOO+Taa6+1lzbXTJrevXvLnXfeKXl5eWV+XQDui44Ik2dGdZT/XNtJKkW4Xu/6naV75Lq3Vsjh02U/NgAAfNPUqVPt18eNGycdOnSw3E4nJk6ZMsX+/7feektyc62XpHDH2bNnZd++ffb/68TGomjp8sqV/1jeQidMAgAAoGhEUQCgHD3xzWaXZS2fGtlBWsWSrYfftahXVVrFVpXtRwtmjS7ZccyYAFGViQ4IMtHR0fbr2dnZbj0mKyurxFnbruzYscNYD1HXUdTAuGZha4A6PDy8QBnIjz/+2CgDqQOXb7/9toSFhcnrr79epteuWrWqJCYmluk5gGAzqmuCdGhQXSZ+uFZ2plpXYFi7/7QMf2Wp/Pe6znJR63oebyMAeFPPnj1L9bikpKRyqWxT0bSNWhbcNH78+CK3v+qqq4w+nD5Os7CXLFlS6rWwC38+NWvWLHJ77U9Wq1bNKCGu8vOpEAIAAFAcRscBoJx8te6gfPTrfsv7rr0wQa6+IMHjbYLvZ2FvP7qjwG3ZufmyaGuqXNGpvtfaBXiDBnFLmk3tuJ3j40tKM3A001qD1+rNN9+0XP9ay0Bqho2Wohw8eLBx2xtvvGFs271791K/vgavV6xYUerHA8GqZWyMzLmrjzw2O0m+WnfIcptTGTkyfvpqueuiFnLfoJYSHkYRMgDBobR9i169esnKlSvF1/3yyy/2yYyaYd2tW7diJ0vqe1uwYIHx/0WLFpU6gF23bl3j+cwKQsnJydKqVSuX2x87dkxSU1Pt/y9c5hwAAADOCGADQDnYmZomj3yZZHlfm7gYeeIKMutgvQ72KwsLBrDV/KQUAtgIOrVr17ZfP3rUvbXgjxz5o+R+rVq1Sv3aX3zxhZFtpFq3bm2UoCzKpZdeKoMGDZIff/zR+P+0adPKFMAGUHq6NIuWE+/RtJZM/jrZmAhWmM0m8tpPO2XNvpPyyuguUi/mj4oPAAD/tGXLFvt1LR3uWDXHla5du9oD2I6PL6mIiAgZOnSofPXVV8b/n3rqKbnssssKlAl39PDDD9uzrgcOHFhksLs42mfVQHxpMGESAAC4Utr+hTmeVhEIYANAGWVk5xrrXp/PcV4HtUpkmEy9oatUinS9RiOCV+vYGGlap4rsOZ5e4Pafth6T89l57DcIKho4NjmuKViU/fv/qHrRpk2bUr/2/Pnz7dcvvvhiI9O6OJqxYwaw16xZU+rXBlB2+p29vnsj6ZBQXe76cK3sPfF7idbCVu4+KcNeXiavjO4svZvX8Xg7AQDlZ9u2bfbrjRs3dusxjRo1sl/funVrmV7/6aefNoLhWk587dq10rFjR3n88celT58+kpCQYGRdb9y4UZ599llZtmyZ8Zh27doZEx/LQl/PHzLkAQCAf1npg/0L6qcBQBnoeqhatrLwOsamZ67qKM3rlr6sLQJ/wH1oYpzT7ToZ4uftf5SYA4JB27Zt7dc3bdpklPUujg4WWj2+pA4dOmSZCV4ULSNuOnPmTKlfG0D5aV+/unx9T1+jwokrx89lyY3vrpLXFu2Q/HybR9sHACg/J06csF+PjY116zFxcX+cH3Qd7LLQyZPLly+3B8V37dplLCvTsmVLqVSpknH7iBEjjOB1jRo15J577jEGhhs2bFim1wUAAAgWBLABoAw+W3NQvlxrvebijT0bUQYaxRrWId7y9rmb/iiNDASD3r17S1RUlHE9PT292KxmXfPQcXZoadcwVDrIWNLBTMdBUx2UBOAbqkVHyNQxXeWfl7eTiDDragoat37xh+1y8/TVcjI92+NtBACUnWYiW/XliuK4nePjS0uzrrdv3y6vvfaasQ63K1pefPTo0RITE1Pm1wQAAAgWBLABoJS2pJyVx+dYr/GQ2KCaPDa8ncfbBP/Tvn41SajpPOCycMtRybQoSw8EqqpVqxprApqmT59e5PZffvmlpKWl2de/7t+/f6lf27Gc5E8//eTWYxYtWmS/3qJFi1K/NoCKqXByc5+m8tmE3tKghuugxpLtx2T4K0vlt31ly8IDAHheZmam/XpkZKRbjzEnS6rz58+XuQ3Hjx+XiRMnyv33329MwNQM71GjRskdd9wh1157rb20+SeffGJM1rzzzjslL4/feAAAAO5gDWwAKIVzWbnGGotZuflO98VEh8vrYy6Q6AjWL4Z7g+yahf32kt0Fbk/PzpNlO47LoHbulcMDAsGkSZNk7ty59gC2llps376903YZGRkyefJk+/91kDA8vPTd2kGDBhmZM+Z6iDNnzpSbbrqpyOC1rnnomFUDwPd0blhDvru3rzz46QZZuNV6aY6UM5ly3Vsr5eEhbeS2fk2N8zIAwPdFR0fbr2dnu1dNQyv4lDRr25UdO3YYFYAOHjxoBMa1L6kBasc+qS459vHHH8uECRPk7Nmz8vbbb0tYWJi8/vrrZZr0mZiYWKa2AwAAFNazZ08pjaSkpHKpbGOFADYAlJD+CP37l5tk9/F0y/tfuLqTNKpd2ePtgv8akhjnFMBWc5NSCGAjqAwfPlz69esnS5cuNQYYdd3AOXPmGOUZHUt3awnGnTt32rOvH374Ycvn27t3rzRt2tT+/2nTphlrE1q9bqtWrYwSkGZAXLNobr/9dmOQ0fH4/9lnnxn3m3Qdw+uvv76cPgEA5a1G5Uh5Z+yF8s7S3fL899skz2Ld69x8m/xr7hb5de9JefHqTlK9coRX2goAKFkgt6TZ1I7bOT6+pHJzc41Maw1eqzfffNOyj6mTorTfWqdOHRk8eLBx2xtvvGFs271791K9tgavV6xYUeq2AwAAWClt/6JXr14FlvgrT5QQB4AS+t+q/fLNhsOW993Sp6kRjARKonNCDYmv/kcGgenHzUcl2yLLHwhks2bNkvj4eHsAunPnznLxxRfLbbfdJldeeaVR7tvMftYMl08//bTMa1Dr83zwwQdSuXJle0lKLQepwemrr77ayJrRwcdmzZrJddddJ2fOnDG202wbba9jOUoAvic0NETuHNBcPr6jp8RWc/19XbD5qIx4balsPHjao+0DAJRc7dq17dePHj3q1mOOHDliv66TIEvriy++MLKNVOvWrWXcuHFFbn/ppZcaFX8cJ1UCAACgaASwAaAEkg6dkSe/2eyyTOXfhrbxeJsQGAPrl7V3nvhwNjNXftl13CttArwlISHBKNGtgWsz63nx4sXy3nvvyddff22UD1d169aV2bNnF1g3uyx69OhhrH+tmdimlJQUY4DyrbfeMso/akDdpJndCxculL59+5bL6wOoeN2a1JLv7u0nfVvUcbnNgZPn5eo3VsjMFXuN4w8AwDdp4Ni0b98+tx6zf/9++/U2bUr/233+/Pn26zrR0p3lJ7TcuGnNmjWlfm0AAIBgQQAbANx05nyOTPpwrWTnOWfEVq8UIa+N6SKR4RxWUTq6DraV+Ul/ZAkAwUIHFFetWiUzZsyQIUOGGJnQkZGRUq9ePWNNnueff142b95slP4uT1rKMTk52Qha6xrYbdu2lerVqxtlxKtVqyYtW7Y0yoVr1vW2bdukT58+5fr6ACpenapRMuOW7nL/oFbiKt6gfb3H5yTLPR+tk3NZuZ5uIgDADdpPM23atMko612ctWvXWj6+pA4dOmSZCV4ULSNuMqv5AAAAwDXWwAYAN2gGzl8/3yD7T/6e+VfYf67tJAk1WfcapXdB45rGoPrxc1kFbv8++Yg8NTJRwsOYHIHgogHrsWPHGpfSatKkSYkzKLWcuK5pqBcAgSksNET+PKilXNikpvz543Vy/Fy25XbfbkyRzYfPytQbukrb+GoebycAwLXevXsby7hkZWVJenq6kdWsEx1d0e0c12d0zIguqUqVKtmvnzx50q3HnDhxwn69rMvfAAAABANGwwHADdOW75Xvk63X1ZowoLkMbBvr8TYh8AbThyQ670enMnLk1z3uDYoAAAD39WlRxygp3r2p63VQdx9Pl5FTl8unaw54tG0AgKJVrVq1wFIy06dPL3L7L7/8UtLS0uzrX/fv37/Ur92oUSP7dV2Cxh26RI6pRYsWpX5tAACAYEEAGwCKseHAaXl67hbL+7o3qSUPDf5jvVSgLIYmWpcRn5uU4vG2AAAQDGKrRcus23rIpIuau9wmKzdf/vr5Rnnw0w2SkU1JcQDwFZMmTSoQwNalYKxkZGTI5MmT7f+/4447jKo7pTVo0CD79a1bt8rMmTOLDV4vWLDA/v/LLrus1K8NAAAQLAhgA0AxXvh+m+TmO5egrV0lUl4Z3YXSzig3PZrWkpqVI5xu1+z/PIt9EAAAlJ325f46pI28f/OFUr2S83nY9MXag0Y29s7Ucx5tHwDA2vDhw6Vfv372EuEjRoyQjRs3OpXuHjlypOzcudOeff3www9bPt/evXslJCTEfnGV1a2v26pVqwIB8TfffFPy8vIKbKdL2Xz66acFlqZp2LChXH/99WV41wAAAMGBqAsAFOFcVq78suu40+0hISL/va6zxFWP9kq7ELgD6Je1j3O6/Vhalvy275RX2gQAQLC4pE2sfHdvX+nc0PXapNuPnpMrXlsmc9Yf8mjbAADWZs2aJfHx8fYAdOfOneXiiy+W2267Ta688kqj3LeZ/axZ1xpQLusa1Po8H3zwgVSuXNn4f2ZmpkycONEITl999dUyYcIEGT16tDRr1kyuu+46OXPmjLGdrtmt7dV/AQAAUDQC2ABQhI0HTotV4uvt/ZpJ/1Z1vdEkBLghic4BbDWPMuIAAFS4hJqV5dM7e8ktfZq63CYjO0/+/PF6efSrTZKZUzDbDgDgWQkJCUaJbg1cm1nPixcvlvfee0++/vpro3y4qlu3rsyePbvAutll0aNHD2P9a8dM7JSUFPniiy/krbfeko8//tgIqJuaNm0qCxculL59+5bL6wMAAAQ6AtgAUIR1B05b3j7URZARKKvezetItWjn9djmJx2RfMqIAwBQ4SLDQ2Xy5e3kzRu7SkyU6zVSP1y1X6564xfZdyLdo+0DABTUpk0bWbVqlcyYMUOGDBliZEJHRkZKvXr1pGfPnvL888/L5s2bjdLf5al79+7GutsatL7pppukbdu2Ur16dQkLC5Nq1apJy5YtjXLhmnW9bds26dOnT7m+PgAAQCBz/WscACDr9p+yHNRsX7+6V9qDwKf716B2sfLl2oKlSVPOZMr6g6ela6OaXmsbAADBZEhivLSNryaTPlwryYfPWm6jt494ZZm8cE1HY3sAgHdowHrs2LHGpbSaNGliZHCXtJy4rnHtuM41AAAAyo4MbABwQX+4rt3vnIGdWL+aEWQEKsowFwPgmoUNAAA8p3HtKvLFxN4ypkcjl9ukZeXKhP+tlSnfbJbs3HyPtg8AAAAAgEBEBAYAXNh/MkNOpmc73d6FDFhUsL4t60iVyDCn2+duSilxRgAAACib6IgwefpPHeSl6zpLZYvzs+n95XvkurdXyKHT5z3aPgAAAAAAAg0BbABwYZ1F9rWihDM8MVA+sG2s0+0HT513WcIUAABUrJFdGsjXd/eVVrFVi+w/Dn9lqfy0NdWjbQMAAAAAIJAQwAYAF9ZarH+tujSq4fG2IPgMTYyzvF2zsAEAgHe0qFdVZt/VR0Z1beBym9MZOTJ++mp5fv5Wyc2jpDgAAAAAACVFABsASpCBHVstSuKrR3ulPQguF7WuJ5UinMuUzks6QhlxAAC8qHJkuPz7mk7y/FUdJSrc9U/q1xfvkjHvrpLj57I82j4AAAAAAPwdAWwAsHA+O0+2pJy1LB8eEhLilTYhuFSKDJOLWtd1un3P8XTZdjTNK20CAAC/0/7gtd0aGtnYTetUcbndr3tOyvhpqyU7l0xsAAAAAADcRQAbACxsOnRGcvOds1wpHw5PGtoh3vL2eZuOeLwtAADAWdv4avL13X1keEfrc7bZr5z+yx6PtgsAAAAAAH9GABsALKxzuf51TY+3BcHrkjb1JNKiNOm8JNbBBgDAV8RER8hro7vIk1e2l8gw65/YL/+4Q46ezfR42wAAAAAA8EcEsAHAzfWvw0NDpEOD6l5pD4JT1ahw6d/SuYz49qPnZGfqOa+0CQAAWJcUv6lXE/l8Yi9pUKOS0/3p2Xnyr++2eKVtAAAAAAD4GwLYAFCIzWaTtRYZ2O3qV5PoiDCvtAnBa1iHOMvb55OFDQCAz+mYUENeur6z5X1fbzgsK3ad8HibAAAAAADwNwSwAaCQw2cyJTUty+n2Lg1Z/xqeN7BtrESEhTjdPpd1sAEA8EndmtSSUV0aWN73j6+TJCcv3+NtAgAAAADAnxDABgA317/u2pj1r+F51StFSJ8WdZxu35xyVvadSPdKmwAAQNH+NqyNxESFWy4DMuOXvV5pEwAAAAAA/oIANgAUsnaf8/rXqktDAtjwjqGJ1mXE5yWRhQ0AgC+qFxMt913ayvK+l37cIalnMz3eJgAAAAAA/IXzlHAACHLrDjhnYNeuEikNa1XySnuAS9vFySNfJUlevs0pgD1hQHOvtQsAALg2rldj+XT1Adl2NK3A7eeycuWZeVvlv9dZr5UNAAAA35SX8XvSS0pKiiQkJIi/i4uLkzVr1ni7GQBgiQA2ADjIys2T5ENnnW7v0qimhIQ4r0MMeEKtKpHSs1ktWb7zRIHbNxw4LYdOn5cGNZhcAQCArwkPC5UpV7aX695e6XTfV+sOyejujaR701peaRsAAABKwfZ7YkF+fr4cOnTI260BgIBGABsAHCQfPivZeflOt3dpVMMr7QFMQxPjnQLYan7SEbm1b1OvtAkAABStR7PacmXn+jJn/WGn+ybPSZJv7+lrBLoBAADgR0JCJayK/y41mJd+SsTmPP4JAL6EADYAOFi338X61wSw4WWD28fK43OSzMm+dvM2pRDABgDAhz0yrK38uPmopGfnFbh965E0+d/KfXJzH87jAAAA/kSD1wl3zRB/dXDqOMk755wkAQC+hKneAOBg7X7n9a9DQ0Q6JRDAhnfVi4mWbk2cy4z+tv+UHD2b6ZU2AQCA4sVWi5b7BrWyvO/fC7bLsbQsj7cJAAAAAABfRgAbAByst8jAbh1XTapEUbAC3jcsMc7pNs3I/j75iFfaAwAA3HNznybSsl5Vp9vTMnPluflbvdImAAAAAAB8FQFsAPh/msV66PR5p9spHw5fMSQx3vL2eZsIYAMA4MsiwkLliSvbW973+W8H5bd9zlWAAAAAAAAIVgSwAeD/rbMoH666Nqrp8bYAVuKqR0tXiwkVq/ackBPnKD8KAIAv6928jozoaD0ZbfKcJMnLt3m8TQAAAAAA+CIC2ADw/9ZZlA9XZGDDlwy1yMLW8e4fNh/1SnsAAID7Hh3eVipHhjndnnz4rMxatc8rbQIAAAAAwNcQwAaAIgLY1StFSNPaVbzSHsDKEIt1sNXcTSkebwsAACiZ+OqV5J5LWlre98L326ioAgAAAAAAAWwA+F1OXr5sPHTaMvs6NDTEK20CrDSsVVk6NKjudPuKXSfkdEa2V9oEAADcd2vfptKsrvMEybOZufL8/G1eaRMAAAAAAL6EADYAiMjWlDTJzMl3ur1LQ9a/hu8Z2sE5Czs33yYLKCMOAIDPiwwPlSeuaG953ydrDsi6/ac83iYAAAAAAHwJAWwA0PLhB6wHCln/Gv6yDraal3TE420BAAAl169lXRnqYlmQyXOSJS/f5vE2AQAAAADgKwhgA4CIrN3nHMAOCRHpTAAbPqhpnSrSJi7G6fZlO47L2cwcr7QJAACUzGMj2kmliDCn2zcdOiMfr97vlTYBAAAAAOALCGADgJGB7bz+dYu6VaVadIRX2gOUJgs7Oy9fFm1J9Up7AABAyTSoUUnuvqSF5X0vfL9NTqVne7xNAAAAAAD4AgLYAILeiXNZsu9EhtPtlA+HLxtmsQ62mpeU4vG2AACA0rmtX1OjskphpzNy5IUftnmlTQAAAAAAeBsBbABBb91+5+xr1bVRTY+3BXBXy9gYaV7XecB78bZjkp6V65U2AQCAkokKD5N/XN7O8r6Pft0vGw9a91MBAAAAAAhkBLABBL11B5zXv1ZdCGDDxw3r4FxGPCs33whiAwAA/3BR63oyuF2s0+02m8jkOcmSn2/zSrsAAAAAAPAWAtgAgp5VBnbVqHBpUa+qV9oDlGUdbDWXMuIAAPiVx0e0k6hw55/n6w+cls9+O+CVNgEAAAAA4C0EsAEEtbx8m2w44BzA7tywhoSFhnilTYC72sbHSOPalZ1uX7r9mNg0bQsAAPiFhrUqy10Xt7C877n52+R0RrbH2wQAAAAAgLcQwAYQ1LYfTZP07Dyn27s0quGV9gAlERISYlly9Gxmrhw4ed4rbQIAAKVzR/9mlhPTTqZny79/2O6VNgEAAAAA4A0EsAEENavy4YoANvxFxwTrfTX58BmPtwUAAJRedESY/OPydpb3fbhqnyQd4twOAAAAAAgOBLABBLW1+09Z3t6lYU2PtwUojfb1q1nennz4rMfbAgAAyuaSNrEyqG09p9vzbSKT5yRJvl4BAAAAACDAEcAGENTWWQSwm9apIjWrRHqlPUBJNaldRapEhjndTgY2AAD+afKI9hIZ7vxTfe3+0/LF2oNeaRMAAAAAAJ5EABtA0DqTkSO7jqU73d6lIeXD4T9CQ0OkbbxzFjYZ2AAA+KdGtSvLhAHNLe97dt5WOXM+x+NtAgAAAADAkwhgAwha6w64KB/emPLh8P8y4qlpWXIsLcsr7QEAAGUz6aLmklCzktPtJ9Kz5b8LtnulTQAAAAAAeAoBbABBa93+05a3k4ENf9O+fnXL2zenkIUNAIA/io4Ik8kj2lne98GKvbKZSisAAAAAgABGABtA0Fp3wDmAXSkiTNrExXilPUBptbPIwFasgw0AgP+6tF2sXNS6rtPt+TaRf3ydJDabzSvtAgAAAACgohHABhCU8vNtsm6/cwnxjgnVJTyMQyP8S6vYGIkIC3G6nXWwAQDwXyEhIfLPy9tLpEXfdPXeUzJ7/SGvtAsAAAAAgIpGlAZAUNp9/JykZeY63d6lEetfw/9EhodKy3rOlQMoLwoAgH9rUqeK3NG/meV9T8/dKmmZOR5vEwAAAAAAFY0ANoCgtNbF+tddG7H+NfxTe4sy4nuOp8u5LOeJGgAAwH/cdXELaVCjktPtx9Ky5KUfd3ilTQAAAAAAVCQC2ACCklX5cNWZADYCKICttqSQhQ0AgD+rFBkmj49oa3nf9F/2yrYjaR5vEwAAAAAAFYkANoCgtM4iAzuhZiWpFxPtlfYAZdW+QXXL25MPnfF4WwAAQPm6rH2c9GtZx+n2vHybTJ6TJDabzSvtAgAAAADArwPY2dnZMnPmTBk2bJg0btxYoqOjJT4+Xnr37i0vvviiHD9+vMJee8WKFTJp0iTp2rWr1KpVSyIiIqRatWrSsmVLufbaa2XWrFmSlZVVYa8PwLdoSeVtR50zVbqy/jX8WJs45zWwVTLrYAMA4PdCQkLkiSvaS0RYiNN9q/aclK83HPZKuwAAAAAA8NsA9tatW6VHjx4yduxYmTdvnuzfv98IGB85csQILv/lL3+R9u3by9y5c8v1dU+cOCEjR440guRvvPGGrFu3Tk6dOiW5ubmSlpYmO3fulM8++0xuuOEG4/WXL19erq8PwDdtOHBarJJUulA+HH4sJjpCmtSu7HQ7AWwAAAJDs7pV5bZ+zSzve3ruFmOSJgAAAAAAgaDCA9gHDx6UgQMHyvr16+0zxwcMGCC33HKLXH755VKpUiXj9tTUVCPYvGjRonJ53fPnz8ugQYNkzpw59tvq1q0rgwcPtr92s2Z//PjftWuXcd+qVavK5fUB+N/6113IwIafa1/fuYz4jtQ0yc7N90p7AABA+brnkhYSX915yZujZ7PklYU7vNImAAAAAAD8LoA9ZswYOXz493JmWjpcs6AXL14s7733nnz99ddGNrYGuFVOTo5cc801cvq089q0JfXcc88VCJo/9dRTsm/fPvn+++/tr60Z2B999JFUr/77gH9GRobcfvvtZX5tAP63/nVkeKi0i6/mlfYA5aVdfed9OCfPZgSxAQCA/6scGS6PDW9ned/7y/bIDotlcgAAAAAA8DcVGsDWkuBLly41rkdGRso333wjnTp1KrBNnTp1jCxpMxv65MmT8vzzz5f5tadPn26/fu+998qjjz5qz/Y2aWD7+uuvl3fffdd+26ZNm4wLgMBks9lk3QHnAHaHBtWNIDbgz9pbBLAVZcQBAAgcwzrESZ8WtZ1uz823yT++Tjb6uwAAAAAA+LMKjdZMnTrVfn3cuHHSoUMHy+2qVKkiU6ZMsf//rbfeMtapLq2zZ88a2dam0aNHF7m9li6vXPmPdUO3b99e6tcG4Nv2nciQk+nZTrd3acj61wjMEuJqMwFsAAAChk7EfuKK9hIeGuJ03y+7Tsh3m1K80i4AAAAAAHw+gH3u3DlZuHCh/f/jx48vcvurrrpKqlatas/CXrJkSZle21HNmkWvaxseHi7Vqv2RtZafz1qhQKBad8B6/euujVn/Gv6vbkyU1IuJcro9+fAZr7QHAABUjBb1YuSWvk0t7/vXd1skPav0E8IBAAAAAPC2Cgtg//LLL5KVlWXPsO7WrVuR20dHR0uvXr3s/1+0aFGpX7tu3brG85mSk5OL3P7YsWOSmppq/3/hMucAAsfafc7lw1WXRmRgI3DLiGsGdn4+5UQBAAgk9w5sKbHVnCeupZzJlNd+2umVNgEAAAAAUB7CpYJs2bLFfl1Lh2uWc3G6du0qCxYscHp8SUVERMjQoUPlq6++Mv7/1FNPyWWXXVagTLijhx9+2J51PXDgQGnVqpWURVJSUoFgfEmsWLGiTK8NoOQZ2HHVoiW+eiWvtAeoiDLiP207VuC29Ow82XcyQ5rWqeK1dqF8lLZ/oX0TAEBgqRoVLo8Mayt//ni9033vLt0tV1+QIM3r/l7lDAAAAAAAf1JhAext27bZrzdu3NitxzRq1Mh+fevWrWV6/aefftoIhms58bVr10rHjh3l8ccflz59+khCQoKRdb1x40Z59tlnZdmyZcZj2rVrJ9OmTZOy0tdcuXJlmZ8HQPk6n50nW1LSnG7v2pjsawR2BrZZRpwAtv+jfwEAcHRFp/oya9V+WbXnZIHbc/Js8s+vk+WDW7oba2YDAAAAAOBPKqyE+IkTJ+zXY2Nj3XpMXFyc/bqug10Wbdq0keXLl9uD4rt27ZKbb75ZWrZsKZUqVTJuHzFihBG8rlGjhtxzzz3GoHDDhg3L9LoAfNfGg6clz6KMcpeGrH+NwMrAtpJ8+KzH2wIAACqWBqenXJkoYaHOQeqlO47L98lHvNIuAAAAAAB8MoCtWcgmDRi7w3E7x8eXlmZdb9++XV577TVjHW5XtLz46NGjJSYmpsyvCcB3rTvA+tcIfAk1K0lMlHOBFQLYAAAEptZxMXJz7yaW9z357RajChEAAAAAAP6kwgLYmZmZ9uuRkZFuPSYqKsp+/fz582Vuw/Hjx2XixIly//33S3p6upHhPWrUKLnjjjvk2muvtZc2/+STT6R3795y5513Sl4eP+6BQLVuv/P61xFhIZLYwDpjFfBHoaEh0taijPjmw2fEZnOuQAAAAPzffYNaSt2YP35Pmw6dPi9Tf9rplTYBAAAAAOBza2BHR0fbr2dnZ7v1mKysrBJnbbuyY8cOueSSS+TgwYNGYFyzsDVAHR7+x1vWgfyPP/5YJkyYIGfPnpW3335bwsLC5PXXXy/Ta1etWlUSExPL9BwAypd+39fud87AbhdfTaIjwrzSJqAi18H+tdBamMfPZUtqWpbEVvvj/Az/07Nnz1I9LikpqVyq2wAAfFNMdIQ8MqyN3P/JBqf73l6yW666IEGa1nFdlQwAAAAAgKAIYGsQt6TZ1I7bOT6+pHJzc41Maw1eqzfffNNY/9pqvTAtHV6nTh0ZPHiwcdsbb7xhbNu9e/dSv74Gr1esWFHqxwMof5p9ciztj0kypi6NWP8awbQO9hkC2H6utP2LXr16ycqVK8u9PQAA3zGycwP5aNUB+XVvwUls2Xn58sQ3yTLt5m7Gb2AAAAAAAIK2hHjt2rXt148ePerWY44cOWK/XqtWrVK/9hdffGFkGqnWrVvLuHHjitz+0ksvlUGDBtn/P23atFK/NgDftM4i+1qx/jUCNQPbymbWwQYAIGBpcPqJK9tLWKhzkHrxtmOyYLN7v8sBAAAAAAjYALYGjk379u1z6zH79++3X2/Tpk2pX3v+/Pn26xdffLFbs8y13LhpzZo1pX5tAL5prcX616orGdgIQC3qVZXIcOdTfDIBbAAAAlrb+GpyU8/GlvdN+XazZObkebxNAAAAAAD4TAC7bdu29uubNm0yynoXZ+3atZaPL6lDhw5ZZoIXRcuIm86cOVPq1wbgPxnYdapGSkLNSl5pD1CRIsJCpXVsjNPtBLABAAh891/ayujnFnbw1Hl5ffEur7QJAAAAAACfCGD37t1boqKijOvp6enFZjVnZWUVWJvRMSO6pCpV+iMgdfJkwfW/XDlx4oT9eo0alBQGAklWbp5l6WRd/5p1ABFMZcT3n8yQs5k5XmkPAADwjOqVIuRvQ60nhL/58y7ZdyLd420CAAAAAMAnAthVq1aVgQMH2v8/ffr0Irf/8ssvJS0tzb7+df/+/Uv92o0aNbJf/+mnn9x6zKJFi+zXW7RoUerXBuB7kg6dley8fKfbWf8agYx1sAEACF6jujSQrhZ93ezcfHny281eaRMAAAAAAF4PYKtJkyYVCGAnJydbbpeRkSGTJ0+2//+OO+6Q8PDwUr/uoEGD7Ne3bt0qM2fOLDZ4vWDBAvv/L7vsslK/NgDfs87F+tddGrL+NQJXu/rVLW+njDgAAIEvNDREplyZKKEWxYZ+3JIqi7Ye9UazAAAAAADwfgB7+PDh0q9fP3uJ8BEjRsjGjRudSnePHDlSdu7cac++fvjhhy2fb+/evUa5X/PiKqtbX7dVq1YFAuJvvvmm5OXlFdjOZrPJp59+KqNGjbLf1rBhQ7n++uvL8K4B+Jp1B5zXv9bBvE4NrQN8QCBoGx8jVhXykw+f8UZzAACAhyU2qC439Ghsed8/v94smTkFfx8DAAAAAOArSp/m7KZZs2ZJ9+7dJSUlxQhAd+7cWQYMGCDNmzeXY8eOyY8//mhkYBuNCQ83AsplXYNan+eDDz4w1tHW587MzJSJEyfKlClTjLW569SpI2fOnDHW3NY2mXTNbm2vuXY3gMCwbp9zBnabuGpSObLCD4GA1+j+3axOFdl1rOA6l5QQBwAgeDw0uLV8tylFTqZnF7h9/8kMeXvJbrl3YEuvtQ0AAAAAAK9kYKuEhASjRLcGrs2s58WLF8t7770nX3/9tT14XbduXZk9e3aBdbPLokePHsb6146Z2BpE/+KLL+Stt96Sjz/+uEDwumnTprJw4ULp27dvubw+AN9w5EymHD6T6XQ7618jWMuI70g9R8YVAABBonrlCHl4SGvL+6b+tFMOnPz99zgAAAAAAEEVwFZt2rSRVatWyYwZM2TIkCFGme7IyEipV6+e9OzZU55//nnZvHmzUfq7PGnmt667rUHrm266Sdq2bSvVq1eXsLAwqVatmrRs2dIoF65Z19u2bZM+ffqU6+sD8L71B6zXv+7aiPWvEfja16/mdFtevk22H03zSnsAAIDnXXNBQ+nc0HnyZlZuvjz57WavtAkAAAAAgKJ4rH6uBqzHjh1rXEqrSZMmRgZ3ScuJ6xrX/8fencBXVV+LHl+ZZxIgCSRkDkIgzMosYdJqwQGhVEFlUtHS295Xb7363n319nm9raJ2uK0VRATF+aoVUKQyyCAEEBIEEsaMhIwESELm6X329uaYw96BDOecfYbf9/M5n+7z33ufvdoq7HPWXmu1n3MNwHWk5WvnXyuowIarJrAVGYWVMiKKfwcAAHAF7u5u8ty9yXLvq/vk2q/TX2WWyK7TpTJtcLhR4QEAAAAAYEwFNgAYJT1fW4Ed4u8l8aEBhsQD2FKyTgtxRUZhhc1jAQAAxlEeXFswLkZ33283ZUh9E+NFAAAAAAD2gwQ2AKfV2Nwixwq0ibrR0SHi5uZmSEyALfUJ8JaIYF/NemZhpSHxAAAA4zz1o8Hqg5zXyi2vkTf25hgSEwAAAAAAekhgA3BaJ4sq1dl+1xrN/Gu4eBvxk0VV6ixsAADgOnoHeMu/3pGku+8vO8/KhSu1No8JAAAAAAA9JLABOK105l8DMlSnjXhtY7PkXKw2JB4AAGCc+8dGy4go7b1BXWOLPP95piExAQAAAABwLRLYAJxWms78a6Vz+MhoEthw7QpsBXOwAQBwPR7ubvLcvcPUe+JrfXmiWPaeLTMiLAAAAAAAzJDABuBSFdg3hQdKL1/t7D/A1RLYzMEGAMA1jYoOkftvidbd9++bMqRBZwQPAAAAAAC2RAIbgFO6eLVe8i/VaNZHRzP/Gq5lQIifBPtpH9rIIIENAIDL+tc7k3TvD7LLquXNfTmGxAQAAAAAQBsS2ABcav71mFjah8O1uLm56VZhKy3EW1tbDYkJAAAYq0+At/z6R4N09/3XjrNSVFFr85gAAAAAAGhDAhuAU0rXmX+tGB1DBTZcj14C+3JNoxRV1BkSDwAAMN7C8bG69wg1Dc3yn1+cNCQmAAAAAAAUJLABuEwFdpCPpwwMCzQkHsBIQzuYg00bcQAAXJeHu5s8d+8w3X2fHyuS/VkXbR4TAAAAAAAKEtgAnE5Tc4t8V6BNYI+KCRF3dzdDYgKMlBwZrLuutBEHAACu6+bY3vKTm6N09/37xgxpbG6xeUwAAAAAAJDABuB0zpRcVVsfXmt0NPOv4ZoSQgPEx1P7Vz4V2AAA4JkfJ0mQr6dm/WzpVVm/L9eQmAAAAAAAro0ENgCnk36e+ddAe54e7pIUoW0jnkkCGwAAlxca6CP/cvsg3X1/2n5GSirrbB4TAAAAAMC1kcAG4HTS8rTtwxWjqMCGC0vWmYN94UqtXKlpMCQe4EYaGhpkw4YNMmvWLImNjRVfX1+JiIiQSZMmycsvvywXL1p/NmtaWpo888wzcsstt6jX9vHxkcjISBkzZowsW7ZMja+4uNjqcQCAtT00IVaS+gdp1qsbmuV3W04aEhMAAAAAwHWRwAbgEhXYSgvl3gHehsQD2GsCW0EVNuzRqVOnZPz48bJo0SL58ssvJT8/X+rr69VkcWpqqjz11FOSnJwsW7Zsscr1S0tL5aGHHpKbb75ZXnzxRTly5Ih6bSWpXlRUJOnp6bJu3To1vueff94qMQCArbu1/MecYbr7Nh4tlAPZ5TaPCQAAAADgurSDrgDAgSnVpNll1Zp12ofD1SVHBuuuK3OwJw0MtXk8QEcKCgpk5syZUlhYqL53c3OTlJQUSUxMlLKyMtm+fbvU1taqSeY5c+bI1q1bZcaMGRa7vpIsnzZtmuTk5JjWBg8eLMOHD5e+fftKTU2NZGVlydGjR9VtAHAWY+P6yNzRA+TT9Auaff++MUM+/+Wt4uXBM/AAAAAAAOsjgQ3AqaSf128fPjqG9uFwbUpbUA93N2luaTVbzyisMCwmQM/ChQtNyWuldfjGjRtl5MiRpv1K6/AHHnhAduzYIY2NjTJ//nw1oRwS0vM/5ysqKmT69Omm5LWy/ac//UlGjBihOVapxt65c6dUVVX1+LoAYC+emZUk2zJLpKq+yWz9dEmVvJ2aJ4/cGm9YbAAAAAAA18Hj0wCcSno+CWxAj6+XhySGBehWYAP2QmkJvnfvXnXb29tbNm/ebJa8VoSGhqpJ7YSEBPX9pUuXZOXKlRa5/q9//WvJzs5Wt++//37Ztm2bbvK6Lb4777xTTaADgLMID/KV/3X7IN19f9p2Rkqr6mweEwAAAADA9ZDABuBU0vO186/9vT1kcL8gQ+IB7L2NeFbZValtaDYkHuBar776qml78eLFattuPQEBAfLcc8+Z3q9evVqamsyrBbtKaQn+xhtvqNvR0dGyZs0a8fDw6NFnAoAjWjwxVvfeWanKfmHLKUNiAgAAAAC4FhLYAJxGS0urHNVpIT4iKlg8mdcHSHJkL82a0lH8VDFV2DDe1atX1bbgbZYuXXrd4+fNmyeBgYGmKuw9e/b06PqrVq0ybf/85z+XoCAefALgmpT75ufuTdbdp8zH/jb3ks1jAgAAAAC4FjI6AJyGUklaVaetwBsd09uQeAB7M1Qnga2gjTjswf79+6W+vt5UYT127NjrHu/r6ysTJ040vVfmUXdXc3OzvP/++2bJcQBwZeMT+sq9oyJ19z27MUOamltsHhMAAAAAwHV4Gh0AAFh7/vUYEtiAamgECWzYr5MnT5q2ldbhnp43vk0dM2aMOqf62vO76sSJE1JZ+f2/B8HBwZKYmKi2JN+wYYO88847kpGRIZcvX1bnbyszse+55x5ZtmyZ+Pj4dPua116/fTK+K1JTUy0SAwBc6//MGiLbM0uk+ppRIyeLKuXdg/myeFKcYbEBuLHu3lso9yUAAACA0UhgA3AaaTrzrxWjokNsHgtgj0L8vWVAiJ9cuFJrtp5ZWGFYTECb06dPm7ZjY2M7dU5MTIxp+9Sp7s9l/fbbb03byvzrgoIC+clPfiKHDh0yO66wsFB9bd26VV544QX5+OOPb1gp3tn26QcOHOjx5wCAJfXr5Sv/fNtN8jududcvf3VaZo+IkNBAyzzIA8DyuLcAAACAI6OFOACnrsCO7uMnYUH8sAZcbw72qeIqWoHCcOXl5abtfv36deqc/v37m7aVOdjddf78ebP3P/7xj03J66SkJHn44YdlyZIlasV3m/z8fJk2bZocOXKk29cFAHu3dHK8DAwP1KwrY3te/LL7Dw4BAAAAAHA9JLABOIWqukY5U1qlWad9OGAuOTJYs1bf1CLZF6sNiQdoX4Xcxs/Pr1PntD+u/flddeXKFbO2mUrLcH9/f/noo4/U1uRvv/22rFu3Tk1WK7O2lVbiipqaGrn//vuloaGh29cGAHvm5eEuz92TrLvvv48UyJE8/Q5IAGBryv2YMv5l1qxZajcfX19fiYiIkEmTJsnLL78sFy9etHoMaWlp8swzz8gtt9yiXlsZNxMZGak+BKmMn1HiKy4utnocAAAAzoAENgCn8N35Cmlt1a6Ppn04cMMKbEUGbcRhsLq6OtO2t7d3p85pP4O6tta8NX5XVFdrH+BQZl/Pnz9fsz59+nTZtGmTuLt/fxudlZUl7777brevDQD2btLAULVduJ5/33RCmlt0bsIBwIaUUTLjx4+XRYsWyZdffql2yqmvr1eTxampqfLUU09JcnKybNmyxSrXLy0tlYceekhuvvlmefHFF9WHHpVrK0n1oqIiSU9PVx+GVOJ7/vnnrRIDAACAs2EGNgCnkN7B/OvRVGADZpIHdJDAvlAp9422eTiAiVIl06azFc3KD5Ndrdq+0bUVEydOlPvuu6/D45X9c+fOVWdgKz788ENZunRpt68fGBgow4YN6/b5AGBt/3f2EPn6VKnUNDSbrZ+4UCnvHcqXhyfEGhYbAH0TJkzo1nlKN5qedLaxtYKCApk5c6YUFhaq793c3CQlJUUSExOlrKxMtm/frj7oqCSZ58yZI1u3bpUZM2ZY7PptY2VycnJMa4MHD5bhw4dL37591Y49ygOPR48eVbcBAADQOSSwATiF9PPa+dc+nu4yJEI/WQe4qv69fKVPgLdcqjZPEGYUVhoWE9CWxO1qNXX749qf35NrK66XvG5/TFsCe//+/dITSvJaqQ4CAHsVEewnv5hxk7y4VTv3+uV/nJa7R0RIiH/numcAsI3u3lsoD+odOHBAHMXChQtNyWuldfjGjRtl5MiRpv1K6/AHHnhAduzYIY2NjWqHHSWhHBLS825tFRUVaneetuS1sv2nP/1JRowYoTlWeUBTGUVTVaUdfQYAAAAtWogDcHitra26FdjDBwSLtyd/zAHtKRUJem3ElRbiyr9LgFGUCpU2JSUlnTqn/QzBPn36WOTaiqFDh97wnCFDhpi2lR8i+TESgLN75NZ4SQgL0KxX1DbK63uyDYkJgGtTWoLv3bvXNIJm8+bNZslrRWhoqJrUTkhIUN9funRJVq5caZHr//rXv5bs7O///Lv//vtl27ZtusnrtvjuvPNO3RE1AAAA0CKzA8Dh5ZbXyOWaRs366BjmXwN6huoksCvrmqTgcvdnCAM9pbRabJOXl9fplo1tkpKSun3ta8/tTDV3UFCQ2XsS2ACcnfJg6P+7J1l337p9uXLx6g9jHQDAFl599VXT9uLFi9W23XoCAgLkueeeM71fvXq1NDU19ejaSkvwN954Q92Ojo6WNWvWiIeHR48+EwAAAD8ggQ3Aaedfj2H+NaArOTJYd5024jBS+4rm48ePd+pHxbS0NN3zu+ra+dOdmft4bcI6OFj/3ysAcCZTbgqT24aEa9ZrG5vltV1ZhsQEwDUp92tKW/A2S5cuve7x8+bNMz2kqFRh79mzp0fXX7VqlWn75z//uebhRgAAAPQMCWwADi+tgwT2aBLYgC69FuKKzMIKm8cCtJk0aZL4+Pio29XV1XL48OHrHl9fX282n3HGjBndvnZ8fLz6apOZmXnDc06ePGnWvlyp7AEAV/Dk7T90zGhvw4E8Ka6os3k8AFzT/v371ftBhXIfNnbs2Ose7+vrq873bqPMo+6u5uZmef/9982S4wAAALAsTwt/HgDYXHr+Fc1aRLCv9A/2NSQewN7F9Q0Qf28PqWloNlunAhtGUipiZs6cqc4yVKxfv14mTJjQ4fGffvqpqQpaSSCnpKT06Ppz586VV155Rd3+7LPP5Kmnnrru8coxbXp6bQBwtFEks0dEyBfHiszWG5pa5K9fn5Xn5+i38AUAS2r/MKHSOtzT88Y/cY4ZM0adU33t+V114sQJqaysNHXhSUxMVLsHbdiwQd555x3JyMiQy5cvq/O3lZnY99xzjyxbtsz0sGZPKNdun4jvitTU1B5fHwAAOKeJ3by/UO5NrIUENgCHVtPQJKeKtXNHaR8OdMzD3U2S+gdJ2jUPf5DAhtFWrFhhlsD+xS9+IcnJ2nmrNTU18uyzz5reL1++vFM/Wl7Pz372M/mv//ovaWxsVCt6Nm3apP7YqOfQoUNqAr3NkiVLenRtAHA0v7rtJvnyeJG0tJqvf/jteXk8JVGi+/gbFRoAF3H69GnTdmxsbKfOiYmJMW2fOnWq29f+9ttvTdvK/OuCggL5yU9+ot4jtldYWKi+tm7dKi+88IJ8/PHHN6wU70zr9PZdiAAAACzBHu8vaCEOwKEdK6iQ5mt/OVPbh4cYEg/gyHOwiyvrpPzq9234ACPMnj1bpkyZom4rLSHvuusuOXbsmNkx5eXlMmfOHDl37pyp+vrpp5/W/bzc3Fxxc3MzvZSkeEeUyhklgd5m4cKFZknqNrt371bjUlpHKpQq8Y4S3QDgrAaGB8mc0QM0643NrfJfO84aEhMA16LcE7bp169fp87p37+/aVuZg91d58+fN3v/4x//2JS8TkpKkocfflh9wFGp+G6Tn58v06ZNkyNHjnT7ugAAAK6ECmwATtc+XEECG+jeHGylCjtlUJjN4wHavPfeezJu3DgpKipSE9CjRo2SqVOnqgnmsrIy2b59u1qBrVCqrj/66CMJCbHMn/kvvviipKWlyd69e9U53Mo8wyFDhqiVMh4eHmoyvf2PjhEREer1leQ4ALiaf555k2w6WihN1zxM+klagfxsWqIkhAUaFhsA56dUIrfx8/Pr1Dntj2t/fldduXJF0zbT399ffVhy/vz5Zsd+/fXX8tOf/lQuXryo3sPef//9kpmZKd7e3t2+PgAAgCugAhuAQ0vPv6xZ8/Jw060uBfCDjv4dySyijTiMFRUVJTt37lQT14rW1lbZtWuXrF27Vm3r3Za8DgsLU+dQK3OzLUWZS7h582ZZsGCBaU2Zj/j222/LunXrzJLX48ePl4MHD6ptIwHAFcX2DZD5t2j/DFTy2X/aThU2AOuqq6szbXc2Gdx+BnVtbW23r6086HgtZfb1tclrxfTp09V7WHf373+CzcrKknfffbfb1wYAAHAVVGADcFhKUuPaGb6KoZHB4uvlYUhMgKMY1D9QPN3dNFVTzMGGPVBaLyrJ4Q8++EDef/99ycjIkJKSErXSOiEhQebOnStLly6V0NBQi187ODhYrQJ/4okn1MT1N998IxcuXFBbhivtKZWW4UoVjdLGnMprAK7uFzMGyidHCqShucVsffOxQlkxPVGS+ut3fAGAnvL19TVtNzQ0dOocZURNV6u2b3RtxcSJE+W+++7r8Hhlv3L/qszAVnz44YfqvWx3BAYGyrBhw7p1LgAAQEeU37u6Q+lG05PONtdDAhuAwyq4XCsXdeb1jo6mfThwIz6eHjIwPFBOFVeZrWcUVhgWE9CeUkmzaNEi9dVdcXFx6sNO3ZGSkqK+AAAdiwzxk4XjY2T9/lyzdeWP3j9uOyOrH77FsNgAODclkdvVaur2x7U/vyfXVlwved3+mLYE9v79+7t9bSV5nZqa2u3zAQAA9HT3/kJ5UO/AgQNiDSSwATis9PP686/HxPa2eSyAI1LaiF+bwM65WC3V9U0S4MMtAgAAuLEV0xLlg2/zpa7RvAr7HxklcrygQoZHMdoHgOX17dvXtK106umM4uJi03afPn0scm3F0KFDb3jOkCFDTNtVVVXqKygoqNsxAEBPNNd8/5tqUVGROsbLGfTv318OHz5sdBgALIhfpwE4rLQ87fxrBRXYQOckR/aST9JEUzF1qrhSbo7t/g86AADAdYT38pXFE+Nk9Z5szb5Xtp2W9UvHGRIXAOc2ePBg03ZeXl6nzsnPzzcbWdNd157bmWrua5PVJLABGOp/OpW1tLSoI7MAwB6RwAbgVBXYoYE+EtW7+7OsAFdLYOtR5mCTwAYAAJ31+NREeedAnlQ3NJut7zpdJodzL8ktcdxXALCs9hXNx48fl6amJvH0vP7PnGlpabrnd9W1M6g7M/dRSVi3FxxMdwoAdsDNXTwCHLuTZXP1ZZFW805AAJwDCWwADqmusVkydWb1jokJETc3N0NiAhzN0I4S2BcqbR4LAABwXH0CvOWRW+Plv3ae0+x75asz8v7yCYbEBcB5TZo0SXx8fKS+vl6qq6vVtrETJnT8Z41yXPv5jDNmzOj2tePj49VXTk6O+j4zM1Nmz5593XNOnjxp1r48ICCg29cHAEtRktdRP39LHFnBq4ul+Wq50WEAsAJ3a3woAFhbRmGFNDZ/3+6mvdExjv3UIGBLQb5eEtvXX7OeUaR9OAQAAOB6HpmSIL18tc/Ip2aXy/5zFw2JCYDzUtp2z5w50/R+/fr11z3+008/NVVBKwnklJSUHl1/7ty5pu3PPvvshse3P6an1wYAAHAFJLABOKT0fG37cMXoGOZfAz1tI36m+Ko0NtN+CQAAdF6wn5faSlzPK9vOSOv/zFoEAEtZsWKFWQI7IyND97iamhp59tlnTe+XL19+w3bjN/Kzn/1MvLy81O39+/fLpk2bOjz20KFDagK9zZIlS3p0bQAAAFdAAhuA0ySwPdzdZEQUc6SArhgaoU1gNzS3yNmSG89xAwAAaG/JpDi1nfi1juRdll1nygyJCYDzUtp2T5kyxdQi/K677pJjx46ZHVNeXi5z5syRc+fOmaqvn376ad3Py83NVUeStb2uV9WdmJholkBfuHChWZK6ze7du9W4mpub1fdKm/N77rmnm/+NAQAAXAczsAE4pLT8y5q1pP5B4u/NH2tAVyRHBnfYpr+jGdkAAAB6Anw8ZcW0RHn+ix9mvbZ55avTMm1QmJoUAgBLee+992TcuHFSVFSkJqBHjRolU6dOVRPMZWVlsn37drUCW6FUXX/00UcSEmKZzm0vvviipKWlyd69e9U53PPmzZMhQ4bI2LFjxcPDQ02mHzlyxHR8RESEen3+HAQAALgxKrABOJyiilopqqjTrNM+HLBMC3FFRmGlzWMBAACO76EJsRIe5KNZP3GhUv6RUWJITACcV1RUlOzcuVNNXCuUcQW7du2StWvXqm2925LXYWFh6hzq9nOze8rHx0c2b94sCxYsMK2dPHlS3n77bVm3bp1Z8nr8+PFy8OBBiY6Ottj1AQAAnBkJbAAO52gH86/HxPS2eSyAowvv5SuhgdofmTOLSGADAICu8/XykF/MGKi77w/bTktzC7OwAVhWUlKSmhx+66235M4771STxN7e3hIeHq627F65cqVkZmaqLcctLTg4WK0CV1qFP/LIIzJ48GAJDAwUPz8/iYuLkwceeEBtLZ6amkryGgAAoAvotQvAKdqHK0aTwAa6XYW9+5q5lCcLK6WlpVXc3WlvBwAAuuanY6Nl1e5suXCl1mz9TMlV+fxYodw7aoBhsQFwTkrCetGiReqru5SEs1LB3R0pKSnqCwAAAJZBBTYAh5OuU4Hd299L4vr6GxIP4IxtxKvqm+T85e/b7QEAAHSFj6eH/PPMm3T3/Wn7WWlqbrF5TAAAAAAAx0ECG4BDaWhqkeMXKnSrr93cqBQFuiM5Mlh3nTnYAACgu+aOGaD7gGnOxWr5NP2CITEBAAAAABwDCWwADuVkUaXUN2krNkZHhxgSD+CsFdiKjELtwyIAAACd4enhLr+6fZDuvj9vP6s+mAoAAAAAgB4S2AAcSjrzrwGLi+njL4E+npp1KrABAEBP3DUiUm4KD9SsK7OxPzx83pCYAAAAAAD2jwQ2AIeSfl47/1rpHD4yWr8FMoAbc3d3k6ER2ipsEtgAAKAnPNzd5MkOqrD/uvOs1DU22zwmAAAAAID9I4ENwKGk6VRgDwoPkiBfL0PiAZzFUJ024mVV9VJaVWdIPAAAwDnckdxfd1xJSWW9vHMgz5CYAAAAAAD2jQQ2AIehJNPOX6rVrI+OYf41YL052FRhAwCAnnV6+Zcf6Vdhv7YrS6rrm2weEwAAAADAvpHABuAwjuq0D1eMYf41YJUKbEUmCWwAANBD0weH6z50Wl7dIOv35xoSEwAAAADAfpHABuDQ7cMVVGADPXdTeJB4ebhp1jMKKwyJBwAAOA83Nzf59Y8G6+5bvTtLKmobbR4TAAAAAMB+kcAG4DDSdRLYQb6ekhgWaEg8gDPx9nSXQf2CNOtUYAMAAEuYlNhXJiT00axX1jXJ2m9yDIkJAAAAAGCfSGADcAhNzS1yrEBbCToqOkSdqwfAOnOwc8trpKqOqigAANDzKux/6aAK+81vcuRydYPNYwIAAAAA2CcS2AAcwumSKqlpaNasj2b+NWAxyZHBuusni6psHgsAAHA+Y+P6yNRBYZr1q/VNsnpPtiExAQAAAADsDwlsAA4hPf+K7voY5l8DVq3AVjAHGwAAWMq//GiQ7vr6/TlSWlVn83gAAAAAAPaHBDYAh05gKy3EAVjGkIhe4qbTkT+DOdgAAMBCRkSFyI+G9tOs1zW2yGu7sgyJCQAAAABgX0hgA3AI6fmXNWsJYQES4u9tSDyAMwrw8ZT4vgGadRLYAADAkp780SDdh+bePZAvhVdqjQgJAAAAAGBHSGADsHuXqxsk+2K1Zn0M868Bixuq00b8bEmV1DdpZ9ADAAB0R1L/XnLXiEjNekNzi/z163OGxAQAAAAAsB8ksAHYvaMF+u3DRzP/GrC45MhgzVpTS6ucLblqSDwAAMA5/a/bbhJ3nSrsj749L/nlNUaEBAAAAACwEySwAdi99Dxt+3DF6GgqsAFLS9apwFZkFFbYPBYAAOC8EsMCZe6YKN0H5/6846whMQEAAAAA7AMJbAB2L/28tgLb39tDBvcPMiQewNVaiCuYgw0AACztn2feJJ46Zdh/Ty+Qc6V0fwEAAAAAV0UCG4Bda2lplaP52gT2yKgQ8dDrOQigR0IDfaRfLx/NOglsAABgadF9/OWnY6M16y2tIn/afsaQmAAAAAAAxiOBDcCunSu7KlX1TZp15l8Dtp2DfbKoUpqVX5MBAAAs6BczBoq3p/anic+PFan3HwAAAAAA10MCG4BdS8/Xn389Job514At52DXNDRLXnm1IfEAAADnFRHsJw+Oj9Hd94dtVGEDAAAAgCsigQ3ArqXladuHK0ZRgQ3YNIGtoI04AACwhp9NSxQ/Lw/N+rbMEvnuvP73AQAAAACA8yKBDcCupZ/XVmDH9PFX5/QCsF0LcQUJbAAAYA3hQb6yeFKc7r5XqMIGAAAAAJdDAhuA3aqsa5SzpVc162OovgasKqq3n/Ty9dSsZxRWGBIPAABwfo+nJEigj/b+Y8+ZMjmUc8mQmAAAAAAAxiCBDcBuKe0CW1u166OZfw1YlZubmwzVaSOeWVgprXr/UgIAAPRQ7wBveeTWeN19L391mnsQAAAAAHAhNktgNzQ0yIYNG2TWrFkSGxsrvr6+EhERIZMmTZKXX35ZLl68aPUY0tLS5JlnnpFbbrlFvbaPj49ERkbKmDFjZNmyZWp8xcXFVo8DQOek5+vPuxtNBTZgSBvx8uoGKamsNyQeAADg/B6ZEi/Bfl6adaUCe9+5ckNiAgAAAADYnrY/lxWcOnVKFixYIEePHjVbV5LFyis1NVVeeuklWbdunZrgtrTS0lJ58skn5d1339XsKyoqUl/p6enq9X/+85/LX//6V4vHAKDr0vO18699PN1lSIS2MhSAZSXrVGC3tRHvH+xr83gAAIDz6+XrJY9PTZCVW0/rVmFPHthX7RQDAAAAAHBuVk9gFxQUyMyZM6WwsFB9r3zZTElJkcTERCkrK5Pt27dLbW2tmmSeM2eObN26VWbMmGGx6+fn58u0adMkJyfHtDZ48GAZPny49O3bV2pqaiQrK0tNrivbAOyD0iIw/by2AntEVLB4eTD9ADCiAluRUVgpM4f0s3k8AADANSyZFCdvfpMjF682mK0fPX9Fdp4q5T4EAAAAAFyA1RPYCxcuNCWvldbhGzdulJEjR5r2K63DH3jgAdmxY4c0NjbK/Pnz1YRySEjPWwRXVFTI9OnTTclrZftPf/qTjBgxQrfF+c6dO6WqqqrH1wXQczkXq+VKTaNmnfnXgG0khgWoHQ/qm1o0FdgAAADW4u/tKT+bNlD+4/NMzb4/bDsj0weHi7s7VdgAAAAA4MysWsa4ZcsW2bt3r7rt7e0tmzdvNkteK0JDQ9WkdkJCgvr+0qVLsnLlSotc/9e//rVkZ2er2/fff79s27ZNN3ndFt+dd96pJtAB2O/86zHMvwZswtPDXZL6B+lWYAMAAFjTg+NjpH8vX937kH9kFBsSEwAAAADASRLYr776qml78eLFattuPQEBAfLcc8+Z3q9evVqampp6dG2lJfgbb7yhbkdHR8uaNWvEw8OjR58JwHbSdOZfK6jABmxnqM4c7ILLtVKh0x0BAADAUny9POSfZgzU3adUYTe3tNo8JgAAAACAEySwr169qrYFb7N06dLrHj9v3jwJDAw0VWHv2bOnR9dftWqVafvnP/+5BAVpq8gAOFYFdmSwr/TTqcQAYB1DO5qDXUQbcQAAYF0/vSVaonr7adbPll6Vzd99P6YMAAAAAOCcrJbA3r9/v9TX15sqrMeOHXvd4319fWXixImm98o86u5qbm6W999/3yw5DsBx1DQ0yalibZvi0bFUXwO2lKxTga3IpI04AACwMm9Pd/nnmTfp7vvT9jPS2Nxi85gAAAAAALbhaa0PPnnypGlbaR3u6XnjS40ZM0adU33t+V114sQJqaz8/sf14OBgSUxMVFuSb9iwQd555x3JyMiQy5cvq/O3lZnY99xzjyxbtkx8fHy6fc1rr98+Gd8VqampFokBcGTfna8Qva6Ao6OZfw3Y0pD+vcTdTTT/PpLANk537y+UexMAABzNfaMHyGu7siT7YrXZem55jXyaViD3j40xLDYAAAAAgAMmsE+fPm3ajo2N7dQ5MTE/fPk8depUt6/97bffmraV+dcFBQXyk5/8RA4dOmR2XGFhofraunWrvPDCC/Lxxx/fsFK8M5T26QcOHOjx5wCuKv08868Be+Dn7SEJYYFyrvSq2XoGCWzDcH8BAHAlnh7u8s+33ST//MFRzb7/2nFO5oweID6eHobEBgAAAABwwBbi5eXlpu1+/fp16pz+/fubtpU52N11/vx5s/c//vGPTcnrpKQkefjhh2XJkiVqxXeb/Px8mTZtmhw5cqTb1wVgvfnX3h7uMmyAfjtjALZtI36u7KrUNTYbEg8AAHAtd4+IlMH9gjTrF67Uyoffmn/3BwAAAAA4B6slsJUq5DZ+fn6dOqf9ce3P76orV66YtcxUWob7+/vLRx99pLYmf/vtt2XdunVqslqZta20ElfU1NTI/fffLw0NDd2+NoCeaW1tlfR8bQX20MheVFcAdpLAbm5pldPFVYbEAwAAXIu7u5v86vZBuvv+svOc1DbwUB0AAAAAOBurJbDr6upM297e3p06p/0M6tra2m5fu7rafD6WQpl9PX/+fM369OnTZdOmTeLu/v3/FFlZWfLuu+92+9oAeqbgcq1cvKp9iGR0DPOvASMkRwbrrtNGHAAA2Modyf10uzGVVdXLOwfyDIkJAAAAAOCAM7B9fX1N252taK6vr+9y1faNrq2YOHGi3HfffR0er+yfO3euOgNb8eGHH8rSpUu7ff3AwEAZNmxYt88HXFmaTvW1YgzzrwG7qcBWZBRW2DwWiEyYMKFb5ykdaXrS3QYAACO5ubnJv/xosCxd961m32u7s2TB+BgJ9LHazxsAAAAAABuz2jc8JYnb1Wrq9se1P78n11ZcL3nd/pi2BPb+/fulJ5TkdWpqao8+A3BVevOvFVRgA8YI8feWASF+6pzJ9qjANkZ37y+Uh/UOHDhg8XgAALCVaYPC5ObY3nIkz/yB10vVDbJ+X47804ybDIsNAAAAAOAgLcT79u1r2i4pKenUOcXFxabtPn36WOTaiqFDh97wnCFDhpi2q6qq1BcA29Obfx0W5KMm0AAYQ5lBf61TxZXqLGwAAADbVWHrz8JevSdbKmoabR4TAAAAAMDBEtiDBw82befldW4mVX5+vmk7KSmp29e+9tzOVHMHBQWZvSeBDdheXWOzblXnmJgQ9QcrAPbTRryusUWyy2hJDQAAbGdSYqhMSjR/YF1RVdckb3yTbUhMAAAAAAAHSmC3r2g+fvy4NDU13fCctLQ03fO76tr5052Z+Xhtwjo4OLjb1wfQPScuVEiTTkXnaOZfA4YaGtHRHGzaiAMAANvqqAr7zW9ypPxqvc3jAQAAAAA4UAJ70qRJ4uPjo25XV1fL4cOHr3t8fX292WzGGTNmdPva8fHx6qtNZmbmDc85efKkWfvygICAbl8fgIXnX0cz/xowUvIA/Ye6MgorbB4LAABwbTfH9pHpg8M069UNzWorcQAAAACA47NaAltp2z1z5kzT+/Xr11/3+E8//dRUBa0kkFNSUnp0/blz55q2P/vssxse3/6Ynl4bQPekn9fOv/Zwd5MRUSSwASNFBvtKiL+XZj2ziApsAABge0/e/sPIsvbe2p8rpZV1No8HAAAAAOAgCWzFihUrzBLYGRkZusfV1NTIs88+a3q/fPly8fT07NG1f/azn4mX1/c/tu/fv182bdrU4bGHDh1SE+htlixZ0qNrA+ietDxtBfaQiCDx8/YwJB4A31Nm0OvNwVZaiLe2atv+AwAAWNPwqGC5M7m/Zr2+qUVe/fqcITEBAAAAABwkgT179myZMmWKqUX4XXfdJceOHTM7pry8XObMmSPnzp0zVV8//fTTup+Xm5ur/oje9rpeVXdiYqJZAn3hwoVmSeo2u3fvVuNqbm5W30+YMEHuueeebv43BtBdRRW1UqxTLTE6mvnXgD1IjtS2Eb9S0yiFFVQ5AQAA2/vV7YPEzU27/v6h83LhSq0RIQEAAAAALKRnZc6d8N5778m4ceOkqKhITUCPGjVKpk6dqiaYy8rKZPv27WoFthqMp6d89NFHEhJimXbBL774oqSlpcnevXvVOdzz5s2TIUOGyNixY8XDw0NNph85csR0fEREhHp9JTkOwD7mX4+JpX04YA/0KrAVGRcqZECIn83jAQAArm1w/yC5Z2SkbDxaaLbe0Nwif915Vn4/d4RhsQEAAAAA7LgCWxEVFSU7d+5UE9cKpdXorl27ZO3atWpb77bkdVhYmDqHuv3c7J7y8fGRzZs3y4IFC0xrJ0+elLffflvWrVtnlrweP368HDx4UKKjoy12fQCdl5annX+toAIbsPMEdiFzsAEAgDH+eeZN4uGufQD9o8MFknux2pCYAAAAAAAOkMBWJCUlqcnht956S+688041Sezt7S3h4eFqy+6VK1dKZmam2nLc0oKDg9UqcKVV+COPPCKDBw+WwMBA8fPzk7i4OHnggQfU1uKpqakkrwEDpZ/XVmD3CfCW2L7+hsQDwFx8aKD4eWnn0ZPABgAARkkIC5S5owdo1ptbWuW/dpw1JCYAAAAAgAO0EG+jJKwXLVqkvrpLSTgrFdzdkZKSor4A2J+GphY5fqFCsz46OoSW/oCdUKqbkiKCNO3+Mwu1/+4CAADYyi9n3iSfHb0gjc3mvxX8/egF+dm0RLmpX5BhsQEAAAAA7LgCGwCuJ7OoUk1iX2t0DPOvAXtvI15YUSeXqxsMiQcAACC6j7/cP1bbTU159v1P26nCBgAAAABHRAIbgOHS8/XnX4+JYf41YE+SI4N112kjDgAAjPRP028Sb0/tzxtfHC+SDLrFAAAAAIDDIYENwHDXtiRWKJ3DR0RTgQ3YewW2gh+GAQCAkfoH+8rDE2J19/1x2xmbxwMAAAAA6BkS2AAMl6ZTgT24X5AE+ngaEg8AfYP6BamzsK9FBTYAADCaMu/az8tDs779ZGmHHZ8AAAAAAPaJBDYAQ5VW1UnB5VrN+mjahwN2x9fLQwaGBerOsQcAADBSaKCPLJ0cp7vvD1RhAwAAAIBDIYENwFBHddqHK0bH0D4ccJQ24tllV6W2odmQeAAAANosT0mQIJ0uTnvPXpQD2eWGxAQAAAAA6DoS2AAMldZBAnsMCWzALg3VSWC3tIqcLKYKGwAAGCvE31senZKgu+8PX52R1tZWm8cEAAAAAOg6EtgADKU3j66Xr6ckhGrbFAMwXnJksO46c7ABAIA9WHZrnIT4e2nWD+VeUiuxAQAAAAD2jwQ2AMM0NbfIsYIKzfqomN7i7u5mSEwAul6Brcgs1P67DAAAYGtBvl7yxNRE3X2vfHWaKmwAAAAAcAAksAEY5lRxldQ2aufmjo6mfThgr4L9vCS6j59mnQpsAABgLxZNjJXQQB/N+ncFFbL9ZKkhMQEAAAAAOo8ENgDDpJ/vYP51bG+bxwKg85IjgnUfSGlsbjEkHgAAgPb8vT3l59M7rsJuaaEKGwAAAADsGQlsAHY1/1oxKooKbMCeJeu0EW9oapGssquGxAMAAHCtBeNiJCLYV/ehuy0nigyJCQAAAADQOSSwARgmPV9bgZ0YFiDB/l6GxAOgc5IH6M/BzrhAG3EAAGAffL085BczbtLd98dtZ6SZKmwAAAAAsFsksAEY4nJ1g+RcrNasj4mhfThg75IjtS3EFczBBgAA9mT+LVES3cdPs55VVi0bj14wJCYAAAAAwI2RwAZgiKMdzL8eTQIbsHvhQT7SN8Bbs55RWGFIPAAAAHq8PNzln2cO0t33p+1npbG5xeYxAQAAAABujAQ2AEOkdTD/enQM868Be+fm5iZDdeZgZxZVSmsr7TgBAID9mDMqUhLCAjTr+Zdq5OMjBYbEBAAAAAC4PhLYAOxm/nWAt4cM6hdkSDwAet5GvKquSQou1xoSDwAAgB5PD3f51W36Vdj/teOs1DU22zwmAAAAAMD1kcAGYHPNLa26LcRHRoeIh7ubITEB6JpknQpsBW3EAQCAvZk9PEKS+msflC2qqJMPDuUbEhMAAAAAoGMksAHY3LnSq3K1vkmzTvtwwBkS2JU2jwUAAOB63N3d5Mnb9auw//p1ltQ2UIUNAAAAAPaEBDYAm0vvYP71mJjeNo8FQPfE9Q1Q2/5fiwQ2AACwR7cP7ScjorQjUC5erZe3U3MNiQkAAAAAoI8ENgC7mH+tGBVNBTbgSJVMQyK0Vdi0EAcAAPbIzc1N/uVHg3X3rdqdJVV1jTaPCQAAAACgjwQ2AJtL06nAju3rL30DfQyJB4Dl2oiXVNarlUwAAAD2JuWmUBkbp+36dLmmUdbtowobAAAAAOwFCWwANlVR2yhnS69q1mkfDjie5EhtG04FbcQBAICjVWGv2ZMtV2oabB4TAAAAAECLBDYAmzpWoN8+fHQM7cMBRzNUpwJbQRtxAABgryYk9JVbB4Zq1qvqm2TN3mxDYgIAAAAAmCOBDcCm0vI6SGBHU4ENOJpB/YLEy8NNs04FNgAAsGdP/miQ7rrSRpxRKAAAAABgPBLYAGwq/bx2/rWvl7skRQQZEg+A7vP2dJebwrX/7maSwAYAAHZMGV80Mylcs17T0CyrdmUZEhMAAAAA4AcksAHYTGtrq6TnayuwRwwIES8P/jgCnKWNeM7Farla32RIPAAAAJ3xq9v1q7A3HMiT4oo6m8cDAAAAAPgBGSMANpN9sVoqahs168y/BhxXcgdzsE8WUYUNAADs17ABwTJreH/Nen1Ti7z69TlDYgIAAAAAfI8ENgCb0au+VoyOYf414KiSI4N112kjDgAA7N2vbhskbm7a9Q++zZfzl2qMCAkAAAAAQAIbgC2l52vnXyuowAYc15AO5tdnFFbYPBY4l4aGBtmwYYPMmjVLYmNjxdfXVyIiImTSpEny8ssvy8WLF20az5NPPilubm6mV1xcnE2vDwCwvJv6Bcm9IyM1643NrfKXnWcNiQkAAAAAQAIbgA2l6VRgDwjxk369fA2JB0DPBfl6SVxff816BhXY6IFTp07J+PHjZdGiRfLll19Kfn6+1NfXS3FxsaSmpspTTz0lycnJsmXLFpvEc+jQIfnzn/9sk2sBAGzrn28bJB7u2jLsT9IuSM7FakNiAgAAAABXRwIbgE1U1zfJ6WJtQovqa8A524ifKamShqYWQ+KBYysoKJCZM2fK0aNH1fdKtfPUqVNl2bJlcvfdd4ufn5+6XlpaKnPmzJGdO3daNZ7GxkZ59NFHpaWFf54BwBnFhwbIT8ZEadabW1rlz9vPGBITAAAAALg6EtgAbOK7givS0qpdZ/414PiGRvbSbb15trTKkHjg2BYuXCiFhYXqttI6PD09XXbt2iVr166VTZs2qdXYSoK7Lbk8f/58uXJF2+HDUl588UU5fvy4KTYAgPP5xcyB4uWhrcLe+F2h+lAeAAAAAMC2SGADsIl0nfbhCiqwAceXrJPAVtBGHF2ltATfu3evuu3t7S2bN2+WkSNHmh0TGhoqGzdulISEBPX9pUuXZOXKlVZrZf7888+r2w8++KDcfvvtVrkOAMBYUb39ZcG4GM16a6vIH7dRhQ0AAAAAtkYCG4BhCWxvD/cOE18AHLuFuCKTBDa66NVXXzVtL168WIYPH657XEBAgDz33HOm96tXr5ampiaLxtLa2qq2Dldmb/fu3Vv+8Ic/WPTzAQD25efTB4qPp/Ynki9PFMuJCxWGxAQAAAAArooENgCrU5IA6fmXNevJA3qJj6eHITEBsJywIB8JD/LRrGcU8mMvOu/q1auyY8cO0/ulS5de9/h58+ZJYGCgqQp7z549Fo3ntddek3379qnbL730koSHh1v08wEA9qVfL19ZNDFWd9+q3Vk2jwcAAAAAXBkJbABWd/5SrZRXN2jWR0cz/xpwFnrdFJQK7JaWVkPigePZv3+/Wu3cVmE9duzY6x7v6+srEydONL3fuXOnxWI5f/68PPPMM+r2lClTZNmyZRb7bACA/XpiaqL4e2sfsN1yvEjyy2sMiQkAAAAAXJGn0QEAcH7p57XV14oxscy/BpypjfjXp8vM1qobmiXvUo3EhwYYFhccx8mTJ03bSutwT88b36aOGTNGtm3bpjm/p1asWCFVVVXqHG6lPbmbm5tY04kTJ8yS8V2Rmppq8XgAwFX1DfSRhybEyut7ss3Wlefx1uzNlv+YM8yw2ICu6u69hXJfAgAAABiNBDYAq0vL009gj46hAhtwFkM7mGevtBEngY3OOH36tGk7Nla/heu1YmJiTNunTp2ySBwffPCBfP755+r2008/LUOGDBFbtE8/cOCA1a8DALixZZPjZd2+HGlsNu8i89Hh8/K/brtJTXIDjoB7CwAAADgyWogDsLr081c0a8q83MhgX0PiAWCbFuJtbcSBzigvLzdt9+vXr1Pn9O/f37StzMG2RAy//OUv1e1BgwbJv/3bv/X4MwEAjqV/sK/MGTVAs17f1CJv7c81JCYAAAAAcDUksAFYVV1js24Ca0xMb6u3ZAVgO9G9/SXIR9vYJYMENrpQhdzGz8+vU+e0P679+d31q1/9SsrKvm+Fv2rVKvHxocoOAFzR41MTdNffSs2T6vomm8cDAAAAAK6GBDYAqzp+oUKalKFx1xgdw/xrwJm4u7vJEJ0qbBLY6Ky6ujrTtjJ7ujPaJ5hra2t7dP2vvvpKNmzYoG4vXrxYpk+f3qPPAwA4roHhQXLbEG03kIraRvnw2/OGxAQAAAAAroQZ2ACsKj2f+deAK7URP5Rj3sb54tV6Ka2sk/BejAzA9fn6/vDPSENDQ6fOqa+v73LVtp7q6mp5/PHH1e2+ffvKyy+/LLYUGBgow4YNs+k1AQDX98TUBNl+skSzvvabHHl4Yqx4eVAPAPs2YcKEbp134sQJi3S2AQAAAHqCBDYAq0rP186/9nR3k+EDgg2JB4D1JEfq/3utVGGTwEZnkrhdraZuf1z787tKmXWdm/v9XNNXXnlFQkNDxZaU5HVqaqpNrwkAuL5b4vrILbG95XCe+QO5F67UyufHCuW+0VGGxQZ0RnfvLSZOnCgHDhyweDwAAABAV/DIMACraW1tlTSdCuwhEb3Ez9vDkJgAWLcCW09GYYXNY4HjUSqf25SUaCve9BQXF5u2+/Tp063rpqWlyV/+8hd1W2kbrrQPBwBA8fjURN311buz1e86AOyH0sFHGQcza9YsiY2NVbv7REREyKRJk9TuOhcvXrRpPE8++aS4ubmZXnFxcTa9PgAAgKOjAhuA1RRV1ElJ5Q/tXdsw/xpwTgPDA8Xb010amlrM1pmDjc4YPHiwaTsvL69T5+Tn55u2k5KSunXdY8eOSUtLi+nzrtdus6yszLRdVFRkduxvfvMbmT17drdiAADYp5lJ4er9zblS83bKp4qrZPeZMpk2ONyw2AD84NSpU7JgwQI5evSo5mFH5aVUo7/00kuybt06NcFtbYcOHZI///nPVr8OAACAMyOBDcCm7cMVY5h/DTglZRbk4H5BcvyCecU1CWx0xpAhQ0zbx48fl6amJvH09Lxh9bTe+d2VlZWlvjpb5XPw4EHd5DYAwDm4u7vJ8pQE+dePj2n2rdqdRQIbsAMFBQUyc+ZMKSwsVN8r1c4pKSmSmJio3p9t375dHTtTWloqc+bMka1bt8qMGTOsFk9jY6M8+uijpgckAQAA0D20EAdgNXrtwxVUYAOu1UY8/1KNVNY1GhIPHIfS3tHHx0fdrq6ulsOHD1/3+Pr6erP5jNb8IRIA4LrmjBog/Xp9//dTeweyL8nR8/oP7AKwnYULF5qS10rr8PT0dNm1a5esXbtWNm3apHbYURLcbcnl+fPny5Ur1vt398UXX1QfxmyLDQAAAN1DAhuA1aTrJLD7BnhLTB9/Q+IBYNwc7EyqsHEDgYGBph8XFevXr7/u8Z9++qlUVVWZ5l8rlTbdsWTJEnWOaWdeStvJNsoPpO33KZ8DAHA+yniUR26N1923enfnunYAsI4tW7bI3r171W1vb2/ZvHmzjBw50uyY0NBQ2bhxoyQkJKjvL126JCtXrrRaK/Pnn39e3X7wwQfl9ttvt8p1AAAAXAEJbABWUd/ULCd0ElZK9bXS0guAcxoaGay7ThtxdMaKFSvMEtgZGRm6x9XU1Mizzz5rer98+fIbthsHAKC7FoyLkSBf7d8zWzOKJeditSExARB59dVXTduLFy+W4cOH6x4XEBAgzz33nOn96tWr1XE1lqQ80Ki0Dle6BPXu3Vv+8Ic/WPTzAQAAXA0JbABWoVRbNjRpZz6NZv414NSS+geJ3jMqGYXmc7EBPbNnz5YpU6ao28qPf3fddZccO2Y+d7S8vFydX3ju3DlT9fXTTz+t+3m5ubnqQ1NtrxtVdQMAoCfI10semhCrWW9tFXl9T7YhMQGu7urVq7Jjxw7T+6VLl173+Hnz5qkdf9qqsPfs2WPReF577TXZt2+fuv3SSy9JeHi4RT8fAADA1VCqAsAq0vP1Z0ox/xpwbgE+nhIfGiDZZebVSLQQR2e99957Mm7cOCkqKlIT0KNGjZKpU6dKYmKilJWVyfbt29UKbIVSdf3RRx9JSAh/twAArGvp5DhZuzdHGprNH9L9JK1AfnX7TRIe5GtYbIAr2r9/v/rAY1uF9dixY697vK+vr0ycOFG2bdumvt+5c6fMmDHDIrGcP39ennnmGXVbeRhz2bJlFvlcAMCNNdd8/xu08htCVFSUOLr+/fvL4cOHjQ4DsAsksAFYRfp5bQLb3U1kRBRJBsDZJUcGaxLY50qvqqMFfDw9DIsLjkH5wqn8oLhgwQI5evSo2o5x165d6qu9sLAwdSZ1+7nZAABYi5KgnnfzAHn/0HmzdaXr1Pp9ufKvdyYZFhvgik6ePGnaVlqHd2aczJgxY0wJ7PbnW2IMTlVVlTqHW2lPbs2xaSdOnFAT8d2Rmppq8XgAwHBKSxwRaWlpkQsXLhgdDeCwJnbz/kK5N7EWEtgArCIt77JmbVC/IAn04Y8dwNklR/aSzd8Vmq01tbTKmeKrMjxKf0Y20F5SUpIcPHhQPvjgA3n//ffVWdglJSVqpXVCQoLMnTtXbRMZGhpqdKgAABfy2JQE+eDb822/k5psOJAnK6YP5LsOYEOnT582bcfGalv864mJiTFtnzp1yiJxKPern3/+ubqtjLUZMmSIWLt1+oEDB6x6DQBwSG7u4hHguKMrm6svi7Rqx3ECtmKP9xd8uwJgcaWVdXLhSq1mfUys495EAOhaAluPMgebBDY6S6lgWbRokfrqrri4OLWC21KWLFmivgAArikhLFDuGNpftmYUm61X1TXJ+wfz5bGUBMNiA1xNeXm5abtfv36dbsvaRpmDbYkYfvnLX6rbgwYNkn/7t3/r8WcCALpHSV5H/fwtcVQFry6W5qs//N0GQMTd6AAAuEb7cMXoaNqHA67SQlxPBnOwAQCAg3t8qn6Seu03OWo7cQC2oVQit/Hz8+vUOe2Pa39+d/3qV7+SsrIydXvVqlXi4+PT488EAADA90hgA7C4tHxt+3DF6BgqsAFX0CfAWyKCfXUrsAEAAByZ8p1mfHwfzXpxZZ1sPMrcRcBW6urqzDr3dEb7BHNtrbZrXFd89dVXsmHDBnV78eLFMn369B59HgAAAMzRQhyAxaXnayuwg/28JCE0wJB4ABjTRryo4ocflRQni6qkuaVVPNzdDIsLAACgp56YligHc7Tth1/fky3zxkSJO/c6gNX5+v7wwGxDQ0Onzqmvr+9y1bae6upqefzxx9Xtvn37yssvvyy2EhgYKMOGDbPZ9QAAgGuYMGFCt847ceKERTrb6CGBDcCimppb5FiBNoE9KjqEH3IAFzI0Mli2nyw1W6ttbJaci9UyMDzQsLgAAAB6atqgMBncL0hOl1SZrZ8tvSo7T5XKbUM7N48XQM8SuV2tpm5/XPvzu0qZdZ2bm6tuv/LKKxIaGiq2oiSvU1NTbXY9AADgGlK7eX8xceJEOXDggFgDLcQBWNSp4iqpa9TOfhsdw/xrwNUqsPXQRhwAADg6Nze3Dmdhr96TZfN4AFekVD63KSkp6dQ5xcXFpu0+fbSjADojLS1N/vKXv6jbSttwpX04AAAALI8KbAAWld7B/OsxzL8GXEpHCezMwkq5d9QAm8cDAABgSXePjJSX/3FaCq8ZmfJt7mU5kndJbo7tXnIMQOcMHjzYtJ2Xl9epc/Lz803bSUlJ3brusWPHpKWlxfR512u3WVZWZtouKioyO/Y3v/mNzJ49u1sxAAAAuAIS2ACsPv9aMTKaCmzAlQwI8ZNgPy+pqG00W88orDQsJgAAAEvx8nCXR6YkyH98nqnZt2p3tqxZRAIbsKYhQ4aYto8fPy5NTU3i6el5w+ppvfO7KysrS311hjKn++DBg7rJbQAAAGjRQhyARaXpVGAr826VRBYA12qtOTSil24L8dbWVkNiAgAAsKQHxkbrfs/Zllki50qvGhIT4ComTZokPj4+6nZ1dbUcPnz4usfX19ebzWecMWOG1WMEAABA95HABmAxl6obJLe8RrM+hvnXgEvSayN+uaZRiivNW20CAAA4ogAfT1k0MVZ33+vMwgasKjAwUGbOnGl6v379+use/+mnn0pVVZVp/nVKSkq3rrtkyRL1gdzOvNatW2c6LzY21myf8jkAAADoGAlsABZz9Lz+/OvRzL8GXFLyAP052BkXaCMOAACcw+JJceLjqf1p5e/pF6SEh/YAq1qxYoVZAjsjI0P3uJqaGnn22WdN75cvX37DduMAAAAwFglsABaTlqc//3o0FdiAS0qODNZdZw42AABwFqGBPjL/lijNemNzq7z5TY4hMQGuYvbs2TJlyhRTi/C77rpLjh07ZnZMeXm5zJkzR86dO2eqvn766ad1Py83N1cdhdT2ulFVNwAAAKyHBDYAi0nXqcAO9PGUm8KDDIkHgLESQgN0K5KUOdgAAADO4rEpCeLupl1/92C+VNY1GhES4DLee+89iYiIMCWgR40aJdOnT5dHH31U7r33XomJiZFt27ap+5Wq648++khCQnjIHgAAwN6RwAZgEc0trfLdeW1SamR0sHjo/ZoDwOl5erhLUoS2jTgV2AAAwJnE9g2QHw//PoHW3tX6Jnn3QL4hMQGuIioqSnbu3KkmrhXKfOldu3bJ2rVrZdOmTWr7cEVYWJh89tlnZnOzAQAAYL9IYAOwiLOlVeoPNNcaHc38a8CVJUdqE9gXrtTKlZoGQ+IBAACwhidSEnXX39yXI/VNzTaPB3AlSUlJcvDgQXnrrbfkzjvvlOjoaPH29pbw8HCZMGGCrFy5UjIzM9WW4wAAAHAMnkYHAMA5pOfrz78eE0trLsCV6SWwFZmFlTJpYKjN4wEAALCG4VHBMnlgX9l3rtxsvayqXv6edkEeGBdjWGyAK1AS1osWLVJf3RUXF6dWcFvKkiVL1BcAAAC6jgpsABaRnq+df60YRQU24NKSI4N112kjDgAAnM0TU/WrsF/fky0tLZZLigEAAACAsyOB7YDqGmk/BvuTplOBHdfXX/oEeBsSDwD7kNQ/SDzc3TTrGYUVhsQDAABgLbcODNXtPpN9sVq+yiwxJCYAAAAAcEQksB1IVtlV+d+fHpcJv98hl6qZHQr7UVHbKOdKr2rWx8RQfQ24Ol8vD0kMC9CsU4ENAACcjZubmzzeQRX2qt1ZFm1NDAAAAADOjBnYdk75gnsw55Ks2ZMtO06VmtbfOZAnv5x5k6GxofOUdnFfniiW/VkXpbaxWbw93MXTw028PNzVba+2l6eb+XsPN/H2vOa9etw1701r2vOVH1Gs7bvz+vOvR8cw/xrA923Ez5Rc1TyUVdvQLH7eHobFBQAAYGmzhvWXl/r4yflLtWbrR89fkUM5l2R8Ql/DYgMAAAAAR0EC287lldfIA68f0Ky/nZory1MS1Mo22L+Xvjotr+3KMuTaShLb010/Ga4m0Nslw80S6noJ8Q4S7KlZ5brXHk0FNgARGRrRS/6efsFsTRkDeaq4kj8nAACAU/H0cJfHpiTIsxszNPtW78kmgQ0AAAAA9pTAbmhokA8//FDef/99ycjIkJKSEundu7fEx8fL3LlzZcmSJRIaGmqrcOTJJ5+UP/7xj6b3sbGxkpubK/YmLjRApg8Ok69Pl5mtX7zaIBuPXpD7x8YYFhs6J7Ow0rDktaKxuVUam5ulttG21/X1cldn3wKA3ixIRWYRCWwAAOB85t8cLX/aflYz+mvnqVI5XVwlg/meBAAAAADGz8A+deqUjB8/XhYtWiRffvml5OfnS319vRQXF0tqaqo89dRTkpycLFu2bLFFOHLo0CH585//LI5CeXpbzxt7c5ih5QDe2JstrmhEVIhafQAAQztIYDMHGwAAOCNlRMriiXG6+1bvMe7hZgAAAABwFFbPLhUUFMjMmTPl6NGj6ntlHu/UqVNl2bJlcvfdd4ufn5+6XlpaKnPmzJGdO3daNZ7GxkZ59NFHpaWlRRzFxMS+avvVa50tvSq7zphXZsO+FFXUyqbvCsUVMf8aQJsQf28ZEPL93/ftkcAGAADOatHEWPHTGfm16WihXLhiPh8bAAAAAGDjBPbChQulsLDQ1KY7PT1ddu3aJWvXrpVNmzap1dhKgrstuTx//ny5cuWK1eJ58cUX5fjx46bYHIGS9H8sJV5335o9rlnd6yjW78+VJmXQ6zWUOdLKy5ndPSLS6BAA2Hkb8VNFldLU7DgPlAEAAHRW7wBvuX9stGZd+X745jc5hsQEAAAAAI7CqjOwlZbge/fuVbe9vb1l8+bNMnz4cLNjlLnXGzdulBEjRkh2drZcunRJVq5cKb/73e+s0sr8+eefV7cffPBBue222+S9994TR3DXiEh58cvTUlxZZ7a+P6tcMgorJDky2LDYoK+qrlHeO5CvWXd3E9nxL1Mluo+/2gJe+QGjsblFGptapUH5z3avhqbWH7bV/2yVxqYf3jep863b3rd9zjXvdT7LtL/J/L2SSPr+fbtYmn543xke7m7yr3cMlmED+GcSwA+Uv6e+yiwxW6tvapHsi9UyqB9zIAEAgPN55NZ42XAgT5qveaj5/UP58ssZN0mwv5dhsQEAAACAyyawX331VdP24sWLNcnrNgEBAfLcc8/JQw89pL5fvXq1+t7T03LhKYlCpXW4Mnu7d+/e8oc//MFmM7ctwcvDXZZOjpPff3lKdxb2H+8fZUhc6NiH356Xqvomzfqs4RFq8rqtut7LQ3m5i3iLXetMsr2ltVXiQwMkwMeqf7QAcJIKbIXyEBYJbAAA4IyU7313jYiQjUfNx0rVNDTLhgO58k8zbjIsNgAAAACwZ1brYXz16lXZsWOH6f3SpUuve/y8efMkMDBQ3VaqsPfs2WPReF577TXZt2+fuv3SSy9JeHi4OJoHxsVIgLd2htbm7wrVWcuwH0ol87p9ubr7HpuSII7o+2S7u/h7e6qVAmFBPhIZ4iexfQNkYHiQDI3spVZdk7wGoCd5QAcJ7AvMwQYAAM7r8ZTEDsdN1TU22zweAAAAAHDpBPb+/fvVaue2CuuxY8de93hfX1+ZOHGi6f3OnTstFsv58+flmWeeUbenTJkiy5YtE0cU7Ocl94+N0awrVbHKl1/Yjy0niuXCFe1DBePi+8jI6BBDYgIAI/Xv5St9ArStJjIKSWADAADnpTzomzIoTLN+8WqDfHykwJCYAAAAAMDeWa1U8uTJk6ZtpXV4Z9qBjxkzRrZt26Y5v6dWrFghVVVV6hxupT25UklqTSdOnDBLxndFamrqdfcrbcTX78+Ra0ZoyXsH8+UXM26SQKpf7aLV9po92br7ljto9TUA9JTyd6/SRnzv2YuaFuLKn5vW/rvZWXT3/kK5NwEAAMZ4YmqC7DlTpllfszdbFoyLEQ937oMAAAAAoD2rZTtPnz5t2o6Nje3UOTExP1QXnzqlnfXcHR988IF8/vnn6vbTTz8tQ4YMEWtT2qcfOHDAajO0fjw8Qr44VmS2XlXXJB99e16W3Rpvleui8w7mXJLjFyo06wlhATIjyfFa1wOAJSuQrk1gV9Y1ScHlWvXvN9yYte4vAACA9UxM6CsjooLlWIH598S88hrZeqJYZo+IMCw2AAAAAHCpFuLl5eWm7X79+nXqnP79+5u2lTnYlojhl7/8pbo9aNAg+bd/+zdxBh3NUH5zX446exnG6qj6+tFbE8SdJ+sBuLDkyGDdddqIAwAAZ6Z0mnliqv4s7FW7s9RuNAAAAAAAGySwlSrkNn5+fp06p/1x7c/vrl/96ldSVvZ9m65Vq1aJj4+POINR0SEyNq63Zl2pYPtHRokhMeF750qvyo5TpZr1vgHeMnfMAENiAgB7MTSil+56ZhEJbAAA4NzuSO4vcX21HWeU7l2pWT8UAAAAAAAArJjArqurM20rs6c7o32Cuba2tkfX/+qrr2TDhg3q9uLFi2X69OniTB7toApbmaHF09vGWfuNfvX1wxNjxdfLw+bxAIA9iQ8NED+dPwszC7VjFwAAAJyJMuf6sRT97/GrOujiBQAAAACuymozsH19fU3bDQ0NnTqnvr6+y1Xbeqqrq+Xxxx9Xt/v27Ssvv/yy2FJgYKAMGzbMqte4bUg/9ent3PIas/Wj56/IkbzLcktcH6teH1plVfXySdoFzbqPp7s8PKFzc+ABwNl/uB0SESRp+VfM1mkh3nkTJkzo1nknTpywSHcbAADQffPGRMkft52Ri1fNfyPZc6ZMMgorOhy3AgAAAACuxtOaSdyuVlO3P679+V2lzLrOzc1Vt1955RUJDQ0VW1KS16mpqVZPAjxya7z8ZmOGbhU2CWzb23AgTxqatDPI590cJX0DnaN9PQD0lPLD7LUJ7KKKOrlU3SB9AjrXscWVdff+YuLEiXLgwAGLxwMAADpP6cq1dHK8vPSP05p9r+/Jlj8/MNqQuAAAAADAZVqIK5XPbUpKOjeXubi42LTdp0/3ErBpaWnyl7/8Rd1W2oYr7cOd1U9ujpYQfy/N+leZJZJzsdqQmFxVbUOzbEj9/qGJ9tzcRH3QAADwveRI/TnYStURAACAs3tofKwEeGtHqnx+rEjOXzLvsAYAAAAArspqFdiDBw82befl5XXqnPz8fNN2UlJSt6577NgxaWlpMX3e9VptlpWVmbaLiorMjv3Nb34js2fPFnvm5+2hfvn969fnzNaVEdhvfpMj/zHHum3M8YOP0wrkck2jbqv3xLDudxMAAGfTUWtMpY34lJvCbB4PAACALQX7e8mCcTHyxjc5ZuvNLa2y9psc+e09yYbFBgAAAABOn8AeMmSIafv48ePS1NQknp6eN6ye1ju/u7KystRXZyhzug8ePKib3LZniybFqq3GGprNW1f/95Hz8uTtg6Q37VitTvmhQXlgQM9jUxJsHg8A2LNB/QPF091NmlpazdaZgw0AAFzFslvjZf3+XM390Aff5ssvZ97EWBUAAAAALs9qLcQnTZokPj7fz/2trq6Ww4cPX/f4+vp6s9mMM2bMsFZoTiU8yFfmjI7UrNc1tsi7BztX+Y6e2X5Sv2X7yOgQGRvX25CYAMBe+Xh6yMBwbWcKWogDAABXERniJ/eOGqD7Pf5tndFUAAAAAOBqrJbADgwMlJkzZ5rer1+//rrHf/rpp1JVVWWaf52SktKt6y5ZskRaW1s79Vq3bp3pvNjYWLN9yuc4ikc7qPJ9KzVP6puabR6Pq3ljb7bu+vIpCeKmDMEGANywjbjyIFB1fZMh8QAAANja41M7+B6/P1dqG/geDwAAAMC1WS2BrVixYoVZAjsjI0P3uJqaGnn22WdN75cvX37DduP4waB+QTJ1kHZuaFlVvWw8WmhITK4iLf+yfJt7WbMe1dtP7kjuZ0hMAGDvkiN7adZaW0VOFdNGHAAAuM73+JlJ4Zr1yzWN8tHh84bEBAAAAAAukcCePXu2TJkyxdQi/K677pJjx46ZHVNeXi5z5syRc+fOmaqvn376ad3Py83NVSta2143qup2JR3NWl67N0etKIdtq68fuTVePD2s+q8XADhVAlvBHGwAAOBKHp+aqLu+Zm+2NDW32DweAAAAALAXVs+wvffeexIREWFKQI8aNUqmT58ujz76qNx7770SExMj27ZtU/crVdcfffSRhISEWDsspzN5YF9J6h+kWT9dUiV7zl40JCZnl19eI1tPFGvWe/l6yk9viTYkJgBwBEM6SmBfIIENAABcx9i43jImRvv7R8HlWvnieJEhMQEAAACASySwo6KiZOfOnWriWqFUA+/atUvWrl0rmzZtUtuHK8LCwuSzzz4zm5uNzlMq0juqwu6oShg98+a+HGnRKW5/cEKsBPjQAh8AOtLL10ti+vhr1jOLSGADAADX+h7fURX26t3ZdFMDAAAA4LJs0uM4KSlJDh48KG+99ZbceeedEh0dLd7e3hIeHi4TJkyQlStXSmZmptpyHN1398hI6dfLR7O+9+xFOUlSwKKu1DTIh99q55J5ebjJkklxhsQEAI7eRvx0cZU00i4TAAC4kNuH9JOEsADdB/uU7/IAAAAA4IpsNqRXSVgvWrRIvvzyS8nPz1dnYpeUlEhqaqo89dRTEhoaesPPiIuLU59AbnstWbKkRzEp57d9ltLe3NF5e7rL4g6Sp2/szbF5PM7s3YP5UtvYrFm/Z+QA6dfL15CYAMDRE9gNzS1yrvSqIfEAAAAYwd3dTR5P0e+mtnpPls3jAQAAAACXSmDDNh4cFyv+3h6a9U3fXZCSyjpDYnI29U3Nsn6//gMPj6XE2zweAHBEyZHBuusZhXQMAQAArmXO6AESHqTtprbvXLkcL6gwJCYAAAAAMBIJbCcT7O8lP70lWrPe2NzaYdIVXbPxaKGUVdVr1lMGhUlSf21FIQCgcxXYioxCfqQFAACuxcfTQ5bdqv8w9CqqsAEAAAC4IBLYTmjZ5Hhxd9Ouv3sgT6rrm4wIyWko7ebf2Jutu++xKVRfA0BnhffyldBAbaURFdgAAMAVLRwfI0E+npr1L48XSV55tSExAQAAAIBRSGA7oZi+/nJHcn/NemVdk/z34fOGxOQsdp8pkzMl2vmsSf2D5NaBN57jDgC4fhX2ycJKaWlpNSQeAAAAo/Ty9ZKFE2I068pt0ZoOHqIGAAAAAGdFAttJPTolQXf9zX250kxioNs6+uFgeUqCuLnplL0DALqUwK6qb5Lzl2sMiQcAAMDobmreHtqfaf77cIFcvKodYwUAAAAAzooEtpO6Oba3+rpW/qUa+Sqj2JCYHJ0yl3XfuXLNer9ePnLXiEhDYgIAR5YcGay7ThtxAADgivr18pX7Rg/QrNc3tchb+3MNiQkAAAAAjEAC24l1NJOZ9mPd88beHN31pcpT8p78qwQAlqjAbntgCAAAwBU9pnb30q6/nZon1fVNRoQEAAAAADZH1s2J3T60v8T29desp+VfkSN5lw2JyVEVVdTK5u8KNesB3h6yYJx2ThkA4MZi+vhLoI+nZp0KbAAA4KoGhgfK7UP6adYrahvlg2/PGxITAAAAANgaCWwn5uHups7Q0vMGVdhdsn5frjTpzA6/f2yMBPt5GRITADg6d3c3GRqhrcImgQ0AAFzZ41MTddfX7s2WxuYWm8cDAAAAALZGAtvJzb8lSjfB+o+MYskvrzEkJkdTVdco7x3M131AYOnkOENiAgBnMVSnjXhZVb2UVtUZEg8AAIDRbo7tLePi+mjWCyvqdDuDAQAAAICzIYHt5Py9PeXB8doW10ox8Zv79Gc6w9yH356XKp1ZY7OGR0h0H22LdgBAzxLYikyqsAEAgAt7fGqC7vrq3dnS2qrtDgYAAAAAzoQEtgtYPClOvDzcNOsfHT4vFTWNhsTkKJT2bOv25erue2yKfnt2AEDnJXeQwKaNOAAAcGXTB4fLoH6BmvXTJVWy63SZITEBAAAAgK2QwHYB/Xr5yj0jB2jWaxqa5d1DeYbE5Ci2HC+SC1dqNevj4/vIiKgQQ2ICAGdyU3iQ7kNWVGADAABX5u7uJstT9Gdhr9qdZfN4AAAAAMCWSGC7iEc7qBZevy9XGppabB6PI1Dasq3Zm62777Ep+u3cAABd4+3pLoP6BWnWMworDIkHAADAXtwzMlIign016wdzLkl6/mVDYgIAAAAAWyCB7SKGRPSSKTeFatZLq+pl03eFhsRk7w5kX5ITF7QVgAlhATIjKdyQmADAVdqI55bXSFUdYy4AAIBrP+j3yK3xHc7CBgAAAABnRQLbhTzaQdXwG3uz1WpjmLte9bXSzg0AYBnJkcG66yeLqmweCwAAgD15YFyM9PL11Kz/I7NYssquGhITAAAAAFgbCWwXknJTqAzWadN6qrhKvjl30ZCY7NW50irZeapUs943wFvuG62dJw4AsGwFtoI24gAAwNUF+njKwxNjNevKM+jKw+gAAAAA4IxIYLsQNzc3eaSDWdhr9ubYPB579kYH/3ssmhgnvl4eNo8HAJx9zIWbTmOLjELtGAcAAABXs2RSvNpO/FqfHLkgpZV1hsQEAAAAANZEAtvF3DsqUsKCfDTre86UyeliWrUqyqrq5dP0C5p1H0933SffAQA9E+DjKfF9AzTrJLABAABE/Q7/k5ujNOsNzS2ybn+uITEBAAAAgDWRwHYxPp4esmRSnO4+2o99b0NqrjQ0tWjWlR8M+gR4GxITADi7oTptxM+WVEl9U7Mh8QAAANiTx6Yk6HaseedAnlTVNRoREgAAAABYDQlsF/Tg+Bjx02mDvfFooZRWuXb7sdqGZtlwIE+zrvxQ8Mit+u3XAQA9lxwZrFlrammVsyVXDYkHAADAnsSHBsiPh/XXrFfVNcn7h/INiQkAAAAArIUEtgsK8feW+bfotx97e782eetKPk4rkMs12qfXbx/STxLCAg2JCQBctQJbkUkbcQAAANXjKYm662u/yaFrDQAAAACnQgLbRS2bHK/ffuxgntQ0NIkram5plbUdtFF/LCXB5vEAgCtJ7iCBnVFYYfNYAAAA7NHI6BCZmNBXs15SWa92VAMAAAAAZ0EC20XFhQbIj4b206xfqWmUT44UiCvallkiueU1mvVR0SFyS2xvQ2ICAFcRGugj/Xr5aNYzqMAGAAAweXyq/sPVq3dnSUtLq83jAQAAAABrIIHtwh6bktBh+zGlGtnVvNFB9fXylARx0ytXBwBYfQ72yaJKfowFAAD4H1MHhUlS/yDNelZZtew4VWpITAAAAABgaSSwXdjNsb3V6uJrKVXISjWyKzmSd1kO513WrEf38ZM7kvsbEhMAuBq9NuLVDc2SW15tSDwAAAD2Rnm4+omp+rOwV+3Osnk8AAAAAGANJLBd/ItvR1XYHVUjO6uO/vs+MjlePNypvgYAY+dg00YcAACgzewRETIgxE//wezcS4bEBAAAAACWRALbxd2R3E+iemu/+CrVyOn52opkZ5RXXi3/yCjWrPfy9ZT5t0QbEhMAuCK9FuIKEtgAAAA/8PJwl0enxOvuW7XbtR5GBwAAAOCcSGC7OE8Pd1k2Wf+L7xt7c8QVvPlNjuiNV31oQqwE+HgaERIAuCTlgSrl4aFrZRRWGBIPAACAvbp/bLSE+Htp1refLJGzJVWGxAQAAAAAlkICG/LTsdESpJMw+PJEkZy/VCPO7EpNg3x0uECz7uXhJksmxRkSEwC48miLoTptxDMLK6W1VedJIwAAABfl7+0piybqf2d9fQ9V2AAAAAAcGwlsSKCPpywcH6NZV6qS39zn3FXY7x7Ml9rGZs36vaMGSHgvX0NiAgBXptdGvLy6QUoq6w2JBwAAwF4tnhgrvl7an3U+O3pBiipqDYkJAAAAACyBBDZUSrWxp7ubZv2jb89LRW2jOKP6pmZZvz9Xd99jUxJsHg8AQElgayuwFbQRBwAAMNc30Ed+eku0Zr2xuVXW7dP/rgsAAAAAjoAENlQRwX5yz8hIzXp1Q7O8fyhfnNHGo4VSVqWt6Js6KEwG9w8yJCYAcHV6FdhtbcQBAACgffha51l0ee9gvtM+jA4AAADA+ZHAhsmjHVQdr9+XKw1NLeJMlFmqazqYC0b1NQAYJyEsQLw9tbcnGSSwAQAANKL7+MvsEdqH0a/WN8m7B/MMiQkAAAAAeooENkyGRvaSyQP7ataLK+vki+OF4kx2nSmTs6VXNetDIvT/NwAA2IaXh7sk6XTByCiihTgAAICex1P0H8J+85tcqWtstnk8AAAAANBTJLDRqSrsNXty1KplZ/HGXv3q6+Up8eLmptN/DQBg6Bzs85dqaYMJAACgY9iAYJlyU6hm/eLVevl7+gVDYgIAAACAniCBDTPTBoXJTeGBmvXMokpJzSoXZ3DiQoXsO6f979K/l6/cpdN6DQBgW0OZgw0AANAlT0xN1F1/fU+2NLc4z8PoAAAAAFwDCWyYUaqPH50Sr7vv9Q6qlp2l+nrp5Di1dS0AwP4qsBUZhbQRBwAA0DMpsa8MG6C9h8q5WC3bMosNiQkAAAAAuotsHTTuHTVAQgO9Neu7TpfJ2ZIqcWSFV2rl82NFmvVAH09ZMD7GkJgAAOaG9O8l7jrTHKjABgAA6Phh9MdT9KuwX9ud7VQjwQAAAAA4PxLY0PD18pBFE+N0972xN0cc2fr9udKk0z7t/rHR0svXy5CYAADm/Lw9JCFMO84igwQ2AABAh348rL/E9PHXrH93/ooczLlkSEwAAAAA0B0ksKHroQmx4uul/cfj7+kXpKyqXhxRVV2jvH8wX7Pu4e6mtg8HANh3G/FzZVelrrHZkHgAAADsnaeHuzzWwUiwVVhLT9cAAFECSURBVLuzbB4PAAAAAHQXCWzo6hPgLfPGRGnWG5pbZENqrjiiD789L1X1TZr1WcMjJKq39il1AIB9JbCbW1rldLFjj7IAAACwpvm3REvfAP2RYCeL6GYDAAAAwDGQwEaHHrk1Xtx0ZpBuOJAntQ2OVQHX2Nwib36j3/68oyfUAQDGSY4M1l2njTgAAMD1R4ItnqTfYez1Pdk2jwcAAAAAuoMENjqkzB+dmdRPs365plE+SSsQR7LleJEUVtRp1ick9JERUSGGxAQA6NjQCG0FtiKjsMLmsQAAADiSRRNjxc/LQ7O+6btCKbhcY0hMAAAAANAVJLBxXR1VJyvVzC0treIIWltbZc1e/SfNH5uSYPN4AAA31jvAWyKDfTXrmbS+BAAAuK4Qf295YFy07jiWN79xzJFgAAAAAFwLCWxc17h4pUJZ28Y1+2K17DhVKo4gNbtcTlzQJjwSwwJk+uBwQ2ICANzYUJ024qeKqtQfX+H8GhoaZMOGDTJr1iyJjY0VX19fiYiIkEmTJsnLL78sFy9etPg1c3NzZc2aNfLQQw/JyJEjpXfv3uLl5SV9+vSRESNGyOOPPy67d++2+HUBALC0R6ckiIe7dibYB9/my5WaBkNiAgAAAIDOIoGN63Jzc+uwSrmjqmZ788bejmZfJ4i7zhd6AIB9SI7UthGvbWyWnItXDYkHtnPq1CkZP368LFq0SL788kvJz8+X+vp6KS4ultTUVHnqqackOTlZtmzZYpHrpaenq9eLj4+X5cuXy7vvvivHjh2TK1euSFNTk1y+fFmOHz8ur7/+ukybNk2mT5+uxgQAgL0aEOIn94yM1KzXNDTLhtQ8Q2ICAAAAgM4igY0b+vGw/uqX32sdyrkkxwquiD07W1IlO3UqxUMDvWXO6AGGxAQA6H4CW5FRSBtxZ1ZQUCAzZ86Uo0ePmh6mmzp1qixbtkzuvvtu8fP7/p6ktLRU5syZIzt37uzxNU+fPi2HDh0yWxs0aJDMnTtXTWj/9Kc/laioKNO+Xbt2ycSJEyU72zEe5gMAuKbHp+o/jL5+f67UNTbbPB4AAAAA6CwS2LghTw93WTo5Tnffmg6qm+29+nrRxDjx9fKweTwAgM5LHqBtIa4gge3cFi5cKIWFheq20jpcqY5WEsZr166VTZs2qZXPSoJb0djYKPPnz1crpS1h4MCB8sILL6hJdCWp/cknn8jq1avlww8/lLy8PDUGf39/9VglxgcffFBaW2lpDwCwT0n9e8m0wWGa9fLqBvnvIwWGxAQAAAAAnUECG51y/9hoCfLx1KxvOV4kBZdrxB6VVtXJ39MvaNZ9vdzloQmxhsQEAOi8yGBfCfH30qxnFFYYEg+sT2kJvnfvXnXb29tbNm/erM6ibi80NFQ2btwoCQnfV5VdunRJVq5c2aPrKrO1161bp7Yuf/rpp2XAAG2XFnd3d7UK/J133jGtHThwQL766qseXRsAAGt6Ymqi7vqaPdnS1Nxi83gAAAAAoDNIYKNTgny9ZMH4GM16c0urrNuXK/ZImevVoPOF/Cc3R0mfAG9DYgIAdJ7SOlqvjfiJC5X84OqkXn31VdP24sWLZfjw4brHBQQEyHPPPWd6r1RJK7Oqu0tpUb5kyRLx8Lhxd5b77rtPxo0bZ3r/xRdfdPu6AABY2/j4PjIyOkSznn+pRrZmFBsSEwAAAADcCAlsdNqSSXHi6e6mWf/w2/NSWdco9qSmoUk2HMjTrLu5iTxyq/4cMACA/UmO1LYRr6htlC+OFxkSD6zn6tWrsmPHDtP7pUuXXvf4efPmSWBgoKkKe8+ePWIrkydPNm3n5trng3wAALQ9EPizDmZhr9qdxSgMAAAAAHaJBDY6LTLET2aPiNCsX61vkg8O5Ys9+eRIgVyp0SbVfzS0n8SHBhgSEwCg6yYl9tVd/9vXWdLSwg+uzmT//v1SX19vqrAeO3bsdY/39fWViRMnmt7v3LlTbJkMaNPc3Gyz6wIA0B23D+2v+z1Y6WqzP6vckJgAAAAA4Hq0Q42B63hsSoJsPFqoWVfaiC+dHC9eHsY/E6G0NX/jm5wO4wcAOI6Um8IkMSxAssqqzdZPl1TJzlOlctvQfobFBss6efKkaVtpHe7peePb1DFjxsi2bds051vb8ePHTdvR0dE9/rwTJ06YJeO7IjU1tcfXBwA4Nw93N1mekiD/+9Mf/v5qX4U9eWCoIXHBurp7b6HclwAAAABGI4GNLhk2IFgmJPSRA9mXzNaLKupky/EiuXfUADHatsxiySuv0ayPjgmRm2N7GxITAKB73N3d5ImpifLUx8c0+/6265zMHBJuVg0Lx3X69GnTdmxsbKfOiYmJMW2fOnVKbCE/P9+s2vu2226zSPv0AwcO9PhzAADoyH2jB8grX52Ri1e/73bSZu/Zi3K8oEKGR2nHtsCxcW8BAAAAR2Z8uSwcTkdVzGv2ZtvF/Kw1ezuuvibJAQCOR3k4KjLYV7Oeln9FDuaYP1AFx1Ve/kML0379OldZ379/f9O2MgfbFp588klT23AlgX733Xfb5LoAAPSEr5eHLLs1Tnff//3suNrJDAAAAADsBQlsdNn0weGSEKY/P+vaymxbO5J3WX1dK7qPn9yR/MOP3AAAx+Ht6S6Ppeg/PPW3XVk2jwfWoVQht/Hz8+vUOe2Pa3++tbz11lvyySefmN7//ve/Fx8fH6tfFwAAS3hwfKwE+mgb8X1XUCHr9uk/CA4AAAAARiCBjW61c330Vv1Ewht7s20eT2eur8SrzP0CADimB8bGSJ8Ab836njNlcuJChSExwbLq6upM297e2v+v9bRPHtfW1oo1HT58WJ544gnT+wULFsjChQutek0AACwp2M9Llk3Wr8J++avTkldebfOYAAAAAEAPM7DRLXPHKPOzTkt5dYPZ+o5TpXKu9KoMDA+0eUzKl+2tGcW6X9Ln3xJl83gAAJbj5+2h/uD68ldndGdh/+3Bmw2JC5bj6/tDm/iGBvP7i47U19d3uWq7O3JyctRW4W1J9hEjRsiqVass9vmBgYEybNgwi30eAAAdWTF9oHx+rEiyL5onq+saW+SZT47Le4+NZ/SWk5gwYUK3zjtx4oRNOtsAAAAA10MCG92en/XQhFj5846zmn1rv8mR388dbvOYlOvqjeB+aEKM+HvzjzoAOLqHJ8bJqt3ZcrW+yWz9yxPFklV2VRLDbP/wFMSiSdyuVlO3P679+ZZUVFQkt99+uxQXf/+QXEJCgmzdulV69eplsWsoyevU1FSLfR4AANf7Lv/CvBHy09Xav3dSs8vlw2/PywPjYgyJDZbV3XuLiRMnyoEDByweDwAAANAVtBBHtz08MVZ8PLX/CH2aViAXr/5QEWULl6sb5L8PF2jWvT3cZfFE/RZpAADHonTUeHCC9gdV5eGl1buZhe3o+vbta9ouKSnp1DltSWVFnz59LB5TeXm5mrzOyvr+n6+IiAjZvn27+p8AADiqcfF91Ae99fznFyeluOKHsR4AAAAAYAQS2Oi20EAfmTtG25q7vqlFNqTm2TSWdw/mSW1js2b93lGREt7rh5akAADH9sit8eKt8/DU39MvSFGFdWcgw7oGDx5s2s7L69x9RH5+vmk7KSnJovFUVlbKHXfcIRkZGer70NBQNXkdHx9v0esAAGCEp+9Mkohg7Xflqvom+b+fnZBWvfZmAAAAAGAjJLDR40SCng0H8qROJ6FsDcp11u/X/6H7sZQEm8QAALCN8CBf+ekt2oenGptbZc2eHENigmUMGTLEtH38+HFpajJvFa8nLS1N9/yeqq6ullmzZsmRI0fU98HBwWrb8KFDh1rsGgAAGCnI10v+875huvu2nyyRL44X2TwmAAAAAGhDAhs9MjA8UGYmhWvWL1U3yKdpF2wSw6ajhboty6cNDpNB/YJsEgMAwHYeT0kUD3c3zfr7h/LVv3/gmCZNmiQ+Pj6mBPLhw4eve3x9fb3ZfMYZM2ZYJI66ujq55557ZN++fep7f39/+eKLL+Tmm2+2yOcDAGAvZiT1kzmjInX3/XZThjqqCwAAAACMQAIbPfboFP0q5ze+yZaWFuu2HVM+//W92br7HusgLgCAY4vu4y93j9DOIFZGSazfRxW2owoMDJSZM2ea3q9fv/66x3/66adSVVVlmn+dkpLS4xgaGxtl3rx5snPnTvW9klDfuHGjTJ48ucefDQCAPXr27mTpE+CtWb94tUH+44tMQ2ICAAAAABLY6LEJCX1k2IBemvXssmr5+nSpVa+9+0yZnCu9qlkfGtFLJiX2teq1AQDG+dm0gbrr6/fnytX6G7eehn1asWKFWQK7bf70tWpqauTZZ581vV++fLl4enr26NrNzc2ycOFC2bJli/pe+byPPvpIbrvtth59LgAA9kxJXv/2nmTdfUpXtV1W/k4PAAAAAHpIYKPH3NzcOqx2XtNBdbSldPT5j6XEq3EBAJzT4P5BctsQ7QiLyromee9gniExoedmz54tU6ZMMbUIv+uuu+TYsWNmx5SXl8ucOXPk3Llzpurrp59+WvfzcnNz1fuBtldHVd2tra3yyCOPyMcff6y+d3d3lw0bNqitxAEAcHZKZxu9+yrFv/39BA8HwiE0NDSo92+zZs2S2NhY8fX1lYiICHVMzcsvvywXL160+DWVe801a9bIQw89JCNHjpTevXuLl5eXen86YsQIefzxx2X37t0Wvy4AAIAr6FmpCvA/Zg2PkBe+PCVFFXVm6weyL8mJCxUybECwxa+pfO7+rHLNev9evnLXCP05XgAA56rC3n5SWxX0xt4cWTQxTny9PAyJCz3z3nvvybhx46SoqEj9UXDUqFEydepUSUxMlLKyMtm+fbtagd2+SjokJKRH13zttdfkrbfeMr1XrvXNN9+or87461//2qPrAwBgJOUhr/+YM0wOZu+RqmuS1Reu1MpLW0/J/7t3mGHxATdy6tQpWbBggRw9etRsvbi4WH2lpqbKSy+9JOvWrVMT3D2Vnp4uTzzxhBw6dEh3/+XLl9XX8ePH5fXXX5dp06ap95oxMTE9vjYAAICrIIENi/DycJelk+Pkd1tO6VZJ//mB0Ra/5hsdVF8vuzVOjQcA4Nxuju2tjrFQHpZqr7SqXj5JK5AHx8caFhu6LyoqSp1B3fYjpFIdvWvXLvXVXlhYmPojZPu52d1VWmr+IMTZs2fVV2eRwAYAOLqIYD/537OGyP/5+3HNvrcP5MldIyNlbFwfQ2IDrqegoEC9HywsLDQ9kJGSkmL28GNtba16v6d08dm6davMmDGjR9c8ffq0Jnk9aNAgGTZsmISGhsqVK1dk//79amwK5T524sSJsnfvXklI0O9gCAAAAHNk+WAxD4yLkUAf7TMRnx8rksIrtRa9lvJ5m48VadaV6ytxAABcw4oOZmGv3p0tTc0tNo8HlpGUlCQHDx5UK1XuvPNOiY6OFm9vbwkPD5cJEybIypUrJTMzU205DgAALOOBsdEyPl6bpG5tFXn6k2NS19hsSFzA9SxcuNCUvFZahyvV0UrCeO3atbJp0ybJz883PfDY2Ngo8+fPVxPMljBw4EB54YUX1ES1ktT+5JNPZPXq1fLhhx9KXl6eGoO/v796rBLjgw8+qD6cCQAAgBsjgQ2L6eXrJfePjdasN7e0yvr9uRa91rp9Oern6n3hVuIAALiGKTeFyrABvTTr+Zdq5Ivj2ged4DiUhPWiRYvkyy+/VH94VGZil5SUqC0gn3rqKbW65Ubi4uLUHwnbXkuWLNE97re//a3ZcV19AQDgDNzd3eSFeSPEx1P7U1F2WbX8ZWfnu5MAtrBlyxa1qrnt3nHz5s3qLOr2lHvGjRs3miqfL126pD4M2RPKbG2lE5DSuvzpp5+WAQMGaI5xd3eXZcuWyTvvvGNaO3DggHz11Vc9ujYAAICrIIENi1LaiHu4u2nW3z+YL1V1jRa5RmVdo7x/6LxmXbnu0lvjLXINAIBjUFoEdlSF/dquLJKLAAAAXRAfGiBP3j6oww43GYUVNo8J6Mirr75q2l68eLEMHz5c97iAgAB57rnnTO+VKummJvN5710xdepU9cFIDw+PGx573333ybhx40zvv/jii25fFwAAwJWQwIZFRfX2lx8P669Zr6pvkg+/1Sadu+PDQ+flar32i8bs4REyIMTPItcAADiOO5L7S0JogGb9VHGVfH3afLYxAAAAru+RW+Nl+IBgzXpTS6vaSpwxLbAHV69elR07dpjeL1269LrHz5s3TwIDA01V2Hv27BFbmTx5smk7N9eyHQoBAACcFQlsWNzylO/bMl1r3b7cHn/RbWxukTf35ejue2yK/nUBAM5N6cDxxLRE3X2vfk0VNgAAQFd4erjLi/NGiKdOd7UTFyrljW/0v5MDtrR//351xExbhfXYsWOve7yvr69MnDjR9H7nzp1iy65RbZqbmSUPAADQGZ6dOgroghFRITIuvo8cyrlktn7hSq1sOVEs94yM7PZnbzleJEUVdZr1iQl9ZXiU9glxAIBrmDNqgPxx2xnN3xFH8i6rfx+NT+hrWGwAAACOZmhkL/nZtET5y85zmn3KPdePhvaThLDvq1kBI5w8edK0rbQO9/S88U+cY8aMkW3btmnOt7bjx4+btqOjo3v0WSdOnDBLxHdFampqj64NAACc18Ru3l8o9yYOn8BuaGiQDz/8UN5//33JyMiQkpIS6d27t8THx8vcuXPV2TGhoaEWvabSlke5Md29e7d6s5ifn6+2GAoKCpKoqCj1/5CFCxeqs2tgWUo19LUJbMUbe7Pl7hERZk+fdpZSQff6nmz966Uw+xoAXJm3p7v6d89zn2dq9v1tVxYJbAAAgC76pxkD1YfIs8qqzdbrm1rkmU+PywePTRB3nSptwBZOnz5t2o6Nje3UOTExMabtU6dOiS0ov0W2r/a+7bbbevR5yu+aBw4csEBkAAAAP7DH+wubJLCVm8IFCxbI0aNHzdaLi4vVl/IE4EsvvSTr1q2TWbNm9fh66enp8sQTT8ihQ4d091++fFl9KUnt119/XaZNmyZvvfWW2Y0semZmUrg6jzT7ovkX3WMFFd2uhEvNKpeMwkrN+sDwQJk2KLxH8QIAHN8D46LlLzvPyuWaRrP13WfK5MSFChmmM8sRAAAA+nw8PWTlT0bIT1alyrUTWZTv9e8dypeHJnQucQhYWnl5uWm7X79+nTqnf//+pm1lDrYtPPnkk6a24crvjnfffbdNrgsAcCzNNVfU/ywqKlKLL52B8vfu4cOHjQ4DDszqCeyCggKZOXOmFBYWqu+VytuUlBRJTEyUsrIy2b59u9TW1kppaanMmTNHtm7dKjNmzOjxU5jXJq8HDRokw4YNU6u8r1y5os7KUWJT7Nq1S63G3rt3ryQkMEfZEpSnsJfdGi//9zNt+4A1e3O6lcBes7eD6usp8Tz1DQAQf29PWTo5Xv6w7Yxm32u7s+TVhWMMiQsAAMBR3RzbRxZPjJP1+3M1+1748pTMSAqXyBA/Q2KDa1Mqkdv4+XXun8H2x7U/31qUYplPPvnE9P73v/+9+Pj4WP26AAAH9D9PC7a0tMiFCxeMjgZwjQS20qK7LXmttPTZuHGjjBw50rT/4sWL8sADD8iOHTuksbFR5s+fL1lZWRISEtLjaw8cOFAeffRReeihh2TAgAFm+5Q/CNavXy+/+MUvpKamRo3xwQcfVBPb3WlvDa15Y6Lkla9Oayrhdpwqkeyyq12al3WmpEq+Pl2mWQ8N9JZ7R5n/fwsAcF3KD6yrd2dJdcP3VQ5tlPaXXf27BwAAACJP3TFYtmWWyIUrtWbrV+ub1IfW1y6+hd9RYHN1dXWmbW9v706d0z55rBTTWJNScaZ0h2yjdKZUfiMFAOC63NzFI6C3OLLm6ssirS1GhwEnYNUE9pYtW9Sq5rabyc2bN8vw4cPNjlEqopWk9ogRIyQ7O1tt4bNy5Ur53e9+1+3rRkREqO3IH374YfHw8NA9xt3dXZYtW6bO4VZmcLf1eP/qq6/kjjvu6Pa18QM/bw95eEKs/NfOc5qHidZ+kyP/eZ/5PwvXo8zO7ihR4eul//8xAMD1BPt7qa0sV+/J1vzds3p3trz4kxGGxQYAAOCIAnw85Xdzh8viN7Vj2naeKpVN3xXyYDlsztfX17Td0NDQqXPq6+u7XLXdHTk5OWqr8LYku/Kb56pVqyzy2YGBgWqHSQCAc1KS11E/f0scWcGri6X56g+jPuAYJkyY0K3zTpw4YbXONlZNYL/66qum7cWLF2uS120CAgLkueeeUyulFatXr1bfe3p2L7ypU6eqr8647777ZNy4caaW41988QUJbAt6eGKcrNqTLQ1N5k/cfHykQP7lR4OlT8CNn5ItraqTz9K/r+Jvz9fLnXlbAACNR26Nl3X7czV/93yaXiD/6/abJCKYNpcAAABdMXVQmNpl7ZO070extff/NmfKrQNDpW8grZFhO0oit6vV1O2Pa3++JSmzS2+//XYpLi5W3yujCpVxib169bLI5yvJ69TUVIt8FgAAQJvu3l8o45mV4mBrcLfKp/7PLBmlLXibpUuXXvf4efPmmW4elSrsPXv2iK1MnjzZtJ2bq53rhO4LC/KR+3SexK5vapF3DuR16jPe3p8nDc3alhPzb46W3p1IgAMAXEt4L1/5yc1RmvXG5lZ5Y2+OITEBAAA4ut/cNUQd43WtS9UN8tznmYbEBNfVt29f03ZJSUmnzmlLKiv69Olj8ZjKy8vV5LUyGrGtQ+T27dvV/wQAAICdJLCVWdJtrXmUCuuxY8fesPWPkqlvs3PnTrGV9rOampvNZ2ai5x6dEq+7/nZqrtQ1Xv9/75qGJnnnoDbRrfxfplTYAQCg5/GUBHHXGcX43sF8uVzduRaDAAAA+EGIv7c8d69+6+KNRwtlx8nOJREBSxg8eLBpOy+vcwUS+fn5pu2kpCSLxlNZWal2dMzIyDCNTFSS1/Hx/HYFAABgVy3ET548adpWWod3ph34mDFjZNu2bZrzre348eOm7ejo6B5/ntLzvX0yviucsQ3QTf2CZNrgMNl1usxs/eLVBtl49ILcPzamw3OVVuNXaho16z8a2k/iQgOsEi8AwPHF9g2Qu0dGqj+mtlfb2Ky2F3/y9kHiiLp7f6HcmwAAAPTUj4f1lzuS+8k/MrTJ6n/7+wkZF99Hgny9DIkNrmXIkCFmv+s1NTXd8LfHtLQ03fN7qrq6WmbNmiVHjhxR3wcHB6ttw4cOHWqxawAAALgaqyWwT58+bdqOje3cnOKYmB8SmadOnRJbUJ6+bF/tfdttt1mkfbq1er47qsemJGgS2Io1e3PUVuDuOmVyzS0dt3pdnpJglTgBAM7jZ9MSNQlsxVv7c9W/RwJ9rHYbZDXcXwAAACMpHez+495hsj+rXKrqmsz2FVfWyQtfnpL/vG+4YfHBdUyaNEl8fHzU7o9KAvnw4cMyYcKEDo9Xjmt/Lz1jxgyLxFFXVyf33HOP7Nu3T33v7+8vX3zxhdx8880W+XwAAABXZbUW4srclzb9+vXr1Dn9+/c3bStzsG3hySefNLUNVxLod999t02u62omJfaVIRG9NOvnSq/K7jPaxLZiW2ax5F+q0ayPiQmRm2MtP6sIAOBckvr3kplJ4Zr1itpGef/gD+0DAQAA0HnhvXzlN7P1K0vfPZgvB7J/+D0IsJbAwECZOXOm6f369euve/ynn34qVVVVpvnXKSkpPY6hsbFR5s2bZyqMURLqGzdulMmTJ/f4swEAAFyd1RLYShVyGz8/v06d0/649udby1tvvSWffPKJ6f3vf/979WYT1nlK+7EOZmGv2Zutu/76nuwOq7kBAOiMFdMTddff+CZb6pu+f4ANAAAAXTP/liiZPLCv7r5nPjkmdY3cZ8H6VqxYYZbAbps/fa2amhp59tlnTe+XL1/eqVGH16MUwyxcuFC2bNmivlc+76OPPrJIZ0cAAABYMYGttNBp4+3t3alz2iePa2trxZqU1kJPPPGE6f2CBQvUG09Yz10jIqV/L1/NutJ6LKOwwmztSN4lScu/ojk2po+//Cj5h0p9AACuR+nYocxivFZJZb18mnbBkJgAAACc4SH13983Qvy8PDT7cstr5I/bzxgSF1zL7NmzZcqUKaYW4XfddZccO3ZM0yFyzpw5cu7cOVP19dNPP637ebm5ueo/222vjqq6W1tb5ZFHHpGPP/5Yfe/u7i4bNmxQW4kDAADAMqw2/NHX94dEZUNDQ6fOUW42u1q13R05OTlqq/C2JPuIESNk1apVFm1jNGzYMIt9nrPw9nSXJZPj1JlY11JmXf/x/lGm92v26M++fnRKvHjozMsGAKAjP58+UA7lHNKsr9qdJfNvjhJPD6s9z2dx15vrdz0nTpywSXcbAADgOmL6+su//GiQPP/FSd3v+HcNj5ThUcGGxAbX8d5778m4ceOkqKhITUCPGjVKpk6dKomJiVJWVibbt29XK7DbV0mHhIT06Jqvvfaa2tWxjXKtb775Rn11xl//+tceXR8AAMAVWC2BrSRxu1pN3f649udbknJDe/vtt0txcbH6PiEhQbZu3Sq9emnnM3eXkrxOTU212Oc5kwXjYuQvO85KdYN5O7HN3xXKv945WCKC/ST3YrX8I/P7/3/aC/bzkp/cHGXDaAEAziDlplBJjuwlGYWVZut55TWy5USx3DMyUhxFd+8vJk6cKAcOHLB4PAAAwLUtnRwvm48VyXfnzTuoNbe0yr9+ckw2/dNk8XKghwXheKKiotQZ1EpnxaNHj6rV0bt27VJf7YWFhcm6devM5mZ3V2lpqdn7s2fPqq/OIoENAABwY1b7FtG37w+zkEpKSjp1TltSua2lj6UpbYOU5HVWVpb6PiIiQn0SU/lP2IaShP7p2GjNelNLq6zfn6tur/0mR1pbtec+PCFW/L2t9swFAMBJKe3/VkwbqLvvtV1Z6o9cAAAA6DqlQ9rKeSPEy0PbKe1kUaW8vifbkLjgWpKSkuTgwYNqVfSdd94p0dHR6jjD8PBwtYPRypUrJTMzU205DgAAABdPYA8ePNi0nZeX16lz8vPzzW4+LamyslLuuOMOycjIUN+Hhoaqyev4+HiLXgc3tmxyvOh1AX/vYL6cv1Qj/33kvGaft4e7LJoUa5sAAQBO585h/SUhNED3h9Vdp8sMiQkAAMAZDO4fpI5s0fPn7WflXCljTGB9SsJ60aJF8uWXX6q/LypjCpWCGqWD0VNPPaX+DngjcXFx6sOtba8lS5boHvfb3/7W7LiuvgAAAGBgAnvIkCGm7ePHj0tTU9MNz0lLS9M9v6eqq6tl1qxZcuTIEfV9cHCw2jZ86NChFrsGOi+6j7/8eJi26r2qrkkWrzskdY0tmn1zRkdKeNAPc9UBAOhqddDjUxN09/1t1zmbxwMAAOBMlG43g/sFadYbmlvk6U+OSUsLSTsAAAAAdpDAnjRpkvj4+JgSyIcPH77u8cqTke1nM86YMcMicdTV1ck999wj+/btU9/7+/vLF198ITfffLNFPh/d8+gU/cr37LLqDo7XTzoAANBZ942Okv69tA9DfZt7WQ7lXDIkJgAAAGfg7ekuL/5khG63tSN5l2XDgc515gMAAAAAqyawAwMDZebMmab369evv+7xn376qVRVVZnmX6ekpPQ4hsbGRpk3b57s3LlTfa8k1Ddu3CiTJ0/u8WejZ0bH9JZbYnt36thpg8NkkM6T3AAAdPWH1cdSqMIGAACwhlHRIerIMD0vbj0lBZdrbB4TAAAAAMdktQS2YsWKFWYJ7Lb509eqqamRZ5991vR++fLl4unp2aNrNzc3y8KFC2XLli3qe+XzPvroI7ntttt69LmwnM5WVS+n+hoAYCELxkVLb38vzboyBzujsMKQmAAAAJzFkz8aJDF9/DXrNQ3N8n/+foL5vwAAAACMT2DPnj1bpkyZYmoRftddd8mxY8fMjikvL5c5c+bIuXPnTNXXTz/9tO7n5ebmipubm+nVUVW38oXokUcekY8//lh97+7uLhs2bFBbicN+3D60n8T21X6xbS85spdMTOxrs5gAAM7N39tTlkzSrwx6bVeWzeMBAABwtnut388drrtvz5ky+Xv6BZvHBAAAAMDx9KzMuRPee+89GTdunBQVFakJ6FGjRsnUqVMlMTFRysrKZPv27WoFdvsq6ZCQkB5d87XXXpO33nrL9F651jfffKO+OuOvf/1rj66PzvFwd5NHbo2XZzfqV+YrHpuSoD6sAACApSyeFCuv78mS6oZms/Utx4sk52K1xIcGGBYbAACAo5s8MFTuvyVaPjx8XrPvuc8zZcpNYRIW5GNIbAAAAAAcg9UT2FFRUeoM6gULFsjRo0fV6uhdu3apr/bCwsJk3bp1ZnOzu6u0tNTs/dmzZ9VXZ5HAtp2f3Bwlr3x1RipqGzX7IoJ9ZfaICEPiAgA4rxB/b1k4PkbW7M0xW29pFVm9O0temDfCsNgAAACcwf+ZPUS+Pl0qpVX1ZutXahrlt5sz5NWFYwyLDQAAAICLtxBvk5SUJAcPHlSrou+8806Jjo4Wb29vCQ8PlwkTJsjKlSslMzNTbTkO12sv9tCEGN19yybHi5eHTf4RBQC4mEenJIi3zt8xn6QVSHFFnSExAQAAOItgPy/5jznDdPd9caxI/pFRbPOYAAAAADgOm2UHlYT1okWL5Msvv5T8/Hx1JnZJSYmkpqbKU089JaGhoTf8jLi4OLWCu+21ZMkS3eN++9vfmh3X1Rdsa/GkOAnx9zJb69fLR+4fF21YTAAA59avl6/MuzlKs97Y3Cpv7M02JCYAAABnckdyf5k9XL+r2m8+O6HbiQ0AAAAAFJS3wnDhQb6yZtEtkvA/M0cH9QuUN5eMlV6+5kltAAAs6YmpCeLupl1/71C+XK5uMCIkAAAAp/Lbe5LVauxrKa3Ff7/lpCExAQAAALB/JLBhF8bG9ZGdv54m3/37j+SrX02V5Mhgo0MCADi52L4BMntEpGa9pqFZ3krNNSQmAAAAZxIW5CPP3jVUd98H356Xfecu2jwmAAAAAPaPBDbsit6T2QAAWMvPpibqrq/blyvV9U02jwcAAMDZzB0zQFIGhenu+9+fHpeaBu65AAAAAJgjgQ0AAFzW0MheMiMpXLOuzGR8/1C+ITEBAAA4Ezc3N/ndfcPE39tDsy//Uo384aszhsQFAAAAwH6RwAYAAC5txTT9Kuw1e7OlvqnZ5vEAAAA4m6je/vKvdwzW3ffmvhw5ev6KzWMCAAAAYL9IYAMAAJd2S1wfGRfXR7NeUlkvf0+7YEhMAAAAzubhiXFyc2xvzXpLq8jTHx+ThqYWQ+ICAAAAYH9IYAMAAJf3s+n6VdirdmdJs/KrKgAAAHrEw91NXpw3XLw9tD9FnS6pktd2ZRkSFwAAAAD7QwIbAAC4vGmDwmRoRC/Nem55jWw5XmRITAAAAM5mYHiQ/HLmQN19f/36rJwpqbJ5TAAAAADsDwlsAADg8tzc3GRFB1XYf9uVJa2tVGEDAABYwuNTEyWpf5BmvbG5Vf7142N0vwEAAABAAhsAAEDx42EREh8aoFk/WVQpu86UGRITAACAs/HycJeXfjJS3N20+46evyLr9+caERYAAAAAO0ICGwAA4H/mMj6ekqC777WvmckIAABgKcOjguWxDu67Xv7Hackvr7F5TAAAAADsBwlsAACA/3HfmAHSr5ePZv1Q7iX5NveSITEBAAA4o1/dNkji+vpr1msbm+X//P04I1wAAAAAF0YCGwAA4H/4eHrIY1P0q4H+9vU5m8cDAADgrHy9POSFeSN0931z7qL895ECm8cEAAAAwD6QwAYAAGhnwbgYCfH30qx/fbpMMgsrDYkJAADAGU1I6CsLx8fo7nv+80wprayzeUwAAAAAjEcCGwAAoJ0AH09ZMilOd99ru5mFDQAAYEnP/DhJ+vfy1axX1jXJsxszDIkJAAAAgLFIYAMAAFxDSWD7e3to1r84Vii5F6sNiQkAAMAZ9fL1kufnDNPdtzWjWL48XmTzmAAAAAAYiwQ2AADANUL8vWXhOG07y5ZWkdV7sg2JCQAAwFndNrSf3DMyUnffbzZmyJWaBpvHBAAAAMA4JLABAAB0PDolQbw83DTrnxwpkBLmMQIAAFjUv989VHr7e2nWL16tl+e/OGlITAAAAACMQQIbAABAR/9gX5k3Jkqz3tDcIm/spQobAADAkvoG+shv70nW3ffxkQLZc6bM5jEBAAAAMAYJbAAAgA48PjVR3LVF2PLuwXxaWQIAAFiY0kZ8RlK47r7//elxqa5vsnlMAAAAAGyPBDYAAEAH4kMDZNbwCM16TUOzvLU/z5CYAAAAnJWbm5s8P2eYBPp4avZduFIrL3912pC4AAAAANgWCWwAAIDr+Nm0RN31dftzqAICAACwsMgQP3nmx0m6+9bvz5UjeZdtHhMAAAAA2yKBDQAAcB3JkcEybXCYZv1KTaO8fyjfkJgAAACc2cJxMTIuvo9mvbVV5OlPjkl9U7MhcQEAAACwDRLYAAAAN7Bi2kDd9Tf25vADKgAAgIW5u7vJC3OHi7en9merc6VX5dWd5wyJCwAAAIBtkMAGAAC4AaUCaGxcb816cWWdfJZ+wZCYAAAAnFlCWKD86rZBuvv+titLThZV2jwmAAAAALZBAhsAAKAHVdirdmdLc0urzeMBAABwdo9NiZdhA3pp1ptaWtVW4k3NLYbEBQAAAMC6SGADAAB0gjIHe0iE9gfUnIvVsvVEsSExAQAAODNPD3d5cd4I8XB30+w7VlAhb+7LMSQuAAAAANZFAhsAAKAT3Nzc5GfTEnX3vfr1OWltpQobAADA0pIjg+WJqQm6+1756ozkXqy2eUwAAAAArIsENgAAQCfNGtZfYvv6a9Yziypl95kyQ2ICAABwdr+YcZMkhAVo1uubWuSZT4/xICEAAADgZEhgAwAAdKGN5RNT9auw/7Yry+bxAAAAuAJfLw9ZOW+EuGk7icuB7EvywbfnjQgLAAAAgJWQwAYAAOiCuWMGSL9ePpr1QzmX5EjeJUNiAgAAcHa3xPWRRRNidff97ouTUlxRZ/OYAAAAAFgHCWwAAIAu8PH0kEdv1Z/D+LevqcIGAACwlqfuTJLIYF/NelV9k/zfz47TShwAAABwEiSwAQAAumjB+BgJ9vPSrO84VSoniyoNiQkAAMDZBfp4yn/OHa67b/vJUvn8WJHNYwIAAABgeSSwAQAAuvHj6eJJcbr7XmMWNgAAgNVMHxwuc0cP0N33200Zcqm6weYxAQAAALAsEtgAAADdsHRSnPh7e2jWPz9WKHnl1YbEBAAA4Ap+c9dQ6RvgrVkvr26Q//g805CYAAAAAFgOCWwAAIBu6B3gLQvGxWjWW1pFVu/JNiQmAAAAV7kP+3/3Juvu+3v6Bfn6VKnNYwIAAABgOSSwAQAAuunRKfHi5eGmWf/4cIGUVtYZEhP+f3v3AmVVeR8K/D+8ZoBRRx4BlTACKmhACYkIREAhaRMkKYVYkbTipNZE0/a29SZkrd6a1tWbW9HcNG0wtTHBxhYfSU1QS01ERFAehlAUCNgAAuH9ishzhgHuOqd3TpkwwsjMeexzfr+19mKfffZ3vm88e//35/nvb38BAJSAmwZdFB+7qkeT7/35D1fGwdr6nLcJAABoHRLYAADn6KILOsbED/Y6bXvd8RPxyCtv5aVNAACloKysLP56wsA4r6Ldae9t2380pj+/Ni/tAgAAWk4CGwCgBT43um+UnT4IO/5lyabYf/hYPpoEAFASepxfEX8+7som3/ve4k3x2lv7ct4mAACg5SSwAQBaoG/3yhg36KLTth+qOx7/tHhjXtoEAFAqbrn2/TG8b9cm3/vSD16PN7a8nfM2AQAALSOBDQDQQneN7tfk9pmvvhWH68y/CACQzUeJ/82kQVHR/vSfuDbuPRyf+uarMfW7r8XPNhmNDQAASSGBDQDQQgMvuSBGX9H9tO2/Onwsnnjtl3lpEwBAqaju2jnu+Vj/d33/5f/cHZO+tTimfHtJLNmwN6dtAwAA3jsJbACAVnD3DU2Pwv72wg1RV38i5+0BACglNR+5NK7pdcEZ91m0fm9M/scl8Tv/sDgW/mJ3nDx5MmftAwAAmk8CGwCgFQzt0yU+VH3hadu37z8aP/qPrXlpEwBAqWjXtk18c8qQuLRrp7Pu+9rGffF733ktfvuhRTFv7U6JbAAAKDAS2AAArTT/4hdubHoU9j+8vD6On/DDKABANr2/S6f40Rc+ku6TVZa3O+v+K375dnz20WXxyW++Es+v2hEn9NcAAKAgSGADALSSG/u/Lwb0PO+07Rv2HIofr96RlzYBAJSSqk4d4ou/OSBenTYm/uSjl8f5FWdPZK/a+k58/p9/Fp/4xsJ49vVtbjwEAIA8k8AGAGjFUdh3vctc2A/NX+fxlAAAOXJBp/bxJx+9Il798pj44m/2jy6dO5y1zJs7D8QfPf4f8RtffzmeXr4l6o+fyElbAQCAxiSwAQBa0U2DLoreXTo1ObJnwS/25KVNAACl6ryK9vGFGy+LV6bdGH8+7sroVll+1jLrdx+KP3vq9Rj7f1+OJ3+6OerqJbIBACCXJLABAFpRu7Zt4nOj+zb53kMvrct5ewAAiOjUoV38wai+6UT2X37yquh5fsVZy2zaezim/evKuPHB+fHYkk1RW388J20FAIBSJ4ENANDKJg3pFd3PO310z9K39sXPNv0qL20CACCion3buP0jfeLlL90Qfz1hYFxS1fGsZba+fST+4kerYvT0+THz1bfi6DGJbAAAyCYJbACALPww+gcj+zT53rfmG4UNAJBv5e3axu8Oq475X7whpk+6Oqq7nj4FzK/b8c7R+Ktnfx7X3/9S/OOC9XGotj4nbQUAgFIjgQ0AkAVTrquOCzq2P2373DW7Yu2Od/LSJgAAGmvftk38zrXvjxf/bHR8/ZZrol/3zmcts+dgbXx1ztq4/v55MeOldXHg6LGctBUAAEqFBDYAQBZUlreLqcOrm3zvW/PX57w9AAC8u3Zt28Rvf7BX/ORPR8c3p3wwBvQ876xlfnX4WDzw4zfjI38zL77+wn/G/sMS2QAA0BoksAEAsiQ1v2LH9m1P2/7s69ti897DeWkTAADvrm2bshh/9cUx549HxsO/96EYeMn5Zy3zztH6+MaLv4iP3D8vpj+/NvYdqstJWwEAoFhJYAMAZEmXzh1i8tD3n7b9xMmIhxcYhQ0AUKjatCmL3/xAz3j2D6+P797+4Rj8/qqzljlYWx8PzV+fHpH9v//t57HrwNGctBUAAIqNBDYAQBb9wci+0b5t2Wnbv/+zLX7UBAAocGVlZTFmQI/44d0j4rHfHxpDL+1y1jJHjh2Pby98K0be/1L85TOrY/v+IzlpKwAAFAsJbACALLq4qmP89gcvOW17Xf2J+M4rb+WlTQAAvPdE9sjLu8dTnx8eT9w5LD5yWdezlqmtPxGPLtoYo6fPjz//4crY8itTyAAAQHNIYAMAZNnnRveLstMHYcc/L94U+w8fy0eTAAA4R8P6do1/uWNY/OtdI+KG/t3Pun/d8RPxL0s3xw0PzI8v/eD12LjnUE7aCQAASSWBDQCQZf26V8YnBvY8bfuhuuPxvcUb89ImAABa5kPVF8ajNUPjmT/8SHzsqh5n3b/+xMl4atmWGPO1+fGnT66IdbsO5qSdAACQNBLYAAA5cPcNlzW5feaijXGk7njO2wMAQOu4uldVfPu2D8ecPx4ZNw26qMkn75zqxMmIH/7H1vjY11+OL8xaHmt3vJOrpgIAQCJIYAMA5MDASy6IUVec/ojJfYfq4omfbs5LmwAAaD1XXXx+zPjMkPjJn4yK3xp8cbQ5SyL75MmIf3tje3z8bxfGnd9bFqu27s9VUwEAoKBJYAMA5MjdN/Rrcvu3F2yIuvoTOW8PAACt7/Ie58U3Jn8wXrznhvj0h3pF27NlsiPiJz/fGeP//pWomflaLN/8q5y0EwAACpUENgBAjlzXp0sM6V112vZt+4/Gj1ZszUubClVdXV089thjMW7cuKiuro6Kioq46KKLYsSIEfHggw/Gnj17irJuAKB49OnWOR68+ZqY/z9viFuH9o72bc+eyH7pzd0x8aFF8buPLI2lG/bmpJ0AAFBoJLABAHKkrKzsXefC/oeX18fx1ISIxNq1a+O6666L2267Lf793/89Nm/eHLW1tbFjx45YvHhxfPGLX4wPfOADMWfOnKKqGwAoTu/v0in+z8RB8fIXb4ypw6ujQ7uz/xz3yro9ccs/LolbHl4cr67bEydTzxsHAIASIYENAJBDYwa8L/r3OO+07Rt2H4qfrN4RpW7Lli0xduzYWLFiRSbpP3r06PjsZz8bn/zkJ6Njx47p7bt27YoJEybEvHnziqJuAKD4XVzVMf7qtwbGK1+6Me64vk90bN/2rGWWvrUvPvPI0pj0rUXx0pu7JLIBACgJ7fLdAACAUtKmTVncfWO/+B9P/FeS9FQPzV8fHx/YM504LVVTpkyJbdu2pddTj++ePXt2XHPNNZn3U4/vnjx5crz44otx7NixuPnmm2P9+vVRVVWV6LoBgNLxvvMr4n+NvyruuqFfPPLKW/G9RRvjUN3xM5ZZvvntqJn507i61wXxhzdeFh+7qkdJ9xkBgMJ0/PDb6X+3b98evXr1iqTr2bNnLFu2LN/NKEkS2AAAOXbToIviaz/5z9i873Cj7Su37k8/LnLk5d2jFKUey71w4cL0eocOHeLZZ5+NQYMGNdqnW7du6cTy1VdfHRs2bIh9+/bF9OnT46tf/Wpi6wYASlPXyvKY9vEB8blRfeO7r26Mma++FQeO1p+xzBtb9sedj/0sBvQ8L/5ozOXxiYE90zdIAgAUhP//tJgTJ07E1q1b890aEswjxAEAcqxd2zZx56i+Tb4346V1UapmzJiRWZ86deppCeQGnTt3jvvuuy/z+uGHH476+vrE1g0AlLaqTh3izz52Rbz65TFxz8euiKpO7c9aZu2OA/GFWcvjN/52QfzYNDQAQKEpaxNtK7smdkm1n/wyAhsAIA8+/aFe8Y0XfxG7D9Q22r5kw75YvvlXMaT3hVFKDh48mH40d4Oampoz7j9p0qT4/Oc/ny6XGgm9YMGCGDNmTOLqBgBocH5F+/ijsZdHzfV94p+XbIpHFm6IPQfrzlhm3a6DsXlv46f6AADkW9vOF0avL/xTJNWWGVPj+MG9+W5GSXMLAQBAHlS0bxu/f32fJt976KX1UWoWLVoUtbW1mVHO11577Rn3r6ioiOHDh2dez5s3L5F1AwD8usrydvH50f1i4ZfGxF+Mvyred175u+7bpXOH+Myw3jltHwAAZJsR2AAAefKZ63rHQy+ti3d+ba7Ddm3K4tjxE9G+benca7hmzZrMeurx3e3anb2bOmTIkHjhhRdOK5+kulNWrVrVKCH+XixevLhFdQMAhatjh/+64THVZ/z+sl/Gt+avj237jzbaJ/V+pw6n913OtW+R6pcAAEC+SWADAOTJeRXtY+qIS+Pv561LJ61/a/AlcdcNfeOy950XpebNN9/MrFdXVzerTO/e/z3aaO3atYmsOyX1KPIlS5a06DMAgOJ+cs/vDb80brm2dzy9fEs8NH99bN53OC7o2D5uG95030XfAgCAJJPABgDIo9tHXBoHa+vTo2d6XdgpStXevf89r1CPHj2aVaZnz56Z9dRc1EmsGwCguTq0axOTh/aOT3+oV8xesS1q60+kb4gEAIBiI4ENAJBHXSvL4yuf/ECUutQo5AYdO3ZsVplT9zu1fJLqBgB4r9q1bROTPtQr380AAICsKZ2JFQEAKFhHj/73fI4dOnRoVpny8vLM+pEjRxJZNwAAAADQmBHYAADkXUVFRWa9rq6uWWVqa2vf88jpQqs7pbKyMgYOHNiizwAAONWwYcPOqdyqVas8XQYAgNJJYKd+DHzyySfj8ccfj9WrV8fOnTvjwgsvjD59+sTEiRPj9ttvj27duhVd3QAANC+J+15HNJ+636nlk1R3Sip5vXjx4hZ9BgDAqc61bzF8+PBYsmRJq7cHAAAKLoG9du3auPXWW2PFihWNtu/YsSO9pDrVDzzwQMycOTPGjRtXNHUDANA8Xbt2zaynbjZsjlRfrkGXLl0SWTcAAAAAkOME9pYtW2Ls2LGxbdu29OuysrIYNWpU9OvXL3bv3h1z585Nj2DZtWtXTJgwIZ5//vkYM2ZM4usGAKD5+vfvn1nftGlTs8ps3rw5sz5gwIBE1g0AAAAA5DiBPWXKlEwCubq6OmbPnh3XXHNN5v09e/bE5MmT48UXX4xjx47FzTffHOvXr4+qqqpE1w0AQPNdeeWVmfWVK1dGfX19tGt35q7q8uXLmyyfpLoBAAAAgMbaRBbNmTMnFi5cmF7v0KFDPPvss40SyCmpuadTieW+ffumX+/bty+mT5+e6LoBAHhvRowYEeXl5en1Q4cOxbJly864f21tbaP5GVvyFJ181g0AAAAA5DCBPWPGjMz61KlTY9CgQU3u17lz57jvvvsyrx9++OH0yJek1g25MHz48PRj8U9dUtsgVxyDFALHYfGorKxMT/3S4NFHHz3j/k8//XQcOHAgMwd1apqYJNYNuSJekm+OQQqB4xDe/bzYunVr+vXxg3tj+2P35LtZJEjqeNl0//hGi2OI98IxRGtwHBWfrCWwDx48mH40d4Oampoz7j9p0qT0j4cNI6EXLFiQyLoBADg3d999d6Mk8urVq5vc7/Dhw3HvvfdmXt95551nfeR3IdcNAAAAAOQggb1o0aL04xUbRjlfe+21Z9y/oqKi0V2v8+bNS2TdAACcm5tuuilGjhyZXk/15caPHx9vvPFGo3327t0bEyZMiHXr1mVGQE+bNq3Jz9u4cWOjEVZnGlnd2nUDAAAAAOcma8NF1qxZk1lPPb67OSNThgwZEi+88MJp5ZNUd8qqVavO+RFUixcvblHdAEDxOtf+RapvkhSzZs2KoUOHxvbt29MJ6MGDB8fo0aOjX79+sXv37pg7d256FHRKqo/31FNPRVVVVeLrBgAAAACynMB+8803M+vV1dXNKtO7d+/M+tq1axNZd8MjzJcsWdKizwAA+HWl0L/o1atX+mk4t956a6xYsSJOnjwZ8+fPTy+n6t69e8ycObPR3NVJrhsAAAAAyHICO/WIxQY9evRoVpmePXtm1lNzUSexbgAAWmbAgAGxdOnSeOKJJ+Lxxx9Pz0e9c+fO9Gjnvn37xsSJE6Ompia6detWVHUDAAAAAFlMYKdGITfo2LFjs8qcut+p5ZNUNwAALdehQ4e47bbb0su5uvTSS9OjqPNRNwAAuVNXVxdPPvlkoxsQL7zwwujTp0/6BsTbb789azcg5rNuAIBilbUE9tGjRxv9CNgc5eXlmfUjR44ksm4AAAAAIDdSUwE2TAFzqh07dqSXxYsXxwMPPJCeAmbcuHFFUzcAQDHLWgK7oqKi0Z2IzVFbW/ueR04XWt0plZWVMXDgwBZ9BgDArxs2bNg5lVu1apUnzAAAUHS2bNkSY8eOjW3btqVfl5WVxahRo6Jfv36xe/fumDt3bnqgyq5du2LChAnx/PPPx5gxYxJfNwBAsctaAjuVxH2vI5pP3e/U8kmqOyWVvE7dYQkA0JrOtX8xfPjwWLJkSau3BwAA8mnKlCmZBHJ1dXXMnj07rrnmmsz7e/bsicmTJ8eLL74Yx44di5tvvjnWr18fVVVVia4bAKDYtcnWB3ft2jWznpr7pTlSj9Zp0KVLl0TWDQAAAABk15w5c2LhwoWZKQSfffbZRgnklNTc06nEct++fdOv9+3bF9OnT0903QAApSBrCez+/ftn1jdt2tSsMps3b86sDxgwIJF1AwAAAADZNWPGjMz61KlTY9CgQU3u17lz57jvvvsyrx9++OGor69PbN0AAKUgawnsK6+8MrO+cuXKZnXOli9f3mT5JNUNAAAAAGTPwYMH04/mblBTU3PG/SdNmpSZMjA1EnrBggWJrBsAoFRkbQ7sESNGRHl5edTW1sahQ4di2bJlMWzYsHfdP7XfqXMzjhkzJpF1AwAAAADZs2jRovTveQ2jnK+99toz7l9RURHDhw+PF154If163rx55/z7Xz7rBgBy4/jht9P/bt++PXr16hXFoGfPnul8aZR6Ajt1Z+HYsWPTc8KkPProo2dMIj/99NNx4MCBzBzUo0aNSkTdGzZsOG3bqlWr0h1TyKbUcdbUNsceueIYpBA4Ds/9v1NTfRiyT9+RfBEvyTfHIIXAcVg8/cY1a9Zk1lOP727X7uw/cQ4ZMiSTRD61fKHW3dR/99deey3OO++8OBcDBw5s9nd+bPem2P7YPZFIJ0+k/zl+eH9y/4aE/S2p46WpbZk2J+TvaJZi+VsK7O846zGUoL/lnBXL35HHv6VFx1FTThz/r39OnIitW7dGMdi1a9e79nub6g80x+HDh7PXdzyZRc8999zJVBWppby8/OSqVaua3O/QoUMnL7vsssy+X/7ylxNTd2VlZaasxWKxWCwWS1KWVB+G3NN3tFgsFovFkrSlEPuNd911V6Z9t9xyS7PKzJgxI1PmqquuKvi69RstFovFYrFECfcdszYHdspNN90UI0eOTK+nHq0zfvz4eOONNxrts3fv3pgwYUKsW7cuMwJ62rRpTX7exo0bo6ysLLOkRlbnqm4AAAAAIP9Sv+k16NGjR7Mfm9kgNRd1EusGACgVWXuEeINZs2bF0KFD08+JTyWgBw8eHKNHj45+/frF7t27Y+7cuZkh5qlH7jz11FNRVVWV+LoBAAAAgNZ38ODBzHrHjh2bVebU/U4tn6S6AQBKRdYT2KnJzefNmxe33nprrFixIvXI8pg/f356OVX37t1j5syZ6bmri6FuAAAAAKD1HT16NLPeoUOHZpUpLy/PrB85ciSRdQMAlIqsJ7BTBgwYEEuXLo0nnngiHn/88Vi9enXs3LkzPdq5b9++MXHixKipqYlu3bolru5LLrnktAncO3XqlP5sAIBCsGHDhsxTZ07tw5B7+o4AQCFLSr+xoqIis15XV9esMqkpBt/ryOl81n1qv7HhO2nTpk2j+t+LgQMHnlM5AKD4rVq16pxv7Dtx4kTm963W7DvmJIHdcEfibbfdll7O1aWXXpoeRZ2Put/N2rVrW/0zAQAoTvqOAAAtV1lZ+Z5HNJ+636nlC7Vu/UYAoJS1yXcDAAAAAACaq2vXrpn11JMWm2PHjh2Z9S5duiSybgCAUiGBDQAAAAAkRv/+/TPrmzZtalaZzZs3N5pyMIl1AwCUCglsAAAAACAxrrzyysz6ypUro76+/qxlli9f3mT5JNUNAFAqJLABAAAAgMQYMWJElJeXp9cPHToUy5YtO+P+tbW1sWTJkszrMWPGJLJuAIBSIYENAAAAACRGZWVljB07NvP60UcfPeP+Tz/9dBw4cCAzB/WoUaMSWTcAQKmQwAYAAAAAEuXuu+9ulERevXp1k/sdPnw47r333szrO++8M9q1a5fYugEASoEENgAAAACQKDfddFOMHDky85ju8ePHxxtvvNFon71798aECRNi3bp1mRHQ06ZNa/LzNm7cGGVlZZnlTCOrW7tuAAAac8sfAAAAAJA4s2bNiqFDh8b27dvTCejBgwfH6NGjo1+/frF79+6YO3duehR0Smrk81NPPRVVVVWJrxsAoNgZgQ05VldXF4899liMGzcuqquro6KiIi666KIYMWJEPPjgg7Fnz55WrS91x/CpdxA3Z7njjjtatQ0UjuPHj6fvCv/Od74Td911V3z4wx+ODh06ZL77G264oejOAQpPvo5D8RBIIn1H8knfkUKg78iZ9OrVK+bNm5dOHqecPHky5s+fnz5ennnmmUwCuXv37vGjH/2o0dzVSa473/FRbC4e+pqcK/1EWoN+HmdiBDbk0Nq1a+PWW2+NFStWNNq+Y8eO9LJ48eJ44IEHYubMmekLL7Sm1P8wf+Yzn8n8T3Q+OAcohOMQIClcNyn1a7ZzgEI4Dil8AwYMiKVLl8YTTzwRjz/+eHo+6p07d6ZHO/ft2zcmTpwYNTU10a1bt6KpO5/xUWwuHr5Lknx9dvwmXyEcRxQ2CWzIkS1btqTvtt22bVv6dequnVGjRjV6tNSRI0di165d6TmSnn/++RgzZkyr/49Vc+74Td2lRvF5++2389ohKIRzgPzL93HYQDwECl0hXDfFytKW72t2IZwD5F++j8MG4mHhS43Wuu2229LLubr00kvTo6jzUXdS4qPYXDwK4bsUW5Mr39fnQjh+Sf5x1EAsKlwS2JAjU6ZMyVxUU480mT17dlxzzTWZ91OPNJk8eXK8+OKLcezYsbj55ptj/fr1rTo/0nXXXRff/OY3W+3zSKYePXrEtddem1l+/OMfxze+8Y2SOAcoHPk6DhuIh0ChK4TrplhJir4jhUDfEQojPorNxaMQvkuxNfn0E2kN+nm8GwlsyIE5c+bEwoULM3fmPvvsszFo0KBG+6QeJ5W62F599dWxYcOG2LdvX0yfPj2++tWv5qnVFJuPf/zjsWnTpujdu3ej7anHnWWbc4BCOA4BksJ1k0Kg70gh0HeEwomPYnPx8F3SUvqJtAb9PM6mzVn3AFpsxowZmfWpU6eedlFt0Llz57jvvvsyrx9++OGor6/PSRspfj179jytQ5ArzgEK4TgESArXTQqBviOFQN8RCic+is3Fw3dJS+kn0hr08zgbCWzIsoMHD6YfV9KgpqbmjPtPmjQpKisr0+upu8MWLFiQ9TZCNjkHAKD5XDcpdc4BgMKLj2Jz8fBdkmSOXygtEtiQZYsWLYra2trMnV+peRzOpKKiIoYPH555PW/evKy3EbLJOQAAzee6SalzDgAUXnwUm4uH75Ikc/xCaTEHNmTZmjVrMuupR5q0a3f2027IkCHxwgsvnFa+pd5+++34/ve/H6tXr479+/fH+eefHxdffHH6Qp5qW1lZWavVBYV4DkAD8RAoVIV03RQrKfVzABqIh5R6fBSbi0chfZdiK0k+fikeYlHhksCGLHvzzTcz69XV1c0qc+rcD2vXrm21tsyePTu9NOXyyy+PadOmxWc/+1lBmaI9B6CBeAgUqkK6boqVlPo5AA3EQ0o9PorNxaOQvkuxlSQfvxQPsahweYQ4ZNnevXsz6z169GhWmZ49e2bWU/Nz5MIvfvGLuOOOO+JTn/pUHDp0KCd1UhqScg5AA/EQyKekXDfFSkr9HIAG4iGlEB/F5uKRlO9SbCXJxy/FQyzKLwlsyLKDBw9m1jt27NisMqfud2r5c5W60+yee+6JOXPmxC9/+cs4evRoOuCm7lp76KGHYsCAAZl9n3vuuZgyZUqcOHGixfVCoZwD0EA8BApdIVw3xUpK/RyABuIhhSSf8VFsLh6F8F2KrST5+KV4iEWFTwIbsiwV+Bp06NChWWXKy8sz60eOHGlR/RMmTIi33norHnzwwfjEJz4RvXr1Sn9+p06d4oorroi77rorXn/99aipqcmUeeaZZ2LWrFktqhcK5RyABuIhkAT5vm6KlZT6OQANxEMKTT7jo9hcPPL9XYqtJPn4pXiIRckggQ1ZVlFRkVmvq6trVpna2tr3fDfZu6mqqoo2bc58qqcu+I888kiMHDkys+3+++9vUb1QKOcANBAPgSTI93VTrKTUzwFoIB5SaPIZH8Xm4pHv71JsJcnHL8VDLEoGCWzIssrKyvd8l9ep+51aPptSAfsrX/lK5vWqVatiy5YtOamb4paUcwAaiIdAPiXluilWUurnADQQDymF+Cg2F4+kfJdiK0k+fikeYlF+SWBDlnXt2jWzvnPnzmaV2bFjR2a9S5cukSujRo2K9u3bZ16vWbMmZ3VTvJJ0DkAD8RDIlyRdN8VKSv0cgAbiIcUeH8Xm4pGk71JsJcnHL8VDLMofCWzIsv79+2fWN23a1KwymzdvzqwPGDAgciUViLt165Z5vWfPnpzVTfFK0jkADcRDIF+SdN0UKyn1cwAaiIcUe3wUm4tHkr5LsZUkH78UD7EofySwIcuuvPLKzPrKlSujvr7+rGWWL1/eZPlcOHToUGa9c+fOOa2b4pS0cwAaiIdAPiTtuilWUurnADQQDynm+Cg2F4+kfZdiK0k+fikeYlF+SGBDlo0YMSLKy8szgW7ZsmVn3L+2tjaWLFmSeT1mzJjIlQ0bNsQ777yTeX3xxRfnrG6KV5LOAWggHgL5kqTrplhJqZ8D0EA8pNjjo9hcPJL0XYqtJPn4pXiIRfkjgQ1ZVllZGWPHjs28fvTRR8+4/9NPPx0HDhzIzMuRmmMhV7773e9m1i+44IIYPHhwzuqmeCXpHIAG4iGQL0m6boqVlPo5AA3EQ4o9PorNxSNJ36XYSpKPX4qHWJQ/EtiQA3fffXejC+vq1aub3O/w4cNx7733Zl7feeed0a5du3Ou9+DBg83ed9GiRfG1r30t83ry5MktqhsK4RyABuIhkCT6jpQ6fUfyTTykUOUzPorNxUNfkyQTi2gpsSg5JLAhB2666aYYOXJk5tEl48ePjzfeeKPRPnv37o0JEybEunXrMneFTZs2rcnP27hxY5SVlWWWd7vb7Ac/+EEMHTo0vve978X+/fub3Ofo0aPxd3/3d/HRj340vZ5SVVUVX/nKV1r0N1P8mnscZuMcgAbiIVCM9B0pRvqOFALxkKTLVx8hG3WTP/qaFBqxiNYgFhUftwpAjsyaNSsdGLdv354OpqlHTYwePTr69esXu3fvjrlz56bvDEtJ3cXz1FNPpYNiS/30pz+NqVOnpj9zwIAB6eXCCy+M48ePx9atW2Px4sWN5nDo2LFjzJ49Oy666KIW103hGTduXGzbtq3Rth07dmTWU3PHNPUYlDlz5rR4fo98nQMUnnwdh+IhkCT6jhQCfUcKgb4jFE58FJuLh74mLaWfSGvQz+OMTgI5s2bNmpODBw8+mTr13m3p3r37yeeee+6Mn/PWW281KjNz5swm90ttP1Ndv74MHTr05M9//vMs/fUUgurq6vd0TDQsqWPuXI/DbJwDJFs+jkPxEEgifUfyTd+RQqDvCPnvI2SjbvJPX5OW0E+kNejncSZGYEMOpe7kWbp0aTzxxBPx+OOPp+fo2LlzZ/oOsL59+8bEiROjpqYmunXr1ir13XrrrXHFFVek52pYsmRJrF+/Pvbs2ZN+jMqJEyfiggsuiD59+sSwYcPi05/+dFx//fWtUi8UyjkADcRDIIn0HSl1+o7ki3hIoctnfBSbi4e+JkkmFnGuxKLkKEtlsfPdCAAAAAAAAABok+8GAAAAAAAAAECKBDYAAAAAAAAABUECGwAAAAAAAICCIIENAAAAAAAAQEGQwAYAAAAAAACgIEhgAwAAAAAAAFAQJLABAAAAAAAAKAgS2AAAAAAAAAAUBAlsAAAAAAAAAAqCBDYAAAAAAAAABUE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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -247,7 +250,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:02.909545Z", @@ -259,13 +262,16 @@ "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 984 + } }, "output_type": "display_data" } @@ -284,7 +290,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -298,7 +304,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/region_interface_areas.ipynb b/examples/metrics/reference/region_interface_areas.ipynb index cd08a353e..1e38f5263 100644 --- a/examples/metrics/reference/region_interface_areas.ipynb +++ b/examples/metrics/reference/region_interface_areas.ipynb @@ -25,25 +25,13 @@ "shell.execute_reply": "2022-04-25T01:55:15.597052Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", "from skimage.morphology import disk\n", - "import inspect\n", - "inspect.signature(ps.metrics.region_interface_areas)" + "ps.visualization.set_mpl_style()" ] }, { @@ -56,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:15.602554Z", @@ -68,27 +56,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "7a584538fdc744398569bc7e50e3469d", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", 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\n", - "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -98,7 +75,8 @@ "im = ps.generators.blobs(shape=[200,200])\n", "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(regions/im, origin='lower', interpolation='none')\n", "ax.axis(False);" ] @@ -119,7 +97,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:15.734265Z", @@ -131,41 +109,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "f32c9347741c44739ae5a6e9110967f8", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Computing region surface area : 0%| | 0/57 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 383 + } }, "output_type": "display_data" } @@ -173,7 +126,8 @@ "source": [ "areas = ps.metrics.region_surface_areas(regions=regions)\n", "conns, interface_areas = ps.metrics.region_interface_areas(regions, areas)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(np.arange(0,len(conns)), interface_areas, 'o')\n", "plt.xlabel('interface (throat) number');\n", "plt.ylabel('interface area (Voxel^2)');" @@ -195,7 +149,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:16.005738Z", @@ -207,27 +161,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e340a251fb354ea3bbfb8c22a71f2264", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Computing interfacial area between regions : 0%| | 0/57 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 384 + } }, "output_type": "display_data" } @@ -235,9 +178,10 @@ "source": [ "voxel_size=1e-1\n", "conns, interface_areas = ps.metrics.region_interface_areas(regions, areas, voxel_size=voxel_size)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(np.arange(0,len(conns)), interface_areas, 'o')\n", - "plt.xlabel('interface (throat) number');\n", + "plt.xlabel('interface (throat) number')\n", "plt.ylabel('interface area (m^2)');" ] }, @@ -258,7 +202,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:16.304507Z", @@ -270,27 +214,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fa083f1cc5e243718dcd9c1a9de8958b", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Computing interfacial area between regions : 0%| | 0/57 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 383 + } }, "output_type": "display_data" } @@ -298,16 +231,17 @@ "source": [ "voxel_size=1e-1\n", "conns, interface_areas = ps.metrics.region_interface_areas(regions, areas, strel=disk(10))\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(np.arange(0,len(conns)), interface_areas, 'o')\n", - "plt.xlabel('interface (throat) number');\n", + "plt.xlabel('interface (throat) number')\n", "plt.ylabel('interface area (m^2)');" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -321,7 +255,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -343,11 +277,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_8c7a90e260964d37a2a7f51b33755807", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_5a8e6480965b4d53a4bc67b33ca81d42", - "value": 1.0 + "value": 1 } }, "1b70542b51e84c44991b2bf97e0fe964": { @@ -419,11 +353,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_a8c006d2e64045f4881aced273703f1f", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_ef8c3171128f4aecb2cb866fded96629", - "value": 57.0 + "value": 57 } }, "2240c9babf664c7ca4848bbae6eef1de": { @@ -443,11 +377,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_f9e56149f112435faf146ac883723db3", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_7738c01c2ef24d8383691d14bdf7c3cf", - "value": 57.0 + "value": 57 } }, "2f3522d3c2db48118a992e560755aad3": { @@ -1105,11 +1039,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_c970b73bff314dd997f742fe2c491230", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_66488f9520f342ad80613e657417623f", - "value": 57.0 + "value": 57 } }, "8e4692ccb1a64aa98c46eb874207444e": { @@ -1746,11 +1680,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_e9e3431e460243a583d7c7711db727e1", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_d3fca224bc6848cc9239498ca400435d", - "value": 57.0 + "value": 57 } }, "e9e3431e460243a583d7c7711db727e1": { diff --git a/examples/metrics/reference/region_surface_areas.ipynb b/examples/metrics/reference/region_surface_areas.ipynb index 12cdf4695..3c7bf9350 100644 --- a/examples/metrics/reference/region_surface_areas.ipynb +++ b/examples/metrics/reference/region_surface_areas.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:03.409398Z", @@ -25,25 +25,13 @@ "shell.execute_reply": "2022-04-25T01:55:05.856215Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", "from skimage.morphology import disk\n", - "import inspect\n", - "inspect.signature(ps.metrics.region_surface_areas)" + "ps.visualization.set_mpl_style()" ] }, { @@ -56,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:05.860035Z", @@ -68,27 +56,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "53060902ced64a648223d55b42b96e8b", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -98,7 +75,8 @@ "im = ps.generators.blobs(shape=[200,200])\n", "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(regions/im, origin='lower', interpolation='none')\n", "ax.axis(False);" ] @@ -112,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:05.987760Z", @@ -124,27 +102,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "38d50ee6db7a4e8888fdc8ec259dd7ce", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Computing region surface area : 0%| | 0/57 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 469 + } }, "output_type": "display_data" } @@ -155,7 +122,8 @@ "for i in range(0, len(surface_areas)):\n", " mask = np.array(np.where(regions_sur == i, regions_sur, 0), dtype=bool)\n", " regions_sur[mask] = surface_areas[i]\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", "plt.imshow(regions_sur, origin='lower', interpolation='none')\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" @@ -177,7 +145,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:06.184313Z", @@ -189,41 +157,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fd9e6ca43ca94585be406b3f80be3886", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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"text/plain": [ - "Computing region surface area : 0%| | 0/57 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 983 + } }, "output_type": "display_data" } @@ -231,11 +174,12 @@ "source": [ "voxel_size=1e-3\n", "surface_areas = ps.metrics.region_surface_areas(regions=regions, voxel_size=voxel_size)\n", + "\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].hist(surface_areas, edgecolor='k');\n", - "ax[0].set_title(\"PDF scaling included in the result\");\n", + "ax[0].hist(surface_areas, edgecolor='k')\n", + "ax[0].set_title(\"PDF scaling included in the result\")\n", "surface_areas = ps.metrics.region_surface_areas(regions=regions)\n", - "ax[1].hist(surface_areas*voxel_size**2, edgecolor='k');\n", + "ax[1].hist(surface_areas*voxel_size**2, edgecolor='k')\n", "ax[1].set_title(\"PDF scaling after the result\");" ] }, @@ -256,7 +200,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:06.623214Z", @@ -268,27 +212,16 @@ "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5e95d1dbe344471ba3a23f7156622333", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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", "text/plain": [ - "Computing region surface area : 0%| | 0/57 [00:00" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 469 + } }, "output_type": "display_data" } @@ -299,7 +232,8 @@ "for i in range(0, len(surface_areas)):\n", " mask = np.array(np.where(regions_sur == i, regions_sur, 0), dtype=bool)\n", " regions_sur[mask] = surface_areas[i]\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", "plt.imshow(regions_sur, origin='lower', interpolation='none')\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" @@ -308,7 +242,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -322,7 +256,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" }, "widgets": { "application/vnd.jupyter.widget-state+json": { @@ -708,11 +642,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_1b98bb185ab34ef0a4e94eaec1ed155f", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_6bd3b0f4a5824ca1b7a4c16dda98766e", - "value": 57.0 + "value": 57 } }, "38d50ee6db7a4e8888fdc8ec259dd7ce": { @@ -900,11 +834,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_0d589d8fc88646f19f4c99f0dff6fba1", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_b8d6f87147b641c89b8fe5ffb7cd70e7", - "value": 57.0 + "value": 57 } }, "5e95d1dbe344471ba3a23f7156622333": { @@ -1258,11 +1192,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_f5f322f4532445d5867db9ebcc321767", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_8c6e69c4e8184d1a9b0d94383ac74230", - "value": 57.0 + "value": 57 } }, "8c6e69c4e8184d1a9b0d94383ac74230": { @@ -1298,11 +1232,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_9bc679d45653418ea29f92eb6a668fb1", - "max": 1.0, - "min": 0.0, + "max": 1, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_e86741e7ed3f4e5a86e8794b0f85f469", - "value": 1.0 + "value": 1 } }, "935c04b47b5446148712e095323ce9e4": { @@ -1462,11 +1396,11 @@ "description": "", "description_tooltip": null, "layout": "IPY_MODEL_d725ec10afd64ad2aac52acfb4ca9d83", - "max": 57.0, - "min": 0.0, + "max": 57, + "min": 0, "orientation": "horizontal", "style": "IPY_MODEL_19242708890541e4bcb24749ea2e954f", - "value": 57.0 + "value": 57 } }, "b7b0a637a4154dc694d17832bb19ba5d": { diff --git a/examples/metrics/reference/region_volumes.ipynb b/examples/metrics/reference/region_volumes.ipynb index 4ad6b9457..aca6ddb70 100644 --- a/examples/metrics/reference/region_volumes.ipynb +++ b/examples/metrics/reference/region_volumes.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:09.900424Z", @@ -25,24 +25,12 @@ "shell.execute_reply": "2022-04-25T01:55:12.221457Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.metrics.region_volumes)" + "ps.visualization.set_mpl_style()" ] }, { @@ -55,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:12.226512Z", @@ -67,12 +55,17 @@ "outputs": [ { "data": { - "image/png": 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thvh7au364zu7MVr3raPVnmWsAwBGToQBIESEASBEhAEgRIQBIESEASBEhAEgRIQBIMRYx4cw6tFn9daPVnkOmeGPGoyHtDfWkY1aIyOtRy9qDnqsqziyMTRuwgAQIsIAECLCABAiwgAQIsIAECLCABAiwgAQIsIAECLCADCFxayln17t5p01LGCoS1ctTXnl6gML3zvW1eAmDAAhIgwAISIMACEiDAAhIgwAISIMACEiDAAhIgwAgx/rePPt/jP3LXdDs/LuqWrPWvOJ7dWeBWMdl1jcsKGbZ/M+wjFUS1s2V3nOytlzXUtuwgAQIsIAECLCABAiwgAQIsIAECLCABAiwgAQIsIAMPSxjqUBDnG0tvqDE71nDHoAjNdSpdGPUm7CABAiwgAQIsIAECLCABAiwgAQIsIAECLCABAiwgAw9LGOsSoZGVl591STb5mHsZKhKhlRGfPP12dxw4b0JwD/BzdhAAgRYQAIEWEACBFhAAgRYQAIEWEACBFhAAgRYQAIEWEAGPpi1sqps/0PW97STXVVq9jV96ssdJUsPFFuaGtYFqzGq/TP7ubly10ri3d9rOjcwpr+e9fKhYvd0Cxt2dxNlZswAISIMACEiDAAhIgwAISIMACEiDAAhIgwAISIMAAMfaxj3gc9hjouUWvUY2hjFjAXox5rb+lamq2udkOzNOEhjhJuwgAQIsIAECLCABAiwgAQIsIAECLCABAiwgAQIsIAELIwm81mqZcDwDxzEwaAEBEGgBARBoAQEQaAEBEGgBARBoAQEQaAEBEGgBARBoAu478B2VPR6ICA2DYAAAAASUVORK5CYII=", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 383 + } + }, "output_type": "display_data" } ], @@ -81,8 +74,9 @@ "im = ps.generators.blobs(shape=[50, 50, 50])\n", "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(regions[:,:,20], origin='lower', interpolation='none')\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", + "ax.imshow(regions[:, :, 20], origin='lower', interpolation='none')\n", "ax.axis(False);" ] }, @@ -95,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:12.987758Z", @@ -107,12 +101,17 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 384, + "width": 458 + } + }, "output_type": "display_data" } ], @@ -122,8 +121,9 @@ "for i in range(0, len(vols)):\n", " mask = np.array(np.where(regions_vol == i, regions_vol, 0), dtype=bool)\n", " regions_vol[mask] = vols[i]\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "plt.imshow(regions_vol[:,:,10], origin='lower', interpolation='none')\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", + "plt.imshow(regions_vol[:, :, 10], origin='lower', interpolation='none')\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" ] @@ -144,7 +144,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:13.760737Z", @@ -156,12 +156,17 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 384, + "width": 458 + } + }, "output_type": "display_data" } ], @@ -171,8 +176,9 @@ "for i in range(0, len(vols)):\n", " mask = np.array(np.where(regions_vol == i, regions_vol, 0), dtype=bool)\n", " regions_vol[mask] = vols[i]\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "plt.imshow(regions_vol[:,:,10], origin='lower', interpolation='none')\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", + "plt.imshow(regions_vol[:, :, 10], origin='lower', interpolation='none')\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" ] @@ -180,7 +186,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/metrics/reference/regionprops_3D.ipynb b/examples/metrics/reference/regionprops_3D.ipynb index ad3cbdbcd..d30b67459 100644 --- a/examples/metrics/reference/regionprops_3D.ipynb +++ b/examples/metrics/reference/regionprops_3D.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "42296990", "metadata": { "execution": { @@ -32,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 14, "id": "ab7582c0", "metadata": { "execution": { @@ -45,23 +45,26 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 463, - "width": 468 + "height": 383, + "width": 383 } }, "output_type": "display_data" } ], "source": [ - "im = ~ps.generators.random_spheres(shape=[80, 80, 80], r=10, clearance=3)\n", - "plt.imshow(im[20, ...], origin='lower', interpolation='none');" + "im = ps.generators.random_spheres(shape=[80, 80, 80], r=10, clearance=3)\n", + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(im[20, ...], origin='lower', interpolation='none')\n", + "ax.axis(False);" ] }, { @@ -74,7 +77,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 15, "id": "a75c5b4c", "metadata": { "execution": { @@ -87,15 +90,15 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { "image/png": { - "height": 463, - "width": 468 + "height": 383, + "width": 383 } }, "output_type": "display_data" @@ -103,12 +106,15 @@ ], "source": [ "regions = spim.label(im)[0]\n", - "plt.imshow(regions[20, ...], origin='lower', interpolation='none');" + "\n", + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(regions[20, ...], origin='lower', interpolation='none')\n", + "ax.axis(False);" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 16, "id": "d573de10", "metadata": { "execution": { @@ -133,7 +139,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 17, "id": "7ad84e89", "metadata": { "execution": { @@ -147,29 +153,26 @@ { "data": { "text/plain": [ - "[,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ]" + "[,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ]" ] }, - "execution_count": 7, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -188,7 +191,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 18, "id": "e0556e3b", "metadata": { "execution": { @@ -235,6 +238,7 @@ "intensity_max\n", "intensity_mean\n", "intensity_min\n", + "intensity_std\n", "label\n", "mask\n", "moments\n", @@ -277,7 +281,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "id": "2a2be644", "metadata": { "execution": { @@ -292,7 +296,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "5497.0\n" + "407557.0\n" ] } ], @@ -310,7 +314,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 9, "id": "b8fd821f", "metadata": { "execution": { @@ -325,7 +329,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "5497.0\n" + "407557.0\n" ] } ], @@ -343,7 +347,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 10, "id": "3f861819", "metadata": { "execution": { @@ -358,7 +362,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "1407.99609375\n" + "24389.740234375\n" ] } ], @@ -376,7 +380,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 20, "id": "8e8335c3", "metadata": { "execution": { @@ -389,28 +393,30 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
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" ] }, "metadata": { "image/png": { - "height": 463, - "width": 485 + "height": 383, + "width": 383 } }, "output_type": "display_data" } ], "source": [ - "plt.imshow(props[0].dt[5, ...]);" + "fig, ax = plt.subplots(figsize=[4, 4])\n", + "ax.imshow(props[0].dt[5, ...])\n", + "ax.axis(False);" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -424,7 +430,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/examples/metrics/reference/rev_porosity.ipynb b/examples/metrics/reference/rev_porosity.ipynb index 7428c4d36..bec0f7c3e 100644 --- a/examples/metrics/reference/rev_porosity.ipynb +++ b/examples/metrics/reference/rev_porosity.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:08.799897Z", @@ -25,19 +25,12 @@ "shell.execute_reply": "2022-04-25T01:55:11.076287Z" } }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No module named 'pyedt'\n" - ] - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import porespy as ps" + "import porespy as ps\n", + "ps.visualization.set_mpl_style()" ] }, { @@ -50,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:11.081161Z", @@ -62,18 +55,24 @@ "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 383 + } + }, "output_type": "display_data" } ], "source": [ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[100, 100, 100])\n", + "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(im[:,:,6], origin='lower', interpolation='none')\n", "ax.axis(False);" @@ -88,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:11.285700Z", @@ -100,18 +99,24 @@ "outputs": [ { "data": { - "image/png": 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", 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"text/plain": [ - "
" + "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 383, + "width": 384 + } + }, "output_type": "display_data" } ], "source": [ "rev = ps.metrics.rev_porosity(im=im)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(rev.volume, rev.porosity, 'r.')\n", "ax.set_xlabel(\"volume\")\n", "ax.set_ylabel(\"porosity\");" @@ -133,7 +138,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:11.685995Z", @@ -145,18 +150,24 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 384, + "width": 384 + } + }, "output_type": "display_data" } ], "source": [ "rev = ps.metrics.rev_porosity(im=im, n=2000)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(rev.volume, rev.porosity, 'r.')\n", "ax.set_xlabel(\"volume\")\n", "ax.set_ylabel(\"porosity\");" @@ -173,17 +184,22 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 13, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": {}, + "metadata": { + "image/png": { + "height": 384, + "width": 402 + } + }, "output_type": "display_data" } ], @@ -194,7 +210,7 @@ ")\n", "rev = ps.metrics.rev_porosity(im, slices=slices)\n", "\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(rev.volume, rev.porosity, 'r.')\n", "ax.set_xlabel(\"volume\")\n", "ax.set_ylabel(\"porosity\");\n" @@ -203,7 +219,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/metrics/reference/rev_tortuosity.ipynb b/examples/metrics/reference/rev_tortuosity.ipynb index 0f24c9cc7..4de523923 100644 --- a/examples/metrics/reference/rev_tortuosity.ipynb +++ b/examples/metrics/reference/rev_tortuosity.ipynb @@ -9,17 +9,9 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No module named 'pyedt'\n" - ] - } - ], + "outputs": [], "source": [ "# Import Packages\n", "import porespy as ps\n", @@ -39,12 +31,12 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 2, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -77,7 +69,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -85,7 +77,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of rev_tortuosity generated at Fri May 2 11:24:08 2025\n", + "Results of rev_tortuosity generated at Fri Jul 11 22:02:29 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "porosity_orig Dictionary with 200 items\n", "porosity_perc Dictionary with 200 items\n", @@ -113,12 +105,12 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 4, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] @@ -171,7 +163,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -179,7 +171,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of rev_tortuosity generated at Fri May 2 11:27:59 2025\n", + "Results of rev_tortuosity generated at Fri Jul 11 22:02:34 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "porosity_orig Dictionary with 400 items\n", "porosity_perc Dictionary with 400 items\n", @@ -210,7 +202,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -218,7 +210,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of rev_tortuosity generated at Fri May 2 11:32:39 2025\n", + "Results of rev_tortuosity generated at Fri Jul 11 22:02:36 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "porosity_orig Dictionary with 102 items\n", "porosity_perc Dictionary with 102 items\n", @@ -244,12 +236,12 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 7, "metadata": {}, "outputs": [ { "data": { - "image/png": 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iEW+krLGdwc6K1wMAWP4qGio3XcdNQNxMsJubm/Xd735XDz/8sJ2Iv+9977O3jzzyiG6//Xb7uhGLxehWDgAAAABABU0+2f3lL39Zz3nOc8ra79nPfrYdP+7rX/96RepDYwv73OoIe+cc43I6tLo1WLWaAAAAACxPzI8BAMBStyq8Sg5NvdjteB2BDjqVAwCWfqj8jjvumLh/00036SUvecmM41760pfqC1/4woz7AQAAAACAxfXggw/aC8DPOOMMXXbZZSe0rxlvViEzq42Z9wEqYVNnWJ0R34yved0Obe2J2PA5AAAAAJwM5scAAGCpM53KT2k9RW7nzMdDOwOdWt+0vup1AQCWp4qeffvNb35jb0855RS94hWvmHPsK1/5Sjtu9+7devTRRytZFgAAAAAADa2vr8/emuW8F8Is923m/P39/YtcGXCU0+nQ5q6wVrcG1B/NKJ0vyOmQWoJetYe805ahBwAAAICFYH4MAADqQbOvWWd1nqXh9LCimaiKpaL8br86g53yuWZuzgEAwJILlQ8NDdmTfM997nPLGn/uuefaULnZDwAAAAAAVJbppgYsZX6PS2vbg7UuAwAAAMAyx/wYAAAsdU6HUx2BDrsBAFApzoq9s6R4PG5vW1payho/Pm58PwAAAAAAsPi6u7vtCfNHHnlkQfuP79fV1bXIlQEAAAAAUD3MjwEAAAAAqFKofBxLEgMAAAAAsHSYlcKMxx57THfdddcJ7Xv33Xfbpb3NXH/8fQAAAAAAqEfMjwEAAAAAqHKoHAAAAAAAVN973vMeu/3whz+c8vzll18+cf/KK6/Uo48+Wtb77dixw44f96pXvWoRqwUAAAAAoDKYHwMAAAAAMD9C5QAAAAAALFM33nij/vEf/1Hf//73pzz/6le/Wmeffba939fXZzuqvfWtb7Wd2WY7Wf62t71Nz33uc+1404XtnHPOse8DAAAAAMBSx/wYAAAAAID5uVUFv/jFL+yV3+WMG1fOeONd73rXSdUGAAAAAEAjuu222/S85z1Pg4ODymaz+tjHPma3cDisNWvWKBQKKZFI6ODBg4rFYnafUqlkb7u6uvTVr361xn8CAAAAAABOHvNjAAAAAACqGCr/5S9/abdymKu5DXOleDkIlQMAAAAAcOJOOeUU3X333briiivs8t7jJ8TNCfKdO3dOjBt/ftxZZ52lW2+9VZs3b656zQAAAAAALDbmxwAAAAAAVDFUfvwEe7GMB9ABAAAAAMCJ2759u70I/L/+67/02c9+Vr/61a9UKBSmzeNdLpee85zn6A1veINe+9rXyuPxaKkxHeXuvfdeuwqaWab86aef1uHDhxWPx229ra2tOv300/WCF7xAV111lVatWlXrkgEAAAAASwTzYwAAAAAAKhwqv+iiiwh+AwAAAACwhJkTytdee63dzAlm05VtYGDA3jdLfXd2durMM8+095eya665Rt/73vdmfC2fzyuVStmT6D/60Y/s6mjveMc79M53vlNOp7PqtQIAAAAAlh7mx8yPAQAAAKDRVTRUbpYJAwAAAAAA9cGcGL/gggtU7zo6OmyXuXXr1tk/UzKZ1FNPPWW7tJkT6JlMRjfeeKOeeeYZffGLX6x1uQAAAACAJYb5MQAAAACgEVU0VA4AAAAAAFANZtnul7/85br00ku1efPmGcf09fXpb/7mb3Trrbfax7fccovd59WvfnWVqwUAAAAAoDKYHwMAAAAAFoo1rBZJNpvVl770Jb3kJS+xV3r7/X6tWLHCXsH+4Q9/WIODg1Wt561vfascDsfEtn79+qp+PgAAAAAA1fS2t71Nb3jDG2Y9YW50d3fry1/+si655JKJ5z7zmc9UqUIAAAAAACqP+TEAAAAAYKHoVL4Idu3apSuuuEKPPPLIlOePHDlit/vvv18f+tCHdNNNN9nQeaWZ5co+9rGPVfxzAAAAAAD14Vvf+pZ27Nix6O9rLmL+yU9+onpiar722mt155132scPP/xwrUvCHIrFkoYSWaVzBbmcDrUEPQp6OZwFAAAAYGGYHx/D/BgAAGDpi2fjimVjKqmkgDugFl+L/e84AKgUzsKdpIMHD9qlww4fPmwfm3+0L7roIm3atEkDAwO64447lEql1N/fr1e+8pX64Q9/OOWK78WWy+X0ute9TsVisWKfAQAAAACoL2bOOj5vXSylUqluD1x2dnZO3I/FYjWtBbM7PJqyW65Qmnhu35DUFHBrU2dYfo+rpvUBAAAAqD/Mj6difgwAALA0JXNJ7YnusbeTeZwerY6sVkego2a1AVjenLUuoN5deeWVEwce1q1bZ6/gvvvuu/X5z39e3/nOd7R//34bOh8PfP/xH/+xRkdHK1bPBz/4QT322GMTtQEAAAAAYE5wL/ZWz377299O3F+/fn1Na8HMDgwntW8oOSVQPi6ayuvxw1Fl8oWa1AYAAACgfjE/nor5MQAAwNJjguQ7h3dOC5QbuWJOe8b2aCA5UJPaACx/dCo/Cd///vd1zz332Pter1e33367zjjjjCljOjo69O1vf1tnnnmmnnnmGQ0PD+tf/uVf9M///M+LXs+uXbv0vve9z95/7Wtfq8suu0xf+cpXFv1zAAAAAAD15dxzz9WLX/ziWpexJJgLwz/84Q9PPH71q19d03owXTpX0MGR1JxjsvmiDgyntLkrXLW6AAAAANQ/5sfHMD8GAABYmvZF96lYKs45Zn9sv1r9rXI7iX8CWFz8q3IS/v3f/33i/tVXXz0tUD4uFArpPe95j/7sz/7MPv7MZz5jH7vdi/f1m6vgX/e61ymTyai1tVUf/ehHbegdAAAAAABz0vzd7363GlUymdTevXv1gx/8wF7o3d/fb5/fvn27/v7v/37B77tjxw6df/75C9r3/vvvX/DnLnd90XRZ44biGa1rD8rjYiE+AAAAYDEsdH5j5kb1gvlxZebHBnNkAACAk2e6k8dz8XnHmdD5UGpI3aHuqtQFNJrzG2B+PBtC5QsUj8f1k5/8ZOLxtddeO+f4V73qVXrjG99o9zPdyn/2s5/pkksuWbR6PvWpT+nee++19z/0oQ+pq6tr0d4bAAAAAIB68vOf/1zPf/7z5xzzkpe8RF/+8pcViUQW/Dlmjv/AAw8seH/MLJbOlzWuWJKSmYKag4TKAQAAgMXA/Gb5qdb82GCODAAAcPISuURFxgI4MQ808NyGs24LdN9999mu4OOdyJ/73OfOOd7v90+5euHOO+9ctFoOHDgwceW4OShw3XXXLdp7AwAAAACwnJjVvW699VZ973vfU0tLS63LQRmS2bxGU1lFU1kVilOX/CypVLO6AAAAAKCeMT8GAADLVTQb1WBqUMPpYeWL5TUxWSpO5Jg3x8cBVAKdyhdo586dE/fPOOMMud3zf5XPetaz9OMf/3ja/ifrTW96k2KxmLxerz7zmc/I4XAs2nsDAAAAAFBvVq5cqf/7f/+vvV8qleyc+YknntBDDz2kkZERXXHFFfrsZz+rT3/609qyZUuty8VxQj637VZuQuQD8awyucLEa+aQR1PAq54mn9wup4JeDm0BAAAAwGyYHwMAgEZiguSH44eVKRxtFGs4HU51BDq0OrxaLqdLS13IE6rIWAAoF2feFshMtsetW7eurH3Wrl07cX/Xrl2LUsdXv/pVffe737X33/72t2v79u2qpB07dkzpuH4i7r///kWvBwAAAABOxkLnN2ZuhKVr48aN+uQnPznt+cOHD+uGG27QzTffrLvuukvnnXee7r77bp155pk1qRMz627yaWdvVL2jqWmvlUrSWDKrdK6gZ61tkdfNInwAAAAAMBvmxwAAoFGYMPmh+KFpzxdLRfUn+5XIJbS1deuSD5aboHjQE1Qyl5xznEMOtQfaq1YXgMZBqHyBhoaGJu53d3eXtU9PT8/E/eHh4UWp4c1vfrO9b64cNxP/SovH43rggQcq/jkAAAAAUA3MbxqvQ9tNN92kpqYmffzjH7dd2V7zmtfosccek8t14geSw+GwTj/99IrU2sjcTqcy+WPdyWeSKxRZqQ0AAABYZCZYvNALr805RDTu/NhgjgwAAGrFBLBnCpRPZkLlR5JHtCq8Skvd2shaPTH8hEoqzTrG/Dk8Tk9V6wIayXkNPD8mVL5Ak//iA4FAWftMHrcYPzh/8zd/o4GBAXvfLEnm8/lO+j0BAAAAAFju3v/+99tubNFoVDt37tQPfvADvexlLzvh9zEny1mVa/H1RdPqjvhtp5XhRNYu0T6Zz+PSqpaAYum8CsWSXE7C5QAAAMBiWOj8xqwCxkXbjT0/NpgjAwCAWhlIDZQ3LjmglaGVS75hScQb0Smtp2hvdK+yheyU15wOpw2U94SONbcFsPjub+D5MWsEL1A6nZ647/V6y9pncug7lZq+hPOJ+NGPfqQvfelL9v7VV1+tiy+++KTeDwAAAACwPB0fyIUUDAZ1wQUXTDy+9957a1oPphpL5exB/e4mv07pDtvb1pBX7WGf1rWHtKkzLL/HZQPl8XS+1uUCAAAAqBPMj6djfgwAAJaDaCZa1rhcMadU/uQye9XS7GvWmR1nanPLZnUHu9UV7NK6pnU6u/NsAuUAKopO5Qvk9/sn7mezU68Imk0mkznh7uYzSSQSesMb3mDvt7e368Mf/vCC3wsAAAAAsHzt2bPH3prlrDFVa2vrxP2hoaGa1oLZuZ1OGyafzVzLfwIAAADAOObHs2N+DAAA6t2JHCeup2PKpvlKq7/VbgBQLYTKFygcDp9w1/HJ4ybvf6JuuOEG7d27197/yEc+oo6ODlWLqdssXQYAAAAAy8F55523oP127NiheDyupW7dunW1LmHJ6u3tnbjf1tZW01owlelCHiuzA7kZCwAAAADzYX48O+bHAACg3vndfmUKx5q9zsYhh7wub1VqAoB6Rah8gUyH8HF9fX1l7XPkyJGTnpA/9NBD+sQnPmHvX3zxxbr66qtVTSZQfv/991f1MwEAAACgUhY6vzn//PP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", "text/plain": [ "
" ] @@ -302,7 +294,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -310,7 +302,7 @@ "output_type": "stream", "text": [ "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of rev_tortuosity generated at Fri May 2 11:25:55 2025\n", + "Results of rev_tortuosity generated at Fri Jul 11 22:02:37 2025\n", "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", "porosity_orig Dictionary with 100 items\n", "porosity_perc Dictionary with 100 items\n", @@ -333,7 +325,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, diff --git a/examples/metrics/reference/satn_profile.ipynb b/examples/metrics/reference/satn_profile.ipynb index a740d4a4e..b9848d7cd 100644 --- a/examples/metrics/reference/satn_profile.ipynb +++ b/examples/metrics/reference/satn_profile.ipynb @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:03.554036Z", @@ -71,7 +71,7 @@ "inv = ps.simulations.drainage(im=im, pc=pc, inlets=inlets)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv.im_snwp/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(inv.im_snwp/im, interpolation='none', origin='lo wer')\n", "ax[0].axis(False)\n", "ax[0].set_title('Saturation map')\n", "ax[1].imshow((inv.im_snwp < 0.6)*(inv.im_snwp > 0)/im, interpolation='none', origin='lower')\n", @@ -297,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.978579Z", diff --git a/examples/metrics/reference/two_point_correlation.ipynb b/examples/metrics/reference/two_point_correlation.ipynb index b36284380..7fabf5751 100644 --- a/examples/metrics/reference/two_point_correlation.ipynb +++ b/examples/metrics/reference/two_point_correlation.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:05.959849Z", @@ -25,24 +25,12 @@ "shell.execute_reply": "2022-04-25T01:55:08.288227Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", - "import inspect\n", - "inspect.signature(ps.metrics.two_point_correlation)" + "ps.visualization.set_mpl_style()" ] }, { @@ -55,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:08.293102Z", @@ -67,13 +55,16 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 383, + "width": 383 + } }, "output_type": "display_data" } @@ -81,7 +72,8 @@ "source": [ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[100,100, 100])\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.imshow(im[:,:,6], origin='lower', interpolation='none')\n", "ax.axis(False);" ] @@ -95,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:08.473908Z", @@ -107,20 +99,24 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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AFwnqHADN1uNNM/iktC49vD8XAAAAQJgCgBYtWpiCXUof4+Pjk12XHkk/FwAAAEAYswBZ+fv9XQcAAAAgygIAHZqT0lX+1NYBAAAAiMIAIC4uLqB1AAAAAJxBFiAAAADARQgAAAAAABcJ+iTglIwaNco8VqlSRerVq+f3/suWLZNVq1aZ5127dg16+wAAAAA3cCwA6N69u5kE/NhjjwUUAIwdO1befvttyZgxIwEAAAAA4JYhQKQSBQAAAKLgDgAQdFu2aHopkaNHRfLl02pzIuXKhbtVAAAAES1qAoDjx4+bx5w5c4a7KQi3pUtFBgwQmTpVbwldel/rTLRpI9Kvn0gAw8wAAADcIGqGAC1YsMA8FitWLNxNQThNmCDSpInIjz8m7vwrfa3v63rdDgAAAM7cAZg7d26K63bu3Jnqem/nz58323/77bcmA5BOIq5Tp04QW4qou/LfubPIuXMJr0uXFunZU6RSJZH160WGDRPZsSNhvW43fz53AgAAAJwIAFq0aGE668lN4J04caJZAtWjR490tg5RS4f9WJ1/zQQ1ZIhI1qyX1vfpI/LAAyKjRydsN3CgyJQpYWsuAACAq4YAaWffe0npfV8XDSheeuklad26daiajEimE351zL915T9p51/p66FDRUqVSnitw4G2bnW+rQAAAG67A9CsWbPL7gDMmTPHvFeiRAm56qqr0vwM3TZ79uxSqFAhqVq1qnTo0MGn/RCjNNuPFUjqsJ+knX+Lvq/r9eq/bq/7devmaFMBAABcFwDEaacrCS3gpbQj//7770ssOXfunHz99demWNnq1atl7969UqBAASlfvrz5ebUIWuHChUNybA2svvzyS5k3b57s3r3btEWDrOrVq8vdd98tHTt2lMyZoybZU8o01adFx/ynxnu9934AAABwNg1oLBbxWrt2rXTu3FmWL1+e6P09e/aYZeHChfLmm2/KiBEjpI2mqAySgwcPyn333Sc//fTTZes2b95slkmTJpnqyRogVK5cWaKa5vm36ITf1Hiv994PAAAAzgUAFy9elFizY8cOadWqlezatcsetqTDnypWrCj79++XGTNmyOnTp2Xfvn3Svn17mTZtmrRs2TLdxz18+LA0atRI1nt1dCtUqCANGzY0w6Y2btwov/76q8mi9Pvvv5tJ2YsWLZJy0VwkS4t86bAyDSKHD0+Y8JvcMCCd/KvrlW6v+wEAACD66gBEoi5dutid/7Jly8off/xhhj8NGzZMJk+eLNu2bTMBgtLOuA7HOXLkSLqPe//999udf+3wjxo1ynT69Ur/0KFDZfbs2bJmzRqp908KTB2SdMcdd0T3HRgNXqw7KNu3J2T7sTICWfS1vq+pQFXbtnpinG8rAABABHM0ADh58qQcO3bMrurrK91e99P9I8XUqVPNuHuVNWtWmTJlitSoUSPRNjruX4fh6NV5dejQIRk0aFC6jqtX9L///nv79fDhw81QoKT0LsQvv/wiZcqUMa+XLVsmY8aMkaimFX6tq/6a6rNixYT3vvoq4VFf6/tKt+vbN6zNBQAAcHUAoENiNKOPTo7t5mdWFt1e99MqwMG4gh4MH330UaL2VatWLdntcuXKJQM1I80/PvvsM4mPjw/4uN988439XCf66vyDlOTPn1/66FCZfwwePFiimt7RGDv2UhCgV/r1u7333oRH68q/rtftKAIGAAAQvgBAs+Rohhr11FNP+bXvE088YYav6Hh6/ZxwO3HihMycOdPn4mQ6/CZ37tz2XQBfKyEnZ/HixfZzXyYVt9VhMP9YunSpGZYU1Tp0SKjw265dwhh/b/pa39f1uh0AAADCFwBYHWa9C9C8eXO/9tVJrLqfmj59uoTbggUL5OzZs/YVfmusfUp0nL5O0LXMmjUr4GPreH6LzjtIS8mSJSVTpkxBOXbE0O9bK/xu2iQycqTe2kh43Lw54X2u/AMAAIQ/C9CKFStMlpw6der4va/uV7duXfn555/N54SbTrC16NAfX/Ls165d2w5evPf3l78TefW78y7KpnUKYoZODI7mzEYAAACxHABoTnzrinQgrP202FW4rVu3zq+r8MqajGvVDghUkSJF7P19Gc6zc+fORHMO0hN8qFWrViW6m+EPrYkAAADgJg0D7Ddpnytm6gB4X432h7WfNY8gnLQIl0UnJvuiePHi9nOdBxAovYNiZR/SugKvvvpqmtmKvKXn2Nb8B60pAAAAgLRFYr/JsTkA1hj+7ZrDPQDWfgULFpRw006wJUeOHD7t472d9/7++te//mU/17oD3377barpU19//fXL3gMAAIB7ORYAaF56Hb+uFWo1m48/dHvdT+8CREI12zNnztjPtQaAL7Jly2Y/9/fnTzohunHjxvbr7t27y7hx4y7bbsuWLdK6dWvZpBNlvaTn2AAAAIh+jgUALVu2NI+nTp2Sd955x69933rrLbsImFVZN5w0q4/F1yFJVtYgf+4apEQr/mqRMaXfi9YCuOqqq0xBsAcffNB815UqVTLZinLmzCk333yzvW+ePHnSdWwAAABEN8fmAHTt2lX+97//yYULF2TAgAGmg9qxY8c09xs/frxdSEvTWernhJuV09+fK+re23nvHwi9C6Kde60vsHLlSvPehg0bzOJN5yd89dVXphqxZlCyioOlh7a9atWq6foMAAAAt2jQoEHAk4DTM2w8IgKA8uXLS69eveTjjz82WWk6deokEydOlMcff1yuu+46yZgxY6IJw1rw6sMPPzTDW3TokA7/6dmzpwkcws2az5A0L78vWZCCNY9Br/gvX77cBEg6D2DJkiWm2rIONapQoYJ06NBBHn74YXOnYNiwYfZ+pUuXTtdxtfNPNh8AAADfBNpv0uxBoZpA7FgAoHToz7Jly+wfRjv3uugwFe2Y6tVljXR0wq8OFfLOe1+/fn0ZrAWfIsDVV19tP9+6datP+3in7KxcuXJQ2qFBkwZSuqTGO/d/WkXLAAAAENscmwNgTZjVYlh33XWX6dhbi45j19z6v//+u3nU19Y6pUOFfvnll0QTacOpSpUq9nMdguOdZz8lGvgkt3+oHTlyJFHu/0aNGjl2bAAAALg8AFC5cuUyV/21Q6+TU60Jtd4BgdL3b7nlFhMwfP311xE1eVU70VYwosHKb7/9luYEYO9bONaEaCdMmDBBzp8/b55fc801AVViBgAAQOxwdAiQtxtuuMEsmkVHx7LrWHrNUa8dfZ28WrNmTZ9TbDpNhyppNiKryNbIkSNTneChnXAr/76O/2/WrJkj7dTAQydeW3ROAAAAANwtbAGARTv5Or4/2jz66KOJAoAnnnhCrr322su207kMffv2tV/rROjMmUP/teudlEceecSuA6CTdwkAAAAA4PgQoFjRtm1badq0qX2lvV27drJixYpE2xw8eFDat29vp+fUq/+9e/dO9vO0cJdmOrIWDSpSosOn+vXrd1mRL8vGjRvl1ltvlREjRth1B4YPHy5ZsmQJ+OcFAABAbAj7HYBoNmbMGHP3Yvfu3aYDr8OWmjdvbqoea0rOGTNm2NmM9Kq/puxMbx5+dejQIVMbQRdNi1qtWjWTmlSHGekkau8JxzqXQusAkP0HAAAAigAgHUqVKiWzZs0ylXh1HoMOu4mLizOLtyJFipir8aGoYrx+/XqzJKdu3bry2WefSe3atYN+XAAAAESnsAQAmhNfM/to8Sq9cn7s2DE7U01adHiMDnGJFJrTX4uWaWajsWPHmpz7OqFZr/RbBbl69OhhCnIFiw43+v7772XmzJnm2HoHQu846FCfEiVKmLsSmjpVsyh5F1gDAAAAHA0AdKz8s88+a65KW+k+/WFVBI40OpG5a9euZglUuXLlfP5ONAuRzi3QBQAAAIjYAOD222+Xn3/+OaDOPwAAAIAoCgC++uormTZtmn0FXyel6tCYWrVqmQmsZKgBAAAAYigAGDVqlP38hRdekDfeeMOpQwMAAAD4h2MzRDVLjl79L1OmjLz22mtOHRYAAABAOAKAo0ePmkctnkVmGgAAACA8HOuJFytWzC5MBQAAACDGA4AaNWqY7D+RlMMfAAAAcBvHAgDN+KMWLFhgClcBAAAAiOEAQGsA3HrrraYYWK9eveTixYtOHRoAAADAPxydjTt69Ghp1aqVTJ061Tz++eefTh4eAAAAcD3H6gD07NnTPBYvXlyyZs0qc+fOldq1a0uFChWkWrVqki9fPrtIWGp0m2HDhjnQYgAAACD2OBYAjBw58rIOvk4K3rRpk1n8QQAAAAAARHgAYHX4fXkvNb7cJQAAAAAQ5gBgxIgRTh0KAAAAQLgDgG7dujl1KAAAAACRkAUIAAAAQHgRAAAAAAAuQgAAAAAAuAgBAAAAAOAijhcCSy8KgQEAAABRWggsUAQAAAAAQJQWAkuNFTB470chMAAAACCGCoFdvHhRjh49KitXrpQpU6bIgQMHJHv27NK3b18pUaJEyNsJAAAAxLKILgR29uxZeeWVV+Stt96Sjz76SH755RepUqVKSNoHAAAAuEFEZwHKli2bDBo0SJ577jnZuXOn3HnnnXLq1KlwNwsAAACIWhEdAFgGDhwo+fPnl7Vr18rw4cPD3RwAAAAgakVFAJAjRw5p1qyZmQw8duzYcDcHAAAAiFpREQCo4sWLm8cNGzaEuykAAABA1IqaAECzAaljx46FuykAAABA1IqKAODIkSMyc+ZM87xo0aLhbg4AAAAQtSI+ADh06JDcfffdpjaAFgFr2rRpuJsEAAAARC3H6gCMGjXK523j4+Pl4MGDsnz5cvnhhx/kxIkT9ronnngiRC1EzNuyRSQuTuToUZF8+URatBApVy7crQIAAIjNAKB79+7mCr6/NPOPpX///nLdddcFuWWIeUuXigwYIDJ1qv6DuvS+/nts00akXz+RevXC2UIAAIDYHAKknXl/F1WxYkUZP368qQoM+GXCBJEmTUR+/DFx51/pa31f1+t2AAAALuDYHYBu3br5vG2WLFkkb968Uq5cOXPFvx5XZxHolf/OnUXOnUt4Xbq0SM+eIpUqiaxfLzJsmMiOHQnrdbv587kTAAAAYp5jAcCIESOcOhSQQIf9WJ3/rl1FhgwRyZr10vo+fUQeeEBk9OiE7QYOFJkyJWzNBQAAiLohQNu2bTOLpu0Ewj7hV8f8W1f+k3b+lb4eOlSkVKmE1zocaOtW59sKAAAQrQGADtkpX7689O3bN9ksQLos1WEZQKhpth9rzL8O+0na+bfo+7pe6fa6HwAAQAxzPAvQY489xph+hJ6m+rTomP/UeK/33g8AACAGhSQLkHfqTiAsNM+/RSf8psZ7vfd+AAAAMSioAUDu3LnN4/79+4P5sYD/tMiXVXdi+PBLk4GT0vd1vdLtdT8AAIAYFtQAoHTp0ubq//z58+VcSh0uwAla4VeLfKnt2xOy/ST9N6mv9X1NBarathUpW9b5tgIAAETrHIAWLVrImjVrZPfu3VK3bl3p3LmzlChRQjJmvBRnrF271kwGTo+umtIRSItW+J0+PaGjr6k+Z89OXAdAr/xbnX+dDJzM5HUAAIBYk8ETxAH72rmvVatWslf/rcPoROD00P3j4+PT9RnwTcOGDWXRokWJ3mvQoIEsXLhQooZW+PUuBpYc7fyPHSvSoYOTLQMAAAhLPyyoQ4AqV64sX3/9teTPn990+L0XS9L3A1kAn2mnXiv8tmt3aU6ARV/r+7qezj8AAHCJoKcBve2220wxsB9++EGWLVsmhw8flvPnz8sXX3xhrt5fffXVct111wX7sEDKNO2sVvjV4mBz5iSk+tRsPzrhlzH/AADAZUJSByBXrlxy9913m8WiAYC64YYb5P333w/FYYG0JwbrAgAA4GIhqQMAAAAAwOWVgPtpRhYRqV+/vlOHBAAAABDuAAAAAABA+DAECAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXCRzOA9+4sQJ2bp1qxw7dkzOnz/v837NmjULabsAAACAWOV4AHD8+HEZPHiwjB07VtatWycej8ev/TNkyCDx8fEhax8AAAAQyxwNAJYtWya33Xab7N6927z2t/MPAAAAIEoCgIMHD8rNN99sHu2DZ84sFStWlEKFCkmWLFmcagoAAADgWo4FAG+//bbp/OsQnjx58sirr74qXbt2ldy5czvVBAAAAMD1HAsApk6dah41APjhhx+kSZMmTh0aAAAAgNNpQDdv3mw6/40bN6bzDwAAAMR6AHDx4kXzWLlyZacOCQAAACBcAUDp0qXN4+nTp506JAAAAIBwBQA33XSTSfv522+/OXVIAAAAAOEKAB599FHJli2bKf41ffp0pw4LAAAAIBwBQKVKleTdd981dwHuu+8+Wb16tVOHBgAAAOB0AKAefvhhGTFihBw9elTq1asnzzzzjPz6669y7NgxJ5sBAAAAuJZjdQAyZcqU6LXeCXj//ffN4g9NJRofHx/k1gEAAADu4FgAoB1+7bxbj7p4rwMAAAAQQwGAd0efDj8AAAAQ4wGAVQgMAAAAgEsmAQMAAAAILwIAAAAAwEUIAAAAAAAXiZgA4MSJE7J7927zCAAAACDGAoCtW7fKyy+/LI0aNZIcOXJIvnz5pFSpUuZRX+v7//73v2Xbtm3haiIAAAAQcxwPAM6dOydPP/20XHnllfL666/L4sWL5ezZsyY1qLXoa33/tddek4oVK5qKwbofAAAAgCgKAE6fPi0tW7aUDz74QC5cuGB3+JNjrdPttFqw7nfmzBknmwsAAADEHEcDgAcffFAWLFhgv7722mvl7bfflkWLFsmePXvk+PHj5lFfv/POO1KtWjWznQYCCxcuNPsDAAAAiIIAYMmSJTJmzBjJkCGDZMyY0XTwV6xYYYb31K9fX4oWLSq5cuUyj/pahwktX75c3nvvPcmUKZMJAnT/pUuXOtVkAAAAIOY4FgCMHj3afv7mm2+aDr4GA6nR9U8++aS89dZb9nujRo2SSKRzFPRnbNOmjZQtW1ayZ88uJUqUMJOZtf0HDhwI2bH17sijjz4qtWvXloIFC0qWLFkkb968ctVVV8ldd91lAiedVwEAAABk8KQ0CD/IdDjP6tWrpWTJkrJ9+3a/9tUmlilTRnbt2iVVqlSRVatWSSRZu3atdO7c2dyxSIne2RgxYoQJEILl4MGDcv/998ukSZPS3FYnU3/xxRfSuHFjnz+/YcOGZjiWtwYNGpiAAwAAAKETyn6YY3cAdu7caa7oN23a1O99rf00ENAgIJLs2LFDWrVqZXf+ta3NmzeXnj17yq233mpSmqp9+/ZJ+/btZdasWUGbUH3DDTck6vwXKVJEbrrpJvvYFSpUsNdt3LjRrNPsSgAAAHCvzE4dSDusKnfu3AHtb+1nfU6k6NKlix2U6NAf7ZDXqFHDXq9Dfzp16iQzZ86U8+fPS8eOHU1nPH/+/Ok67htvvJEo6PjPf/4jzz77rB1wKA2Yvv76a3n44Yfl6NGjcurUKTORWudeAAAAwJ0cuwNQuHBh87hhw4aA9tdOs/fnRIKpU6fKvHnzzPOsWbPKlClTEnX+rfZqUGBdjT906JAMGjQo3cceOXKk/VznSWhRNe/OvxUYaPAxdOhQ+72VK1eaBQAAAO7kWACgKT/1ivT8+fNl8+bNfu2r22tHWzu0+jmR4qOPPrKfd+vWzU5bmpRmNxo4cKD9+rPPPpP4+PiAj3vs2DFTSdmi8w9So0OPcubMab9ev359wMcGAABAdHMsALAmv2phr3vuucfk/PfFyZMn5d5777U7zO3atZNIcOLECTOsx9KjR49Ut7/jjjvsYUx6F2Du3LnpOra3AgUKpLp95syZTVYgy8WLFwM+NgAAAKKbYwGAZqspXry4ea4TUevWrSuTJ09OsTOqdwt++OEHs53OgNar/8WKFTMTXCOBFjSzUmvqFf569eqlur2mBdXZ3Jb0TAbWyb76eRbNrpSa/fv3m0nIlqTDlAAAAOAejk0C1k7y559/Lrfffrvp9P/999/muY6R18JfOoFWt9Er/tu2bTOFw7TjagUDehVbx7J7D2UJpzVr1tjPdeiPti8tmqd/+vTpl+3vL83zf8stt8j3339vXv/3v/+Vm2++OcXvpnfv3nagpRmLKlWqFPCxAQAAEN0cCwCs4TtffvmlyUSjw1i0Y6+dfJ1Mm5R3eQIdOqOd/2Dm0E+vdevW2c81ePGF1jLwrh2QHq+++qoJJvR7XLZsmVSvXl1eeeUVk+e/VKlS5nvVbD+vv/66mXehrrnmGlOLID20BoP3nQx/UD8AAAC4TcMA+02hrHvlaACg7r77bjNcZsCAATJ+/HgzjCalWmTZsmUz2/ft2zdRTvtIoEW4LDo0yRfWEChrHkB6VK5cWX799VeT71/vmGiWpO7duye7raYcve++++R///uf5MmTJ13H1YAjaVEKAAAAJC8S+02OBwBKO/Nalfb99983Y+n/+OMPc8VaO5d6tV/HuNeqVUsaNWok+fLlk0jkPRE3afrNlHhvl3QibyD0qr9m9NG7IzrMR4dPJUeHB2mmoPR2/gEAABD9whIAWLRzr2PZdYk2Z86csZ9rDQBf6B0NSzAKmmmRsRdffNEMq9IiY3qHQYMmnVdx5MgRM9la04VqMTBdevXqJR9//LFkypQp3ccGAABAdAprABDNvLPwnDt3zqd9rKxB/tw1SIlOom7ZsqXs2LHDBBYffvihPPTQQ4kmI+vQqnHjxplKwFo7QCdha+dfgwAAAAC4EwFAgKyc/v5czffeznt/f2lNhA4dOpjOv/r000+THf+vqVN16I/eEbjpppvMe5988onZVjMvBULbXbVq1YDbDgAA4CYNGjQIeBJwMIaMJ4cAIECFChWyn+/du9enffbs2WM/L1iwYMDH/u677+yZ4VdffbWpQpyaG2+8UW644QaZMWOGea2ZgAINALTzTzYfAAAA3wTab9LsQaGaQBzUAGDUqFGJXnft2jXFdenh/bnhoh1vi46z94Vm6/HO4hOoadOm2c+vv/56c6U/LTpcyAoAfvvtt4CPDQAAgOgW1ABAh5ZYnVF99O6oe69Lj6SfGy5VqlSxn69cudIMy0mrGJjm609uf3/t3Lkz2TsRqdFhQJajR48GfGwAAABEt4zB/kCdeGotqa1LzxIJNNuOldVH02+mdVVdJwB738bRK/KB8p5A7Gs9Ae+6BVoXAAAAAO4U1DsAqY1FT2ucerTRybCtWrWyqxiPHDky1UkeEyZMkOPHj9vj/5s1axbwsb0rCs+ePdunfWbNmmU/v/LKKwM+NgAAAKJbUAMAnVwayLpo9eijjyYKAJ544gm59tprL9vu1KlTppqxRfPxpzVcKDU6oVfTfqq1a9fK6NGjTaXf1Dr/06dPT1QYDAAAAO4U9CFAbtK2bVtp2rSpPcSnXbt2smLFisuG3rRv3142bNhgX/3Xqr3J2bJli5njYC0aVKR03EqVKiUKKDQV6IULFxJtp8Olxo8fb1KGWkqXLi2dOnVKx08NAACAaEYa0HQaM2aMSam5e/du04GvWbOmNG/eXCpWrCj79+83mXf0DoDSq/7aIU/vGHz9HM2qpPMI9LO1KvEjjzwiAwcOtCsB60RfnXOgbbLonAVtr3dFYgAAALiLYwGAdk6VdpZbt27t9/7akV6wYIF57j2cJtxKlSplhthowa3ly5ebq+5xcXFm8VakSBEzDErnDQTDddddZ8b/69Cf9evXm/c0CNEaAckpX768GSrUuHHjoBwfAAAA0cmxAKB///5mWMtjjz0WUADw888/y9tvv20+I5ICACun/+LFi2XcuHEyduxYWb16tSkOplf6K1SoYIbg9OjRI1EqzmDQYEqPNXnyZJk4caLJRLRr1y5TNS5XrlxSrFgxqVOnjtx2221y5513SpYsWYJ6fAAAAEQfhgAFSdasWU19gvTUKChXrpzfaU51OJAGGN7j/AEAAIConwRsdYyDUUwMAAAAcKuoCQCOHDliHnPmzBnupgAAAABRKyoCgPPnz9uTakuWLBnu5gAAAABRKyRzADRFZUq0cFVq65N2/Hfu3CmTJk2STZs2meE/mv0GAAAAQAQFAN27d092rL6O4585c6ZZAqGf+dBDDwWhhQAAAIA7hSwLUErZbPzNcmPJkSOHvPPOO9KwYcN0tgwAAABwr5AEAN26dbvsvS+++MJcwb/66qt9Gsaj22bPnl0KFSokVatWlVtuuUXy5s0biuYCAAAArhGSAEAr3iYXAKgbbrhB3n///VAcFgAAAECkFAIrU6aMuaqvV/SBiLdli4hmnjp6VCRfPpEWLbRSW7hbBQAAED0BwBbtUAGRbulSkQEDRKZO1Qkrl97XSe1t2oj06ydSr144WwgAABD7dQAAR0yYINKkiciPPybu/Ct9re/ret0OAAAgSjl2BwCI+Cv/nTuLnDuX8Lp0aZGePUUqVRJZv15k2DCRHTsS1ut28+dzJwAAAESlsAcAWujrwIEDcvz4cbl48aJP+zRr1izk7YLL6LAfq/PftavIkCEiWbNeWt+nj8gDD4iMHp2w3cCBIlOmhK25AAAAURUALFiwQD744ANTEOzgwYN+7asTiePj40PWNriQzk/RMf/Wlf+knX+lr4cOFZk9O+FOgA4H2rpVpGzZsDQZAAAgKuYA6BX+xx9/XJo2bSrjx483V/61MJi/CxBUmu3H+nelw36Sdv4t+r6uV7q97gcAABBlHL0D8Pzzz8vHH39sv65SpYocPXpUdu3aZa7s69AeHQq0bds2ExwofT9XrlxSp04dJ5sKN9FUnxYd858a7/Xe+wEAAEQJx+4ArFmzRgYPHmw69EWLFpXFixfL6tWr5fbbb7e3mT17tvz222+yb98+s+6xxx6TjBkzysmTJ00F4V9++cVsAwSV5vm36ITf1Hiv994PAAAgSjgWAAwZMsQevjNs2DCpl0YGFb07oPME4uLiJE+ePGb/p556yqHWwlW0yJfm+VfDh1+aDJyUvq/rlW6v+wEAAEQZxwKAefPmmceSJUtK27Ztfd6vcePG8vnnn5vg4bPPPpP5mn4RCCat8KtFvtT27QnZfpIGAfpa39cJwEr/DTMBGAAARCHHAoCtW7ea4T9Jr/zre5bz588nu+9dd90l5cuXN89HjhwZ4pbClbTCrzX5V1N9VqyY8N5XXyU86mt9X+l2ffuGtbkAAAARPwn4yJEj5lHH/3vLli2b/fzEiRNSoECBZPdv2LChbN68WX799dcQtxSupIHp2LGXioHplX7N9Z+Udv51O4qAAQCAKOXYHYDs2bObxwsXLiR6P5/XRMrtOvwiBVn/uTqrGYOAkOjQIaHCb7t2l+YEWPS1vq/rdTsAAIAo5dgdgCuuuEL+/vtv+06ApaIOrfjH0qVLpXr16snuv/6f7CsUAUNI6ZV9rfCrxcHmzElI9alBqk74Zcw/AACIAY4FANdee63pxGsQ4K1u3br28xEjRsj9999/2b4aGCxcuNDMFyhTpowj7YXL6cRgXQAAAGKMY0OAtPqv+uuvv8xYf8tVV10ltWrVMll+tJPfq1cvuwiYlT2oU6dOdgrRm266yakmAwAAADHHsQCgdevW9hCen3/+OdG6gV6TLbVGQIkSJUy60IIFC0qLFi1kiw7HEJGcOXPKs88+61STAQAAgJjjWABQuXJlufPOO6V+/fqybNmyROu0LkDfvn3NVX5ddKLwnj17zHwB670cOXLIV199JWUZhw0AAABE/hwANX78+BTX9e/f3xT9evPNN2Xu3Lly7p9CTJolqE2bNvLvf//bVAcGAAAAECUBQFpuvPFGs1y8eNHMA8iYMaMUKlQoUbEwAAAAADESAFi045+0YBgAAACAKJoDAAAAACD8CAAAAAAAFyEAAAAAAFwkqHMAWrZsKaGmE4JnzpwZ8uMAAAAAsSioAUBcXFxIM/ZoPQAyAgEAAAARlAVIO+kAAAAAXBAAzJ49O5gfBwAAACCSA4DmzZsH8+MAAAAABBlZgAAAAAAXIQAAAAAAXIQAAAAAAHCRoGcB8tWuXbtk/PjxMn/+fNm+fbscPnxYLly4IBs3bky03alTp2TLli3mecGCBaV48eJhajEAAAAQ/RwPAM6cOSPPP/+8DB06VM6fP59mjn99v0mTJnL06FGpWrWq/Pnnnw63GAAAAIgdjg4BOnbsmDRu3Fg++eQTOXfunOncW0tKcuXKJQ8++KDZZtWqVbJixQonmwwAAADEFEcDgHvvvVf++OMP05kvVqyYvPbaa7J48WLzfmq6dOliP//pp58caCkAAAAQmxwbAqRFwn744QczzOeaa66RGTNmmCBA5cuXL9V9a9SoIUWKFJEDBw7IggULHGoxAAAAEHscuwPw5ZdfmkcNAL766iu78+8rDQL0zsHatWtD1EIAAAAg9jkWAMybN890/uvWrSvVq1f3e/8SJUqYx71794agdQAAAIA7OBYA7Nmzxzxee+21Ae2fM2dOOy0oAAAAgAgPADTHv8qUKVPAGYRU3rx5g9ouAAAAwE0cCwB0Eq/asWNHQPtb6T8pBAYAAABEQQCg4/51Eu/ChQtNMTB/6MTfv/76y8whaNCgQcjaCAAAAMQ6xwKANm3a2EN5PvzwQ7/2fe655+xiYW3btg1J+wAAAAA3cCwA6Nq1qz1855VXXpHJkyenuY9WC37ggQdM8S+9+n/VVVdJ+/btHWgtAAAAEJscKwSmWXwGDx4snTp1Mh3722+/3SydO3c2Bb68x/rv3r1bfv31Vxk+fLh5bk0e/uyzz0wgAAAAACDCAwDVsWNHMwn4hRdekIsXL8r3339vFmV17GvVqpVoHx36o53/jz/+WJo3b+5kcwEAAICY49gQIMszzzwjP//8s1x55ZWmc28tFu/3dNHtpk2bZoYCAQAAAIiiOwCWVq1aybp162TKlCkydepUkxlo165dcvToUcmVK5cUK1ZMrrvuOmnXrp3ccccdkjGj43EKAAAAEJPCEgBYQ35uu+02swAAAACIsQCgdu3a5jFHjhwSFxcnWbJkcerQAAAAAP7h2NiaP//80ywFCxak8w8AAADEegBQqFAh83jFFVc4dUgAAAAA4QoASpUqZR51oi8AAACAGA8A2rRpY9J6aoEvAAAAADEeAPTs2VOyZ89u0n1qhV8AAAAAMRwAVKhQQd577z1zF+Cxxx6TcePGOXVoAAAAAE6nAd22bZu0bt1aBg0aJH369JF77rlHBg8eLJ06dZI6depIkSJFTIpQX5QpUybk7QUAAABikWMBQLly5UzxL4veCViyZIlZ/KGfER8fH4IWAgAAALHP8UrA2vHXTrwVDOhrAAAAADEWAOiwHe87AAAAAABiOADYsmWLU4cCAAAAEO4sQAAAAABcdAegQ4cO5jFLlizy5ZdfmkcAAAAAMRoATJw40cwBaNWqFZ1/AAAAINaHABUoUMBOBwoAAAAgxgOAK664wjyeOnXKqUMCAAAACFcAoEN/rOJfAAAAAGI8AOjZs6dkypRJNm7cKFOmTHHqsAAAAADCEQBUr15dXn75ZXMXoFu3bvLrr786dWgAAAAA4agD0L9/fxk0aJCcOHFCWrRoIV26dJFJkybJjh075OzZs042BQAAAHAlx9KA6vAfb3on4OuvvzaLPzSVaHx8fJBbBwAAALiDYwGAdvi1827xfq7rAAAAAMRQAKDo6AMAAAAuCQAuXrzo1KEAAAAARMIdACAmbdkiEhcncvSoSL58Ii1aaMnrcLcKAAAgWQQAQKCWLhUZMEBk6lQd33bpfZ3f0qaNSL9+IvXqhbOFAAAA4U0DCsSMCRNEmjQR+fHHxJ1/pa/1fV2v2wEAAESQiLkDoLUBjh8/Lnny5JHcuXOHuzlA6lf+O3cWOXcu4XXp0lrqWqRSJZH160WGDRPZsSNhvW43fz53AgAAQMQIWwCwdetW+fzzz2X27Nnyxx9/yDmrMyUiWbNmlVq1aknLli2lV69eUqZMmXA1E7icDvux/r127SoyZIj+o720vk8fkQceEBk9OmG7gQNFpkwJW3MBAADCOgRIO/pPP/20XHnllfL666/L4sWLTRVgTRFqLfpa33/ttdekYsWK8swzzyQKECKNtm306NHSpk0bKVu2rGTPnl1KlCghjRo1krfeeksOHDgQtGPFxcWZGgqBLiNHjgxaW1w74VfH/FtX/pN2/pW+HjpUpFSphNc6HGjrVufbCgAAEO4A4PTp0+aq/gcffCAXLlywO/zJsdbpdu+//77Z78yZMxJp1q5dK9ddd5107dpVfvrpJ9m2bZsJYPbs2SMLFy6UF154Qa699lqZanUaw6x48eLhbkJ002w/1r9ZHfaTtPNv0fd1vdLtdT8AAAC3DQF68MEHZcGCBXYVYO0Y9+zZUxo3bizlypWTXLlyycmTJ2XLli1muxEjRsjKlStNIKCdad1fr7RHih07dkirVq1k165d5rX+XM2aNTN3Lfbv3y8zZswwQc++ffukffv2Mm3aNBPIpEfJkiXlscce83n7X375Rf7++2/zvFixYnLDDTek6/iup6k+LTrmPzXe6733AwAAcEMAsGTJEhkzZozpJGfMmFHefPNNeeqpp+xgwKJBQNGiRaV+/fpmvd4teO6558ydAN3/ySeflHoRMqGyS5cududfh/5MmjRJatSoYa/XoT+dOnWSmTNnyvnz56Vjx46yceNGyZ8/f8DHvOqqq+TDDz/0aVv9zkpZw1BE5J577pHMmSNm3nd00jz/Fp3wmxrv9d77AQAAuGEIkPeVe+386zyApJ3/pHS9dvh1HL1l1KhREgl0SM+8efPsSctTpkxJ1PlXhQsXNkFBhQoVzOtDhw7JoEGDHGvjzz//bIYiWbp16+bYsWOWFvmy/t0OH35pMnBS+r6uV7q97gcAAOCmAEAnr6orrrjCdP79oUGADn1RmjUoEnz00UeJOtbVqlVLdju9ozFQs8D847PPPpP4+HhH2vjFF1/YzzWrUvXq1R05bkzTCr9a5Ett356Q7SdpEKCv9X1NBarattVbRM63FQAAIJwBwM6dO80V/aZNm/q9r7WfzgWwhtyEu2aBDuux9OjRI9Xt77jjDru2gd4FmDt3bsjbeOTIEZk8ebL9mqv/QaQVfq3Jv3pnq2LFhPe++irhUV9bd7x0u759w9pcAACAsAQAOhlWBVrky9rP+pxw0gnKmunHusKf1pwETQvasGFD+/WsWbNC3sbx48fbWZOyZMli5isgSPR8jx17KQjQK/16l+feexMerSv/ul63i5A5KwAAAI4GADoeXm3YsCGg/XXyrPfnhNOaNWvs5zr0x5eJtbVr1052fyeG/2h9giJFioT8mK7SoUNChd927S7NCbDoa31f1+t2AAAAEcSxlDCa8lOHAc2fP182b94s5cuX93lf3V4n3OpQIP2ccFu3bp39XLP/+MK7mrHWDgglTfupdylCMfxn1apVie5m+ENTucYUvbKvFX61ONicOQmpPjXbj074Zcw/AAAQCbjfpH2uqA8A9Cq05qTX1JSajlIz1OTJkyfN/bQuwL333msmzmoA0E6vrIbZwYMH7eeaW9/fAlw6DyCUvDMlFSpUSNrqJNQgzn9YtGhR0D4vZiYG6wIAAJBEJPabHBsCdP/999ud4MWLF0vdunXNJNWLFy8mu71O+P3hhx/MdvrFaedfO9taOCzctBNsyZEjh0/7eG/nvX+w6ff25Zdf2q917L+mKQUAAAAcvQOgk2U///xzuf32202nX4ep6HMd069Fv3QojVUJeNu2baZwmFbTtTq1Os5+6NChkjNnzrCfOWtyrfK1c50tWzb7eSgnMs+ZM8dUUraQ/QcAAADeHC0Lq8N39Or0gw8+aK6Ca8deO/laVCspXeedAUg7/zqMKBJoVh/LuZQKQSVhZQ3y565Beif/Vq1aVerUqROyYwEAACD6OBoAqLvvvtukzRwwYIBJVakdY+/OftKr5rp937597Wq6kcA7lamvV/O9tws0FWpaTp06Jd99911Ir/5r2zWwAAAAQNoaNGgggU4CDtWwcccDAKWdeb1S/f7775tsNX/88Ye5E6A/pHYwNWWlVq5t1KiR5NOsKhFGJ9Za9u7d69M+e/bssZ8XLFgwJO2aMGGCHD9+3DzPlCmTmWwdbNr5j7lsPgAAACESaL9JsweFagJxWAIAi3bub7nlFrNEk6uvvtp+vnXrVp/20XkNlsqVK4d8+M9NN90kJUqUCMlxAAAAEL0cywIUS6pUqWI/X7lypUlRmpZly5Ylu3+w7NixI1GF4e7duwf9GAAAAIh+BAAB0KFJVlYfzVr022+/pbq9znPwvoXTsmXLoLdJJ1dbKVXz588vt912W9CPAQAAgOjn6BAgTQOqKTQLFCgg9913n1+dWy2epWlCtZ5AuOk8hVatWtnZi0aOHJnqBA/vsfk6/r9Zs2YhHf6jE6e9MxUBAAAAjt8B0Lz+Dz/8sDzzzDOyceNGv/bVmgFPP/209OrVS/7880+JBI8++qj9XAOA1atXp5iZR7MYWfRn0JoGwf5u165da79m+A8AAADCHgB8//339vMePXr4ta939d9vv/1WIkHbtm2ladOm9hAfrXGwYsWKRNscPHhQ2rdvLxs2bLCv/vfu3TvZz9PiXVrt2Fo0qAjk6n+lSpUCTjcFAACA2OfYEKBff/3VzqCjVX/9odvrfuvXr5f58+dLpBgzZoypYrx7927Tga9Zs6Y0b95cKlasaNKazpgxw9wBUHrVX+se6Pj8YNJCZOPGjbNfU/kXAAAAEXEHYN26debKdrVq1QLav3r16qZgmH5OpChVqpTJvKMdf6Xti4uLk2HDhsnkyZPtzr/WNZg4caKZNxBsP/zwg5kfoTJmzChdu3YN+jEAAAAQOxy7A3DkyJF0FcGy9jt8+LBEEs3pv3jxYnMVfuzYsWYugBYH0yv9WvCsQ4cOZshT4cKFQ3J87+E/ml1IgxIAAAAg7AGAZqXRSr+BljS29tMKt5Ema9as5sp7eq6+lytXztxB8NekSZMCPiYAAADcx7EhQDoMRqWULSct1n7W5wAAAACI4ACgTp065gq3ZsrRybz+0HH/mv5T5xDUqFEjZG0EAAAAYp1jAUDr1q3NowYBjz/+uF21Ni0XLlyQxx57zB4ec8stt4S0nQAAAEAscywA6NKli5QsWdI8nzlzppkca2WvSYmu1+00045e/S9WrBhZbgAAAIBomAScLVs2GTx4sHTs2NG8njJlipn42rlzZ7n++utNxpzcuXObyb6bN282nX7NrOM9aVj3z5Ejh1NNBgAAAGKOYwGA0qv5gwYNkhdffNG81s790KFDzZIca9iPXv1/7bXX7OABAAAAQIQPAbI899xz5uq/VQ1YO/kpLUq306JaVtAAAAAAIEruAFjatGkjf//9t3z33Xcybdo0WbRokSmedfz4ccmTJ48Z69+gQQMz4VfvGkRi7n8AAAAgGoUlAFDaqb/rrrvMAgAAACBGhwABAAAACB8CAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABcxLEAoGXLlmb54IMPAtr/008/Nfu3atUq6G0DAAAA3CKzUweKi4uTDBkySNWqVQPaf+PGjfZnAAAAAAgMQ4AAAAAAF4maAODixYvmMVOmTOFuCgAAABC1oiYA2L17t3nMnTt3uJsCAAAARK2oCAB27Ngh06ZNM+P/K1SoEO7mAAAAAFErJJOAe/bsmeK6mTNnprre2/nz52Xnzp2yePFiOX36tAkArr/++iC2FAAAAHCXkAQAI0eOTDZbj8fjkbVr15olEHny5JEnnngiCC0EAAAA3ClkQ4C0s++9pPS+r0ujRo3M3YMyZcqEqskAAABAzAvJHYARI0Ykeq0deB32o3cFtJDXPffck+Zn6LbZs2eXQoUKmdoBxYoVC0VTAQAAAFcJSQDQrVu3y96zxv1Xrlw52fUAAAAAYqgScNeuXc1V/QYNGjh1SAAAAADhCgB0YjAAAACA8IqKOgAAAAAAgoMAAAAAAHARx4YAJbV06VJZsmSJbNmyRY4dO2aKfvlC5xEMGzYs5O0DAAAAYpHjAcA333wjffr0kU2bNgX8GQQAAAAAQBQEAAMGDJCBAwea597FwfyRXIVhAAAAABEWACxYsMAEANqB185/rly5pG3btlKrVi1T7CtLlixONQUIny1bROLiRI4eFcmXT6RFC5Fy5cLdKgAA4CKOBQAffvih/bxly5YyZswYKVq0qFOHB8Jr6VK9BSYydare/rr0vt7RatNGpF8/kXr1wtlCAADgEo5lAZo/f755zJcvn3z77bd0/uEeEyaINGki8uOPiTv/Sl/r+7petwMAAIiVOwD79u0zw3/06n/+/PmdOiwQ/iv/nTuLnDuX8Lp0aZGePUUqVRJZv15ntIvs2JGwXrfTQJk7AQAAIBbuAFid/sKFCzt1SCD8dNiP1fnv2lVkwwaR/v1FunRJeNy4UeS++xLW63b/TJIHAACI+gDgqquuMo979uxx6pBA+Cf86ph/68r/kCEiWbMm3kZfDx0qUqpUwmsdDrR1q/NtBQAAruFYANC5c2eT/WfevHly5swZpw4LhI9m+7HG/Ouwn6Sdf4u+r+uVbq/7AQAARHsA0KNHD6lcubIcOXJE/vOf/zh1WCB8NNWnRcf8p8Z7vfd+AAAA0RoA5MiRQ7777jspXry4vP766/LKK6/IOWtsNBCLNM+/RSf8psZ7vfd+AAAA0ZoFaNSoUebx8ccfN9WAX331VRkyZIjceuutUq1aNZMe1Ncqv111MiUQ6bTIl/6b1mE9w4eL9OmT/DAgDYR1vdLtdT8AAIBoDwC6d++eqIOv8wE0Nehwq+PjI/0MAgBEBa3wq0W+dGLv9u0iDzyQMOHXOwjQzr++r6lAVdu2ImXLhq3JAAAg9jkWAFidfl/eA2KGVvidPj2hoz96tMjs2YnrAGgAbHX+NTDo2zfcLQYAADHOsQCgW7duTh0KiBxa1Gvs2EvFwLSzn1yuf+3863YUAQMAALESAIwYMcKpQwGRpUOHhAq/2vHX4UDed710WJwO+9Er/3T+AQBArA0BAlxLO/dTpiQUB5szJyHVp2b70Qm/jPkHAAAOIgAAnJ4YrAsAAECs1wEAAAAAEH4EAAAAAICLBHUI0Ny5cxO9btasWYrr0sP7cwEAAACEKQBo0aKFXexLH+Pj45Ndlx5JPxcAAABAGCcBp1bYi6JfAAAAQAwFADo0J6Wr/KmtAwAAABCFAUBcXFxA6wAAAAA4gyxAAAAAgIsQAAAAAAAuQgAAAAAAuEjQswAFYs+ePXLgwAE5fvy45MmTRwoXLizFixcPd7MAAACAmBO2AGD+/PnyySefmMnBGgAkpQHA9ddfLw8//LA0adIkLG0EAAAAYo3jQ4AOHjwo7du3l+bNm8u4ceNk9+7dpj5A0kXfHzt2rNnu9ttvN/sBAAAAiKIAQDvxejV/ypQpdkffkj17dilUqJB5tFjbTJ482exHEAAAAABEUQDQpUsXWbdunf36lltuke+++84MATp16pTs37/fPO7du1cmTJggbdu2tbddv3693HPPPU42FwAAAIg5jgUAM2bMkOnTp5tqwDly5DAd/B9//NEM7ylatGiibYsUKWKGCemdgokTJ5rt9U6A7q+fAwAAACDCAwAd728ZMmSI6eD74rbbbpOhQ4far3VeAAAAAIAIDwA064+qWLGidO7c2a99O3XqJFdeeaW5C2B9DgAAAIAIDgA0q48O/2nQoEFA+1v7JZcyFAAAAECEBQDnz583j1mzZg1of2s/63MAAAAARHAAYE30/euvvwLa39ov6YRhAAAAABEYANSqVcuM4V+yZIksX77cr33//PNPWbx4sRlCVLNmzZC1EQAAAIh1jgUAms1HaRCgk4B37drl89wBnQRsFQ3zNXsQAAAAgDAGAPfdd59UqFDBPNdiYNWrV5f3339fDh8+nOz2R44ckQ8//FBq1KhhioDp1X/d/95773WqyQAAAEDMyezYgTJnlq+++kpatWolp0+flkOHDskzzzwjzz//vFx99dVStmxZyZUrl5w8eVK2bdsma9eulQsXLthX/nWd7q+fAwAAACAwjvamr7vuOpk6darcc889snPnTtO5j4+PNxN8k04Otjr+qmTJkjJmzBipX7++k80FAAAAYo5jQ4AszZo1k5UrV8orr7wixYsXtzv7SRel6/v27Wu2b9q0qdNNBQAAAGJOWMbT5M+fXwYMGGCWNWvWyB9//CH79++XEydOSO7cuaVIkSIma1CVKlXC0TwAAAAgZoV9QL128unoAwAAADE6BAgAAABA+BAAAAAAAC4S1iFAf//9t8yePdueA3D8+HHJkyePFC5cWGrXri0tWrSQSpUqhbOJAAAAQEwJSwCwaNEieemll2TevHlpbqvZf1577TVp2LChI20DAAAAYpnjQ4D69+9vOvXa+U8u/WfSZe7cuWZ7TQcaqc6dOyejR4+WNm3amIJm2bNnlxIlSkijRo3krbfekgMHDoS8DcuWLTNBVd26dc2xs2XLJldccYW5k9KzZ0/Tvj179oS8HQAAAIhsjt4B0LSfAwcOTPSepvvUq/tlypSxKwFv375dFi5caDq16uLFi/K///1PMmTIYD4jkmjF4s6dO8vy5csTva+dbV3053jzzTdlxIgRJkAItn379smzzz5rqiQntXv3brPoECs9/mOPPSYffvhh0NsAAACA6OFYAKAd5P/+97+mE69X9nV8//vvvy9Vq1ZNcZ/Vq1fLk08+aeYJ6D46FOj222+XmjVrSiTYsWOHtGrVSnbt2mVe68+mhc4qVqxo5jTMmDFDTp8+bTrp7du3l2nTpknLli2Ddvxt27aZ73Hz5s32e1dffbVUq1ZNChUqJKdOnZKNGzea716fAwAAAI4FAJ988olcuHDBdJLvuOMOGTdunGTKlCnVfa699lqZPn26dOrUSb799luzv37OZ599JpGgS5cududfh/5MmjRJatSoYa/XoT/a9pkzZ8r58+elY8eOpkOuhdDS6+jRo3L99dfbnX99/t5770n16tWTHaI0a9YsM8kaAAAA7ubYHADtBKucOXPK0KFD0+z8WzJmzCiff/65GR7k/TnhNnXqVHsSc9asWWXKlCmJOv9KsxlpUFChQgXz+tChQzJo0KCgHP/555+XTZs2med33323CZSS6/xb7WvdurUJQAAAAOBujgUAeqVcr/7rlep8+fL5ta9eMdehMzoMyLriHm4fffSR/bxbt25m2E1yNHDxnvegdy/i4+PTdWwd0qNBlCpdurQMGTLE54AKAAAA7uZYAJA7d27zqJlpAlG8ePFEnxNOJ06cSHQnokePHqlur0OerHbrXQDNbJQen376qf1cJ/Zq7QQAAAAgogKA8uXLm8e9e/cGtL9OpFXlypWTcFuwYIGcPXvWvsJfr169VLfXtKDedQx0PH6gdB7E2LFjEwUXAAAAQMQFAB06dDBDeLTzq1fQ/aHb6346hEizAIXbmjVr7Oc69Cdz5rTnUms+/uT299eqVavk2LFj5rkOpdKMQzqkSNN8akYivVOiNQBKliwpt9xyi5k0bQUrAAAAgGNZgB588EGT9lNz4+uwlS+++MLnfR9//HGTwUaHD/Xq1UvCbd26dfZzzf7jC61z4F07IFBLly61n+v4f01Feuedd8qSJUsSbadzJXTR1KOvv/66yaKU1p0KXwOQQKsya00EAAAAN2kYYL9J+1xRHwAULFhQvvvuO2nbtq18+eWXcvjwYRMQpDakZ+vWrfLUU0/J5MmTpUCBAqYTq/ntw+3gwYP282LFivk1h8GaBxAoLZLmTa/ya70EVblyZdPJ1wnBK1assAupWfUCdO5BnTp1JD30bsyiRYvS9Rnww5YtInFxmvdVb/mItGih4+DC3SoAAOCjSOw3ORYAjBo1yjxqh/7VV1+VH3/80aTSbNSokV0JWFOEasEq7bDql/Xrr7+aYUM6pEX3W79+vVlS07Vr15D/LN5DmHLkyOHTPt7b+TsEytuRI0cuiwz1exs5cuRlaT61gNpdd91l6hHo96rpQv/66y+TFhQRTu/0aNXrqVNFPJ5L72fIIKIVpfv1EwnCHR0AAOA+jgUA3bt3N2P4vV28eNF08nVJjnb+dR8tZDVAO0Np0G2dCADOnDljP/e1M61BjEWrAwfq5MmTl72nd1SSmxuhKVf17kmTJk3Md61FyL766qs0sxYhzCZMEOncWSu4Xb5Og4EffxSZPl1EJ4N36BCOFgIAgCjm2CRgq0PvvST3nj/rU9on1DSrj0WDE194T8T19a5BWsdWevcktYnRul4nYFu+/vrrgI8Nh678e3f+S5dOuNr/1VcJj6VKJbyv63U7rzkhAAAAEXUHQItlxQrvWgS+Xs333i49tQyS7utLViTdRudPWClM00OPX7Vq1XR9BlKhd7qszr/ezRoyRG8zXVrfp4/IAw+IjB6dsJ0WmZsyJWzNBQAAqWvQoIEEQod6p2fYeEQEAJqmMlZ4T0T2ta6BZj/ynhAdjGOra665Js19qlSpYj/XbEq6BFo8TDv/ZPMJ4YRfHfNvXflP2vlX+lqrQM+eLbJjR8JwoK1bNR1VWJoMAABSF2i/SUdxhGoCsaNDgGLF1VdfnShTkS90YrNFs/UEKum+vtxNSNrZ1wAAEUiz/VjD2Hr2vLzzb9H3db3S7XU/AAAAHxEABMD7ivrKlStNIa60WCk5k+7vr6TDb3y5NZS0w68FxBCBNNWnpVKl1Lf1Xu+9HwAAQBoIAAKgqUutrD6alee3335LcwKw9y2cli1bBnzs8uXLm8WiaT3T4l15WIcf5cqVK+DjI4S8A7M00t0mWk9ABwAA/EAAEAAddtOqVSv7tebgT82ECRPsq/DaAW/WrFm6ju+d1WfixIlpbu+9TXqPjRDSIl9Wqtzhw5NPA6r0fV2vdHvdDwAAwEcEAAF69NFHEwUAVjXepLQAV9++fe3XvXr1ksyZ0zf3+pFHHpEsWbLYWX00139KlixZYgIQ73oMiFBa4VeLfCmt+KzZfpIGAfpa39cJwKptWyYAAwAAvxAABKht27bStGlTe4hPu3btZMWKFYm2OXjwoLRv3142bNhgX/3v3bt3sp+3ZcsWU8jMWlK7q1CxYsVEAUiXLl0SdfItc+bMMe26cOGCnYbqtttuC/AnhiM01781+VdTfVasmLgOgL7W95Vu5xVcAgAARFQa0Fg0ZswYqV+/vuzevdt04GvWrCnNmzc3HfT9+/fLjBkzzB0ApVf9x48fL/nz5w/Ksd944w0zsXjevHlmHsIdd9xhJhfXq1dPMmXKZIKR33//3d6+RIkS5vhJqzEjwtSrl1Dh1yoGplf6Ndd/Utr51+10ewAAAD9wByAdSpUqJbNmzTIdf6WViOPi4mTYsGFmWI7V+S9SpIgZh+89byC9dBLylClTpLN2FL0m+44aNcrUXPDu/F933XWyePFiKa255RH5dI7H/Pki7dpdmhNg0df6vq73mgsCAADgK+4ApJPm5dfO9bhx42Ts2LFmLoAWB9Mr/RUqVDATdnv06CGFCxcO+rE1nafehXj44YdNx3/+/Pmyc+dOM+SnWLFiZsjPXXfdZYYhceU/yuiVfa3wq8XB5sxJSPWp2X50wi9j/gEAQDoQAARB1qxZpWvXrmYJVLly5cwdhEBoZh+y+8TwxGBdAAAAgoQhQAAAAICLEAAAAAAALkIAAAAAALgIAQAAAADgImGdBDx9+nSZPXu2yWd/4MABOX78uOTJk8dkzKldu7a0bNlSbrjhhnA2EQAAAIgpYQkANCf+iy++KBs3bkw1ONBiV1deeaUMGjRI/vWvfznaRgAAACAWOT4E6LnnnjNVa7Xzr2kv01r+/vtvk0v/+eefd7qpAAAAQMxx9A6AXsl/9913TVEq7dxnyZJFWrduLY0bNzZ58HPlyiUnT56ULVu2yIIFC+Snn36S8+fPm211v6JFi5o7BwAAAAAiPADYsWOH9O/f3+7865Cejz76SK644ooU99m9e7c8/vjj8v3335t9BgwYIF26dJFSpUo51WwAAAAgpjg2BGjo0KFy5swZ8/y+++4znfrUOv+qRIkS8t1339kVdnX/YcOGOdJeAAAAIBY5FgD8/PPP5jF37tzmyr8/PvzwQ7OfmjZtWkjaBwAAALiBYwHA5s2bzfCf66+/3u7M+0q3b9WqlRkGtGnTppC1EQAAAIh1jgUAhw8fNo/FixcPaH+dAKyOHDkS1HYBAAAAbuJYAFCgQAHzuGfPnoD237t3r3nMnz9/UNsFAAAAuIljAUD58uXNEB6t/HvixAm/9tXUoLqfDiHSzwEAAAAQ4QHATTfdZB618//000/7te8zzzwjx48fN89vvvnmkLQPAAAAcAPHAoD7779fsmfPbp6PGDFCOnfuLPv27Ut1nwMHDsi9995rp/7Mli2bPPDAA460FwAAAIhFjhUCK1OmjLz88svyyiuvmKE848ePl4kTJ0qbNm2kUaNGUrZsWbsS8LZt20wl4KlTp8rZs2fN0CHd59///reULl3aqSYDAAAAMcexAEBpAKDVfT/++GPTodfOvQYBuiRHO/6Wxx57TPr06eNgawEAAIDY49gQIO+iXuPGjZNy5crZnfyUFqWTfr/++mt5//33nW4qAAAAEHMcvQNgueuuu6Rjx47yyy+/yKxZs+SPP/6Q/fv3mwnCWvSrSJEiUqtWLWnZsqWZPKx3CwAAAABEaQCgtFOvGX3I6gMAAADE8BAgAAAAAOFDAAAAAAC4iGNDgJo3by4tWrQwi6b91Jz+AAAAAGI0AJg3b57Mnz9f/vvf/0rWrFnluuuuswOChg0bEhAA6bVli0hcnMjRoyL58om0aCHyT7YtAACAsEwCtlJ7av5/DQh0+c9//mM6//Xr15frr7/eDgg0SADgg6VLRQYMEJk6VX/JLr2v2bPatBHp10+kXr1wthAAALhxDoB29gcOHGhSe+bIkSNRvv8zZ84kWp8/f34TDAwYMEDmzp0r586dc6qZQHSZMEGkSRORH39M3PlX+lrf1/W6HQAAgF4j9HiX23XI+fPnZfHixTJ79myJi4uTRYsWyenTpxM3zCv3v94haNCggT1kqFmzZk432ZX0ToyeG296HhYuXBi2NiHJlX/t3FsBcunSIj17ilSqJLJ+vciwYSI7diSs0ztq8+dzJwAAgCgRyn5YWAKApPQKvwYEGgxoUKA/rN4VSC4g0Mf4+PgwtdRdCAAiXLt2CVf4VdeuIkOGJHT0LRoYPPCAyOjRl7afMiU8bQUAABHTD4uINKA63r9p06byyiuvmMrAR44cMcFA//795dprr7W3s4YMAa6nE351zL915T9p51/p66FDRUqVSnitwcLWrc63FQAARJSICAC8HTp0SH744Qf59ttv5ZtvvpG//vor0XAgAJKQ7ccKhnXYT0qT5vV9Xa90e90PAAC4mqNZgJKjV/vnzJljD/9ZtWpVoqv81vOMGTNKrVq1zORgwPU01adFx/ynxnu9934AAMCVHA8Ajh07ZjL7WB3+P//80+7ke3f8tcNfvXp1OzWoTvzNp7nNASTk+bfohN/UeK/ndwgAANdzLAB48cUXTaf/jz/+kIsXL17W4ddhPt4dfq0crOlAASRDi3zp0Dj9HRo+XKRPn+SHAelEYF2vdHvdDwAAuJpjAcBbb71lOvlWp1+fV6tWzXT2tdOvHf4CBQo41RwgummFXy3ypRN7t29PyPajE36TywJkpQJt21akbNmwNRkAALh0CJB2/IsUKSIvvPCC3HnnnVKWDgkQGK3wO316QkdfU33Onp24DoBe+feuA9C3b7hbDAAA3BYAWFf/9+/fb4YE6aIBgDXsRx9LWSkLAaROi3qNHSvSuXNCEKCd/YEDL99OO/+6HUXAAACAk2lAdcJv3759zWRezftv5fTfsmWLjBw5Urp3726Cgauuukp69eolY8aMkd27dzvVPCA6deiQUOFXi3wlTZerr/V9Xa/bAQAAOHkHQMf466LOnj1rqphpUKATg5csWWLeUxs3bpRNmzbJsGHDzGsNCKy7A/pYrFgxp5oMRAe9sq8VfrU42Jw5Cak+NduPTvhliB0AAIiEOgDZsmUznXld1JkzZ0xAYKUG1YDgnA5pMBkM18vff/8tQ7TSqYhUrlxZVq9eHY5mA5E/MVgXAACASK8EnD17dnOFf8CAAaZGgBYHmzFjhvz73/+Wa665xh4upMvatWvD3VwAAAAgaoW9EnBSR48eTVQZWDv8mjkoad0AAAAAAFEYABw/fvyyysBWoTCLd8c/b968YWglAAAAEBscDwBOnjwp8+bNszv8Whn4woUL9vqkV/m1w9+kSRN7zkDt2rWdbjIAAAAQMxwLAPr06WM6/b///rvEx8en2OHPkydPog5/nTp1JGPGiJiqAAAAAEQ9xwKA119/3YzlT67D37hxYzvVJx1+AAAAIIYqAefOndt0+K28/trhz5Qpk5PNAAAAAFzLsQDgtddeMx3+unXr0uEHAAAAYj0A6N27t1OHAgAAABDuAEBTfaqSJUtKxYoV/d5/8+bNsn37dvO8WbNmQW8fAAAA4AaOzba1JvkOHjw4oP0//vhjs3/Lli2D3jYAAADALcJeCMwfVAIGgmTLFpG4OC29LZIvn0boIuXKhbtVAADAAVEVAABIp6VLRQYMEJk6VSPqS+9nyCDSpo1Iv34i9eqFs4UAACDEoibh/qlTp8xj9uzZw90UIDpNmCDSpInIjz8m7vwrfa3v63rdDgAAxKyouQOwbNky81i4cOFwNwWIziv/nTuLnDuX8Lp0aZGePUUqVRJZv15k2DCRHTsS1ut28+dzJwAAgBgVkgBg27ZtKa47fvx4quu9nT9/Xnbu3CnffPONLF682FQSrlmzZhBbCriEDvuxOv9du4oMGSKSNeul9X36iDzwgMjo0QnbDRwoMmVK2JoLAACiLAAoV66c6awnN4l31KhRZglUZ706CcC/Cb865t+68p+086/09dChIrNnJ9wJ0OFAW7eKlC0bliYDAIAonQOgHX5rSe49fxar89+pU6dQNhmIPZrtx/od1GE/STv/Fn1f1yvdXvcDAAAxJyR3AMqUKXPZHYCtW7ea93Lnzi0FCxZM8zN0W53wW6hQIalatarccccdcsMNN4SiuUBs01SfFh3znxrv9d77AQCAmBGSAGCLDjlIImPGhJsN3bp1k/fffz8UhwWQHM3zb9EJv6nxXu+9HwAAiBmOpgGlkBcQBlrky7ojN3z4pcnASen7ul7p9rofAACIOY6lAd28ebN5zJs3r1OHBKC0wq8W+dKJvdu3J2T70Qm/3nMBtPOv7+sEYNW2LROAAQCIUY4FAGXpTADhoxV+p09P6Ohrqk/N9uNdB0Cv/Fudfw0M+vYNd4sBAIDbC4EBSAct6jV27KViYNrZ11z/SWnnX7ejCBgAADHL0TkAAMKoQ4eECr/t2l2aE2DR1/q+rtftAABAzOIOAOAmemVfK/xqpq45cxJSfWq2H53wyzA9AABcgQAAcOvEYF0AAIDrMAQIAAAAcBECAAAAAMBFGAIEIG06ZyAuLvGcAYYQAQAQlQgAAKRs6VKRAQNEpk7VUt6JswZpcTGtL0DKUAAAogpDgAAkb8IEkSZNEioIe3f+lb7W93W9bgcAAKIGdwAAJH/l3yoapkqXTlw5eNiwhGJiul630/oB3AkAACAqEAAAuJwO+7E6/127igwZklAl2NKnj8gDD4iMHp2wnVYV1voCAAAg4jEECMDlE351zL915T9p51/p66FDRUqVSnitw4G2bnW+rQAAwG8EAAAS02w/1ph/HfaTtPNv0fd1vdLtdT8AABDxCAAAJKapPi065j813uu99wMAABGLAABAYprn36ITflPjvd57PwAAELEIAAAkpkW+NM+/Gj780mTgpPR9Xa90e90PAABEPAIAAIlphV8t8qW2b0/I9pM0CNDX+r6mAlVt24qULet8WwEAgN9IAwrgclrhd/r0hI6+pvqcPTtxHQC98m91/nUycN++ibMI6YRgnROgw4L0zoAGFQAAICIQAAC4nBb1Gjv2UjEw7exrrv+ktPOv2+n2WjxM6wdoClHvysE6PEjvKGhQQbEwAADCjiFAAJLXoUNChd927S7NCbDoa31f1+t2EyaINGmSUA/Au/Ov9LW+r+t1OwAAEFbcAQCQMr1irxV+dVjPnDmJh/VYY/71yr91p8AqHuY9XGjYsIQ7CLpet9OggTsBAACEDQEAgLTpGP6UxvHrsB+r89+16+WVg/v0SZgwrHMJdDsdSqRBBQAACAsCAACB0zsDOubfuvKftPOv9PXQoQkTifVOgA4H2ro14Q4CE4YBAHAcAQCAwGnn3Rrzr8N+knb+Lfq+rter/7q9ZhH6/XcmDAMAEAZMAg6Cc+fOyejRo6VNmzZStmxZyZ49u5QoUUIaNWokb731lhw4cCCoxxs5cqRkyJDBr+UBHYIBBJteubfomP/UeK//3/+YMAwAQJhwByCd1q5dK507d5bly5cnen/Pnj1mWbhwobz55psyYsQIEyAAMUWH7Vh0wm9qvNdfuBDYhGGGDAEAkG4EAOmwY8cOadWqlezatcu81ivtzZo1k4oVK8r+/ftlxowZcvr0adm3b5+0b99epk2bJi1btgxqGypXrmzakBa9GwEEnXbAddiONaxHJ/wmNwxIO/S63ps/E4YDqTFAsAAAQLIIANKhS5cududfh/5MmjRJatSoYa/XoT+dOnWSmTNnyvnz56Vjx46yceNGyZ8/f9DacN1118mHH34YtM8D/KIdau2A67Cd7dsTOu864de7U68deX3fqhzs74Thzz4TefLJS5mGkhsypFWLtSCZ1iQgWIAvOOcAXIwAIEBTp06VefPmmedZs2aVKVOmSLVq1RJtU7hwYRMUVK9eXTZt2iSHDh2SQYMGyauvvhqmVgMhoB1q7YBrB12v3Gvn3XtYj1759+78+zth+PHHReLjfRsy9J//iLzySmiDBX87j7He0fT35wvVd+frtqEOEEP5fQBAsHgQkDZt2uj/Oczy4IMPprrtl19+aW9bsGBBz/nz59N17BEjRtif161bN0+oNGjQwD6Oteh7wGW++87jyZpVu1MpL5kyXXr+1Vepf96XX16+f9euHs/Zs4m309f33Xdpm4wZLz0vXdrj6dcv4Vj6WKrUpXXa1jfeSLvNul5/NsuSJR5P27YeT4YMibfT1/q+rg9kW8vmzfoL7vG8917Co75OjT/bB3tbf3++UH13/mzry79T73MeyvMd6n8f/v5bAiJdNP19jIJ+GAFAAI4fP+7Jli2bfTIWLFiQ6vanT5/25M6d295+5syZ6To+AQAiknZY2rVLvkOj7/fte+k97ZCnxntbqzOftPNv0fe9O/ehCBb0Z/On8xjKjqa/24diW39/vlB9d/5sq2333jaYAWIov49Qnu9I7CzRjuhucyg+O9r+PgYRAUCE+fnnn+0TkStXLp+u6N944432Pi+//HK6jk8AgIimf8BHjvR4Bg9OeNyy5dL71h9Ofzv0aQUMTz4Z2mChSRPfO4+ZM3s8WbKEpqMZCZ3ppO1N6+fTfwOh+O78/Z4bNw5NgOhvO/z5PkIdiERSZ4l2RHebQ/XZ0XixIYgIACLMe++95/eJ6N27t71Phw4dghYA/Otf//KMHz/e069fP8/TTz/t6du3r+fTTz/1/Pnnn56LFy+m6zgEAAg6/cNu/bHUzlZanTBfhwz16uVMsOBr5zEUHc1I6Ux7/w/bl5+vaNHQfXeBbBuKADGU30eoApFQ3tWK1k5bJLQjGtscqnZE68WGJcG7E0AAEGEeeeQR+0TcfffdPu3z0Ucf2ftcc801QQsAUluuuuoqz9ChQwMOBJL7h6dDmfT9QBbgsmEY+odTh/vomH999P5D6j1nIK1O/c03hyZY8HcoUvHioe1oRlJn2t+fL5jfXXq+52AGiOlpR7gDkVDd1QrlHZFYb0c0tjmU7YjWiw3t2l32Kx1ov8l7+DgBQAS466677BPxpP7PwgffffedvU9x/Z+GAwGAtbRr185z4sSJoAQA6VkAw9erP5984vuQoQIFQhMsJJ2MnNZn33ZbaDqakdKZ9ud7Tho8BfO782fbpO0IZoCYnnZESiAS7s5SpHTaIqUd0djmULcjWv4+lvqnHfr/LWvo6z+C2ZcKVgCQMWjphFzkxIkT9vMcOXL4tI/3dt77B6pMmTLy3HPPmXSk27dvlzNnzsjJkydl3bp18vHHH5sCYZYffvjB1Cy4ePFiuo8LpJum39QKv+3aJaRe9Kav9X1d//DDCWkZlVVjIGl6T6vGwOHDl97TtKPJpQG1tl+yJLDqxUrTj6Ymb17ftz1zxr+0qN7S2r5+/dBvm9bPl3R9ML87f7ZNuj6tc751qzPtCOa/D3/OYdJ/S2nV5ChePDTbliqV8HrfPtoRrW0OZTsKFIi+v489/2mH9vc1tW+EIwAIgHa2LVoDwBfZsmWzn2t14PTQqsKbN2+Wt956S2655RYpVaqU+fycOXNKpUqV5JFHHpE///xTevToYe8zefJkGTNmTLqOCwSN5lnXCr+bNomMHCkyeHDC4+bNCe9bedg1J7v1O6Y1BipWTHjvq68SHvW1vq+sYCKYwULS6sVpdR6PHQtNRzNSOtNlywYePAXzu/Nn26TrgxkgpqcdkRKIhLuzRDuit81OtSNa/j5W8lqvdT0iHAFAALJnz24/P5fS/0iSOHv2rN93DVKilYQzZkz91GlgMnToUGnatKn93htvvJGu4wJBpwWPunVLqPSrj94dTKWBgBbtsv5HoUW/tEDYvfcmPFoFxnT9668HP1hIWsDMn85jKO9EhKsz7fW3z+/gKVTfnb/tCNXdpFB+H6EMRCKhs0Q7orPNoWxHtF9syJdPIh0BQABy587t99V87+289w8lDRL6acfnH6tWrZIdSTs0ftK2N2jQIKAFCOmQoRdfDE2woNs1buxb53HPnkvvhfJORLg60xMm+P7zWd930aLB/+782dZqR5MmwQ8QA2mHr9+HU4FIJHSWaEd0tjmU7Yjmiw0ZMiRU9PYSaL8ppP3FoMwkcJlwZwHyx7lz5zxZsmSxj/3LL7/4vC9pQBE1NQb8KUgWSH5pf7IXJc1ykdq23m30JS2q92Q7f9KoBntb79SUqf18yWUICdZ358+2/qa9TJp+MJjt8Of78PffRyDbhnvCJO2I3jaHsh1JPzua/j62uzwLUKBIAxphwl0HwF8lSpSwjz1mzBif9yMAQFQLZrDgVJ7raOlMR1vxsqSFr4IdIIYqZ3ooAxHvwmjh7CxFSqctUtoRjW0OZTui9WJDkBAARJhwVwL2V968ee1jT5o0yef9CADgGr4EC/4GDKHoaPq7fSg7sf58F6H67gJphz/nPJTtCHcgEqq7WqG8IxLr7YjGNoeyHdF+sSEICAAizPHjxz3ZsmWzT8bChQtT3f7MmTOePHny2NvPnDnTsbZu3Lgx0T+cpUuX+rwvAQCQzoDB122juTPtz3cRiu8u0Hb4I5TtCGcgEimdJdoR3W0OZTv8/TcdiRcb0oEAIAK1adPGPhkPPfRQqtvqsBtr24IFC/p0xyBY9G6Ddex8+fL5dWwCAMBhbuhMI3ChOIeR0lmiHdHd5lB/tkv/PjYIYT8sg/4ndFOMY9ePP/4o7TT7yD85/n///Xe59tprL9vu1KlTUqNGDdmwYYN5/dJLL8lrr70W8HG1iJivs8IXLFggrVq1susWPPTQQ/Lpp5/6fKyGDRvKokWLEr2ns9IXLlzoZ6sBABFtyxaROXMS8pdrCkPNYpI0LW+ot6Ud0d/mUH+2yzQMYT+MACAdmjVrJvPmzTPPy5UrJ5MmTZLq1avb6w8ePCidO3eW6dOnm9cFCxaUjRs3mjz+SW3ZskXKly9vvx4xYoR07979su1GjhxpKv0+/vjj8q9//UvyJZNrVjv8n3/+uQk2rPSjesy//vpLSpQo4fPPRwAAAAAQHqHsh2VO9ye4mFbWrV+/vuzevdt04GvWrCnNmzeXihUryv79+2XGjBnmDoDKnDmzjB8/PtnOv7+WLl0q3bp1M59ZuXJlsxQoUEAuXLggO3fuNP8wjnnl29XCYxqc+NP5BwAAQGwiAEiHUqVKyaxZs8xV/uXLl+t8ComLizOLtyJFipgr+jocJ5ji4+NNcS9dUqIBit41qFKlSlCPDQAAgOhEAJBOevV98eLFMm7cOBk7dqysXr1a9u7da670V6hQQTp06CA9evSQwoULB+V4GmxUqlTJjO/X20I6pOjAgQNmuNHFixfNkCAdSqS3iO68805potUvAQAAgH8QAARB1qxZpWvXrmYJlM4h8GU6hk44btSokVmiFXMLoh/nMDZwHqMf5zD6cQ6jX8MoPIcZw90AAAAAAM4hAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABfJ4PF4POFuBCJTsWLFZN++fYney507t1StWjVdn7tq1So5ceJE0D8XzuEcxgbOY/TjHEY/zmH0WxWic5jc5xYtWlT27t0r6UUAgBTlyZPnsn94AAAACA8NLI4fP57uz2EIEAAAAOAiBAAAAACAixAAAAAAAC6SOdwNQOQqWbKk7Ny5M9F7OXPmlAoVKoStTQAAAG6wadMmOXXq1GV9s2BgEjAAAADgIgwBAgAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgA4Khz587J6NGjpU2bNlK2bFnJnj27lChRQho1aiRvvfWWHDhwINxNdJ0LFy7IihUrZNiwYfLII49I3bp1JWvWrJIhQwaztGjRIuDPnjlzpnTt2lUqVaokuXLlkoIFC0r16tXlhRdekLVr1wb153CzLVu2yJAhQ+Tee++VGjVqSIECBSRLliz29/3QQw/JnDlzAvrspUuXyqOPPirXXHON5M2b1yz6XN/TdUg//bs3adIkefnll+W2226Ta6+91j6HWnxRC//cfPPN8tprr11WnNEX/B6G37PPPmv/TdWlXLlyfu3POQy9kSNHJjpHviwPPPBA9J5DLQQGOGHNmjWemjVrauG5FJeiRYt6fvzxx3A31TW+//57T86cOVM9J82bN/f7c48ePeq5++67U/3cLFmyeF599dWQ/FxusWzZMk/9+vVT/Z69lxYtWni2bt3q02efPXvW8+STT3oyZMiQ4ufpuqefftpz7ty5kP+ssaxt27Y+n8Ns2bJ5+vfv77lw4UKan8vvYWRYvHixJ2PGjIm+97Jly/q0L+fQOSNGjPD599Ba7r///qg9h5mdDzngRjt27JBWrVrJrl27zGuNnJs1ayYVK1aU/fv3y4wZM+T06dOyb98+ad++vUybNk1atmwZ7mbHvCNHjlxWZjy9zp8/L7fffrvMmjXLfq9q1apSu3ZtOXPmjMybN092795ttuvTp4957Nu3b1Db4Bbr1q2TJUuWJHpPry7p9124cGFzfhcsWGB+/1RcXJw0bNjQnIMKFSqk+tkPPvigjBo1yn6t2zdo0MA8X7RokSlRr4Xk33vvPTl27Ji5g4T00/NWpUoVc4c0d+7c5vdzw4YN5jzHx8fL2bNnpX///ub7/+KLL1L8HH4PI4N+r3qV+OLFiwHtyzkMj8qVK5s+S1p09ELUnkNHww24VtOmTRNd+Vi+fHmi9fv37/e0atXK3qZgwYKew4cPh629brviUaxYMU+7du08AwYM8EydOtXz1FNPBXwH4JVXXrH3zZ49u2fs2LGXXVl+4YUXEl1FjouLC/JP5g763ep3eOWVV3pef/11z44dOy7bRq8UDxs2LNGdngYNGnguXryY4ufq9ta2euXy3XffTXTFWZ/re95XNb/44ouQ/Zyx7s033/R8+umnnr///jvFbfbs2ePp3LlzoquG33zzTYrb83sYGf7zn//Y33GXLl38ugPAOQzfHYBu3boF5TMj+RwSACDkdEiP9Y87a9asnhUrViS73YkTJzwVKlSwt/2///s/x9vqNrt37052SEi/fv0CCgD27t3ryZUrl72vdmpS4n1LtGHDhgH/DG6m/6PQ/2nFx8enue2ECRMSdR6nTZuW7HZnzpzxlC5d2t7upZdeSvEze/funahDo/8zQ+ho0NayZUv7O7/hhhuS3Y7fw8gZ9qpDtvS7veeeexJ1MNMKADiH0R8A7I3wc0gAgJBr06aN/Q/7wQcfTHXbL7/8MtFdgPPnzzvWTqQ/ABg0aJC9X6VKlVK9yqyBh/cVZB3PjtDyni/wxBNPJLvN+PHj7W3y5cvnOXnyZIqfp+vy5s1rb69BBkJr9OjR9vddqFChZLfh9zD89Dtv3Lix+U4LFChgOoP+BACcw+gPAAZF+DkkCxBC6sSJE2bmu6VHjx6pbn/HHXeYca/q0KFDMnfu3JC3EcEzceJE+3n37t3NXI+UlClTJtE8j++//z7k7XO7xo0bJ8oclNY5vPvuu00WmpTourvuust+zTkMvSJFitjPjx8/nuw2/B6G3yeffCK//vqref7mm29K0aJF/dqfcxj9Jkb4OSQAQEjpBESdtKY07VW9evVS3V7TguokRYv3xBlENp3QpJNDLb6kD73++uvt55zr0PP+H5Cmf03O7Nmz7eecw8jz119/2c+TSyXJ72H4bd++XV566SXzvGnTptKzZ0+/9uccRr8zUXAOyQKEkFqzZo39vFq1apI5c9r/5HR2/PTp0y/bH5GfkcbKdKEdzVq1avl0ri2c69BbuXKl/bx06dKXrT969KjJSJHc+UmJ9zaao14zAmmtAASfZlHTeimWO++887Jt+D0MP62RoXdntJ7KZ599luqV3+RwDsPvyJEj8s0338jq1avN30X9m3bFFVeYC5Tal0nrnEbDOSQAQEjpL4FF09r5Qm+FWShwEp3nWm93690cf861DvnSlLDeQxwQPNu2bUt0VemGG25I9RwmPT8pSbqNfkZad/rgO00DqsO1fvrpJxk0aJBJlaw0Vah1ldkbv4fhNW7cOPnhhx/M8969e5vz5C/OYfhNmjTJLMm56qqrzLnVOzspBQLRcA4ZAoSQOnjwoP28WLFiPu1TvHjxRL8EcMe5Vpzv0FYitYb96P9obr311lTPoV7xypEjR5qfq/MA8uTJY7/mHKbP/PnzE1Ua1aGTWhn4+eeftzv/Wkldh1d6f+8Wfg/DR7/7J5980q7HoZWdA/0cC+cw8vz999+mtoNW7T558mTUnkMCAIR8ErDFl85E0u2890dsn+ukn4Hg0YJR3333nf36tddek2zZsgXlHCbdlnMYOgUKFJCxY8fKjz/+KPnz5092G34Pw+eZZ54xV23Vp59+muzvmC84h+FTpkwZee6552Tq1KlmLoeO5ddOvl7R//jjj02BMIve6enSpUuyRd6i4RwyBAghpb88Fh0P6QvvP5paHRjuONeK8x18v/32mzz88MP2686dO5v/aQXrHCp+Z4NHxxk/9thj5rmm6tax5Nr5WLZsmRw+fNicv88//9x0MPUqc1L8HobHL7/8IqNHjzbPu3XrlmhCp784h+HRvn176dq1q2TMePm1cf1d0+X+++83f09HjBhh3p88ebKMGTNG7r333qg7hwQACCnvcW/nzp3zaR8ra5C/VyER3edacb6Da/PmzWaoj/U/o+rVq5uOYzDPoeJ3NngqVKggH374YbITgHVIyciRI02mpgYNGkhcXJw5p974PXSeXiF+6KGHzPNChQolmqgdCM5heORP4a6aN+3MDx06VDZs2CDz5s0z773xxhuXBQDRcA4ZAoSQsnL6+xPNem/nvT9i+1wn/Qykj2bzufHGG2XPnj12x3LatGmpZugJ5Bwm3ZZzGLo7A3rV0RpjrncDOnXqdFk6V34PnaeBmVVX4+2335bChQun6/M4h5EtY8aM0q9fP/v1qlWrZMeOHVF3DgkAEFJ6NcSyd+9en/axOiyqYMGCIWkXIu9cK853cOgENO38b9y40bwuUaKEzJgxwzz6eg41naf3bezUstR4F6TiHIaWzt+wgjhNFajZgbzxe+gsHZr1wQcfmOc67EeH/6QX5zDyNWvWTLJkyZJi2s5oOIcMAUJIXX311fbzrVu3+pyu0OI94QbRc641W4l2HtNKfeZ9rvWPHWnr0k877jfffLPJX630aqR2/suXL+/XObR+Z5O+l9o5TO4zEFyadalRo0bmbo7SarPt2rWz1/N76KwVK1bYk0D1e9ShWSmxJghbd+i8t33llVekbdu25jnnMPJlyZLF/G216qYcOHAg0fpoOIcEAAgp7xzIWoQoPj4+zWJgekUluf0R2fQPnt4a1f8Z6uTF5cuXp/o/Q8W5Dv5YZE0R+fvvv5vX+fLlMx3Fa665xqf9dXu9S2D9T+2PP/5Is0PvfQ5LlixJETCHsgEll25Q8XsYPnrHzbrrlhYdF7548eJkgwPOYXQ46ZUCVNP1eouGc8gQIISUXqmyZrbrL4tmJElrEox3+eyWLVuGvI0IDr264f0HTicopmXOnDn2c851+ugVJs1LrVeErSvFmi6yTp06fn2Od/YSzmFk8q7WnHSYAL+H0Y9zGPk2bdpk7rZ6z9GJtnNIAICQ0kksrVq1sl9rBovUTJgwwR5PrP9j03F2iK40ar6ea82xPHPmzGT3hX/Onz8vd9xxh13pV4NurWLZuHFjvz/L+zx8/fXXqU5g03Xjx49Pdl+Ehl7xX7hwYapXCvk9dE737t3NFV5fFit1pCpbtmyidfo53jiHkW348OGJ7pzWrFnzsm0i/hx6gBD74YcfPPpPTZds2bJ5Vq1alex2J0+e9Fx55ZX2ti+99JLjbUWCfv362eehefPmPu+3d+9eT65cuex9hwwZkuK2nTt3trdr2LBhkFruPvHx8Z4777zT/i4zZ87smTRpUsCfd+bMGU+pUqXsz3v55ZdT3Pb//u//7O3Kli3rOXv2bMDHdauDBw/6vO2FCxc8nTp1SvT39MCBA5dtx+9hZBoxYkSi35fUcA6ddfz4cZ+3/fXXXz3Zs2e3v/OHHnooKs8hAQAc0bRpU/sfd7ly5Tx//vlnovX6P7Ebb7zR3qZgwYKew4cPh629bhdoAKBeeeUVe98cOXJ4vv7660Trz5075+ndu7e9jS5xcXFB/gnc4eLFi55u3brZ32PGjBk9Y8eOTffnDhs2LNFnDh482HQ+Lfpc39N11nZffPFFuo/rRu+++66nbt265vs7evRoitvp38ybb7450e/Nv//97xS35/cwugMAxTl09tzUq1fP/B4eOXIk2W1Onz5t/u7pubC+7/z583t27doVlecwg/4n9PcZ4HaaI7d+/fr22NUMGTJI8+bNpWLFimbyk2Yp0XSCSicJ68RF76FDCB2dNKpFhpKmI7NSl+nkpiuvvPKy/bRUetJxj9ZwlNatW9vDUVS1atWkdu3aZpz63LlzE41hHjBggPTt2zfIP5U7aGl6q2qsuuqqq+Smm27yef/kCk5ZtCKmVdlU6e+qNaZV5+l4T3bs0aNHolvi8N17770nzzzzjP23TzOf6QRCneirfyd1yI9mmtHCQ950yNe4ceNSTKrA72Hk0WEg+rtiDQGyagekhHMYnnOT+Z/fQ13091BrbezcudMMvfMe96+FurSvktpQ5Yg+h46EGYDH41mzZo2nZs2aiSLdpEuRIkXMkCE4R69EpXZOUlo2b96c4mfqFZS77ror1f2zZMni+d///ufozxrLd2oCWVKjw3kef/xxT4YMGVLcX9c9+eST5ioWAvPxxx/7dc7y5Mnjefvtt83Qr7TwexjddwAU59D5cyM+LPXr1/f89ddfUX0OuQMAR2nqM71qNXbsWJOnXK8ya/ltrVLaoUMHE4Gnt4oi/FOuXDmfazR427x5s9k3NXpn54svvjBXTvQqh+ZOLl26tMlTf//995OuLp369+9vrhgFypc//0uWLDFX9zWLhV4Fs9J9tmjRwpzDevXqBXx8JFi/fr35XdG0kPp3UfOBHzlyxKzTtKqamlUnGd5www3myr+/FUL5PYzOOwDeOIehdfbsWZM+ecGCBfYdTs3tr3fgNJWnTvTVWip6F/TOO++UJk2a+H2MSDuHBAAAAACAi5AGFAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAAAAcBECAAAAAMBFCAAAAAAAFyEAAAAAAFyEAAAAAABwEQIAAAAAwEUIAAAAAAAXIQAAAAAAXIQAAAAAAHARAgAAAADARQgAAAAAABchAAAAAABchAAAAGC0aNFCMmTIYJa4uLjL1nfv3t1eP3LkyLC0EQCQfgQAAAAAgItkDncDAABISu8yWDweT1jbAgCxhjsAAAAAgItwBwAA4BMd98/YfwCIftwBAAAAAFyEAAAAAABwEQIAAIhxFy9elC+++EJuvPFGKV68uGTPnl3KlSsn//rXv2TixIk+f46vaUB10q5+bpcuXeTqq6+WvHnzSqZMmSRXrlzmuC1btpTevXvL7NmzTdssmnrU+nxv1ntJly1btlx27DVr1si7774rHTp0MMfOkyePZMmSRYoUKSJ169aVZ555Rv7666+A06IeOnRI3njjDalXr54ULlxYcuTIIRUqVJD7779fVq1aJf766aef5KGHHpKqVatKoUKFTFvz588vtWvXNu9PnjxZ4uPj0/wc/bn79Okj9evXl2LFiknWrFnNz3zddddJ3759ZdeuXX63DUAM8wAAYtbu3bs91113nabRSXG5/fbbPceOHfM0b97cfm/27NmXfVa3bt3s9SNGjEj2eHv27PE0bNgw1eN5L9OnT7f31WP6up8umzdvTnTsjh07+rRfhgwZPE8//bQnPj4+1e8u6fcxf/58T8mSJVP83EyZMnk+//xzn87LqlWrPHXr1vWpvXfffXeKn3PmzBnPQw89ZI6d2mfkyJHD88EHH/jUNgCxj0nAABCjjhw5Yq6269VhS/ny5aVhw4aSLVs2Wb16tSxZskS+//57yZgx/TeEL1y4IG3btpXff//dfk+vbOuiV7XPnDkje/bskT///FN279592f4lS5aUxx57zDz/6KOP7Pet95LSOwvetm3bZh4zZ84s11xzjVx11VXmuHr3Yd++fbJ06VLZuXOnuUPx3nvvydmzZ+Xjjz/26WfTq/v/93//JydOnJCiRYtK06ZNzRV7/bxZs2bJ6dOnzc//8MMPS7Vq1aRBgwYpfpbeTbjtttvk+PHj9ntlypQxV+8LFiwoJ0+elHXr1pnv6fz58+Z7S45ud/PNN8uvv/5qv1exYkWpU6eOFChQwNyt0HV69V/b98QTT8ixY8fMnQIALhfuCAQAEBo9e/a0rwBnzZrVM2zYsMu2Wbx4sads2bL2Num5AzBx4kR7fYkSJTyLFi1K9Qp47969zfGT43312lcvvfSSZ/z48Z6jR48mu/7ixYueyZMne4oUKWJ/9rx583y6A5AtWzZzlf3tt9/2nD9/PtF227Zt81StWtXe9vrrr0/xM3XbwoUL29uWL1/e89NPPyW77aFDhzyffvqp5/nnn092fdeuXe3PqVSpUrLnTO9yfPzxx6b91l2KBQsWpNg+AO5AAAAAMWjdunVmqIvVQRw5cmSq2+bMmTNRpzuQAOC5556z1w8ZMiRd7Q8kAPCVBibWZ991110+BQC6fPbZZyluu3LlSvv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"text/plain": [ - "
" + "
" ] }, "metadata": { - "needs_background": "light" + "image/png": { + "height": 384, + "width": 384 + } }, "output_type": "display_data" } ], "source": [ "data = ps.metrics.two_point_correlation(im)\n", - "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(data.distance, data.probability, 'r.')\n", "ax.set_xlabel(\"distance\")\n", "ax.set_ylabel(\"two point correlation function\");" @@ -129,7 +125,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, @@ -143,7 +139,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.7" } }, "nbformat": 4, diff --git a/src/porespy/metrics/_funcs.py b/src/porespy/metrics/_funcs.py index 3fa05db88..a8de8f6e5 100644 --- a/src/porespy/metrics/_funcs.py +++ b/src/porespy/metrics/_funcs.py @@ -14,11 +14,8 @@ from porespy import settings from porespy.filters import ( - find_closed_pores, - find_surface_pores, local_thickness, pc_to_seq, - fill_closed_pores, find_closed_pores, find_surface_pores, ) @@ -212,7 +209,7 @@ def find_porosity_threshold(im, axis=0, conn="min"): Examples -------- `Click here - `_ + `_ to view online example. """ @@ -680,7 +677,13 @@ def lineal_path_distribution(im, bins=10, voxel_size=1, log=False): return cld -def chord_length_distribution(im, bins=10, log=False, voxel_size=1, normalization="count"): +def chord_length_distribution( + im, + bins=10, + log=False, + voxel_size=1, + normalization="count", +): r""" Determines the distribution of chord lengths in an image containing chords. diff --git a/src/porespy/metrics/_rev.py b/src/porespy/metrics/_rev.py index 40e8a8657..e9641d8ab 100644 --- a/src/porespy/metrics/_rev.py +++ b/src/porespy/metrics/_rev.py @@ -246,6 +246,12 @@ def rev_tortuosity(im, n=100, axis=None, slices=None, dask_on=False): slice The coordinates for the subdomain tested in the original image ========== ================================================================== + Examples + -------- + `Click here + `_ + to view online example. + """ if slices is None: slices = get_slices_random(im=im, n=n) From cf6b0d384a783682a24a9092d00285bbf95d343c Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 22:58:49 -0400 Subject: [PATCH 08/15] removing bundle_of_tubes tests --- test/unit/test_generators.py | 25 ------------------------- 1 file changed, 25 deletions(-) diff --git a/test/unit/test_generators.py b/test/unit/test_generators.py index c62f4d355..6057a7d71 100644 --- a/test/unit/test_generators.py +++ b/test/unit/test_generators.py @@ -136,31 +136,6 @@ def test_insert_shape_corner_outside_im(self): im = ps.generators.insert_shape(im, element=shape, corner=[0, -1]) assert np.sum(im) == 9 - def test_bundle_of_tubes(self): - im = ps.generators.bundle_of_tubes(shape=[101, 101, 1], spacing=10) - labels, N = spim.label(input=im) - assert N == 100 - - def test_bundle_of_tubes_with_distribution(self): - dist = spst.norm(loc=10, scale=4) - im = ps.generators.bundle_of_tubes(shape=[301, 301, 1], spacing=30, - distribution=dist) - labels, N = spim.label(input=im) - assert N == 100 - - def test_bundle_of_tubes_2D(self): - im = ps.generators.bundle_of_tubes(shape=[101, 101], spacing=10) - labels, N = spim.label(input=im) - assert N == 100 - assert im.shape == (101, 101, 1) - - def test_bundle_of_tubes_w_seed(self): - im1 = ps.generators.bundle_of_tubes(shape=[101, 101], spacing=10, seed=0) - im2 = ps.generators.bundle_of_tubes(shape=[101, 101], spacing=10, seed=0) - im3 = ps.generators.bundle_of_tubes(shape=[101, 101], spacing=10, seed=1) - assert np.all(im1 == im2) - assert not np.all(im1 == im3) - def test_overlapping_spheres_2d(self): phis = np.arange(0.1, 0.9, 0.2) for phi in phis: From bbfff4ba4c4dad759df96ba83310b1077fce3b37 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 22:58:59 -0400 Subject: [PATCH 09/15] adding pandoc to deps --- pyproject.toml | 1 + uv.lock | 3304 ++++++++++++++++++++++++------------------------ 2 files changed, 1652 insertions(+), 1653 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index 7acbefa26..be5f4533e 100644 --- a/pyproject.toml +++ 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23:10:04 -0400 Subject: [PATCH 10/15] adding pandoc to examples.yml --- .github/workflows/examples.yml | 3 +++ 1 file changed, 3 insertions(+) diff --git a/.github/workflows/examples.yml b/.github/workflows/examples.yml index 0cb9df864..95688a2e6 100644 --- a/.github/workflows/examples.yml +++ b/.github/workflows/examples.yml @@ -24,6 +24,9 @@ jobs: - name: Checkout code uses: actions/checkout@v4 + - name: Install pandoc + uses: pandoc/actions/setup@v1 + - name: Set up uv id: setup-uv uses: astral-sh/setup-uv@v6 From c32899a28da2c6e4c91d832aa5e6c620cc8d23d2 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 23:13:47 -0400 Subject: [PATCH 11/15] removing outputs from example --- .../snow_partitioning_parallel.ipynb | 65 ++----------------- 1 file changed, 4 insertions(+), 61 deletions(-) diff --git a/examples/filters/reference/snow_partitioning_parallel.ipynb b/examples/filters/reference/snow_partitioning_parallel.ipynb index f9e08c8d4..5e62b8b3f 100644 --- a/examples/filters/reference/snow_partitioning_parallel.ipynb +++ b/examples/filters/reference/snow_partitioning_parallel.ipynb @@ -21,7 +21,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "pycharm": { "name": "#%%\n" @@ -56,34 +56,7 @@ "name": "#%%\n" } }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 383, - "width": 383 - } - }, - "output_type": "display_data" - }, - { - "ename": "", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n", - "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n", - "\u001b[1;31mClick here for more info. \n", - "\u001b[1;31mView Jupyter log for further details." - ] - } - ], + "outputs": [], "source": [ "im = ps.generators.blobs(shape=[800, 800])\n", "\n", @@ -143,21 +116,7 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "Results of snow_partitioning_parallel generated at Fri Apr 25 10:38:01 2025\n", - "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n", - "im Array of size (800, 800)\n", - "dt Array of size (800, 800)\n", - "regions Array of size (800, 800)\n", - "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n" - ] - } - ], + "outputs": [], "source": [ "print(x1)" ] @@ -173,23 +132,7 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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336d4PfZe1RtvvGH22GOPbvXha1/7Wre3f++99zYUqLXy74477uj2dgkhhBCy4tB+709CCCErHBtvvDEOO+ywSvmtt97aK9ubNWsW9ttvP9x00029sv7e5Mknn8TcuXN73H7WrFk45phj8N3vfrct/fna176GL37xi1i8eHHLbSZPnoy9994bb731Vre39/TTT2OXXXbBNddcg66urm63B4B58+a1XPfSSy/FoYceiueff75H2/nyl7+Mz3zmMz3u64pOnuc45phj8NOf/hTGmG63f+211/DGG2/0ePtdXV341re+hSOOOKIt7/Gtt96Kgw8+uFv75qJFi3D00UfjzjvvbLnN17/+dXzxi1/E/Pnze9LNPuOiiy7C8ccf36Pv7nPPPYdx48bhd7/73TL34/vf/z4+85nPYOHChcu8LgD4/Oc/j29961vQWrdU3xiDr3zlK7jqqqtc2ezZs3HQQQfhT3/6U8vbXbBgAQ4//HA89thj3e4zIYQQQgghhJD2M3v27EpZqxHmf/3rX7Hbbrvhjjvu6PZ2tda4+uqrsd9++2Hq1Kndanvrrbfiox/9KKZMmdJym66uLpxzzjk4++yzu9vVtnHHHXdg33337dFv4hkzZuDzn/88/uM//qPl3/L1ePXVV7H77rvjoYce6la773znOzjvvPNarn/77bfjIx/5CF577bXudpEQQgghKxEdfd0BQgghy4eDDjoIN998c1D28MMPQ2uNLGuvHva//uu/8PTTT1fKt9hiCxx88MHYcsstseaaa2LQoEGYP38+Zs+ejZdffhnPPvssHnnkESxZsqTh+rfbbjs3PXHiRCxYsMDNDxs2DJtttlnTPg4cOLCl1/L+978f2223Hbbaaiust956GDFiBAYOHIh58+bh9ddfx5NPPom7774bixYtcm2MMfja176GbbfdFoceemhL20lx5ZVX4uKLL3bza6+9Ng455BDssssuWHvttbF48WJMnDgRN910E5577rmg7bRp0/C5z32uWyK3CRMmYN999w3eT8tqq62GAw44AHvssQdGjx6N4cOHY86cOXjrrbfwxBNP4MEHH8TMmTO79frOPvtsfO9736uUjxo1CuPGjcNOO+2E0aNHY+jQoZg9ezaee+453HnnnXjppZeC+ldffTVGjhyJSy+9tFvb7w+cf/75uOWWW9z8qFGj3D4wevRoLFq0CG+++SbuuOMOKKWarm/dddfFTjvthK222gobbbQRVlttNQwdOhQLFizAtGnT8Mwzz+DOO+/EtGnTgna33norvva1r+GSSy7p8Wv517/+hXPOOQednZ0AgCFDhuCggw7Cvvvui3XXXRcdHR144403cPfdd+Ovf/1r0Larqwuf+cxn8Nxzz2H11VdvuJ377rsP3/72tyvlq6++OsaNG4ftt98eG2ywAYYNG4YlS5a47/Jzzz2HRx55BO+++27D9W+99dYYOXKkm3/99dcxa9YsNz9gwABsvfXWdduPGjUqWX7RRRfh/PPPr5R3dHTggAMOwMEHH4z1118fXV1deOONN3D77bfj4YcfDoRxS5cuxUknnYSOjg7827/9W8PXUY+77747EHAOGjQIBxxwAPbff3/3Ob355pt45JFHWhKY/ehHPwqETBtuuCEOO+wwfOADH8CoUaMwe/ZsPPLII/jDH/5QEZ9++ctfxoc//GFssMEGOP744/HEE0+4ZTvttBM+8pGPYOONN8aIESMwdepU/O1vf8Mtt9wS3JxdtGgRPvvZz+Lxxx9HRwd/+hBCCCGEEEJIXzFp0qTkgzabbLJJ07Z/+ctfcPTRR7t7CpaBAwfiwAMPxG677YYNNtgAq6++OubPn4/Jkyfjb3/7G/7xj38E9R999FEceeSR+Pvf/44BAwY03e6jjz6Ko48+GkuXLq0s23XXXfHRj34UY8eOxeDBg/Huu+/igQcewJ133unurX3ve9/DWmut1XQ77ebee+/F4YcfnnyYbbvttsPhhx+OjTbaCEOGDME777yD+++/H3fddVflnuyPf/xj5HmOyy+/vEf9mDdvHg455BD3oJdSCnvuuScOPvhgjB07FsOHD8f06dPxwAMP4Kabbqo8AHrxxRfjsMMOw2677dZwOzNnzsQpp5xS6X9HRwf23Xdf7Lnnnthoo40wYsQIAMDcuXMxbdo0PPfcc5gwYQJefPHFHr0+QgghhKyA9K0BFSGEEGN6PwLPGGMef/zxpK3vSy+91LBddyPwXn/99UpU19prr21uueWWlvo5f/58c9NNN5lDDz3UnHjiiU3r9zSirx6f+tSnzB577GGuuuoq88Ybb7TUZt68eebCCy80AwcOrLzuhQsXtrSOVHSUjb0bMGCAufjii+vadGutzY9//ONkvNRDDz3U0vZnzJhhNtpoo0r7ESNGmO985ztmwYIFDdt3dXWZ8ePHmxNOOMHUarWm2/vTn/5U2dYaa6xhrrzyyoZ25Fpr86c//cmMHj260r4nMWntpt0ReDa6slarma9//etm/vz5ddun3rdrrrnGbLLJJuZb3/qWeeqpp1rqR1dXl7n22mvNuuuuG/RFKWUeffTRltaRilaTMY4nn3yyefvtt+u2v++++8yoUaMq67D28Y046KCDKu3++7//28ydO7dpW621efzxx81XvvIVM2rUqJas8U855ZRgWxtuuGHTNjH//Oc/kzGle++9d8Nj9IMPPmi23HLLSrvVV1/dTJ48uel2U5+T7MfRRx9tXn/99brt4/cntQ8PGjTIADBDhw41//u//2u6urqS63r33XfNXnvtVWl/+umnm//5n/9x85tssom555576vbpscceSx4ffve73zV9PwghhBBCCCGEVGnXfcvvfe97yXtBeZ43bPfqq6+akSNHBu06OjrMV77yFTNt2rSGbZ988kmz0047Vbb7X//1X037u3jxYrPVVltV2m6++eYNI+inTp1qTjjhBFd/yJAhlXX0ZgTezJkzzfrrr19pO3bs2Ibxbm+88YY59NBDK+0AmJtvvrnpdo2pRuDJe0G77babeeKJJ+q2fe2118yOO+5YWceHP/zhptu96KKLKu3GjRtnpkyZ0lK/X3vtNfODH/zAbL755ozAI4QQQvo5FEARQsgKwPIQQHV2dpoBAwZUttPsR113BUaXX355ZRv33Xdfj/rcTHTTk/41Y/bs2T1uO378eNPR0RH058orr2ypbUo4YMUDjQb7Jd/+9rcr7U877bSW2h533HGVtmPGjDFPP/10S+0lr776asPlU6dONauvvnrl5lGrgjNjCqHdmDFjgnVsvfXWRmvd7f62k3YLoACYLMvMjTfe2KP+zJ07t8fvyZQpU8zYsWODvpxwwgkttU0Ja+y/iy66qKV1/POf/6yIKTfbbLOGbebMmVMREn3qU59qaXsxCxcubOm9W1YBlNbavP/976+8Tx/96EfNkiVLmrafOXOm2XbbbSvtP/axjzVt2+hzOvPMM7u979Tbh4cOHWoefPDBpu1nzZpVES8NHTrUDBs2zAAw22yzjZk6dWrT9fzjH/9I3vgkhBBCCCGEENJ92nHf8u233zZrr712ZT3//u//3rTtHnvsUfmd+Ne//rXlbS9ZssSMGzcuWMeAAQMaPvBjjDHf/e53K/3dcsstW/pdaowxX/rSl+r+5u5NAdRnP/vZSruNN964pftuWmtz0kknVdq3+pBnvdf7sY99rKWHzGbOnGnWWWedyn2xZkKmnXfeufI5LV68uOn2YrTWLT/MSgghhJAVk/ZmHhFCCFlh6ejoSEYvvfnmm23dzquvvhrMb7755thvv/16tK6hQ4e2o0vdolm8ViMOPvhgfPnLXw7KfvGLXyxTf77//e/joIMOaqnuV77yFay//vpB2V133dW03Ysvvog//OEPQdngwYNx++23Y9ttt229syUbb7xxw+U/+tGPMGfOHDc/dOhQ3HnnnRgzZkzL29hggw3w+9//Pih7/vnng7i4lYX//M//xLHHHtujtiNGjGgpGi/F2LFjccUVVwRlf/jDH4LPrrscddRROO+881qqu9dee1Ve98SJEzFp0qS6baZMmYI8z4Oyz372s93vKIqIvp6+d93htttuq8Q6jh07FjfeeGNLUZ2jRo3Cn//8ZwwZMqTpeltl1113xWWXXda21//DH/4Qe+yxR9N6I0eOxFlnnRWULVy4EAsWLMDgwYNx4403YvTo0U3Xs/fee+MjH/lIUHbvvfdWrPQJIYQQQgghhPQ+kyZNwkc+8hFMnz49KB86dCjOOeechm3Hjx+Phx56KCj75S9/iQMPPLDl7Q8cOBB/+MMfgii6zs5O/OAHP6jbRmuN//3f/w3KOjo6Wv5dCgCXXXYZdtlll5b72Q5mzJiB3/72t0FZrVbDH//4x5buuymlcM0111TuB06fPr2y3lbZaKONcO2112Lw4MFN644aNQoXXHBBUKa1xvjx4xu2i+9Hn3zyyRg0aFC3+6qUqtxfIYQQQkj/ggIoQghZhRg5cmSlbO7cuW3dxrx584L5Nddcs63rX9H55Cc/Gcw/+eSTWLhwYY/Wtckmm+CMM85ouf6AAQNw3HHHBWVvvvkmpk2b1rDd97//fWitg7ILLrigR+KnZsyfP78iqvnv//5vbLLJJt1e11577VURh910003L1L8VjREjRuDCCy/ss+0fcsghwQ3Crq4uPPLIIz1aV5ZluOSSS7rV5qSTTqqUPfHEE3Xrx8cfYMU/Bl1++eWVsksvvRTDhg1reR0bb7wxvvrVrwZlxhj89Kc/7VGfvv/976NWq/WobcwWW2yBz3zmMy3XP/roo5PlJ598MrbeeuuW13PMMccE811dXXjmmWdabk8IIYQQQgghpGcsXrwYb731Fm677Tacfvrp+OAHP4inn366Uu/nP/95U1HO9773vWB+n332qdz7aoXVV18d//Ef/xGUNbqHdNddd2HKlClB2Wmnndate2VZluGyyy7rXkeXkV/84heVh38+97nPYYcddmh5HR0dHfjJT35SKU/dv2iFCy64oFsPnB5//PGVexKN7gUBvB9NCCGEEA8FUIQQsgqxxhprVMoWLVrU1m3EPzCfeeaZZXKM6W9svvnmwXxXVxcef/zxHq3r1FNPRZZ171S96667VsqaucDceuutwfzw4cPxhS98oVvbbZV77rkHs2fPDspOO+20Hq/v0EMPDebvv//+Hq9rReS4447D8OHD+2z7WZZh0003DcoefvjhHq3rwAMPrKyrGbvttlulrNH+nLrB9c9//rNb21yeLF26tLLPrrvuuvj4xz/e7XV97nOfQ0dHR1DW7AnJFJtvvjn23Xffbrerx6c//eluOUltsskmyRuj3T1OpG7u9tQRixBCCCGEEEJIyP333w+lVPLfkCFDMGbMGHzsYx/Dz3/+88qDgUOHDsV1112HE088seE23nvvPfztb38LyrrzgE1MfA9pypQpFZGTJd4u0LP7V3vttRe23HLLbrfrKan7AD25x7fffvthm222CcqeeeYZvPvuu91az7Bhw5p+zjFrrLFG5f5qs9/z8f2gFfleECGEEEJ6l47mVQghhKwsxC4/ANoe8RQLFhYsWIDjjz8e1113XTKCb0Unz3M89NBD+Ne//oVnnnkG77zzDubNm4d58+ahq6urpXW8/vrrPdp2T6IDUwKTRgK05557ruIQdfjhhy9TFGAjYrHH+uuvjw033LDH64vj9iZPnozZs2cn3c76IwcccEDb1/nss8/isccew9NPP40pU6Zg7ty5mDdvHpYsWZKsP3HixGB+ee7Po0ePxrBhw7BgwQJX1mh/3nzzzTFq1Ci89957ruyrX/0qtthiC+yzzz7d3n5vM2HChMqTmUceeWRFyNQK6667Lvbee2/cd999ruyll17CzJkzu/Xk4/7779/tbTeiJ2KqsWPHBm5NQ4cOxU477dStdWy00UaVslh8SQghhBBCCCFk+TFixAgcd9xxOP/887HBBhs0rf+Pf/wDxpigbM899+zx9uN7SEDh3J66LxU//LX22mv3OM7u0EMPxYsvvtijtt0hz3M8+uijQdmWW26JD3zgAz1a37HHHovnnnsuKHvwwQdx1FFHtbyO3XffHQMHDuz2tjfddNPgPWv2cO1uu+2GP//5z27+uuuuwx577IEvfOELbb/3TQghhJAVGwqgCCFkFSI1+NvuXPMPf/jDWG+99fDOO++4sjvvvBObbLIJPvGJT+CYY47B3nvvjQEDBrR1u+3m3XffxXe/+138/ve/x9SpU5dpXT0ddI+fdmqFlHCp0U2Chx56qFK21157dXu7rfLAAw8E87NmzcL222/f4/XNnz+/UjZjxoyVRgC14447tmU9S5YswU9+8hNcc801eP7555dpXctzfwaKfbpVAVSWZfjkJz+JH/7wh65s5syZ2HfffTFu3DicdNJJ+OhHPxrE+vUlEyZMqJTtvPPOPV7fLrvsEgigjDF48skncfDBB7e8jnbtc5bNNtus221GjBgRzG+44YbdFoXF6wCa3zAlhBBCCCGEENJ77LzzzjjzzDNbEj8B1XtIQBGb3k5By4wZM5LlcYR6dyLkYpalbXd46aWXKvfJlvUeQ8yECRO6JYBalntBkma/5z/96U8HAihjDM444wxcccUV+PSnP43DDz+8x30hhBBCSP+CAihCCFmFmDVrVqVstdVWa+s2hgwZgssvvxzHHHNM8JTWnDlzcMUVV+CKK67A0KFDsccee2C33XbDbrvthn322ScZz9dXXHXVVfjKV76CuXPntmV9PR1074ljVkpY1tnZWbd+Sty17bbbdnu7rfLmm28G8wsXLsRTTz3V1m3MnDmzR6KLFZHRo0cv8zoeeOABnHLKKZg0aVIberR892eguk832p8B4LzzzsMtt9yCV199NSgfP348xo8fD6UUttlmG+y5557YZZddsM8+++D9739/j/q2rKRutG611VY9Xt/WW2/d0jYa0Y59TtKTY3v8mbdjHUDzfYcQQgghhBBCSGsMGzYsee+ls7MTs2bNCh6MtNx7773YZZdd8Ktf/QonnHBC023E95AA4Omnn+5Zh+swc+bMSllXV1fl3kfKZbhVUs5TvcGKeI9hed0LOuKII3DkkUfi5ptvDsqfe+45nHXWWTjrrLOwwQYbYO+998Yuu+yCPffcEzvttFOPHLgJIYQQsmLDszshhKwiLF26NCmAavWpq+5w1FFH4dprr8Xpp58eOLdYFi5ciL/+9a/461//CqBwbdlhhx1w7LHH4sQTT+yVPrXKJZdcgq9+9attXWdPB92Xh0uWjAqz9KYYLbW9drNo0aJe38byYlkFivfeey8+9rGPYeHChW3q0Yq9PwPAmmuuiXvuuQdHH300nnzyycpyYwyeffZZPPvss7jqqqsAFPFxRxxxBE444YQeRfX1lNQxeVncy1Lf3e5+59otim3H576iOwYSQgghhBBCyKrGzjvvHDgQx7z33nv4y1/+gu9+97tBlNnSpUtx8sknY/jw4TjssMMabiMlTmo3qXtIKefrlON6qyxL2+6wIt5jWJ6/56+77jp89rOfxe9+97vk8jfeeAPXX389rr/+egDA8OHDMW7cOBx//PE44ogjMGjQoOXWV0IIIYT0Hllfd4AQQsjy4cknn0RXV1elfJNNNumV7Z144ol46aWX8O///u9NB9S11njiiSdw9tlnY9NNN8VnPvMZTJ8+vVf61Yh//vOfSfHTsGHDcOKJJ+KKK67Afffdh4kTJ2LWrFlYuHAhtNYwxgT/+hMpl6vhw4f3yrYWLlyIJUuW9Mq6V1aW5Um02bNn47jjjquIn7Isw4c+9CFcfPHFuPPOO/Hcc89hxowZmD9/PvI8r+zPy1MQ1C423nhjPProo7jyyitbcnd69913ceWVV2L//ffHLrvsgnvvvXc59BKYN29epWzYsGE9Xl+qbWobjeDTj4QQQgghhBBClpVRo0bhlFNOwb/+9S8cf/zxwbI8z3HSSSdh8uTJDdeREvQsD1L3rgYOHNjj9S0vYc2KeI9heTJ06FBcd911uPvuu7H//vs3jUqcP38+brrpJhx33HHYdNNNceWVV/a7+7qEEEIIqcIRDkIIWUV46KGHKmWrr746Nt10017b5vrrr4+f/vSnuPTSS3HnnXfib3/7G/7xj3/g2WefRZ7nyTadnZ24+uqrcdttt+G2227Djjvu2Gv9i/nP//zPStmnPvUpXHbZZS0/MbV48eI296p3SYnT5s+f3yvbGjx4MLIsg9balR155JG46aabemV7qzrf/va3K0LCnXfeGb/73e+w+eabt7ye/uqo1dHRgdNPPx2nn346nnjiCdx55534+9//jocffrhhvOXjjz+Ogw46CBdddBHOPffcXu3jiBEjKmUp17xWSbVNbYMQQgghhBBCCFkeDBo0CL/97W8xderU4GGjuXPn4rTTTnPu8CmGDBkSzI8cOXK5iKJSjk3LIvxpdA+infAeQ8G4ceMwbtw4TJkyBbfeeivuv/9+PPDAA3j77bfrtnnrrbfw+c9/Hrfddhv+7//+b5kEb4QQQgjpW+gARQghqwj33HNPpWyPPfZo+jRMOxgyZAg+/vGP4yc/+Qn+9a9/Yfbs2Rg/fjwuuOAC7Lbbbsiy6uno3XffxaGHHrpc7K4BYOLEiXj88ceDssMOOwzXXHNNt+yil1d/28Waa65ZKeutm0lZllXey9dee61XtkWA3//+98H8BhtsgHvuuadb4idg+cQW9jY77bQTzj33XNx1112YNWsWnn76afz0pz/FMccckxQBGmNw3nnn4brrruvVfqXs5FNW+62Sajtq1Kger48QQgghhBBCCFlWOjo68Jvf/Kby+/tvf/sbbrjhhrrt1lprrWB+9uzZy/SbuVWGDx9eiW5blvt9y+teIe8xhGy44YY444wzcOONN+Ktt97ClClTcO211+L000/HmDFjkm3+8pe/4IwzzljOPSWEEEJIO6EAihBCVgFeeeUV3HHHHZXyww47rA96U9xIOPjgg3HhhRfi4YcfxpQpU3DOOedg8ODBQb13330Xl1xyyXLp0/jx4ytl559/frfX8+qrr7ajO8uNddddt1L29NNP99r21llnnWD+5ZdfZixeL/DCCy/gzTffDMq+9KUvJZ9ibERnZ2dlPf2dLMuw7bbb4t///d/xhz/8AdOmTcPvfvc7bLHFFpW6X/3qV5PRoe1i7bXXrpS98MILPV7f888/XymLbxgTQgghhBBCCCHLmzFjxuCb3/xmpfxrX/saOjs7k23ie0hA796zksQCmWeeeabH61pefeY9hsaMHTsWn/jEJ3DllVfijTfewL333osPfehDlXpXX301nnvuuT7oISGEEELaAQVQhBCyCnDZZZcFsWNAYUF97LHH9lGPQsaMGYPvfOc7uPvuu1Gr1YJlf/zjH5dLH954441gfvDgwdh55527vZ5U1OCKzB577FEpe+CBB3pte7vuumswv2jRItx33329tr1VlXh/BoB99tmn2+t58skn+12sY3cZNGgQTjjhBDzxxBPYYYcdgmVvvfUWHn744V7bdiriM3ai6w6PPfZYMK+UWq4xooQQQgghhBBCSD2+8IUvYJNNNgnKXn31VVx99dXJ+vE9JADJBzx7g3jbzz//fI+j7HrzvoJkiy22wPDhw4Oydt5jAAqH7ZWF/fffH3fddRdOP/30oNwYg5tuuqmPekUIIYSQZYUCKEIIWckZP348rrzyykr5Jz7xieSTQX3JPvvsU3GlmjRpEhYuXFi3TUdHRzCf53mPtj1jxoxgvqeWzjfeeGOP2vUVW221VeWJur/85S+YM2dOr2xv3LhxlbJrr722V7a1KhPvz0DP9ulGVvQrG8OHD8cFF1xQKe/NJzV33HHHivPdzTff3KPj2NSpU/GPf/wjKHv/+9/fr+zpCSGEEEIIIYSsvAwcODDptv7tb3876Q6euod0ww039KpTsyV+YLCrqwt/+MMfur2eOXPm4LbbbmtXtxpSq9Uqwq0XX3yxx25Gqde755579mhdKzLf+c53Kg/kLi/XLkIIIYS0HwqgCCFkJebVV1/FCSecUHF/Gjp0KL7xjW/0Ua8as+WWW1bKGolxRowYEczPnz+/R9sdNmxYMD9r1qzK+9aM+++/H0888USPtt+XHHnkkcH8/PnzccUVV/TKtj784Q9XBB/XX389XnrppV7Z3qpKvD8DaVFUI2bPno1f/vKX7epSv6C7x59lZcCAATjggAOCsnfffRc333xzt9d11VVXVW4Cp6zcCSGEEEIIIYSQvuKkk06qRNC/+eab+PnPf16pu/7661cch1577TX86le/6s0uAgCOOeaYiijmhz/8YbfFV5dffjkWLVrUzq415MMf/nCl7Gc/+1m31/OPf/wDzz77bFD2wQ9+MBlL2N9Zc801Kw8J9+a9IEIIIYT0LhRAEULISspf/vIX7LLLLpg5c2Zl2fe+971Klv2KwjvvvBPMK6Ua5suvscYawfxrr70GY0y3t7veeusF84sWLaq4qTRi4cKFFcvk/sJZZ51VuanzzW9+E88880zbt7XWWmtV3qc8z3HiiScu1xtCKzvx/gwAd999d7fW8cUvfhGzZ89uU4/6B/HxB0CvO+WdccYZlbKzzjqrofNdzJQpU/Dd7343KFNKJddNCCGEEEIIIYT0FbVaDV//+tcr5RdffDEWL15cKT/33HMrZWeddRZefvnlXumfZf3116+41D/77LOV396NeOGFF/Dtb3+73V1ryKmnnlp58PBnP/tZtxyNurq6cOaZZ1bKU2UrA4sXL8asWbOCshUtNYEQQgghrUMBFCGErGQ8/vjjOPnkk3H44Yfjvffeqyw/5ZRT8MUvfrHXtn/hhRfikUce6VHbN954o5KxvtVWW2HAgAF122y77bbB/Jw5c/Dggw92e9v77LNPpezcc89FZ2dn07aLFy/Gscce2+s3X3qLzTbbDCeeeGJQtnjxYnz0ox+tPO3VCpMnT264/Jxzzqk4FE2YMAEf//jHKzccWmXKlCk488wze9TflZEddtgBw4cPD8p+9KMf4c0332yp/UUXXYTrrruuN7rWq9xyyy245pprktb5rfDjH/+4Urbddtsta7ca8tGPfrTiPDV58mSceOKJLT1ZOmvWLBxxxBEVwdRhhx1WeaqWEEIIIYQQQgjpa0488cTK7+C333476VT08Y9/HDvvvHNQNmfOHBxyyCE9jnabN28evv/97+Paa69tWO/cc8+tPDB4/vnn4yc/+UnTbTz33HM4+OCDl/vDfmuttRY++clPBmVdXV04+uijkw99xRhj8JnPfAZPPfVUUD569GicdNJJbe1ru5g4cSIuuugiTJ8+vUftr7zyysp9pN6+F0QIIYSQ3oMCKEII6edMnz4dt912G84//3zsvvvu2GWXXer+gD/llFNw9dVX92p/br75Zuy+++7Yfffd8aMf/Qivv/56S+0efPBBHHjggZg7d25Q3uzHdSp7/tRTT8W9997brQi7XXfdFRtuuGFQ9sADD+Coo45qGB322GOPYZ999sHtt98OAFhttdVa3uaKxI9//GNssskmQdmbb76JvfbaC9/73veautForXHvvffipJNOwuabb96w7rrrrotf//rXUEoF5XfddRd22mknXHvttS0JPxYsWIAbbrgBRx11FDbbbDNcfvnlyacFV0UGDBhQiTacNWsWDjrooIZP/b399ts48cQTcf7557uy/rRPv/rqqzj11FMxduxY/Nd//Rf++c9/tnQcmDFjBk455ZSKAHOLLbbALrvs0lvdBVA4NV199dWVm6p//vOf8aEPfQgTJ06s2/aRRx7B3nvvXbkxOXLkyJZuyBJCCCGEEEIIIcubLMtwwQUXVMq/+93vJu8/XX/99Rg1alRQ9uqrr2K33XbDt7/97Zbiyux9q89//vMYO3Ys/t//+3949913G7bZeeed8d///d9BmTEGX/rSlzBu3DjcddddlQcnn3/+eXz1q1/FjjvuiLfffhsAsMceezTtXzu5+OKLK87/EydOxF577YV77rmnbru33noLRxxxBH79619Xll111VUVZ6kVhfnz5+P888/H2LFjcdJJJ+Gmm25qSXi2dOlSXHrppfjKV74SlNdqNRx//PG91V1CCCGE9DIdfd0BQgghaR5//HFsv/32yWULFizA7NmzMWfOnJYcioYNG4bvfe97yzUO6ZFHHsEjjzyCL3/5y3j/+9+P7bffHttuuy3WXnttjBw5EgAwe/ZsvPzyy7j33nsxYcKEyjo233xz/Md//EfD7ey2227Yeuut8fzzz7uyl19+GQceeCCGDBmCMWPGYOjQoZV2t99+O973vve5+VqthgsuuACnnnpqUO/WW2/FRhtthKOPPhq777471lprLcyfPx+vv/467rjjDjz66KNB5N7ll19eedKqPzBy5Ej88Y9/xL777ot58+a58rlz5+Lss8/Gd77zHRx00EHYfffdMXr0aAwfPhxz5szB22+/jSeffBIPPPAApk2b1vL2jj76aHzzm9+s2J6/9tprOPnkk3HWWWdh//33x84774y1114bw4YNw9y5czF79mxMnDgRjz/+OJ5++ukeO/2sCnz961/HDTfcEBwjXn75Zeywww74yEc+ggMPPBBjxoxBV1cX3nnnHdx333245557gvf01FNPxaRJk3D//ff3xUvoMdOmTcNll12Gyy67DGuuuSZ23HFHbL/99hg7dixGjhyJIUOGYOHChZgyZQoee+wxjB8/vnJzTCmFyy+/fLn0d88998QFF1wQCM8A4N5778XWW2+Ngw46CAceeCDWX3995HmON954A7fffjsefPDBSuSnUgpXXnklxo4du1z6TgghhBBCCCGEdJd/+7d/w7e+9a3AxWnq1Km44oorcNZZZwV1N9tsM9x444346Ec/iqVLl7ryBQsW4LzzzsPFF1+MvffeG3vttRfWW289jBw5EgsXLsTs2bPxxhtvYMKECZgwYQJmz57d7X5+85vfxOOPP46//e1vQfk999yDe+65B4MGDcK6666LwYMHY+rUqZVtbLjhhvjRj36EXXfdNSiPH4JqJ6NGjcJvfvMbfOhDHwoeMHzttdcwbtw47LjjjjjssMOw0UYbYfDgwXjnnXfw97//HXfeeWfywcIzzjgDRxxxRK/1t10sXrwY1113Ha677joMGTIE22+/PXbYYQdsvvnmGDlyJEaMGIElS5bg3XffxVNPPYU777wzeS/z7LPPxgYbbNAHr4AQQggh7YACKEIIWUFZsGBBxdWjuwwYMACf+MQncNFFF1We/FmevPTSS3jppZdwww03tNxmzJgxuOmmm5LipZif/OQn+NCHPoQ8z4PyRYsW4ZVXXkm2kTdMLJ/+9Kcxfvx4XH/99UH5ggUL8Jvf/Aa/+c1vGvbj3HPPxcknn9wvBVAAsP322+OBBx7AYYcdhilTpgTL5s6di5tuuqnikLMsnHfeeXjf+96HM844o3KDZerUqbjhhhu6tc+QkC222AKXX345Pve5zwXlWmvcfvvtzrWsHgceeCCuuOIKfPjDH+7NbvY6M2fOxPjx4zF+/PiW2yil8IMf/ADjxo3rxZ6FfP3rX4cxpvIUbGdnJ+68807ceeedTdcxYMAAXHPNNfi3f/u33uomIYQQQgghhBCyzFgXqPj36yWXXIIvfOELGDZsWFB+0EEH4R//+AeOOeYYvPHGG8GyBQsW4K677sJdd93V9n4OGjQIt956K4488kjcfffdleVLliyp3EOzjBkzBnfccQcGDBhQWdbbbtsHHHAAbrnlFhx77LFYsGBBsMwKwlrhzDPPxA9/+MNe6GHvsmjRIjz00EN46KGHutXuuOOOS7qTEUIIIaT/wAg8QghZyVBKYeedd8bFF1+MyZMn45prrlmu4qd11113mddx2GGH4eGHH8Y222zTUv0DDzwQN910E9ZZZ51l3vY111yDz3zmM91qM3jwYPz4xz/Gt771rWXefl+z7bbb4tFHH8VJJ52ELOvZZcLaa6/dct1TTz0VDz30EA488MAebcsyePBgHH/88XS9iTj99NNxxRVXYODAgd1qd+qpp+L222/HoEGDeqlnvcOaa66Jjo5l0/dvuOGG+POf/4wvf/nL7elUNzj//PNx/fXXB+50rbL11ltj/Pjx+MQnPtELPSOEEEIIIYQQQtrLMcccgw9+8INB2fTp0+tGuu+6666YMGECPv3pTydFRa2ilML++++PffbZp6X6Q4YMwR133IGf/OQnWH311Vtqc/TRR+Oxxx7DVltthVmzZlWWt7qeZeGQQw7B3//+d+y8887dbrvmmmvif//3f/HjH/+4x/cHlxdDhw7FiBEjlmkdw4cPx8UXX4zrr79+mfYtQgghhPQ9K/aVCyGEkApZlmHIkCFYY401sNlmm2GvvfbCJz7xCXzzm9/ELbfcghkzZuCxxx7D2Wef3aNB9GXlzjvvxAsvvIBLL70UH/vYx7DWWmu11G711VfHKaecgvvvvx+33HIL1l9//W5t97DDDsPkyZNx44034rTTTsOuu+6KddddF8OGDYNSquX1DBo0CD//+c9x2223Ya+99mra58997nN47rnncOaZZ3arvysyo0ePxm9/+1s8++yz+OxnP9uS7fPqq6+Oo446Ctdffz3efPPNbm1v++23x1//+lc8/PDD+OQnP9myYG+99dbDSSedhF//+td49913cf3112P06NHd2vaqwBe+8AVMmDABxx13XMObOAMHDsRhhx2Gv//977j66qv7nfgJAE4++WRMnz4d119/PU477TRstdVWLX3/syzDvvvui5/97Gd48cUXcdhhhy2H3qY5/vjjMXHiRFxyySXYcccdG/a/o6MDe++9N37xi1/g6aefxn777bcce0oIIYQQQgghhPQcpRQuvPDCSvmll16KefPmJdustdZa+OUvf4mJEyfirLPOwjbbbNPS7/4RI0bg0EMPxWWXXYbXXnsN9957L3bbbbeW+5plGb74xS/itddewzXXXIPDDz8c73//+7HaaqthwIABWGuttbDnnnvi7LPPxtNPP43/+7//cw+Jvvvuu5X1jRo1quVtLws77rgjHn30Udxwww04+OCDm97r2XrrrXH++edj0qRJ+PznP79c+risbLHFFpgxYwbuvvtu/Nd//Rd22223lh8E3GqrrfCNb3wDr7zyCs4+++xu3UMmhBBCyIqJMsaYvu4EIYSQlZvXX38dkyZNwuTJkzF79mwsWLAAAwYMwGqrrYbRo0dj2223xWabbbZCPlE0depUPPDAA3j77bcxe/ZsDBo0COussw622mor7LDDDsvsNtNfePHFF/HCCy9gxowZmDFjBpRSGDFiBN73vvdhyy23xBZbbIFarda27U2cOBHPP/88Zs6ciZkzZ2Lp0qUYPnw4Vl99dWy88cbYcsstKXbqAQsWLMCDDz6IV199Fe+99x6UUhg1ahQ233xz7LLLLhg+fHhfd7HtzJkzB6+88gpeffVVTJs2DfPnz0ee5xgxYgRGjhyJLbbYAttuu23FXn9FYerUqXjssccwbdo0TJ8+HbVaDWuvvTbWXXdd7L777svlqVFCCCGEEEIIIWRFZfr06XjiiScwffp0zJw5E/Pnz8ewYcMwYsQIjBkzBltuuSU23HDDPhO3nHvuufjOd77j5gcMGIB58+b1yYNnCxYswMMPP4x33nkH06ZNw9KlS7HWWmth9OjR2GGHHVp6CLI/sGTJEkycOBGTJk3C22+/jXnz5mHJkiUYOnQoVl99dWy00UbYbrvtWn5wlxBCCCH9BwqgCCGEEEIIIYQQQgghhBBCCGkz22+/PZ566ik3v9NOO+Hxxx/vwx4RQgghhKy8rHhWG4QQQgghhBBCCCGEEEIIIYT0Y+6+++5A/AQA++67bx/1hhBCCCFk5YcOUIQQQgghhBBCCCGEEEIIIYS0iZkzZ2LHHXfE66+/HpQ///zz2GqrrfqoV4QQQgghKzd0gCKEEEIIIYQQQgghhBBCCCEk4uKLL8YLL7zQrTYvvvgi9t1334r46eCDD6b4iRBCCCGkF6EDFCGEEEIIIYQQQgghhBBCCCERW265JV5++WXsueeeOOKII3DAAQdgm222wZAhQ4J68+bNwyOPPILf/va3uP7669HZ2RksHzZsGCZMmIAttthieXafEEIIIWSVoqOvO0AIIYQQQgghhBBCCCGEEELIiogxBg888AAeeOABAECtVsPo0aOx+uqrAwBmzZqF6dOnQ2udbK+UwhVXXEHxEyGEEEJIL0MBFCGEEEIIIYQQQgghhBBCCCEtkOc53nnnHbzzzjtN6w4fPhzXXnstjjjiiOXQM0IIIYSQVZusrztACCGEEEIIIYQQQgghhBBCyIrGoYceipEjR3a73cCBA3HaaafhqaeeoviJEEIIIWQ5oYwxpq87QQghhBBCCCGEEEIIIYQQQsiKRmdnJx566CE88MADmDBhAl577TW89dZbmDdvHhYvXowhQ4Zg1KhRWHPNNbHjjjtin332wYc+9CGst956fd11QgghhJBVCgqgCCGEEEIIIYQQQgghhBBCCCGEEEIIIf0WRuARQgghhBBCCCGEEEIIIYQQQgghhBBC+i0UQBFCCCGEEEIIIYQQQgghhBBCCCGEEEL6LRRAEUIIIYQQQgghhBBCCCGEEEIIIYQQQvotFEARQgghhBBCCCGEEEIIIYQQQgghhBBC+i0UQBFCCCGEEEIIIYQQQgghhBBCCCGEEEL6LR3tXuG+93yl7jKlTLI8E+XBNEylnV0et7F1M6WLeVHPLzPIlAYA1MpyX09jQLksUxraFNqwTpNBmwxddl7XoI0CAHSZDF26KLd17LwxyrXRRiEvy3OjgnljFHKt/LTx01qH08Yuk9NGwZRvhdEKMOVfADAK0EhPA25emaJdsQxA2V6Zct7Az8fLyjYK0bxcH1LlCipalqyXWJaizq7VEvbtqK40PW1Us2WmYT2jAGTipahoWdle6eIzs69NafjPTCsoLcoN3Lx8/4I2xteV7SrTxlTXlaxXnVZuZwz3gfjzDOeNX4eoI6l8vqKvywujVPh5uvKooLI/qGg+0VbF0ypYV/160TaD/aiczqL1iXYmC9vG5SarLquUi3WYzLhlQXm5zwd1xLzrQ1bO275mpvhXLlNu2rhplRXHcTufZQZZpt10h5vWqGUGtcyfAwbUcgBAR6ZRK3f6jkxjYNbl2nUojY6sqDcoyzGgnO5QOQZlXQCAAaooH6BsvU43PUDlGKw6y+kuDM46MdAt6xLLfL2BKM5Hg109YHD5GQ6AwiDVUZbXMEDVkJuir13IsdgUfVpiNJaW348lBlhsalhsagCATlPDYjMAALDYDHDTS00Ni7UtH4glegA6yzaL9QAsMR1u2p7rlugBWKI7sEQX9bp0DUvL6aW6A0vzYjo3GTrzGjrLdp15zZ37uvKaOydqrZDnGXTu5+05zeQKyMudJS92SuXm4aaVjqeLKtBAlis3r3K4Y0mWIyiX7VRukAXrkPWMmBfT2kB1yXIDlRs3r7q0n87ttIbq0m4ZtAa6ihWqrtxNQ2uYrnLlXV1AZxdMXiwzXV0wneUynWO8/gNIY8ZlxxYTSkHVakCt2GdVreaO37IctQyo1aCy8iBWqxVlAJBlMGI6LFdFGcpjcs0el1WxDOI8E583YuxyexxVqUqto4zx14iAOy8Xy6Jyef7VRpzrDWD3cWP8Oky578vztZ3WptjPbT0dtgva6Drl7UD5zwKZCsvFMpPJepmvK+qZWtQm+Nwh9g/lP9uaghHrNxn8PpEpcb5UMDWE9ey0ODfLcnuMssefrDxuAYDqkuWmPB7ZZVocs7Q/TtljlP3cuvLi+FRO23LT1eWOTwBg8twdt0xnF6CLNqvaMWpcdiyQlceYAR1QHcV5VdVqwIAOwM53dLj9Bh01mI6am0aWwXSU+1SHP+aYWub3m45i2h9bRCeUqv/bJ6bu7506K5B1MlTbNLoGVqKvqetZdw3r9/96173yWrX4bvhjZnCtG3xnwnU0qmfEtancTsNr3cQ0lAFqfl6J616VGWRuWiPLDGo1f32bJX78hofr6meUKusOzx954TK1bzdvvbleX3eBkICh5fGdEMv9i9bs6y4QQshy4chNn+rrLqzw6Hc37+sukF5iiens6y6QBgxZb3Jfd2G589zr6/d1FwjpMduMfatt62q7AMoObsakbrfZG3d5ogyAEz5JMVPu7jeayvJiOksKomy9TGWufUeWo2brGQVtlyk/CtSla9BQ6LSDuybzAiidoascHNZGoUtnyBOipy6duRuSuc7KZeXNWymGAqCdMMpPF+InwIh6XuSEQPBkRVBFw2jaYkpxTSPRk63XTPQEeJFOQsBSlCfay/VHbWSdSpteoCXxlBCAKPcfKjfylVioAtGI8e0ViteUEJ4oOfBZvq9ud9Tl54ZycF6WRyKlQMAkBFAVQZWbNmF7E7VPiZ40qoInWQ8IlwHFAGcL+0BDYZN8T0SbXsN97l7cIz/3+NgmB3gUAOPecDtvG4qBIDFZ7EfGTQeD4ZV6COqF+5GtKNZXiqHc6kw4wBOUZ/DvrRzEgX//TfSaFJRvZHwbZIDRYR27agXlB5K0XV4OEMnjFgyM/W4h/Nh1BmTarQLKDo4ZOFEpdAZAI3MDbMYdewG4QSZtVHFcL9eX1YwTxHYJkUCWGScOAoDM+PNOp+5Aza4PBp0o6tWURqfp8OcdZOgsT8O1oJ5BBoW8fL2ZMVjqzmlAZ3nWrKEQzdaU7Z88m67YZMq417fCkehWcPzvZezgbmVbdgBXJ8rFR6+sIMIoJ+5Z1UQG3cG+N+OyY2HyXB46C1ECEJRDLAeqn5OKlvvyDKb88JS4QDA1VQjRy/JiEN0ep1S4fjdjigO23ReWRQUumwciJbncC5YqdRuJnmy9UiwVzNt6cXmuq/UkWgPGwLRJBKWkyCnLwu+XXFbL3OcEpYrta9HOCo6MgrHClcxUP3eIE6j9nOE3U24A8gPw5z4TLRPTmYqODb13cVTZLy2VPsAft6JjlBVijMuO5fGptzDwIjaI608Yd55o2LxycFOuXFWeVKhOKx1fE0fX0WKnLw6JRkzbciHWsgIlW8/486VbVr5uk4njWlYW2j/itcfHcds/peGvYXXqeG+/u8aXNbvWtQ92QfnfBrDfmfI6Hco/+GXgBUs6g1Ha3Rso1NhlNfFBxYfFZRU8EUIIIYQQ0go3T9qOIqgmZOu+QhEUIX3Aonc2ArBqCqEIWdVhBB4hhBBCCCGEEEIIIYQQQgghhBBCCCGk39J+B6i8lrRkj1HKeGcOCDcoEz5VXLhE+Ol6cXjWeUOX8XduGRQyY+uFblBaK9cudoNyr8dkzgUKKF2fSjcoDeVigHKdVefL9eTGP+mc6wy5iLCTy2TMXSryzsfeoa4DFDT8Y7NyOnDuUWjq+lS8mfWXRdN14+0auAK14vSUjNKLl7WRunFmBkg+7i6fUrb/JZ6ChnDdKaIYjH/wWbaR67NOR/Vi7+R09DfpAJWKyrMxKJVyMR3sO8IJIrU/yM9aRtvF+4CbD90mWnF2its0qrvMRJ+ldz5K7Ax1nnB3u1D5FLyfN5GDk9iRxGTSEQpl/Uo9VOtFT8UrJWLqYjcoEePh9meUu79JrM+aT0h3KNEp/7S7qONcnkylTeH6ZJurpAtU8b+SL6lwC3BVjIsP9R0GkGko4bhny4DimG8jS6HL8wOsg5/xqzAaWbnlTpMhKx/111DoNDUXo2fngfK8U65gqelABh04QuXlC86hXL1OUysdobKyXu5MNTQAXX4HchTnuhUhbKFW7iBdUbk/ty/nDgnquTcZ1f7zSMNtpRokHTZSJzwVzVonDgWozEUlqVrNt9YG6EeuYH3NeP0H5wIFRD47tVpQLmlweVB1gbLXcVnmY46QCYcTU3y29tzcKKoqU/XdwnqAki5NQTlCWxHnBoXmrk+Aj7mz1wQ6WpdzktJRO98mcHvSpjiRtMkByn2HAHdOUO7EqHwMmTGouEE5t0FxrsoycZ1UuD8p+Ag891nF18SVR1JUpaIpfWTSF6cm6RJnovXWOxYly5M7dmLPTlwTFfuufG8z76gGCEcwHqN6g0qsJeQ1oj/GNDp4BFdfCrCfe+we1dQpSlwzyuto6U4aO0IFEXHuOtU65IkOSjcoF0mZeAHBizKVCvFx3GTiN0lhIJqsh8DZCQ2vdf0HYJyjr7vOdV9j43/X2xdWrtxo7xxljEKei/7TBYoQQgghhJAVnmzdVwAwDo8QQghZHrRdAJVr1TTWJnbdV0LkVCw3wbKUOCpTxt0EzOEFAlb8ZIVNsr2NxwN8BJ6dj8VQWkTZdZnMCZu0ydxAeZfO3E1FG41nB9dzo7wAqhQ9AXCRd/YVap2JsZ7MDdwnI+/sWIFW7m5zMvJO3jh18WfK3wg3qETgVURPbsMJkYtYBhTrqiuUQp3yeOwkqp9s36zdMlIZ/FHhtBL1GgqjhAhFipxkPJm7iQ8ULyK4me+LG8beyWg7g7QAKhF55+NmUBFHufbyM2skegr6YOrvK+6lmqCdXN4dYVMyrkeWt4HUgI4XN8Q7YjgdCKVEGxOIh3yjetEfTuQkxnT8fmREPVHXzdsXIqbt9o1YhxRDGVFPDMhKcVQwUJuVq08J1zL/xqQiQqSEyQ9FVePw/HwwNBUIBY2GGPjNoMWonxtgc8dnP8BtxQhdOnP1tCqFrEL05GNPa6LcuAhUO2+jUrNMxOGVYqbiJWlolSEv55eaGrKyP53w0Xi50qUgqjyHCCHvUhj3UjuRuxi83iBTGjBVeVUNGl3LyUAyELcFC5BQlyzbturG3NVbb3LQN9HbuiIChPXj9jJ+S7aR5SrzohkgEGcyZqr7WBEUgPbH4RnjhWrGH1SN1k4jUgyEe2FTEaGWoBQwKCE0WBbqipws7lxvIAVPCK4PxDIreirLi5jdOvWC9QnRU67h8qQq/TF+WUK01RJZ+B2Sr9OI75equRNmVQxVs5+n/04a8dkCQMPoQ3GSNe6IHxMeF7wIKl4mplNRdKljjm2W3GzieCTby+ORrBMcp4TQT+7XpH1o+OOHMf5g0BX9mArODabbn0Wx69rrLBPsN8HVmQLsPqKySMAZX0fb6TIqTwqiXAqcfIAkK9o4IalC+PvJ+P1fhV/D6NpUFqo6c2gYhxe+e/WvdW3npSDNiO+qgoKpGfF9lT84/WHOXgtJgX8j0VNRGPaSQihCCCGEENKb3DxpOwBgFF4LMA6PEEII6X0YgUcIIYQQQgghhBBCCCGEEEIIIYQQQgjpt7TdAaorrx/G49yWonIZa1e4Qamyfri8njOUEsuMMtCiXkemXXSGVqZhBJ50g7JoU7iBWKcPOw8AuckCl6cu4exUuD5Z16jC3aloUzgyaOEIJaeNnI4j7+zTsMIBKhl555x8hHWGqOecgNyyBpF1dRx/UjF3jdZhacnpKa5fr31MT0wA6jzBDEQPzoq3XMnK8kFd67qTsoJQYRuTiYexpcWJdIMyaBh7V3V2alyvcI0ylXapaV/H1N0HUjF30gkocI0KIvWkywTSn28zZyfh+NAbUYhA9LkWU5XYj3C5bZh+wt06Q7nIIhVG5cWOUMW6TdoRyq5P9EE6QgVP6kcReKg8MV9OZ/KJfrFyu36xSO6uyMKn5NMuOtWIEPdUexQREsThyf1D9lU42klfjOJ1eGcnI469gIaqGRFH6t+IrJYH0XhZZrzrk6m5bWU149wBu4xxEXgZMnQaH/8axOGZzEXeZUq7GDwAqCGDLq0bcmh/7ivXZx2hOpGhpvLyVfhzqDbGxeDFpNTNfn1xXe1qtJMscVCubzaSOnB2gzrNqk4N6X205finRPtWnaPk99PXUcK9rHDlUMJpwrnKiP1aOtEU+7QGSnciGMOYqWXEOmU1i8NL7R6p/c22h1I+yk06BCl/PLPuT4EjVLAifzA3SokYvTYg3ZyA8Dwcx97JskauT3a5MUXEnZx32/XlFdcntw4dnPeNEdvqKS5fO/ORd0DxfXSxbeX3C0DSDcqIeeEGFR/56kYfSmcoaJjyyF39POVJ3DrIlNcYSbtHE8ThmazOPpI4RlWOT0DpKGV/Z5X7p9xny21JJyxkWREpuIwfEymR3zPlv0PKGH9c0YAq33CjVPh7BcZ/NhqtXzxHzlF23Y2qS6eo4BpWXEfL6Oc4Kk9p+Dg7eW1qCjco5wyq5Hcrfq3Bi3eT1WN0eO2RuhJJxeGlr1j8tS7sV0G4Pskjg3tPTFnHvt7IKcq5YpV17OvV9eLvgpdW/3PqSYIoDdwIIYQQQghpH3SBIoQQQnqXXojAS5tKKeUHlGUZgOKGpiiXQqmijhcMSFFULupLkZQS6zBGIY7HA4qB2VqmA9FTRznALAeTu3QNGkL0pDPosj9dgchJOXGTrRfE3tkblmXknR2U11r5MSQhoEoJnqw4qrhZmpgu3zQ3SBqIWpSYhhPXuHXYZYnpRqKnYH1yGcQ64MtT7ePtBu2arbOXcIPh8t658st8YTT4rUQbMW0g+m1HUu2yemIooGHsXSAqqlevFD0l65lG6zOuvJHoqSJsivaJop6pfI4poVMR+RfNpwj2BRPM9wb+c/cDgCnhXN0BHrEiN8hTNpRReTL6A3J/CPpgwv1QiZ2vsu/5z6kihpL7YjLmzpSCC/h2cjp+8baZjC2pLLaDS8aJoAA0jsMrh4zcEiEUkWs3si/Gn2vk2KtSqjjuZuWAs/HH3lyUZ2XsqRM9KQMNG3tqkJUDb7lRRSQegFrNBOLYWqbRWYpmM5giSg6FGEpDo7M89daUwVJXT5TDuBi8YpmPls1K0VPRtzJWrz3yh4AatBNuWVKCpqIfGmHWTBpV50udNbg+qES2VAbsrZggGtJUyeppoVOCupGoceM688XgszheiDipQkDgB6y9KFIVg7323ByIo4SwoBYJLxrETLljkVGMwesmzeLwpDhKkhwY1waoZX6wHog+Q3uMVhVBlFtvFElWiFDa+N0XA+8SFQuW4vg6IYSqiJ6AQvgUxN6JmLtY5CTn81wIO6KOGePe/2VF1WqhoCOHFxgq5cWFKTGUFPvYvtayYF+pG30IDRuBZ2r2eqAUr/RmHJ4Sx5xApF20ccsyvz8U1yj2tZrweJSp9u6Hqzpa7PPugs9/t4zSxXEit/MGyO150LdXSlX1L+7aND5j1kEB/sJdHpcS5/IGQqnUdXQhjCqnbVSeFETZ3xopMZTx63ViKONfn7+etctUcO2aPEZHV63xNWwlDk8n6smvoI3Kk9F54sBgf4MbFFGm/lgnLj6M8b/9FYLrW/e6fNXqC0TiGmoZWA4/vwkhhBBCyErAzZO2Ywxei2TrvgIAFEIRQgghvQAj8AghhBBCCCGEEEIIIYQQQgghhBBCCCH9lrY7QOm6TwGn3B3E06JisYywU8oELV3snXB9CtwOSpcn6fpUS8Tj2Qg8G1OUKQNdridTxjlddJky2s7FIYWxd87Zyaiq65Nwh7LttVal61NZT04b6Qal/IOrNvJOODEF0851p5yWjk0Jtx9XLs1sAocfu76yrnTvSTr8IHgsNOUi5fog14XqfKVeal6Ut53INcRHj0V1xHzFGUpV64UxZtE6xFchcIMCmsbeufK4nps29Z2ixD5RuDmZOuVwjxYnXZ+CdYsnseN9AsV66jo9BfVNw8/Xbdf1pZeeS46eaG8W+wGknnC3NYx/yr1cmIrKS8bkBQ4NftI9PV9uR4mn54OYu9gNKhGBJ92bYJ+cl4+1B4/Cy3rxG1H+bRIR4sqaxOH56DwRLSLieJwbQCUSr3xi30ag6sJlS7r02UZK+ViRLp0VjoXKz9vXmRlduEOhcGKy55NOXUOWGeTlfI4MWbndTtRQK19gJ2rIlHbnl9wo1MqVa5UhL/uTQ7kYPKBwhOos69VU7iLsagA6jUbmlinUyne2GnOX/o4U8XfNo+9qyrtaBe0T7k+pSL7ktsudIDadUSrYQ0R5a4f9ZXdvinZ3FUbXVOql2ilUoiFVFHVXLAxd3ZRwAzI1EXuXZc4hIo6ZcjF4QOFWY+vVar7X2oAxeN2nURyeixpsJQ7POgTZmDQgOJ6b2OlLuuuUhPu0CiIS20K9+DtAuDQZv0w6PsXLrOuTLZeuT3HMndxG7Prk2iT23bLM6NaONzHOHS21zH62SvnvU8oNSvkoytRnYT/nZPShjMBDJlyggOZxeL7XrcbhpWKcZbSXO0aJqDt37QCE7Un7EG5oSouLbJOF3yfhBuVi8Mp5pf2H6B0/TeKY4fflbhsDZX7dlaYK8D9KxG9UFX4vgutoBb/MReWV/ct8rGLSDUpE4LkXIh2f4u9idM/BUi0NS1LXsCYLq4k0wjKCUAWt5fvsnJfhI6uL61dxva0g3j+xgjK2ULpBB+5OwcVv9Kp66ScSIYQQQgghpD0wDo8QQghpP+2PwMtbjcEJB/JTy+y0u1cqYnKkMEoKnoobqCJOKhI92TYdmYaORE9SDGUHcLt0hjwSPdmYIwMf+ZfrDNr4aDsZhycFT1YAZW9O6ijazk8nIu/cDVbxhiUi72S0XSh28fWCe9U6ni7fYytiSdUz1emkUKquECZqg6gNwnq+fXQXt503daN740FEhPLL5f3opDBKVdvI8epG9YJ77+VN8EaxdwCc+CkVe1eJxovbuc/W1BFXmaaiJ1uv+rkbPx1F6rm3LBI6tSpsCvcROQCbrN4z7JdEie9XPWFHA6FULIwK4uxkVJ6M/hDqxKQgyvZPHjwz0T/ljwspMZQbN8tUdR+2kwaVSDxXRRya0gNhqB8RUlbywibfv1QcnozAc9PyHKL9UqA8b7hxQQXY47XS5fG5HHCuSTGUf5OyWh5EuWaZP+90mZoTNnWZDFk5iJ9BoVPMd+kMtTJSTyuF3IqmlHYxeADQiQ4n0F1qaqUYqSxHEYMHWEGU8tNlH3IYF4MHALU6QqbUWTlzg6xhG9ufzibfJSdyMonyRNtYgFUvDi++PpB1g+HcxOBtcoBeRX2MBmTrrk+F63PTKq4TRt0lRQZlnWAd7jgvvoNZcZ4PIvFSMVNKOSENTPl6bM5OZoQQUh6XlIvBA8AovG6SisNzg+ON4vDsuS8WyGjjxU1CgOnOA1IQlcLuG1md5T3BRtoB1XOvEyCYsCyItovaO1GGqYqeZOydFdxUhFJC9JTnVaFTSkTVDZx4IFqvylR4yGgkhrJRX0Y7cVTwiaSiD+W6bQReGYdnD8fN4/DkRaOdahKHJwUlYjVBHF7lBZBewe67ee4/JaUKUZ/9nHLtYwflvqeNi8EDANXlxVFFvGq5Qh0eUwrRjT2fpCTGdQhESuK6sh5SKNXoOlqpMCpPXtOKY0RKDOU1YsqLoaDEtW10HWH74Wcc1dJ0Sb2XLEWEYWtVXOfbZULsD6WCY6lR8JF48fWtiwMuK8oHoOxk8JtI9DQ+4LTzNxIhhBBCCCENYAxe92EcHiGEENJe2u8A1UAAVRnETAyAKjlgJ5wR/Lyp1NOyHLEgyqDmbrAK1yhdDCh0uEFqL4bqUNqJpvLSAUq6OVnXJ+nylJciJ+cIpTM/JqQz54xlTLFt7/qEugKoiuOT8fVUII7y9eqKmRLipZQ4quLY1ET0FEw3qReLpFoSOsn1yLoJWjQdCah7E18hGLC2ZUWbJsIolVgmBsady1OiXkU0Vec9qgib6rg+pRykKqIlscy1EU9bF8v855Fqbz9Pd0NfCKpSgqeK0AnFNrsrbFJyILW3cAMvKj0A0mSAx1WzwigpfAicosRgj6iTEkS5/tjjWeneJAedjHhCviKGcuNhflA0FDwh7Qhl/4hB93hgSLreOOVN0g3KDgg3doNyn24wAKj869Ple2oHzaVgQBn/fdKqNEzxx2iUx38l3PdynUFlGplw/bP7qzbKiaG0UejSpUNTzRTCpvLF58ogt4IqY9BZCpNqRjsXqOLlGnfOqCGDLkcuc2jnAlXMK9SsWAvKiZRyFN5Ndgg1i4QAVtpUcYNSGrHwqahv0nWBoH5K5FTXYUr0NZiPDr5eEBVdH8SCqPhLqOqVJwY7U22ljiBeV2Ld8hivyv9C0ZMYxBTCRTm4GyzLjD/UlY4rquZPAqZmv5+qcBECCqcQKZgpXaCKZV6IAWO8eAOgC9QyErtBBbtOPTeoSCDjj3WZcPlQ/lyRFdOq3sVJ7BpV13W1B6QcnRJ1KoKnwMUpEj0BxUFdnqtjlyex7rqiJ7uOBD0V81lBW/ydMNaRBWgqhnK/RWr++BgcsRLOX6lXYd2gnCCqV9ygyn2xjbsM6T6BmFIbKLvrGONdoABAuisaU7hAAf5aqKvcb7PMX8cF7ktWiOT3j4o4qhlK7jfKHc/S18L2GjghlJLX0fK8GjlFBYIoe52ZEEO5058x4neuEZcptt/y5GyJr1rrlYYliSsKv0xe94puKy2cS8VhHlq8N7ae/Q2gFUxNXG9r/xpMjvALnPidVfmC1/uJ1JOfTjx2EEIIIYQQ0uvQDWrFxArUUgxp0G7ROxu1vS+ENGObsW/hudfX7+tuENLnNLdrIoQQQgghhBBCCCGEEEIIIYQQQgghhJAVlPY7QEVPlUoHJxM/lSjsXoLnlKVTVOAC5R1Pigfm5bR3WjDwjieZMu5Jc6WMe6C0lumibungVFPGPX2plXLOUNb9KReuH7HrUzFdxORVou7K123ktFEiucM/wW/imDs5DXgnn8AdCtXIO/fwsK+nIMvh4tBcPenkE8SdiXZ1pm2bZhF4cfxZ4AQkypOxeVG7dlH3YVZhrgGED9Qq1cAZKqgnHt4WT/6q8oFl98SwdCGJp4HAzamus1Oj2Lu4nknUM6J9vA8EjlIm/NyNKI9cnwLXKOn41ILTUzNnJ78dE/5tN4FLk2rsnJB6wj3lDCWdX9xOgejp+bJ1GZMXO0IVTUywjwRRIAr+qXiFihtUEKMXxN5ET8unXq9s41ycqtWDWJAexuEVTih+3zHiTOHi8GqmXLfouzANkf2BMe64rJQJjt9KlRFWpZOfdYAq5r2bU1dpMZAZ7xqYG+Vi8Ipl2kWl1jIt6mUuBq94SVq4Phm/HWTIkaFWvhCNDLk9P0HBesxoGOTGQNt6MoclQb3YOhv/Gsfe1aCde1VYrxqb15XYTiYdLMpy6bUinRrll6uSUOf2x2jvidqlnNeCYyrCY7Gdt/VUnTrxOgKXvmg+PncA/rvgvruZcses4HiRlSuxH5NSYQSSjEVzzjOlw4yrl3mXDuWjiEj7sA4uMvbOHQNFHF7KIcg5GmVRvFXp7lXa1CW+BAjj7hq5RC0LqXNqKvbOLRORdXG0nXSKil2fUjF3QEPXp3bHNtZb37jsWFhXqGZuUD4+LqRu9KGoG1+1WBcoN932OLyyHh99WXEwuoi9g/39q9w8MuVc1II4VK1Dt0Fjwrg74SYX7CuRO1TDbqnqPqUyNI7krOcUVe86Oo7K86fF0gxRrs+eZMtjTE283tQ1bOR6VmYFy1cI0SgorZaE9ap1fIEBwt/d8uQgXZ8A/9tdlS6QYt71VVwrFL+t/fVBMC27apf1Br30U4sQQgghhBASwji8vqOR01NPGLLe5GQ5naEIIaT3absAyuj0rcMYJQcyxT28wtlf3AQ0/gZuLDyRoic/jmSCea2MGIwVIieToZZJ0ZNxsUKZUGdY8ZMXPWVufEcLYZQxheApJYCCiE2yIicTiJ5sZ5GeNghFSvWi7cryioDJrQPB+pRYX3LatneiFIgbr359qQg8uS1HRRQTLk9FpgWvAXXqt5GUsMlNh2OPlfpu/3TLVDAeH0fgOS2CQn0xFFARMAFICJsaxN7F9UxifSZs70RSOSDFUSnRE+A/Sy+iEjfwU4Int6+IAVNA7AOJQdgUMp6vlfrdoRxYcQNBmUkMPIq69YRSsTDKLoui8oLoD3/QSwqiimnbx1KIIT7DpmIo+zZlfh+1AiFZbuRAqWuDqLD+wFCjOLzUkLCRoi5l69oBZjG4Gw0qBYNEso2IaisGsjOY8k3S2quyVM2U88UKMuXjTLMo9s5Od+maO1d06ZqLwSvqecFSjsxF03Wi5mLwgEIgtNR0lG+rL6+pYrpW9q+Iw1N+2sXhFaJeF4EHAxuyVYNCp3jPaspUBE5uW0LQZLcZl8exefK8Ko/LsejJoir1IjGUqxe1Q3QdocR+LVVLDY7XFqOi/TMx77Yp1lHMi31KbEd+D13UnW1v939TfCfdgG7mjxeQ5QbByUHV/InD1ITgJcu8sNuqtayAJtPh4Kl4k1Xmr1HGZce2XVCyKhHEWEVxeJakQCYTx6lAtBYJHbKESkUO4NcTSS0rzc69KcGTV/SLesYLO4ypL3qSgicAvS16agW5zWZiqG5HHwoqxzYALgKvSRxe+pMP11iNwzOiHulLgjhNJ5YDbAweUF5Plx+80ZGYSRsfqxgpdo0UykriqM0GBEsDEX/YrqlQKnUdXS8qL5P9Q0MxlJuv+U2brIHoD0YIiINXEL/alqRRRlaQv3kz0R9TbMuJ9ZW/RkdNHOZ0cc5Xop2LrYa4brL3AdzvpDqfYZ3fzIBfLyGEEEIIIcuDmydtBwA4ctOn+rgn/RfG4S0f2i16agUpjKIYivQG24x9CwAYhUdWafgcMCGEEEIIIYQQQgghhBBCCCGEEEIIIaTf0n4HqLz504VK+SeTi4LI2UPUC92hhDOCaBfEi6minozHs0+eVtygjHH1pBtULdPQeflUN0oXqFTsnVHONaR4wD0TsXdw8XpF7F35+iIHqErUnXxiN468c847SkxH5Vo8oyqfSk1E3oWOUH7avf+2janWaz0Cz4hpJKfdOhJPrcauUBXXpzomBT0i5QYSO4IAYaXIaUQ6PSllRASejzlKReDVdYMCWnB2Mk1j74J6Ri4zft0mrGenw/3DQOXWeSRqU8/1KeH4VHF6iqdbdXaS24TYxjIQP9GunDFQnWNbI6eolDNUKipPQUSTGO8oY2PyVGp9cMcslSkYEZXX1A3KSV/9ttxyVx4UuMn08/LRk/FRnVQcXlBPvuUyKk9G5wkDC6VFbJ5SUQQMvNOI/MxKdx7nvici8LTOoKwDS+nyZJ+U79KZO0/kxrs5aSWcoUrHKOvL0WkyZKUrSpfOUCvXXdQrYvCAwilKwy7LnJNTbjIXgwcAnegQcXg+Uk+Lf8X6DAYo69Lkvxg1lY63K9YdRtxV4u3K7XbKskS9VLxeJs658XwuTvYqOrAXLo7WAcHvohXzgthCJfEVNfEuHByjozbxMV5sVzWalv1z6/YHdhsJpMS+rESkTxADZGPwyhfvl4kNZ+JawcYD2WO2jL1TmXMSUrXyk3RuflH0GOk2gYuLdTXSwqUPCByCgki8TPmTS2bEca4sz9JxlsnYvHaivZuTSZ1LU45PMrKunHauT3Zd9VyfIscnoG9cn+rRyA1KHn6aRh/aetH6w6sNWd44Ds+U54bqIa+6Rh+H55eZJg5AZDliv095Xp7vlJsPqpV/FVB896VFUuaPCxWXn1bcoRqhonONXJSqJ5yi3PlLXkfLZSKutXjx4sdQAzeoYP8Vk41dz8rpZY3Ds33VlSXBZpQu5l3ftXLX7BCuqPa3VOwI5evZ/SHemNiWUZWyynSjMkIIIYQQQsgKC+Pweoe+cH2qh3WDohMUIYS0l7YLoNBIACUG0OU8IG72QQwu2nI3GOlvRxb3Rt1ofxCTBzF4qpRB5m6w+puxVgzlB2e1X2aUG7A2ZfxdXt4sLiLwlFtmBU82/s4NrhsvlCrGd/xNZ1MRPZXTRokbp7JOsSwtWEpE3smbr2J9lZi7hJipEl8n5luPwDPVPgGVm7IVQVS8LJg3wXyvo6xWRAXzQDTIbefLmSCJQt4IT4ih6omeKuXyc4vi7Pw0GsbeyXIZYReIo8TN9SDyTsbm5UbsU8Z/LhoIRE/BsoTgSbRLCp1aFTa1GpXXDSoDOlpMy003EkqJZZXoj1RUXqZCEYQttzF5sSDKdtQdLE048N5UDFWuz6CIxLMvI5Pl/rWFoqnUcFG6RL5jLhWtXCDjPty+G0f4yDEu7ZcZ+cXT5fBuTeyLwRe0XJf241ZAccz2b59xx/XMKORaIXODdEIoJeJQM2XQpWvBdK3sgzaZi8PLlXFCpsyYUjhllylk5bJC9KRdeQ0ZtF0GDRuwVI3DMz4CT8EJqgCgVr6GzvL7YcVMNZhQ0JQQOWXQ1Xi7xMG3Bl0pT9XLlEEuihW8aCqHctNahXuOEu9/MV/8jcd4jTIiagbBLhAImhTECUaFy0xcT8yLjksBVSh68tOpcuO+X2IAVxvxvTM+Bq8oKGLwyhUmxVB2A4EK3AtrfMRQg2szskzIODyY3O2v4dEMQSQecnhxWiBgyAJBVEwqNq+tNBAmJetoIZTSoj/dED2tSIKnRsRiqG5FH4p6qW9ivK8UZY3i8MrfKN2Iw6vGg5G+JojS1MbF4AGoxiqWFPX8dSGyLLxOlcf6LDxPdDsCLRZPNRJOJYRSys6L/gWiKCHkNUqJ8x3CH0ORGMr1Qly3pvd3uUxMdzMOL/jK6KhWtCy41yHm5e/u4NrUIBA9KeMPj8oof3wVZW4++q3sp8U1U72vek8OAbyMIIQQQgghpM9gHN6ysSIJnurBWDzSG2wz9i3G4JFVFkbgEUIIIYQQQgghhBBCCCGEEEIIIYQQQvotve8AVe9pwbhczIdRY8IqRNrjSBcHERFVPDTq6xkF/zR+wg3K2GiivOZcn4oHTX18Xa6964cWrk+xAxSMj0SSLk9Ge2couDg78fSpeJpTaVlevrxkZJ2vJ5+EDZyAZL1Ke7F+8RRp6BoVLmvoBtXI9Sm1HRPVg1xmgrJUHbeONhM8HK3gnpivuj4pUce3lRF4hcWJmHa7a+EGJR1/GrpBifcs7d6EprF3rtwgcoQqp3NErk/2RRWRd+F2hdOO8U8sN3R9ih2f6jg9qdjRqZmzkzbh+ttNHDslF8X1Ek+4A6g4Q1UcoYDi/XJOLX5bLibPrs46QpXbUZlx9ZAp8T7Xd4MqXOPKdjX4HVY6PsVuMZErjyX9vLwK5pBsKfbzKEbEu/iU+651ThOxKm4ftN2XT9YH7wN8JIoyxTqc245yhiVFjF7ZpIy/s8d8pQy6xLSLnzOqMm1j3TIoaIhl1kEKZQRe+c4UEXjFdK4y1JC58hwGebn+zGTIlXWDUqjZGFYo1JRxySg1QLhBqeB7Uc/1KS7PnF1YLZivmbh9GfFn3a1sPZWhy63LBG5QGXzsrCROpCki8Mp9VFwDFA5e4kAcHa8r8wCkg1rgzoRwN5fH+JQDlHee8hG7cT0jD+aZd2owWfG9c3E/WvRB7K/u++7c0pSPFFNKHEt8501WunpINxDrDJSIz3HHBaOc80h/ceBZkalEpaFwcHGOf5lCvOe7eDylfLxRlvnzQkyd2LxeQUbd6bDnFccn4VgTUM4bu65+6PpUD+vc00r0Yfxp1jsvisvEqLwah+fPm63H4VXjwYrzcMVds5cup0gTjHYxeACCWMXgs80MjNHiWKDrR2OGJ9bqtV09IucowJ/PkjRyioquo/11r29namW5PWc2coMSx9Lw5YTfoPquZ2I6GYenqk2iOiawE41+B4pLKOn6FDiXimjw2BHZVH53i/chWCZ+Z8S/k6PvcG/8XiaEEEIIIaRVbp60HY7c9Km+7sZKgXQxohtUc/qD61M9GItHCCHLTvsFUJVcmhbaqOiGoytHMHhpADGQaYLpOJJGxuPZaB0phsoyU0brZG7elIPcNSUiPRDG3mmtoK0YSvtBc6OzMvbOzvubo0aLm8EGZeydeKFOoCJvqCYi76yQq4l4yd4srcTcReIlJdsFoim/3Waip2C7wQ1bWS8xHa2jvhiqzryr18a7ukoFu1+jqLuUMMoJ8eQgurzfHomh3AB/EzFU6nMKbnDbaLtG8Xiwn2069k5pI/bDauSdW58xsDlWVvTkymPRUy6WRYKnitApnm5V2GRMIIZp9/4AQERVNRn8kQM8sjwSRqWi8goBU/l+pWLyYkEUAHjdRLnfyLg9sVAbwA4kKbvzwa/ERuDBx2QaEZNnq9UbtjXJkrBetY6onYnjhXxNWsGIviqFaCAprOcEZMaIWBX4wXmtwnnjN1bE4ZXTRiEzClrUM8pP23NBrjN3bunStSASr1Yz6LTxeJlBp/FReVqIo2ScnTbKReXlqojDy8vz0wCVu9g8jQy57SsUcigvojLGTWdiZDC2eqyInso3tvhbE/U0OuV8+UFl4ntWRMlq+IxDH20nz/+ZEGrZeSmGstOqvB7w+7nxB197TWBnlNiXjRLHXnl94LdpbDPlmwT7l+uM+FfOO8GeQRjnKGNKs7B7wTlDrK8QLRk37QQmttzt52KwOJP7tRIRPiqa99c/JojDy4oBdfsatQFMJFghbcGKe8Zlx7r32AgxG4CkIApAGJMXE8fm9SLFcbReDl+57yYETyY4H4cCqf4ueoppJfrQilhSn1bqvKjEsrA8jMMrTyltisMrp8Q1XTFvgmtuiih6B3m8iGMVpZDOPXCgFFCr+Ws37X9DpKIx64qjGhELp+RfSTOhVOo6OhWVV4p4Tc3+FvIn0IoYSv6tvJzwG5QS/SGezsS6DcS1c51jrEL5PfHXGP66VVyu2MuixG9gE/3mjUVPgVDK/e5T1d/Jqd/GwXT4GvgdJoQQQgghZOWBkXhp+rPoKcWQ9SZTBEWWGcbgkVWVtgugVOwAJTDxnbfUwGX1rn8wCClHF/3govLlWVRPeZcOJSx0clPcB/aDSOIJ2kwHN3Cl65PWmXeA0soNeBijygfc/U1eE4ueis2Uypaye4HoCZAip4rjkxWoiPcp6fgkl6WmjV2nXL9YFouhgpu3prX1JW74JgVPdW7ehvOm/s1dJNp3E/9Ry5EeRKInFeyuKWGUKoV40ikk5QDlxFBin28khjKyXj1hk/wME65Psjzp+hSUJxyfpCOU64MRAqhiWT3Rk8rFXX/5V5tqWbSdyrKYWCilG9RthWhAp+FT72UdAGmhVOrJ94RTlMoQiBsqLlGxIMr209UrB1TsKiIxlBNb1AAY31frCAUUn6dxWhe7w4od3VEdtq0OpVbrpesUBe4Tk452tgtS9GQXaf+Fck/V289dnjO0mLbue0LM5Bx6DMSx3LtAAYXQyX4/u8S0VsLZqZy255rcCGETRD2j0KlrzokwdoCybkm5Uaghgy7FK52oOcclKZrKUYi1vOuTcIByQ+Yo5xG4MblypSE+eO8MpQw6jXd6iuvFIqeasts1QR3vKFW8d7ZdLtZhRU8o/5fjrFZX6jbljskmXKj8NYYUh1RETnIHjIVS4pQtxl8T0/KaAlEflF+3E00p7wIFFN9rsV8rd+wwgYtUuF3/fQ+EUam/wWC4PHY0OZaRtlJxhRKCs5QgCkhe3gQErlG9iTFVgVNMSvCUOFevbMInST3nL3nMquvkg/rnRXnJGJZnTgQFoJtuUH6NgTDEXaOL67didb515OQZOnua5OdOukfsKhbvA8F33wgH0SbOcI3EUc2Q552keKqeUKredXQ9p6gsK69VxXVwSgxVU8W+7xwieyr6qzct8dcloei+zjzK32zRb2P5G9+Lo7ywHtbp1F6LC3coo4XoqVxXOO/7XF8EFb4qXgUQQgghhBCy8kBHqIKVTfQUY92gADpCkZ6zzdi3AIBCKLJK0eKjoIQQQgghhBBCCCGEEEIIIYQQQgghhBCy4tH+CLx6D4wrQMXPHar0tHsq0jp7pOoFrgvexcEYFbo6ZP5xSemaoJSBNgYqs24gmXPlkNNAIvbOukEZ8VSqLp7U9K5PKrCtD6aNdTBB+SR1+TKky5OBezK2acRcFHmnxNOmKScm6xoVzDeYbuT61Kx/8knWpONTsMyEy6J++/n2PmmeehrWlM4i3jzGeBcRiIduIweSeL/0cXaq6gZl6zVxg3IPVctoukrknfic5GdtELlGNYi9y8N6RXsDCEeoIuauXJaLR51z09j1KXYKkPXqOT216uzUSlRed4ifaK/ntNHIKSp+yh3w0R+xI5TdpnR3iWLyKo5QQLkPuR2sfOq+nBWHQGWM7wMQHU/lY+xyod1BjX+tgXFA+ol5kywJ6xk7K48fIlLMfZS6OGc4Vx9Rz4j3y+4/ySfrIfqtTBkzYt8/45yZMmOcs19xbiiclQBAG+PdoZSf1iZ0dgrnM2jnNqiQlR3XRiFXmY/AM5lzSCrcoMpplSGHcRF4GTIXj9eJDufSpKEL9yn/lvlp8Z2oAWHknTIu9g6m5qLtatDoFF+lmtIuvq9opyvlmXV1MmLdwvXJujyl/ub2/U/E4SnxGfp4PCUObip0hJIosT8oBG0CpyfxdQycokx1WXLaxtvEkXh2k9G6fayfd+VQMFFf4SsqiGg77+pWOMa5N6uM1BMrsU4dma64gZC+IXZBSjpCAQ0dDOvF5vUapRONqXvurTo+rcxuT82Io8wAcbknosyS15yoHsrk2TgsL1yg3HTLcXjVNRpRy107Btfc4trN1TPhcUVexwXXe3rZHTlXMWSsoslz7/4ZffeDqMxG0ZhN3KGaEcao1m9ccYqqdx0tnEuVOJm66GJ37hIOnZlwMrQOaMK9uUeuZ5Vr3Xi66vIky1XsJqqjZbK9/L0rfpsFTlHwy2QcnnTxtY5PSacnE73++GtX52vYqntyMyNcQgghhBBCSN8TuyCtzI5QK7vjUyMYiUeWFcbhkVWJ3o/Aq3PTLLiZJu/AKXihVDkYGETnyYFBuQ0nJjGlYMBuSLQRYiiUN5Ntf1Wm3QBUIX7ydzvj2Ds7yG2imDujlbfzNxCxd6KzGlHsnb9xGgqblBARRcsC8ZIKb9AG6whvnMbbSQmlQgGUicRMqGwr1b+Goqdg2oT9S9zUlZF5brtRnbbidi9TDG6L3c2Ifc/tXspEA+Myosy3T4qhUvfc4/LMBPPyMwxukMexd8k4PNM49i4hhrIDW76NFEPpisipruhJ62B9jkgM5YiFUo3QfhDWtFEI5QZ0UrEfQOMBHlEeR39UBFF2mY2lS8TkxYIooNiPVE0cb2ReYiyGsv0xSEbi2X5VI0LEzuf6Ld+E6rCtXENQKoVbOqqf2sdV2Xd77BUjPEr5ddhBJldPGT9d88ei4r0T25bvl1FiN1QuBq+opupOh2KozImOtFFO3BOIoZChA9oJm4rovGI6V14olZsMGTTy8j2rIYO2y6Bhh9BtHJ6dz4wJ4vBqZXknDGrKx9sFIidodEJE4FmRkynKrWCpZowTUWUwrl6nKeL5ZPRdMg4PphQ9lW+/MsE+YnevrBSgedGTFwgFqiIXgWdXiPD6IBY9QVx3iP2oIj5y7f288Yk74bRSPgYPUZsoyq74Lvs+qUS/TfmarDC7iMwRxwVXHh1v5DUG6RckBVEApCgqJo7N63WMP2/XY1UWPNUjFrEIHUXTOLzUN1m292VlBF4LcXhQcML3eI3Bdbe95pfXZMF1edSLOvHFQbnxIijTbrH6SooU0tnjgfzup4SQdaMxG4mjGmFPyCJGtZF4qp5QqnIdLcTrUAqolX0rxVDuGl6IoYrflOH+vqyiv3pxeEZcFxbrFtcR7loSwbWkfe4KKK9Zo2m3dvG7La4XCqWUEBTC9yeqp+TLEjtEPYHUssArDEIIIYQQQvofKZFQfxVFrcqCpxQ2Eo9CKNJTGIdHVhUYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgjpt7TfAaoFe/041S6IEQMq7lAqcHWwdaStiQqfcpRODhlCNyjpiiLddrS3ddAAjLFPzFZj74xwg7LOC8agmA6i7bzjiQqcofwy6dYT1NPi5dk69qlPLSzwU05Otp50U0m4PKWdpyDiz+LthusOLfpNg2V23QnHp+CpVf/Ea+z0FMTepZ5ubQcqnFbCfaNwfSqfYg+cnUSjDOWbVi4yjd2gfKyZWCYtAMpd0sh4Jfm+Rm5QoQOUqU5b96dmsXd57PgUOTvZNsZ4ZycNKOHEVNf1yToAxJF4dpmkVWcnbVpyqugu7on2BrEfQJ0n3P3C0Kkl4QgFoHCF0irZpuIIVROOMC6arXSDko+aG78OA7HqBpF41YiQxFPyyTi86vPhRq7bHvdkzcQyeSh3x8BEvSBtUBeP3/voPPE4voZ3MiiPUa6eUW6miLwrp7VyMXgAkBmFvPxsMuWdnTKjXJSdKqddBB68s5M2WrhBlVF51sHJZM4lqYjAK6ZzlRWuT9YdCsa5QWUmQ65suULNeAeomjIuhbZW/ivKFTqDSDzj3aDgnaFqEC5PSiMz/oPOlEbN+DaZa6PRBR/llyntDlouHs+tw4SuUMLlSUXTPq7WVS+d+MRM4AjlJ41oH0TbWdcoGbloo3WMCo+1QTsETlHBtI3BA4r1Gr8scJ5S4Wux2yrOM+V0poKoOwiXrPi6yUfoRVS+n6JcuMCozDuYjcuOpZNPH9PK+x/H5i0vuG90nzgOL7jEaxCHJ8+4EhUt9+V14vDE+a1wAYp7GJ4XXam8RhTX3kqep41BJYo6ce3lHJ/seURr536FPPflJIn83tVzgwLQNBqzrjtUI+xhJssaO0c1cYqKr6MrUXlGnDBrWXB97K77jd95XQReE9ezao/l9WzqWhcivk70yV1XivOyEf9QXlMLlyYZbRc4PYlVS2en4kJErg9AHm3L9jKu519Q9HtaLlPpckIIIYQQQpYjN0/aDgBw5KZP9XFPVm2aOSn1lUMUHZ56BuPwyLJinaAAukGRlZPej8ATuPuarrK8W4fqtEIoElC+jZKiKQUfLZOVNyx9Ro2/Kav8gJ/KygHzcpmMmcrkgKRC/di7YLrcloiwk4IlXx7OF4MKZZ8aCYxsdJ5bB9LTUbukEKmcTomeYiFNMB/3SQqWKsvsuiPRk7gxHoimgtcu9ovUTd3EQMuy3NQ1qV22jLJT8s6z3SeCWCLjB7JNuR/Zj0nE1yXFUHZfNmJgIhJDybglK8qybbygzQTvXyE4EstyP91K7F1Rz9bR5T6qXRspWHLCKK2bi54AINfhPBC0CYRO3RE2uW1pLHNEUDyg02SMLiWU8qJNVY3+iARRAFz8h1tnHJMnBVFygCgSQ7n9UoqhgECgkYrECytBRIQEw7Z+uhKHJ3dSUVQRSpXvl1gmRS1KIxSnBPV8hJjScOoeJz6V3yd3LFEwtm+uHnzf5XnCHuMNXAweUIiW7HseT3fpUuiTmVLY5EVPVuQUiqEydBofK6chxFBQLsBFG4UcXuiUidi8ASr360OGXJlgHRrp/T8DmoueoJG5D62GmjKold/BIg6vjMdTGp3lSLsTOZWbrdUROVlhlHLzxn2emRBuxdF4UgyFaDqIu42vIVy58d+fstzI3dUer+VXUMXrQHicrxzzq9cyRly/2Ji8VNyeUT6OJzoMVF+Xf1OA+HNODFIr5Y8JxTEq84PhgDhuLn9RDek+FCL1P2wcnoy9c4ef3ozDE9NQBnE8mIvBFceNQtQufg+Ia8FA9GSv4eQ1niV1/ZUoM0L8zv26OfXEUAAaRmM2E0c1Q9VqjYVT9YRSda6jZVSeqolzsxVD2Xkhhkrt70nRX0/i8ITIqdjvw2tEqVGS8cwuBi+qp6I2wW9Y8eWtF4dn5wPRU+I3uOuT+92nwt/B9aaBZfq9TAghhBBCCFm5oRCp/8E4vObY94g0hrF4ZGWEEXiEEEIIIYQQQgghhBBCCCGEEEIIIYSQfstyi8CrPM2s4EvEgiDmJemaoFw9b4EjHFcMCleJzM8H8TRlGyOf8oz6oKWjQxmFlIy9k85OunyK1HY2cmyKXZ68+5Kq67AUxFBUXKMSbUyqnd1OYlo89RrH46X6WqzPu6nEzk4p16eKs1O8buEilbTvl/EbQBj70KanWOVu4N2gTPHkdGhF4upIZyj7/phMFU86K7+yhm5QVn4o9uXCXST6Xrh1wL9H4rOwblAy9s51LxefWflkf0uxd3n5dHX5lH7o9FSuW0be5RrQurHrky2Po+2ke1MlBk8sa+Ds5JyjrJvUstDT6I849sMti6I/YkcolH8zPx3H5AWOULZ9wg3KHweFOxSEjZhRlUg8T+gt4V2g4mVi2jruye+rrvOeuaflw6fsjTjGGFnPlgf17HdQvN/25UkzChcnKOuV1j+ynvErN9G03acM4JYV5ap8GcpFzNn4O638MjudG+HsZOuV6+jUNWSlC2EcgZfBuOi8GjJoJVyfyhdlXaNskNIAuIRK5DBul8pN4ZdQDVyyb439AGqoWZcnUzhD+XmNTtRcfVtuHa1c1J2puj4V0yaoF7g+wbcxSiFTBtq5PcKdj8PzvkLo7iSOvfL8HrgtlYsSy+S63LFW1Es5RdnpevF4crvKFRb7b/V6KEHs9OQ6HpUFOYFiXrhtIDOhIxQhZLlgXaAAtC0OL3U1VHHGgbj2iOLBnEuiWFN8na1ycU0n3D+dE6gOrxOLTvvyZXbjJElix6xG0ZiN3KEaocqLh1ZbVpyi4uvoRFSeMRoVNyh7fWsMUBP7a7y9lOtZIg4vebYLou3Eq7TXFOI60/2OF18aYx2e5e8xsUz+No7rSUNS+ds9cH2qM+1+d4u4vZTTU9IJqs4H2erv6KRTMiGEEEIIIYSQFQbG4ZF2IWPxLHSFIv2VXojA89PyhlmDcfb03X1ADOLZeTHAqcLlPl6sjMixNxkzMYqZI4hXKuKgyhuJmfFdEgIqAzSOvRPlrgyIYu+EyMmJinx99/K1uHkr6ljBU7wOt8yE5YGgqq4YygTtUkIp18bVS8fZ2Vi6VkRPUkBVETxJsVMsdArqyjvI7cUPbBeDBnKg224wEEaJCCZVRs85sUoTMZSLd1AIxVD29WUqiFuSorMw8g6BAK3e+2zFTy3F3snYk1wMdInpSuSdFDqlRE/ltMk1ktF2MvJO28GEcnkzYZMdfMjbF+W0TNEfQnRQif6IBVHlOtzxIhGTFwid3HuiKmIokwmxgx0U0rqIxAOqgyEVD8BQYGFlGg3j8BoM26biQ4wK5yubFTEjBuG8jPGUbWLRkxK7no9RMdFglBL7qOh1KX6Soiencw3W588fVtSko/liOnNinkIMlbllucp8fJ3JnBCpEENpJ3rKYVwEXq4UMjedoWYMtBBE1ey24FICkQPoNHCCqhwKS5G56SBSz1R2CgCFQKlWvl+dgIu5s3F4tbIPGYyIystcvSyOxoMJ4vBkjJwS80rEisrkW3feDwRR5TIDH5coj9EKxXdSHnvdtQOCcdA4Aq/utPgrBdyBmDsx719sOFuJwZPHAntcFJG9VkhpzztBnGYmojnboA0lhPQMK1ppFoeXOkakzrLhmVqWNxKGiJNwnWsbJUTpUtikpKjd1pHzubimc+WFcN3IeqTtNIoQbCSOaoQThDcRTzUTSrnr6NT1cq1WEUOpmjwJi/XYfsXrbxKHZ0V/letHuz4Fdz2gtCnOo4nf1ymBkhHzwa4tr7Oj368pMZS7KE5st3IvIO6HXG/wOzna3jLC2DxCCCGEEEIIWfFhHB7pLVKiKAvFUWRFhhF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkH5L2x2g5JOVdb1TYvcEwDs0RMsNxIOggZODd9cJHmZ28WL2qWVVukCV65XRSOKRUAP/1GchC/NPoTaMvZMxd+JJzSACT8bDadXQwcm786igPHBMMZETUF3HpnrTpnk8nlufCfsXrM+IevI1RW1SbkSFfUoQuZF6YlWuy81LJ4t2PlEunjhWmQncf4poI/9EtHeGMv4J6NIZyjpUNXODkvulc5XJIL4XZRu70wu5oqo4bglnJxO5PMnP0/jPo1nsna0DrcMIPPukfxx5J5elXJ8AuJi7RLSdkW3cW1Aua9XZKc9hljF2pS3RH6UTUzL6I3aEAoBM+6fiUzF57on5rKEblHdHi+Jv7P5VU0EkXt2IkG7H4fm1pFyfZLkqI0fce2bgj2FRPVMLn9o34jsk3ZvkMVE+mQ8tHvvXKF10bNeNd/MT1YpDkxLmFsq5Ccly6fKkymi8wPWprKiNcs5L1g0qL7/MHdDOcUkr78SUq8Ipyi4boHIXX5ebzLk8aZMBYpkWcXgaBrl1bDKl01O5rNNkbludpgNLS9uEHAqdpqMsryE3yvWh09SCCD0tpmvQLvIviL2DiLwrnaEyG+Un4vCMmC7cn8RlQOAGBR+HV87b46Ixyp33C4dHsX+5chW4PsmYusLZyZ/3A2fJqF7g8hS4NQHJL1TCvsXu/8oe512H/HdDRccLd4zIjLiWKY8x9aInCSErDM3i8KQ7lESecSXhmVqWR8444rhVbKzaSjqxAgBy468p5HVgea2WjDzWWlzvGSDP3XWdyfNiHoBz+yS9SiN3qEbYfbSZe1Q9p6h619HB9bIxFTcoY/eLWq3uqbSyznquZ/I6UUdXrfYcmxt3EndxzOJ6z//O9b/JrRtU6DSang7eBHmpnLhmDV2e7bVl2D45L7dhX6Ocb7SMEEIIIYQQQshKB+PwyPKkkTtUI+gcRZYHbRdAZXn9QTgZiSfvwAU35uMBxHiA0pWrsNza6NsBSScoMV4wkMENZCNTYSQexE1Q2WmFxrF3ToSiwoF8IZQKbmbq8AZmVcDktyMH/usJpWLBkmwXi54q7eV8nTbJ6DzXV1HeougpENzIG7lAEG2nxE3rosxv1yEHapblhm4gOBKfsxLzKAejYYUrtlDeYC/EUFb01FQMZfcJBS+GEgP3Lv5O+dceiEbk+xrfFA/e/7J9KXjy77NpHHsH+EEvK0zKtYjDS0TeucGthOipfI+Q5+loO2PqC51aFTbJbfWQdkR/qFohKElGf8SCKKAU98jyKCYvcyoPNBRDifgyL6rz27GDoj6yz0eEVI/c4VBTozg8d1wVcZ/B90kcG92q3fvrv09yEMgo+70RmxL7vIzGqyd6ktEkyii4GDy3Pr9hI7oTp/0EcXhWlCeETZkpxEX2PdcQYigZMWc08jgqT0bglZ3zwqZSEGUUarDCoQx2p8pLwZOVseVQGFC+jFx8TLpcR6cVWEFhKbzoScOLoZzQChk6TQc6S3GUNpmb7tQdPpKvLJf16pEJoZOc1sq4PSpThQDIiaOAIA7Pf7ahmCk4Xotd1yg/yOquD2JBlG0j97VY3ARfLxBsA6GYqV69xDxQ7N/BPh9F3bnXi+p2bZ1KN+0xJtYY2Ose20V7DDPKDXj3dMCcENIajeLw3LVDq3F4SjnxenwtEghDKkLoOmiE14iRGB6Av96rF3ksooyNrAf46zhjeKxZgWn1s6knlIqvo1PXy0kxVK3m12HrRdtMiaCK8kj0JwRRRWHZB+2vKaDC862LwUN5XhbXpuFDPir8qSGW2dceR9bF00a0La5p64ie4oefgt/NqT5Uy1JvWE+EUKbugYMQQgghhJDWuHnSdjhy06f6uhuErPRQBFVgYwHJikerwikKpciy0HYBlKqjXwhETkAoLFFhPff0ZTwAKQc7MzGwHY8MZsbPGiUG0L1bD0wpOpEOTuI+qbvxqtDQ9UkKluL5wM1JOJzIZbKNHNSviJzkzdd6AqiUU1Q9wVJdAZSplPt2JthWIFjqjujJvSaxLensJJ2hynk/Lba7jE4/SZx4SZX7nrxJDttZt2MGTlFZqZwQN/wbiqGkM1ng8iS2KfdL8d1IfS5y/cH7n8vPyZTKCARiKPnkvxzoctPS9UlMx45Pxg2Q5f5zK0VPRbVyffWcnWy9+LPthrBpWQfV2vHke3Jwxg72xIIooNh3nBuU/y5YlyhVE/tEAzGUH1Ax3oVKCKPsgFCpVSn3ITt4mnKDkkInOxW6QVmhkqsXiJ7Ceq5K4OYUCUDEOGo8EARRT4qXKuIosY7q4JPonzuGqWg6coByu7IQOUXTXTpDVn6nC2GTFz1ZkZMVQ3lBlEJuHZGEQ1Nu65UvOBA9mQy5dVsyGXKVYUC5TBvvADVAGftVL5ydkLllnabm3aZM5h2gAmeoGnJkToQl22goL4YytcANq9Nk6NI1N62D96gWzEtCByjh+mSU1zUJMRPstBjIDB2bjF2x3wcyg1j0pGQbSyR+rSwXZfLaJnnNgvJ8AiPmxeoUAgFVZR31tu9tL+uU21l/TivEleVxoVbzLbVperwjhLSXlBuUO2M2cIMKhPddOVDzIubktYdRoRC6kYpBXIurWAkcXwfq8PqveB1SGJ+XjlC5n6fz00pFvevt+DpaXi83EkO1JPoT8/H+HrtBOXG+cHZCcJ3pBVAqU6EIP/MbqFxXAtVrVbHMdS6+Bo2X2X6LB6qSoifRPvwdXWd99drUo9FylZwkhBBSssb73my4/MgGy26etF1b+0IIIYQQIrHiHwqhSH+mnlCKwijSCvWtGgghhBBCCCGEEEIIIYQQQgghhBBCCCFkBadXHaBMvacGE44LIsnJLXCJDSlHKBOuJ2hvIncdt90yAqksV1A+egwqcCtxT3pmaBx7Fzs5BQ5Owg0qerIzcIcyvk1y2j4NqqP5aN3eAUo6/qTX3XK0nXBtqsTjaT/dsuuT2075lHm9aDu3LhM47EinIle3XYgoBCXdRAAgU96lQ8E7eQijEGVKN6hMLGzgBuWfMhb7K5R/kriMynNRZgqBZFGJ9zt4/wMXL/n5mWh/SUTdJaYrsXcyBiWOvDPVZUa4A1Ri7uJoO+PrxSyvuJS2RH/IfbZOVF4Q/5HDO7MkYvKMfV8auUHVhIOTjcQDEMTiRbEgpia+792JwxMuT8V3WvlqMtUw4fJky928EpEhwhnKTaeecI+euJfHj6rrU+QUJc8h8qn9IA7PO2wUDlDGNxFxeHZaG4Ua4J2ejIJW1encKHQoCKenDFm57txkGKCsk1Ph8pTBuzRZp6gM2sXPDVB56RSVuTfNu015rBOTjLdzblCoufY5VOAGJaPt8oTrk319naaGLhGBZ/vQpWvoKvvapYvyLu1fk5vWmYsTlO+rxUfg+Wl3beBc1PxxD5n8POFcIOxx3X9P5A6B6o4vr1XE5UF4XRHOB+5Sok64XR8bmbw2CsoSXhdKVeel85O3zBLTxbEkcIQihPQpcRxe8BMnFYeXKZhcB8cSSXC0sNcAWVZeS6tkm4D4+tpdy3tnJ3cdaB2h8ty7fxrtI8VS8XflPOPvVm7iz1deL9dzg2rkeiZPv5LoTCgW1Irze+7P/dLl019SG3fSNmW0XfD7Uy6z9ybsbix+g5km0+5FyBcSXdvWc32qTNdZ5l66CeeTzlCEEEKa0szZqR20GgFFpyhCCCGELAurahwe4+9WbmJnKDpCkRRtF0B160abHZ+MBgqrg4uRIAqFOCSIrrHTmR0QL29aZnAxX8W0LweMmDdedKDFoCpM09g7AE78lIy9kzc2nfgoIY5KCKWKdUXzBqHQSravK1gKpwORUrTuSrSaiMNwAre4vZxvJnqy6y7UBGIdqfYm/Avx2tslhBKftRGD6Uou03LgGEKgopwoyYqh3P7WRAzlYxr9TXaljYsnQxn9ZISYLxBDicg7KagKbopLMZQdjBKfU8PYO8CJn5Kxd3LQy0be2XXnuRc6NRI91Ym26w+DYw2jP4QoKo7KaySIApCOySuXNRRDiW3YSLzkdkoRlJtuNQ4viLZzr87u9OX2vbADRjWIxoM/ZkvRU2LwKBnxEQilym3abQnxi4zZtOcFI445jiACrxyMEwNfUvTkDuXyPGOXCVFQKuqtiL/TTuyjxclPG+WETRlMETdXHnBzeIHQAAUfr4ciGs8Lm5T75MSQOXKoQMCkTYZOU5z+c5O57XaaDrduG3nnIvF0h6tnxVGyXmcZe9clpqXgqcvU0KWzQDSWOzGUmNYZcu3ntVHQ5flSi/ahQrVAyUXu+kCez1Pz0d+yfTWa11cLBdvpdcguqjrzlT7E9YJrIRVcozhBrhVp2/NT5qMZA5FkpkNVHCFkhcHG4UkBiNNK1GruvFVcT+f+OqBWq5fO6Y8JNgZXRu7WQ1wXQgiYlCy314EusliI4aUw3sbfuWtBHoBWVeT1ckoMZff3pOhPYFA9fwaiP3e/QMNY4R/K74C7RvTXhaHgyV772TbRskB45H+3xSIn194+0CIuOZWYdv0vr4kbip5soybL3PqQqCPKCCGEeJaH0GlZqSeUojCKEEIIIa3CODyysiMFURRDEQsj8AghhBBCCCGEEEIIIYQQQgghhBBCCCH9lrY7QGV5urxi1hA83pxYBuHCEM+jdPKQDg9WymUQyrpyiKedTejyAO9coiDi8TIVPiHZLPYOcO5PKWenIL5Oq6qDUz3b+3oOULGbU+TkFEbY+beo5Wi7qNw5OCW2VUwXUWotuz4BpcuTdwyqG22n/dO0rlwsk6iEk1AzTBQlpOy+o+3OZny90ompiFJwGw3tOjLhYNPMDaombT5sI/dfsT1hN1J1g7IvAsF7Hr7/otw6f8nYQRt1Jz8n6fJk3Z8SsXepp/6NdAiwr104ABQRKKHrU39we+oOjaI/gKojFIDCFSyxLheTZ8S+l3KDsi4QUSQeEB5q3XptBF6zODzhzJSOtlNBBF4QbVdxfRLfBfG0evDEvHCNsuuSMXqpOLyKUxT8sjAOr3wf5byM4XPxQN4JwPbJG2J4hytZbh2fvGuUdIAqXJ+Kd1VBhBeVy0rHJpUFy3Io574ElXvXp8AZqnB2GiDauGnjt2Vj6nIRdWf9FTS8m1NuFJZaZ6gyJs+5Rom+VyPwxOswKoy9M97JKdeZW5brLFiHd4BS4TKtoK0blFbuc9KmmDYintYk3BmTWbzL4NgUOFYm5uutu/51TnH14cqi846yx3wN7/okzkfuXJX594EQ0v+wLlAAqnF41s2pqyu8DkCdn1JaXAOUsbymlWOEMf6asZx3f+11oTFVB1DpDCrcPwEIx0+z0l3vke6TcoOy+7vbl5vE4YXn3PK8qA2MvYDMFFRuhCOpcHwOfmsbGG/DWVyLi9/ARtxbkL+55M/NZNRd4q+8rgxi6nIxXW436eyko3ZRn1LXwIEDcEz3fzJXPwxCCOmH9AfHp1aJnaHoCEUIIYSQZqwKcXiMviN0gyKWtgugVCSASka+RAOEQuORFkbJv3bQUKQ5QAhSTFaIbNy4sYJLXVBG+XKbc+TiqAwU/LSPZ1KIhU4pMZQTP9WLvdNK1ENwQ1PeHI2j8lydeN5NR9FnDQVQJqwXrM+E/QN85J3YVlIolZtIdCPENCnRk5v225UCHBfVFpVXlgHhdA+o3ETXftrF4QFlzJCqLFO1hBjKxYz47qXEUG6+BrH/+vLi5rsY6I7EUK5vNv5O7EeQn3XwXhqxzATLlB3M0kbE4enGsXfxoJcUPVkSA2Kr0iBYM0EUUAhmYkEUEA4GAagvhkIxyFiJxLPtbZ2ob3Xj8KxYSPt2XhRSDCxBzAfHCHlgF2Km4JgnlsX1xHhVNRIPfhp16oVCKfF+GVtXHOeDNsqt0IiXER+OZByeE6qUgqfMinagYD8ZDSGGUqoQJllRkDJOlNQB7SLmdPn5OZGSUNkUcXhFvQGqjLArlZs1Y6DdgRRBNJ4UVHUaH2e3VAijNLJAuNVpamHsnY22M14Y1WUj8JzoKRRHBWIo8V50aR/rVwie7HusKrF3dtpo396Jn8QyL+L05ZXzd0RKHwWFajSvxImXwkWBmClVL9VOieuVUvCnElF3UEZ8B1PbTZCp6mu26xaH6GLQtygflx27Sh2fCVmRsN+9cdmxTjikaoDp6iqna3W/7/I8jUxcgNaKH0zKJI8SiRVF14x2Wgjc68XeVa4D8xyMviP1CPb3WPTXKA7PieuN/x0iro/LjGIxD3dxqQLRE7zI2EYku2tB+ftJxCeX0XaxCMq2ccXyWrTevGgvf7tXRE+iPHUvQK5PRj8HfYu2KanE5MkmFD0RQlYCVibRUyNSUXkURRFCVkTssalexCchpHdhHB5Zldhm7FsUQa3CMAKPEEIIIYQQQgghhBBCCCGEEEIIIYQQ0m/pHQeolKOCIHB7QsJpIXJ8Clw/gsdDy0nhBlW4PImnHzOEMi/naKKglIF4ntNF4CkosW7TNPYOgKtTN/ZOh+WNou7stHdOSs17V5PYNSq9vgbRdtGTp5XIu6BduSyX6ysjM1p1fSrrIA8diJKxd/Hfcj2VNu1ASfem8gl75T9rO21qysWRwCTcoJyFTWM3KBdHAnjTHANXbsp6LhIscoNyziAm/pzCzyZwJZOfTW6Cz1M+3a/ke9wk9g7wT/07p6c8F7EnPvKOziLp92BcdiwqjlCAj+QQdaUbVHB8TUXiRQgjJlGWiMMT00Ul5Z30lEEYbWcnYHfusu8+Lk5pcZA3pnh90VPtQPm9sC5nxrs7lc38tNikd28yifWJYhMuK/6K1yGe9EfgAhBF4LnDmXKHImXCz8hG4sXTxbyPxLPL3V9rzmOyKOpOuj7l3tnJZKgpE0Tl+Wg7v10bfycdoWSknnViWmo6nBtUZ+nsJGPv4mVFHwqXJ+dqBYWuMrKuS0TlGVOU26g7A7+f5yLmLjeqfJ+tA1Q19g6Ac38KYu9EHF7KqdGdv+V88OWS02I/R5065bx0upSJqGGdMOoucMd0u1p5JZJaR2rbrpJJlMVF5bnK5rxmmT+WAOK8WifHmBCyfCnPE6azK3CFbBgP5lyj5HnahNe3Tbebuu6Wsca66Fud2LvgOlA4QvH6j9TDxj/K/dr9Po/390wV+yCK85rcz+1vFyOiYwFAZWHUnfst5a4f4a4H/D0Hfz1azLvNuOXFvPheRdeplXg8WU9O1/v9bxLlYpn/rRy1kX2W2+/BT2YaQBFC+iuriutTMxiTRwghhJBVCcbfkRQ2Eo9OUKse7RdANUg6SA34AcW9SxMNFrq/8t5mQhxVLIATORVjyELABC/4MJkf+0OOMgrGuFWkIvAUVPPYO6AiPkrG3rly8VIDERXCG52VaDsTzCfbBMtM8oaqFTLJdbjYtUTkXSCUymUfbLkpxUz2NTYWPbk2QsAUCHBs3bJ9RejkIuIS9XuCGBRyoiQRd+f+ZlaY4XfKlBhK1YSoooEYSt78drFEInJEZQomU/57U0cM5QRt4v0PoxDEe6nFe16JGhTTtjzX0Xwi9q5s4+JOgGDQC+DAVzMaxeTJeDwphpKDQjCmGoln60XbSomgivIoDk8ZEVMnjokGQayWEaoPpYWwLxqQkRF1LgYP5brEtNvf7XRiIEi+CDvAI6PyXN9M3F6JfV5sV9QzUT0TT4tzhh/4MoHQSQkBDwAvDjIaxSnFCpgUOtyYnBBKKSGCAlAIm7xAqGbFSyoDkAfCpiyKvbPTRUxdR7mODEvLCLscvlyLeL4cqoi9Mz72zgqbtFHuNXTpWhnrZ+eFGMooJ3jqMhmMUUHsnRNDiXIbeedi74x4n40UPKnWY++i83csXC4+s/CcW8nGk/uKvA5J/bXNo2ue8BqofH0i2i5eR0AsdFKyQ2I+yEdVYbnK/HkjinklhKw4WEEIAH8dAH/qqxsPltlzlXbXA8oKoLIWTX9tzLExPvZLGzgVtL1ebBR7J8p5/UdaQe7zdePwrMjJ/xgKf8dYyt8tXqQkf/uo8HrR1oFyDx247YrNWFLxd6mfoEHUXqpdnYeXmkfghb/9/OsQG4+vh6P+EkLIygyFT42hIIoQQgghliHrTV5pYvAofCKtwDi8VY/ecYBKLgjH9QIxE8R0QuQUuCGIZW5sWN74y8ppt0z5J0FFNaWKe/lK3GL1Y+sqfHo0GkxtOHjawPXJTqv45maqXnQztHBZkvOiTbQueXM06exk4nZSDGWC9cEYJ3pSch2x45P2T942FT1BrLeZAEc80euWyemUM1R3yMLBYmWiwWO7qUwMrmdZYzGUdTxpJIaSQhblPzMjhFb2PXE34+uIoez6w8/X779O+Gbdn/LoM3DbKsUvOv5ctHvauvg86w96SUEOB716jnzvpDuUMSoYFLKoWq3qCCXqpURQ8TrKFZV/i++tUnJfrK7PKFXsQ/Y7II9byrjvjFHGH0MV4Fyg7ArFII18qj5+2j01bUVOSmzLHZsyuO9jcfzxu3YxCGb8+twbVgqexCL3eoOvhhc52WkrAqrBi5yks1PaDaoqctIoBEbOzclk0OWL0ipDXnYuNxlypZBZ0ZLKUCs7qKGdeMm6P3l3KL/d3CgvroIUPBXTucnEOrxrVKeu+b6aDF1C9GSnu3QWvA+FOMrP59qLofx7iVAAJZeJ85Yx6J7rU9HZpHC5aIPK+VsOUKZUg1LXWjREUsAUuFwm5oP2Dddvz0HKne+MUoWwW/s6JnF+Ks5bOhAvEkJWXCrXAfDCEHf9mBJCA4X4SV5XqvL73woJ986gPM+Lc6cUSsWuT2U5rwNJd7D7S103KPvj3V0vCIlR4OxU/qaUtk3i2tRdZ8JfKziXKOkG6pqEblBl4yqxEAmiC7Is5fhUV4zt+1BX9CReajCdmm/U/2ZQM00IWYGh8KlnSEEUxVCEEELIqocUDvVXMRTFT6Q70A1q1aLFx4EJIYQQQgghhBBCCCGEEEIIIYQQQgghZMWjFxyg4kcfq3WcU4lwc/KOImF5HIHnzDKUeKoyE0+H6tBdwUXiFXO+Ylb8s4kOSjxjauDbmMw0jb2z5a3E3lXdl+rX89s01Xi9VHvj61aXVSPvnFuXdAyKnYRyI/oqou0SkXeBm1Aj1ydbR7o+af+kecXxqZ7TU1zeE+QD8TIuyLowqYTTk/HONik3KFO6PjV0g5J/RYJD0g1Kxgkm3KCKbUO8L34d4XtcvF/Bsjhq0JZLxydj/BdFi0iU1FP/5TI+9d8+YhcI957HUR3CCSI+7LrjY1Qun6yHUlDlQcJkWfHEu3UFk1pZpfxxU5lip5VuNHY6E4484kl159gkvgcyjiT4SkdPuDealg/6x0+/y+26L45weSpOLhDl4p0x4ntsUIm9A4qXX5NdClyefFwcUDgm2bi3DiXi8JAhK198bjIMULl3aVIKmYvAK5YVbYqYulr5grXJALlMOEh1mg7n5rTU1JybU6fpEK8j87F5JivdnYp56d7Uafx0Xjo+uXqm5qaNiM3LdQZT/i3mhYMW4ByftHV8ku5a9nCkwwi84HOzK7J/3Xkrcf5OOS2kzt+xcyOi87fYRYDo+5Vyg0q5Jyi4KDoFU7bz+5hblhnvwqZE9GpWno8CdyjaNBCyMhE744hfNQ7rBAmUhxp3YCqjL7vr/iZj7+S1X3m97q5FgKQzKK8DSU8J4vC0ceakAPwFl53W7oI0+B0p3Z+hy3Mo4KLuAJSOUf63mTLhd6qeS1JcL+Xy1LB96j5A8hojcn829eqhcl3i25hgnhBCVjbo/NQ+6AZFCCGErNr0t0g8Oj+RZYFxeKsGbRdAZTkCYUaAGyQ0YR05AChFHaXgSUbgyQHHIAIv8+sKRvWlOEoorUqje9euURxe09g7wA2eNoy9g79hWbdenSi6pF2+WyaEL3WWpSLv4nbFdDXyTsapyZvLlcg7K5aIou0qoqeyTUX01EiYkxI6ifYmtbxF3ECyUoWgyb5WW2b/1oplzcRQSuywSTFUTRWCErkzu8FrIQYpxVBGDmynxFDl90KJzzfYR43/PCE+m+Bz0lrsD2G5yUUMSp67z9nG3rlpxp30OnJQCCZ3AhJ7yFO1WrkoT2otxFBPgRQsKe3FfLmBgXbCpyBWThl/LLeCIHucyZTffzXcTmmM33dVKVpxX1mx75rEdEocJQef7MBPUkQlBoVstJ1cf+XNgVgmhFL+ffbTxn7xymltlBiTE3F4CkHsW/HXxsVpJ4aKo/JykyErOxUKmzLXpoYMWmUAqqInCJGTLdciws6uQ0bbdZqa65uNv5PxeL7fPtquS9eC1yunu4yPrysi77Lg/XOvXZTrUuTkRVReUGa0EPfYc7H9nGJxcoPY2kaxd7K8IlwGkufvIK4mRXn4V9F8OemvSzI4ETdQfJ+kuNB2XAEV0VUgfJBk/n2olAv9gjufGIVx2bE8lhOyAmKvARoJoQF7fVY2yjJ/ndsNgpi7osCvG/DXf1IoxetA0puYQojnfq8o7W8GxL8V6/12NNGVsKsTfUfqnc8r7evVqxYlrz3sNYX8DZf4vY+4nqk3bcLyqC/JODxCCOmnUPzUe1gxFIVQhJDe5OZJ2wXiS0JI32NFRSu6EIriJ0JIKzACjxBCCCGEEEIIIYQQQgghhBBCCCGEENJvabsDFHTCgcASuzsF89blwNczSsEmLNll9SLwKtF2dr3S9cBASL6Ud4Eq29WNw2sSe1dMq+axd+UK69ar69hUZx4I7PG9u5R3/JGOUpXIO/G0qXtNqcg74QjlnF4SkXfOZl9r8b4I9yAZVWCf4G0Uu2ap5/QUPXXeU5zDksqAzO8wKojEi6yZGrlBWRcp4QZlsjKCBIBCBqN1GInXwA3KdS92g7Kfhf0uBU//yvfcv8dxJGEyTlA6Ptn4Oy3ef/FeG9GeT/0vH+JIPMA7PrnjXoM4PBkTglyLA6z4DhYr8ftlbryDhIuIK3YNJQ/SWkR2aVPE4MG6QfnmYUyjCr++Yj82RjV0h3LVxdPvYXydXF8x7TZl4L+fQRxeuQ65n9u/sbmA7Hbg+mQgY+Ck85M22rknFRFzwlXJujKpMn7OxeOJetCl61OxJDcZ8vI9z0yG3C3Tws2piL9bamplqyISr9iuX7eN1PN98xF22ih0Gj/t3JtsvXLd1r3Kr7t8DeW0PWSEblA+As86Ptmou8D1SUbeWfenlDtjk9jahrF3rjw61yfOv66ePM/qahufpuidxCBeUugMpYrldlnqgiouU/LbH5fLWRWd78rzWK3mW2sDmByEkBWTZk6QMTIar1vEMXeWPK+4Psm+EdJWjPZuYyh/m7l9T7nfhcEeXtf5KaqZOm2a9KK6MXfdoFHkfeq3O+JpeU2r5XV05BQVXVMnXZ968ru5J8cRQgjpBej8tPygExQhhBCyarIix+HR/YkQ0iq9EoGXIo68S/5FKIxSypQReMotk6KnZIQMEETi2UgZ24doONCF3Smgbhxes9g7QAyCykHXRoOnOppHYvA02mZ4Q7R6o1SVEXWBoMrFnfk23kbfLhMCqETknRdlecFMMvJORqtZoVNK9FRO1xU9xYKnRkIntz4v0ukWmSoGgoFCoCTTPpRfpmpC5NFEDOVEWkIMVQiPyjgx6DAST6nGYiiR7pAUQyEa/5b7noj8svF3gXDNfoaxGM3F3JWfhYtb0WH8iRFvGFnu2MFGG4njj1pIx+FlCibXYeyj3QcgBnaUglK6EO7BipHEccHtYPAxeEAYxyOOTVKkGkfWBYMzQiiFMgpMHr9DkZLta7QOsW456GPidpHIyUfe2ZVIxZavI0WYQRyeiMfTRiETAiEXjVeKhbTyoqAO5ZfZuLnMGOQmw4BStaqlyAmZExjlKkMG7eYHqNyJmaDg4vBs/J0TOhkVRNt1OvGSn7bxdzmkQMuLo7q0FzzZGDw7L8VfuZzWClrb46AXPckIPGOn5ecpBEyxGKrV2DtAnC8j4XIxLcvrD0Kmzt9SuFxf3CzOwRKliohJIBBCJXHHfBOVRfNxlrAsF+c7exzokTiCENJn1BNCy+tgGY3XY2TMncXo4LxI0RPpDYLrW3uO9TnDxd9a1MiWR/7WygSPPPUqdYVSsXhJ/PavXGMEIiffviXRUzBtEIuhUn1thr+Hs0xHE0IIIf0YCqEIIYSQVQ8pNOprMRRFT6Q32GbsWwCA515fv497QnoLRuARQgghhBBCCCGEEEIIIYQQQgghhBBC+i1td4BSsQOUCv4AgIu5U9G8nXZmBNbZw8bjSTco4fIURttFGwN8bJ4JTUPkVMM4vNjNqYF7RKPYu2S9VtwjTFgvWF+wbhM9OWrCJ0xlPQPhBCT6kIi88y5SwlolEXmnhNOTc3bSuur6BPiYtZTrU66rjk91nJ6MbN8TcniXJumCYZ2hytg6YzRadYOysVqBG5TxO6hziqpZZ7MmblBifW4/D1x4bF/KZTLaTjg7ufg7U11W142rfL+NrGc3I9rTAaBvsZE4MvbOHetqNR8RoosDhnXUCQ6VSrnvqlG6iHDM7bw4LsgIPaMKx7xMzItlYSyjdQIqpuUT6s5BKnBogovBK9YRLoun3Z4pnn43iOvFrk/irzTXkVVkX5XvjxHRfTbazUXq+eaBI5KcLuaLSDzAR8QV2wmj5DIY4eyUe/cmozBAAdq6NCFDcVArXaOc41PmHJ1sPRnL55yiTObj+cr4O1uvU0b0GRXUs85Wbh3ltGyvjQrjAKMIPBd5F89r6QalhANU6e4ULCvfotgNKjp/N4q9A8R5NeHWkDp/N3KHStaLz9tyh4mvX8Th39dRxTmqeGOL80ZwbijfOxHDWrQRMa+roHmfdcrh+YqsTEinHBlfKZ0Ze0wd91V+hwjpJqZ6TWCnW3GAck5RJrE+e+HkpkU55HzPjgX0iCSErEgw/q5vOXLTp+gCRQghTRj/2pYYt/GLfd0NQtqKdWBank5QdH0ihCwr7RdANbrRLsRQRbyYnC+nvRakWJD5doXQyYh1pdRVqO9rpeAG/eR4t11YNw5PipmaDJ42jL2T9WLRkm1Tb/A0irYLRE7BdowXoQlhUyByKiPvwmg726YaeefjqXQYnxZH3jnRjRbLRFSGnLYxa/VET5Hgqa7QybWvk73YAi4qTI4wl8IoJ4qq1VoXQ7k2WSiIsK8hywpxiRRKNRJDCfFFsExGEigVDGgreSNcfGaBiK2eOE3r4vOw5XkuIvFyH4fH+LsVCiuCAlCNw7M7S/w9kWKmXPt9134Hldh3gljKsn1mvLCo3JgUH/k2UgxVLExG4IlyJevYFaYEUMl58ToqA0BiW/ZtMP74X+kH5GHLv1829s5tviKIUn7dgQDKi540vJCoWJ65ernKgmW5ExxlsAd5F2tXzudQEIGH6CzzYXQZc2fj6JaaDieG6jQ1t92ijo/Gy0VsnhbiKBl5Z6dz7ftuxHHPTuc6FEAVhxwrhvJtClGduBCQoid5jLPRdvJ8nBJDJc7fjWLvXHk8IJk8N5umsXepeuH5V56bEe7HIt6uEDnZHcyfr5RSZXyrFDrZ92vVG7a0x8Ak5XtWrw5FHaQ/E++/bj83Pb8+rrduQkj3aPbbP/wtXzaS1woG4XVJPdFT/FvQhGVMsSOEELKsMA6PEEIKkVNPllMYRfo7sSipXYIoip0IIb1B2wVQWZ377EaOw6lSbiSFTnbgXcErk+zYn53PxOB6Bj8QnSk/5KtS4iaxPuGSkBJBASgGwmV3gsHPxoOnjVyfXL3oyc+WBk/j9Zlqe2UK8VPKKcqJX+C3754EzaXIKeH45ByhjBcgaVQdn8p5JZ2FtA6dhUSbuqKnPK8KnpoJnfK8cCTqJipTde8Fq1rNi6KMaV0MlWWuDWrlMsDt44WARNRrIoZyA9015d4jpVT4ncpUKOASwibl1RuRuEx8TrE4zX4uVnwWOz+V9TgotmIhnSDs56RqCL4/hcCz3Bdz7fdrIYZS2jgXKKA4FphADOVFLHIQxkDso5kXBCkNd/C2IiK3z9cRQ9l1NxRE2b8qnJfrsCi7LfmG1VsfkBRRyXNGYJTmRD/+NVqhTybckmpA4JaklXKiJG0y6LLjOTJ0QDsxkhbf7RyhU1QO7/Q0QMFNAwgdoJB5p6hSiGXX57Yj1m3dmzqlKMv2Vb6Gcjp2jnJtymn7nkgHLe3cnER5KT4yUvSUEDZZ0Vt4nhViKIh60fm7oesT/HobuT75abn+xvWkk0Nwfs/9dOW87fZ/cQxWYj8U06sqgaDJHc+qSnhlj3vxtUJ5vqNDFFmZ4H5MyApAIGyq/9s/fpjJtq06U5pw3tYz1TZBuehLZbpVVvWLDUJIn0LnpxUPukERQlY1momeursOiqHIygCFS4SQFZl6XkmEEEIIIYQQQgghhBBCCCGEEEIIIYQQssLT/gi8PHqk0LrXiCJTujwFDgbWHUT5B/iNUpUIPGtuoQyEfEvYetgn/O3m5XYz8VRkBucC5erJzCgtFpSxOUADVwj3ZCYa17PuS02jdaInRQOnCxM+3RlH6UTOUYB1cxLlIgqtWJ91XEpE3glnIPf5JiLvVBCbJqdzN+2j1XRj16d6jk/1nJ6Mb9MdjPGONZLYGao7blCqZt/oyJHJukGVO7l/vY3doJT/Qvg+ZEa4nhWvwdYzyj9JXIkqFC5cgVOXKDdBbGFeRuLlfp7Rd/0D+znluT/O1WowIuYSSvuDqvzeWjcoV0/sK8LNSRlTuj7ZZsbv99p49zJtYDJ/DIUSX9fgyXUVfo3FMgNVJ74ufJA9NV82CScMki5PsHF9ok/eAspHs8kIt+KtUuLtCo8fzi2pdEFyDk6QsXc6qK+FtU9ufBQdVO7i63KTYYDKXexdbjLUlN+ydXwqXJ5UFG8nnKdEe7fuMv5OC3eoLl1z/ZPTeekWVbwX/rUb8Z54B6iyb1qJw080rVXk+uTdwtzx0Z6X5X4ko2Eid0Zb3iz2zpXXPTcnomtaqNco9s6ffxuft50bo3RqlNcrqyDjsmMD1yfr8oQy2jaFiheV5zejDWA0naAIIYS0hVYj7wM3Z1lP/nZvwfXJOkna8mKddj78vavC2boEjsOEEEIIIYSsgrTD/Sm1TrpAEUIIIb1Hr0bgGZs5ZBGxcqZR7J2bLm722YHzQM0U34wL8m78QhNVdelA5YIgKsnePBR5SkYBzWLvXHlwAxINB09bir1rcfA0GCCV9US0XShyskIpL2JwwqZU5J3rhxTG6KqQxsbVSQGN1jCuPBflpjXRUyx4aiB06slg5bjsWMBUY/WsMEpFgjqguRjKWCFDreb3vSzz/VYKqGWh0KmRGMoJm5RP9dFCKYhSaFIKsYKvhohLcIIWOS+Faq7ci9uS8XflPAeHV1zG6z+4QXwXe4fysKeUFyVmyokSlZLqU1OKlsSeb48DWSl6Aor9RBl/bBeioOD7I46NRXwpQjGTPE3IY7LttPyLsL2xbaTQSQz6BOuJRE+pqLygrl0m2pjUdBGcGsxL0ZMS4qCiTIienJ7HR8x1KIRCKRFtp00Gm5lWxN8p1Gy0ncoA2GUqaKPhxU1S2JSbTNRTQb9l1F0exdzF03F0HgDkOhOvWYmowPK9CKbLt04rL0Ir3pjwc3GDfyo659YRQwkBs43TU9G+lGrTNPYOvk6zevb8XTf2LihvcN42Yb2iXBfn6vg4b6dXQuLIO2XFTkL0pGo1BCLkehgjBKIorjnK4+O47Fie5wghhPSYViPvXb34WiSKvG9F9CQFT4VI2l8LtCp6Cl5D95sQstKz/ph3ut1m1ttjeqEnqwaMv1txOXLTpwCAUXiEkJWS3hA91dsGhVCEEEJI+2EEHiGEEEIIIYQQQgghhBBCCCGEEEIIIaTf0v4IPPmUYbTMCMenwgWqfKrRG0FAKeWt1m38nX3aMfMRSEZKtwwiKVfVBSrVH7ke91Sma618G1PnqU1Zbpo93Rk9AZp0feqhe0TgQuWdIcInSqWzEwp3Fuv8YuDdnFKRd9bBSYvpVOSdjE1zbk4aPopL+6gZ6xjVzPUp4fjUTkeGeuuyzlBJNxtRL+kGJVwo7OtQNePdKKwblHOOauIGZaPDlI8agxJxeEDhDKXFHh7E74kOy/gz6RqitYgnNN4hyMbfuRjDVThrqZ9h9+1x2bFiP0TpXGSPEZE1k3SRif66KDp5LLFRedbJRxcOUcWM2JeFo48q67tlItqu4gQlHmqXrkxuvt5fNy3j61B1nhLr8i5NJtqOyOsTi+SpycbhSXcj6XxkjwjOKckdVurF4RUuT86xCd5xKYcSsXQaWmWwIYe5yZArGWdn22RljJ5fh4vAC9adodPUXB86dc0t69I14fJUC1yetHztkE5XQOgAVUTf2ffMx+YBMk6wcHqyx1Wx72g5bc953t0pHWenqufbeB3RdNXZqcXomoRzoyxvFHtXlJum523xxro2Lq7WvbGRO6MsT0XI9iOSkXflOTdwfcoy785oydwXzxUZ6eJYukE5H7c8ZxweIYSQHtGdyPvUvYVU5H0z16fQ4RnB9ayKr28JIU3pidNTPeq5GNEZiqwMHLnpU3SBIoSsNCwP56fUNukCRQghhLSX9guguuotAJSNlbPCJjk4ZQVMQZyS8nWLlmJaij1SIqd0ST0bd5OJwU8x3u1uKiYHNVEdSE3e3KzeAG019k6WNx08NVbAJNqJQVEvripujkohjIzTqUTeWWGM1qF4Jo68K+eN1kIw42/EymgZGNOy6KkvBh6leKToU+tiqGAfy6xoRMPm1zkxlI26ayaG0n7eD+6K7VhhlIjKkz1ToUrD9y2OTbLiJu0FMk6gJj53DgT3Q5wIMfcxeLZcCH/cPqVNse/KyEqhUgrEUBpuPw8j5kQTQLQpBX3hLlaWyVi51DqqbZzgSVXbyHg9uZ6gHVAROQURbELgVazQC3P816T4zmkh/KlBrC4QOXnBEQAvPjIKHcqX5ciQlRvITYYBpepVC5FTVgqbBqhE7B1kzF2xvnoReJ3aip5EBF4p1sqj+XrTXdrH6OXltBHrs6IwI94/ua8EgicZZ4dSxFTWk9NBBIwtKzoVtonO2enzLxLCJlOp1zC6JiFc9uWNY+/CevXP2246EDwhHUGbijltcJzvN9hz6YDiEtZF4MVxeJlKtfZfTtj3shRm53lxHrfLyjKAcXiEELI8cb+/lHK/uRz1ju11yk0shu1F5CVsdyLvG107AHCR9/53eHPRkxU8ud+B0QMx3WY5vo+E9BXtFDy1ihRGUQwVwug7QgghqxKMwyOEkOXLc6+v39ddIL0MI/AIIYQQQgghhBBCCCGEEEIIIYQQQggh/Zb2O0Dl0ROFqjqtdPE0piofXTSZcOdQyj1gaLLSzchGgBmI6DvhxCFkXNIIJFUin+yP++l6riPTKen0JNwjYieJprF38HVajb2TdZq6Rxj7JKkR2/IOLvYJUBdz59qZMAIvjrxz7YSzRCLyzkeoae86keci0s23sbFqK5LrUwrZj1bcoFStFrhcOaedWq3iBqVqdqdq4gYlnrg1LsInirtTyn9P5AsIovCsA4hw9bHrDdygtHfzsvF3jL7rt4zXf3D7rtGmiMGzSKsiGXFZRtvZ44dR2u9fuXHxpYUblHdCKp48L9tA+SfSM+WPvRpBhKkywVe/6vIknmQP3KPk8mheujwF66vj+hT3QW437ItvY4zyrobW2Uj5eet8VAOEM5RCTYXzlsKVqXj/c1ONyrPOThmMc2+yMXm521YGrbyzk4/Qy0p3p3JZ4BSlhDOUqFM6VflYPhX0W04b4z/f4rXLaRF5p5U4/IQOWqbyefpoO+/sJCLwTOnyJNoF50/njADvemDCc3iz2NpuR9cknBvddJPYO1/PND5vA0Duy4vvqRbxeNrH04pzros5left+DgPrLDH+npuIKqjw50/gwjaWuacopKuIFruIOUkvAsUEF49Mg6PEEL6AJWFMaeZOLYrVY06LctbK6sWmURZo/KGGDS8dpDlja4d7LS8zpHuzYHrk7huKK6fjHdFLdsF/WsFeVOEkJWQvnB9qgfdoEh/hjF4hJCVgb6Iv0v1gS5QhBBCyLLTdgFUJgRQlZuFLqILxcCxFETZAarMiBEnVYqbTNDery8tZ0qLoMJ6xs7KMbBMLMzDpqnB1EAMVRE2NR48bTX2zk23OngaCJvgBQi59m+X1uFgahyBF0femcSyVOSdFNaISJlA9GSxcXgroOipHs3EUGHwHFwkXlGvKoYydqC5mRjKfjeU8vF4tm6JyVQoikrUcYIWGXskxW4WOY1CNGPbrOifEWkREWGnpBDAiH0v137/kVGWUi2ki3kXbwflj3WZgQvVC2LkQjGTXaXoVrCZhrF38XRymYyv88vkgJGBLC+jJ1PrEJ0wUZ9kk2Jeip6MmzaBeMiLnjR8NJ6NqLP1cpX5ZVDIZT1oJ3oCcidsysX5zoqhwnbKLXP1kAV9yCuiJy+GMkF5VRAVTzuRWBCBV25Yi/I4/k7UC4RvZT37KsNIWr8fBjExJqxXf3AyjKRpR3RNs9i7op4Jo2xS5+3izfTiPXsutyJmeYzPtT8Xa12Im6yoMYpE7Tcxp4nBcNVRXspmQjBcq0HZc2mWMDt11y/heVPG3jEOjxBCViCs4Mn9Lsr8MV/GhKfmZXmjeVdevw+t1KsIm8Q9g9Rv/4bXDoD77e/WF0feR6Inu015carktTwhqzgrkuipHlYMtaoKoRh/RwghKz9HbvpUX3dhhYVxeIQQQsiy06sOUPKeYDG2Wd6Qy1QxLwVRxt/4C8RQUH4APIukTcETic0kT2WpG9D//+z9Paw9y3reBz5v9T40HTLwYCRKoq4PIdCQiQMMLDggBDjZmITBTf6AoFDhQJEBAw6siAwGMMBo4FDhwMBJTuDEOMkAFwoECgIuSIEXtI94qQ8qmECR4SHP7nonqHrfequ6utfae6+991prPz/gnH91d/V3d3XvVU8/D1oHqdUP/eT915KhIzT+gDnpPD1yfTpV7xKdp9G1petIDZ2i7vLky8t9h6m7QeUmhABqubkbbRyfrKM1CmtUm/Bp4vh0q52IMzGUruvGEcqYiqHMqeKUGMquo/hjfup/5O+EUVZ3xng+O9enecc4uSO03KfePoq0ezqJ39Ni15q29kNTuCZGkZPd17GNjuIl/1/7twmb2jydE5P2w3tlX2anVAjrCJqR2K5vtmkUOalsKwYHqFjHXO6i2MfmiYKnVF2V3HQLQTgk4k5OD9I7MyVVFyp9JWtzaRJBQmqiJ0lI9eSYgAlAcHgK7lA7zk5rKEehVFaZlrXOY/u+5lEAVfe1uj9FRygN5c25CM9cF3eGc+jntns2T+pNBE9T0fHm+YvN872V+3pnOTccCZf9eV6e2ebgNH1uw/YhPpfDM3yvjV/X7jldHKHas/lanZ+A+oytzzQZn32xMzwtkKU5g/gzdnxu5vYuOAqXbRyAjRtUszZbQQgh5G3YbfOB/u+fFD4aCX8jaRTDAkBC+xssLqMTTGHy4dZ8+8Z6M3eo7QdP4beO4V3m1LtDG6/D+4a9YKEXPdm7RhU8+bvvqNp/Lnt/WxJyQ9yC8GmErlCEEELI23MNzk+EEELej3/1b379ozeBvAOTz+IJIYQQQgghhBBCCCGEEEIIIYQQQggh5DZ4UweobryEry+z1uH6hWISd32KblBQKc4jiy8Fnc1H9yFitP8YxgZnJ/+SEkP1OG10FsGOA1Tup5+Kvdurd3H3iDEaBwDWaI+fBzeJ3rFJQgRe5yyRc4nRAaaRd9q5Q/VxdwBuLvLuXGw/HtMXxEi8k25Qdp4O3KCQcovOi/F40axjjHkYHDIciz6I53Pm7nVDziDkPOI1qlkh1qaqunuR5NC4aerdY2rd7t9uvGzroY8u87EWfzdzc9K+/R9dnjxqTyV80R7+Q1+O5k2+DUeuT3F+GYZ995pblW2Exbu1JlFCYqB09//ouJSDdUCLmMtd/Fwx2aoOS5qQ6hKzJkBWd3haVfBVOBUZ0eUpROCFuL0VCX0kX2p1NnF9zfXpKfcOUnFaLHeuWF0EHoKzk3QuT3bcbLg714PLU3R66uthM79HzXTPbT9Yx05Rl4iuOYq9KwezxN6FOLoYT9tF1eZQHp/bB218fE4bNxFzajGPy+KuTEg1Ds+cQpbUuz4tOxF4Ce2dB/2t3q0S6N5l/Hmuwhg8Qgh5S/ba/BB7J+PfPt3fS+MwvKyDOxQQfqPwf1sVlfE3B2yH67jx3XT33WEYf/TuUMYP9fYi70PMXYvAC8t7iQuU7D0lCbkdbtH5acZnj8Uj14/FWX33wzcfvCWEkGuG0Xfn8/2f/RZj8AghhJAXcnkB1NMglgg/MkqNUPIfEkMkmHfmLdL/0CZA3z0Vyh5nEldY60yETW1E3YYwbdfUPXSe27pm0TrtB8xQ7/CHzrbci3ee+raGDtPwA6iLn0KHaexw9Y5Bi8sx0cGamxhmFnnn9dY2LWub54Yj786hE0IBJ8VQHq1zIIZCjj/KF0GUMRVGAVtxlBE6xQEUMZudm9yEMLOO8Xs+b58ODfcuwnWkGTHSrdeX9p0eTYhU2lsJl06M2vClxOu/dgipXbKDwCWu6mTsnf07iJTGuL1SrvfZZFoXlQcTLcVOorB/4ZD4/W2iLnu+oE2LsW9ZS1xljIiLoqccBEplXBMZrZK6aQCwQlwEVaY1AdMao/GQWl2bNy4bk2XXmDvf9qFsZBd/BdHT5BhZuTUzQeAWz5/F3/lzrBfL7QvfQr0ohkJ4LltnZB6WgR1hU1zeQWzt2dE1B8JlAE38NIm960TLMarW6o/Pbey08ZPn9F2KXJfkz0VdWod5GaF7fdfb7l07F8vSp2yuqz/r+XwkhJDX438/iWziTss/Jmzaxt71cXbSC51iPJ7AX+SKJrsXUcU4O39l6sRQx8Obj5/CO8t+lO7xu0Nfr72QTiPvTfQEtI+f4t93k8e96ObJF/Zv+mQk5Ca4F9HTjHuPxYv7RwghhHx2LJ6PQihCCHk9jL77XDACjxBCCCGEEEIIIYQQQgghhBBCCCGEEHKzvG0EngDNXkHaV4ei9evO4MaULFYoRN4poEkg/Xf323KS7gvL8oXjjqeTjc7FucS/AlU30dgyOEl0blDhi8tTsXdx/Lmxd23869wjyrbGKJzgIBFj7rryWhwkYmRODtMOIu9mMTufxSUh7ueRG1T8nnbXDSp+6Zz6L3f3nKF83lIIM1QHEHf7Ci5g69qcoe7dGeQT833+1mPwALQoPKBcF8swg10rCcFBLFjj2NfkFmfauT7B2/gSZ9fK26i71q7HRWNY1V65FMK/0QEwuAd17lJhnu7b9tnyfFq7P6HD06j7yL45IgGK6PiUtMXPLYhuT4Jc79e1OkPlupMrEh7qzb9q8nplWh+VF+Pw1qBxzhocoUKcna27rXfrPuXbF8ru7OTTsJ3WuTzJQQRhf5xliEg8coOKbkyzGMQxqnYTiTc+w318XLa2ebr5XxhdM3FutOUdxt5F18Z1eJ6Pz+1aHtv4GG8an9NX/3zWth9+34lg17kuay/xT6m5hq55JzS53sve7qk/S1WkPaetXj1+jMMjhJALIi3OVJaludzWyFOJ8abh7x1NrVyml39Gl6fONcomCXr3pyH2TkO9bpnxITJ9j2h//0d7zPFv/6N3h1ZveHc4FXmvwzvFC+LvumekjE9MQq6Xe3Z/GmEsHrlGfvr1zxmDRwiZwvi7l8M4PEIIIeR5vIEAakcwkZoVvVS7eI82ktYZrp3lffnHurRk07M9KyOMq3OFavZDoqUVyc7mxsXEKJ0yj4ZyXUveDo+xdz4+LONdO09zKGubr+tYDVE6Ln4KHaguVJhE3nmnobZpn71T8FAMZefzSAy1wn/4l80P+HNhlM9bFh5G5v4H76wtKilEHZaq7cfyz34OPyW5tgMhptTaHE3xGioipxh1h9TaxyhwkTBatImCRpFTE7hoFUeF7QrT/LlQ5/EWP5R9Ovrpcbhtq5Xrw6kbtrKie6D4Psgm7q2JhaqgJ6xiT1QEn56Qg/gw1oPE+LoSf9dETwlfhTi8uLw1xtYhxN5pH43XCbK6iL4xuq8XQ0VBVC+AamXE4SBmKsKmJpwrqqrt9TEVOcXrKEbTTeaxcozEmwmlrM409u4C0TVT4XI5SOfF3oWyi5/G57ZNO2rjb+Q5bcJNoGz3rnAzh+MVxcRZoZKBVCsu7Xrv3h6zAilBltrWaW6d8GiCJ4/D8/O2p54nhBByDo/pi79zjvF3/veP/e0TBUzLJA7PRE5RCBXErE5qwyXKbhREDdMq0xg8DO8e9tzfeXfwdw/72//g3aHU0+27g79DHUTeR3V+eO6fK4DqoACKXDmfSfQ04x5i8Rh9Rwgh98u1C59MWGRxc4QQQu4Pxt99PhiBRwghhBBCCCGEEEIIIYQQQgghhBBCCLlZ3t4Byr4WzDFKBL0FfQpuUEBzYUgSBooT1Mk4PIR11GVFlyf/SrPGNpkbxan4OwlfSkb3iGMHqIl7hI5fhH6Ae4R9ARqndXF25gaVdx0kppF3nzDu7jls3KCqa8SRGxQwOEIZe85QwNYdyshazqk5+cRrIMYYrisYffeJ0HY9eFsiGdDQMI+xGfZ1ucUq+nBzbCpuO3XZGK7x0FZqwsahJ65yE3UH9I5Ndbh3mGrjdajTReZ5ObjFKLYfxsflTebRWu5i7/xwteeTOSdJdEWqdK5PUl2a6vQH6V2jzHmgRNklf4CtSD6P1wXc/cncndbg+LQiBdenNn+u0Xp5cI6y7c7DPsxi77pYwDo8d9byVXj8XTyHe25QXSRtt+y+vHlmh+f60fM8ukPNHR1fEV0zODfaPGfF3sXx9dm7eW7XaZuo2nuKN63tz6bdqtP8OJgblNVbUnMNUW3voksahvtMUL+7zQkqtWveHKr47kMIIc/D3J/s7x0sSyunFofn8Xdp6/qkSbrxuoTfGUS6CLtm3tk760ZnJ42fiHXztDo2LLN3hRqdO4/PDe8N9V3j6N3ByqfeHQBsI++jM2J8Xtr0c6DzE7lyPrvz04x7cIMihBBCyBbG4BFCyPOh89Pn5fICqKfQqSat41dFXIwhIn0vtUoVO9XR3e9sWxFUGasI3VFeVlFAJYieQmeWokWFSS2f8ePfJgLPhvPkR08f3sbexfHnxt75PJfsPLWOQdv3dS2xObXcWeXPOlB9Hjt/ZVns+Dufc8RQwFwQ5dNmwihgVxzVCZ7KiI2QDeiFbjynd4q2+92ur9IuWxshRVhg9btouyAkMLWQt6va4kyLiqeMTuq9R2oxckGE0k0L0Xaxee7EUWjl3X+t3IliwvMkClwmy5Zue+My7Xmi3TyCIPbRURDUC4c8sQt9tN0Yh5eHqDugFyyV4RBhJ6tH362aPObOlhGFT/PovSEOb4i6i3W1q4NOEDXG3vlx83OAoTyIoYZzsy9yCtdRfM4O82zKs3nG+XMvjmpxapPn90uia0bhMtCe3+fE3ll7bZF3w3MbwFa0PDzPb7J917DvqO2W7VMSF4JJjD+qnb5qJ7QT4CeP9hWVLh6vf/uM26AtBs/q1W14TF9u87heAI/5Hfisx4MQ8gykCZ1kWbyNFmm/EXj8XRStxji8FMoiIQ58O62U0QRPoyhqnNYJqHpBVS+Wju8AwFQ8rboZP75/AJj+7X/47lDLm8j7MM/0w4Y8fdIVhjhCQq4JCp/O41bEUIy/I4SQ++Xa4+9uDYvp+4xCqJ/98uvp+L//t3945y0hhBByC7yJAKoJMqKQA83Fof4oKYuM1Up5E8y3Xd7oBtU5O21ET7UD0IRXViUDZ/2UN26frXUjgNLhR9Ba1vEH0fNdn4A36jwNYhjvQLVp1rlodYYOVC/T8eki7ImhgK0gyjgSRgE74qhR8ASETnQN4pcb7RgnZ/F9/tY7qjUrJJqcuEMK+q/GzUEFpV3SzlmsCpxgoqc6LQXhUCd4qsKF6J6EMK0TPWk3fVzGbJ5OJCP9PNHBKQpbFWEeF9ZoP+xlGx/FVEXo0/qV2jQTCAHlsOqwzy4wGpyWVhU8SBiuD8YHZBcy5Xp/u8NTdIc6IX6KYqZ1tg2DGCq6Pm3EUNq3R00AtS1PHbiAyfHf1hPsi5n2HKB6YbLNpyfmGZwbBjHU+Py+lHODl89wfepEy7PndhnoRcs3LG617X1MX1x8LQtgLlBAPa7RWs5F3rlrw7DmJnRKArP6UGzfCf3tM4hAxd9hl818uq536Qa1J27qEIG7TwL+TnE07z0dI0LI8/C2QcQd9Xw4uEG5GMrcn6Kzk80Xxrv702IfR7W/h4oLNWo5CplkED0N04A2fxREhcfOzDly/PsfQP/xU32vjO8LEkVK49/+R+8OwNzxOT77ZgKoI6JZJAVQ5Eqg8OnlXKMYisKn+8UED9/98M0Hbwkh5KO4ReHT409+4QKja+ce3aD2BE6vmY/iKEI+N3R/+txspEaEEEIIIYQQQgghhBBCCCGEEEIIIYQQcitc3AEKOfdf0NvXghndl5klbikMmxZLFFrL2+8M+0ASDS5P/iUl6hecLcmpd3+whcbpB3TRO5Nxo5195xJhX23GetX96dzYOytf2j2iOEPYQRicJWaRd5Np/HL/8ozHdHSEMvacoYAT7lAxuhDoXJ/2toF8EmZOKuYAFL8gt+H6r4T5ynBz/GltpXp8KbJ212hcDdDmGZ2aRpen6CB1jhOQ+nxheaPrkO/Dzsfx4yEI86g2V8IYAwdpLlYWfxedlBY/LL2rUtaErDkMT1yeNG3i8XqnpxqHZw5REK/Xr2c/Gm/qUDXE3PWxd8OlEgvxmMWJCr9u7By1aye4QXVuTjI8g4NjU3RhmJR7d8ZtGUf1gtOjPecPnRvLATs/uuY5sXdh/NFzG4C7P91F+z5EeHrU67q2OOU1t/Ei3bup2jigOEGF2LvOBSpri5NdFGrrXZYu9u4e4/A2rk1+LPe/m5AkHmEFoHeYHNlxh7rV40UIeR6P6UtwdlpKu2rtR2pxeKWNrmWLr7M2O8bZxWhTi7+L09IwDSgNtj0zqqtTfB+NEXhd5B3a8OZv/CE6d/z738ob92cN0yZuUDI4Rb0o8n50iDzTBap7lhLyQdD16fKMzksf4QhF9ydCCLlfbtH96Ra59Ti8lzo+vXYddIUi5HNA9ydyeQHU0yDWiD+a1R8ZRQWaUosTQYLWXwLLj2w1mg1pK4Lqou1spIb1KJAFKvbjYessLj/8hfnDpENiZ+w4fhA5tR8+44+erbPexU/nxt4Bb9d5qm35s2g7i7zzzittP6Kyk+p92DvOe8Io4FgcFc/hOeshd46GdgGhk0MzSqSbtdEYou1C2xHVQhneWEonekIfk6faCWHOi8PrRVG7sXexjMl4X8cgZNFhtK+rHYd+PdJtRO2basNhljZOquipjI1CojJco+205LO6YCnG4UWhlAQRFADI6uKmrOLCJ8Bi9VrPntcLdVaVTRTfGHU37lPR5/Z1fJ+6XkMbxnba5rgiHP/2nJ4Km2bnfRAzdWXV/XlCR2OJywvP5liOkTbh2pkJlwE8O7rm7Ng7Gz95bgO4y2jTaYSntx/hvUkytL7v+RVone1ZoXZRJHGRU11IL47yRmcQ94Tl6rrefBzeVPAUxE4eTzUcgxEJ09XHTSrOxFGau+249mNGCHk+XexdiLmTGHUXfjOAJIi10ctS2mX7oCq23yIl+q6WsbQIuy7OLsFj81RaGVa2edIgehqW1Z77w7tDfB+Iou0THz910ybvFGPM/Usi7zcfP50pgNIzBLCEvCUUP70Pe2KkSwujKHoihJD759bFTyYmupUoPOA24vDeQ+x0LnFbKIYi5P6g8IkY/CWLEEIIIYQQQgghhBBCCCGEEEIIIYQQcrNc3AFKogNUsErXJM19KaXqwlD0V4rsEXi6BLcG5BKHF8ydmutTNPIQ/3JSk2zdPDpXiOZoomdauUtn6xHHt+HmANWcITB+BYrm/nRu7F2p80buEfYF/ubr0LXNE52iwC/yr4Wj83DkDnVqXvI5sGvgMX1xB47OpSMralZbHc7BfU9Dexucn1BcnmLUnbn8lU/ra2lwWBrb1BbJIb3TU2jXdVLeOELZvzLMP1lGtxnuLNT2t1WSvuJYx2Pg2jydIxLUXaCAeogtni5E283j8CYuTx5pJ17PM1YCWcdovHH5Yf6DOrN5dOfftu/bcj0UPRtnp5k7VP9sl+EcjtOm5c5doS+P6+kicMPzvNXTzq1RYv7fJLb27OiaM2PvAPgzevPcrttn3GW7Xx3svMUQaccoItWtzY6zDQPNxc7Gp9Sc71S6eLzQlPSLB86KwwOu4zxs3J6AuePTxO0purRMCW5asldPde4OZY6jIR7vGo4XIeQNkBZtZ+1KdIRq8Xipc3lCSlBrl1NqEXYpOENZ/J25O4V4vDINPj66PBXXp+YI1ebZukHNYu+iE/T4u8D4HjG6P8/+/sfkb/+TsXenIu/js88cIvdcg/3Y2fE+zzGKkEtB56fr4Mix6Rx3KDo+kZ9+/XN898M3H70ZhJB34Nadn26d6Fh1DW5Q1+T4dMTPfvk1XaAIIeROeZsIvBQ6PewHTA0/PgbxE4A+Ag8JWn//FIsYst/tEDqgRNqPgNI6VsUimLL9aKklBm9EAIF26Twzug7QcVwYL1lbbI4Nr61O/AH0ObF3tqy36DyNnaQaOw2HjlV2QN0WPF/kxYxRUtagaYiCGnPexgiNIGDqxzVBi4ugUEQjqv00n0WDAHVHQGPzz8QqY1m7+Saip7qefh/DNBmW7btX1y/qw1H01ARGRfSkYT4jT+Ln1jr9QaLYKeGhPhRXTchBZLBC8KMuYZm9yWOePPA2sXeDGEp9uK/TCZ2wvSxsfF9JpudGOmHZvvioDA/CqHA+T5d19/oQ1UEMFTo1Qzleo7Jq/3wfxFBtH/R50TXnxt7VZXexd0G0fK/PglHA6SKa8C4jQOsYX3MR48xEnJJDJ3ntTHdxfteKObEZiOPKunbi8Gpn80cIoabxdsBJwZOLEaKQKaV9YVPsKAd2O9dVtV+GPXdQBVHhWmYkHiH3w2P60n4XGH4rkGVpbdDSxFGIbbfF38VhE0clhPFSRUtNwGSe1xpET33knbi4yeaZR+Bh8x7RC6DC3/c6fOQUxVGDGGr373/7e99+Dzkn9u6cyPv48dMRK/wY77b9hFwYCp9uB4qbCCGE3LPo6fEnv7ipGLzIR0TijcfqV2/ozwdG4hFyPzD+jkQYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5WS7vAJVzF1PXvjRvUSKiMvl6fhKHF8q2DPugXETbsrP6V56S1WPwyrrQysHkSM3C/px9im4U3XjFNlrH3JxG16cwz3Ni78I8F3ePsK/uo3tEtMSn+xMh94+GdqGOEpEyPkS6dW3l4Ppk7Z4Gp6cYSyfBIkgh5Qt3c2cZjKbGtjuuai8Cry64/TtxaZo6CUWronE9YZLYcehsn8L+1e0wVyRBc7VSlc4ZKqvAfFZirNwi0X2pd2HK2h6qXRSdVBeoEI9nDlBZk0fjrZo2Lk+jO1Rc76nhbcxdHAY6a8XorDX71+rMIu9QjRfic3bybN/MF5/7uS93To3dsznU02H50eUplMXK3fLsGb59Zp8dXXNm7J2XB0eoT/Xc1nBc0FyLNLg8QTI6F7u1j/R0hyLRLsLNlgls3xVnLlA+fhaHV52Nxkg845LnbOr4NLo9AXPHp8HtqcwuzSVLUu/yOtI5O9l6hipD9JJHDtZownjM1e+7j3HPIoS8Hm+Thpg7L6fq+GTRdssCSa3s40XK3/ghEk+X5uDnZWuzUhvuou3s/TM6O9X4O381CuXoJgVsnZ66WNzBCbqPwGvvB5vo3L2//4P7quTcRVNfLPL+BP5cpQMUeWPo/EQIIYTcFvfs/nQPzNyrLuUKdavOWOfASDxCbhM6P5EZFxdA6dOTl7vIkRQ6n5Z00Hk0xOFJ61wsvYut6J2us8506yXNoZO7LNT/ORV/57OMnaxxfBzO/Q+fiD+CughL+w7UE7F3Ps8bdJ76D59D56nBTiZC7pvv87feMdVFSQEtr20ka/MOtE6bqEYK7bULoyCtPUyKEmdn80TBqnaiK0B6oVPQKehQ3giigF4UM8SWxGXYZJunezadElGFlYY+sFZlWJ52oiedioqypiJ6skfcEIfX6vUq3h91cWHTKHoCSnzeSNbky/ZlokXu2b+6EUP1y9HJfmAQR22P3/Cv15HptM0zdxBEzcp9jOKwDWFaL4bSXtAcRVQadt7mj/Eyo3AZaM/vM6Nrzo69i+PvPPZuhrVfMfbOb3eR9v6TpMXglYnt/SpricGr9UrH+fY+UcxFUDZtOj5GvVVhj0+LN1AQ91yEmeBp2TbmM8GTb2+MsxtjrWfjfXIUQw5HphOkNXFUi5BctxGCttmDeOwzXeeE3DJd7F2IuYvtj4ssa9siJogCupg7tbL9zZ+SL0ND262LdFF3SCjCKdTXCxdG9WUIeo22zR/KJn7ai72LH11tfgtYw7vDEJ0b30XGv/+9HARM8XeCV0fejy90AUntozWZPEcIuRQUPxFy35hI4rsfvvngLSGEXILPJHwywdC9CH7uZT/eGovEoxCKkNuA4ieyByPwCCGEEEIIIYQQQgghhBBCCCGEEEIIITfL5SPwggOUhi/FZdH+S3Psfz3vn3yLli8jY1SJuUxklBg8oCy3fr2oIi0GD/WLy7DoaIH/LCP36FAyG1+/+pzG5KzBASrr5ovQw9g74O3cIyZxOvyqnhCyIYf2Z3RPSaFNzNXhCeb6VKelYINU3X2kNZUhQi+6QY2uT9EdKmxbdeGxln4bX9fKmAz7uuL+di5Bg4tgjGrzFW3rRPeT3h2pxePFODwbLhs0DHd1UlevuENtXZ825bCsFVt3KACbceP6dTI+jy5PYX/7ccD4sJdQr4u2iysbzwUm4zf1JtPQro1pjN5sfHhux3J8niPH+UIsrrk1AOV5f8q5EWjP7zNj7+L4z/rs3nWx0xCtlhUeg1en+TEP7Zm52elDfW8dvhHwNmTYho2jaXj/jOdpE4lnrOuhA8dzmTk+uXPHKcen0e2pLLDt0+jserQd4wiPXkqtfbRzE+YZI/GA3oFL15UuUITcEtLi7GJbFOPwyrC5y6WundE4PjhCIaHVWyS4N9WovMWcotof/RrqFQeoOE9bXonEa9PGWPsuSjf8FtBH3g2/BcxconVwhxocnzfuzyESz59j0YnyhZH3e6jK/u81hLwSuj4RQgght8dncn+KPP7kF3RP+oQwDo8QQm6bywugfnxqHSiSSsc3ANXcbO+HWbrOIxFI/YVQUyod27ET0X9lDB3Z2jraJUmJQwoO73FFZuRefuQ8c5/6/pnuF8AxWqd13rYfMzt7fNUi6mo9yYexd135wp2nURDFjiRCiFPbXe/IGcUDm4y31r5p6JyRIFiKbWMUR1mbPa7G29PQ12OM8XVHgpdO+BSFTmGbopapRbDFfQz/xp6g7jC0uD5IEzmZ6MkYkwVdDIUmhsqQLt5uVfFou/gwWpHwFVb8qIvPZ2KorOKRdzkIrkbGcWPdvXn3RE/jpbHpMZv1oA3jQtptN30ULE3/reU+Am8oT6bF2BkT1bVIPHTP7F6Up03oF5/h8b7IuRMRzoTLANrz+9zYuzqez++KhmMJNHHPunoMHmx8ENZbO6eSgST+7qaLbERQvuxhnA9LW89M2BMj4jpxz4WThTaCpyoY8KgpYC54CvF2XWRgFDvF8ZFJJB6AEH0XjrlPy9AcRVlBaBCu8048hiaCAijcJ+Rasfg7mQgrYxweluQiKK9joqfYXlfxky5RHBXbqSjoFP/oSZP09awpCsIoi7+L4qgWe6edyKkTNoXfCOJ7g8XkddG8nRgqvDec+vsf8I+fur///feR3J47qheNvB9jZgm5BBQ+EUIIIbfHZxU+EcI4PEKuF0bf3Q5/92/9+91pb3keLy6AKuKaOhC/Lg9fo286j8KXldYBBZQf/rS6QJVqoVNaxT9cFNH242jW8qXmqmH52JQlo7lBnUBmHeFD2TpP/YfONXSSxi87a2db/OHz0PWplk+5PgEv6Dyl6xMhxJiJB/zr8OZoJMDg7BQEIFGZFASr0aHJXaJcMNPKJjzp1ymbRaMtuomadoQwx8OtQ36cf7N8AKIC7VRPbfb4NClfzGs3DBQRUUITE41aoI0YacelyYRND9VC4C9zeZSvQayRVXx5K1IdTm0ZnYvT3MllFDnNBFRRNxTHbSvGnkXMz81kZnnG8MZFCiZE6tcTHZumYqgjR8c4vnZu2jUrCn9f6Z7nWjox47N+I1yu5ee4PgF8fgPtGDymL+6kJAvasTORk/VMa2oX7Zo7YY65QBVap/nMDWr6BhlETlNhj7WpOThUnfku+ixGwVMQNjkzwdPM3akbH8qz7Z4IvPzQReeSIIraiMcG4RgAd9AC2rG3d1q6QRFyXZg40V2e7AOoZWlty7I0kdOyQFLqBVFBvOTzSG2T6/BYNvdnFQAJ3bC/7sXxCUEkVZfvjlAIf8eP7wdR6BTeAdb+vaH/GErD+21rA939uXtfqAdy9vHT3t//k2fLJRyfO5dF+x2BkFdA8RMhhBBye1D8VKAL1OeGblCEXBcUP10/R6Knsd5bnc/j/ApCCCGEEEIIIYQQQgghhBBCCCGEEEIIuWIu7wD19ORlWRb/snLznXh0c5p9gQ+45YeEr/j9q8iQkVOqNQeoqOraGFZI+xpU5j4VU2J803S82eMHZ4nOJSI6Po3OEPZ1aHWJAM6wvb+AewS/mCeE7LqnAK0tXkI59+21ZIWm0C7aV/Epuj6px6G2iLlar3NYatFxPm1088HgTKTjMoZmOjoLST8soRn2ddRpXUs/e1SM48J6O7PCIQJvG4nX3KEWaeP2oulG/n/5q24ZMfZudHyKTk8+T3g656HO3npVZRKBN9k4O9fduMl+hOuhzdcGoxtXHLdxfzrlKDXMs43AC8vLbVgU7foPjk/+vhJdHOM0d0PTfnjN8QLZxNYy9u4VaHg3qqNExGPwAEDX3Me7eVShbl1IH8xdZO4CBdQ2w+P2WvsYx7uzkV3/S3QKye0augQzxyff3xZ7N3V86mLvYmTU1vVJoxvUKeI7MdCeB/b+anVEeuesSnR8sji86A7FODxCrhAprk4xktPb3tBOufuTOUKlBA1lb7tTcYbS0B65s5M0ByiYG5RNC+5QMdpOU+/4VFygarVgGjiNvHNHqD72DqE8ukFj4gbVHKTDe0Rubk4b9+ejv/+tXMdfKvI+/p1AyGug+xMh5Kdf/xzf/fDNR28GIeQZ0P2JkAZdoAgh5DTnOj/N5rm0E9TlBVA/PkHsh0qgRVasa+tmTXK6A6rW8xg8AFhbtAhCbJJmlBi8soQaYeJDbdusZxvwbTyb0HEzdqC28eGHzk7Y1OaXNdfhIHSKP3qOsXe1fDL2Loxn5ykh5NVoiGjai4+a/NsJVr2DR5o4qHb2RHFU98wIq/H6YRU2bhQ5+XohO/F1vRZmNmzb0BX2hDkCxOi+TuSE4dkzLrtSRE+jOGpL1oQYCxUFTz/qEoaTC5pmgqfZtDh+3Laj4d1tHqPufPxkeCqaGpe3s5y9fyfL3kTjjcMAughbe5brzrTc5pcwDeF53j3bLf6uE05ZB2UQQw3xtIy9ex5dVE/WJuSsbZkLcCS3BibGEdq76CzSMyVoPfHTOLwQ6TaKesro0rvu0URdmypFZHpJBsFT9749xtv5+EHoNIqdxvFRJHWKKJSNz4a4DVU85sKmcZdsfI3D8+lZAWU0EyHXwGP60kSggwAzxuGVeLwgcgptky4pROWFco2pM7W4JglCqdY2mRjKIkxLu4UwT91YCY+CJLuxd7PIO7EmJ4ijOqHUWuYZI3PLMiaR97PfBWbRuQd//wP9u0Kp15b32ncHvnuQl0LhEyGEEHJ7UPg05/EnvwAARuERQsgHwvi76+Ul4qdLzj/CCDxCCCGEEEIIIYQQQgghhBBCCCGEEELIzXJxByjk1R0hYtCPLMvWTeToC3ygfiEfXUQ0fD0P/5Qyfn8uqs0af0AEbVpwiTrJjstTt2xzhRgs7X1/cyiPTk/+VWl0gsh4ie093SMIIS9miI9qjnstuklVW9Np0XZjm10qdpGl0aEJGZAUht0ZpzXKp+Pw2mrqgvp/azk6O8WYs2ja1LlBjc5EGrcrTBii7Irz0fbhMI6axccB1WFJ4nBCtvMRxq8qeKjDf5kfdl2fZo5P+7F3zVGq26bhIbnnUHX2+JnjEwYnplm9zmnrqN52ebNoPIknZeoG1dfplhGe7e4WFN5RNtOsHN9zunot/sxc0+jceAE0OGIALQYPcBdS2PgzIj2R0NxJkHsXKJHmXBrbR5HNu21rO9s7sE7ajddy6PjURVAdOD7Npo2xd3GevXdv1f4GC/fCkXvW0ML249fm+CSptamP6QvvE0I+GovgtPi71IY95m5Z+jZmSdthoMbhSV+O7ZHH4zXHJ3Nz8leH1FzsNLW2Ss1RCgAEQ+xdcH6cRN71rk9hHo+5652e4m8B3XtDdX+aOkDPonODY+Tm7/86T3yH8Pd6Qj4Iuj8RQgghtwfdnwjZ52e//BoAGIVHCCE3gOgb9LxYBEmxt68+88sCeSh6K1kW4KsHIJVp8hAs8R+W3gI/Dj8kqP+IKu3HzCV1MRybvtjYKWOaq52Omj28MzT+jjh2kMZxoQO1s7NfqxAgWt1bh08OZdUifALaj6Fn2t6z85QQ8hK87U4L5KuHbZtt0x5au9630XUYKG31Q2y7pZWX1qGliyA/TDqwHspwrqvSRVwzm5cWYaIJ0AWtXog30QVNZ7vU/6QfLmXt66U4n7a4lKTQpbblCYCXFbIoZKntegJSyvVwZSx1fEqKh5TxUIcfltUj8L5aVvxKKu31kjJ+Ja34leUJAPAracVXddqvpCd8VXvbMgQ/5qUTNq0xDm8QPEWh0yw2LwqgspZlP+VyIH5cYzkh1/JTTljX8h8AaBaflleBriY6FmCV8m/ZKEidJqu0OJlcyh43swKSpZVrvdK52IbTCn8+pxV9J+TalpXWGFFT54N1VNb5n7Qblqfs25PWDHlqnZjpKYiVnzLkKTy3n9a6ntwNY12hVs4r8GM5z7qu0KcnCpcvwGP60t4xv3roopfk4cE710s5vH8uS4tUGt8/a3vm722nxOtj7OFMFPfWmHhpL8Ku4oKnWbzdIHjy9+c0TBvrdkLDJoiN78DT994z4p439wnvGUI+lKO//X1472//GnOnURy1tLa3/S4gnSBKU/stAIsg2zzJ3hlbW2Xl/CAh9g5NXKX1PWAmeppF3kVBlJXXYfwaoldz+7tespbIXNTnx6qQ+Hf9+AGUjT94dzj6+One28J//+/+2kdvAplA4RMh5IjvfvjmozeBEDKBwqfnwRi8Y35VfvzoTXhzKIIi5H1h9N31cunoukvBCDxCCCGEEEIIIYQQQgghhBBCCCGEEELIzXL5CDy0r64f0xeoOS0saF8n1pgRt1TQ1H89H+JIxkglj1GKlvMI8UwifWiPAO1zTOkimZ5DH4+zjc8pddrX/TECr4u8q1/9T63ucw6W+rr96vMo9q7Owy/hCSEXY2yzAWziS0eXj5mriSq6HLc4HJt4ILTx1fUnNInGGI83jbrDZFOGzWixZmOcXT9bXPZmeXHQ4191On6cQVW6h4s5MS3oGaPp/jI/+Pgj16fR8cnj8TCPvcshns+2ZS/ebtym7b6OE/pB2ak3ezSf+7ie1tPtuqe5WsG1sc0XXR63LpAeeRfib7o4yOj+s+Z+WJsDjsbxgL83fQbnhjfljSI9dZESgVenaUrtnQ7wd1iVds69/UzxGgjz5NlF+UKCI6q7Oo1uT3GalXfi7VSkfS4R5unGTwnLirGnOdc/CgCR3LZ3zZsmOi5JwzGU4EQly9LitgF/J2Yc3v3ibkMBnusrQVJz27P4O3N6EoGEaLsWZVfdn8zlOUlzfI6uc2LRds0BCsENyl8rzf3JnZ6aMygkvMIm6ePrcnCfDJH308i74PLcXKOi4xO62DtZ+7/xJTz3Jbco3BKHNzhAA+13gJ13h8/s/mxOQ3SCuh7o/kQIIYTcHnR/IuT5MA7vfvnh387/vvz6b/JvHUJGrtX9CXgjAVTH0AEF1E6odfVOD11z65gS6TqMNHSOyKrQ2gMlSB5lJED7gbH+ODolhQ6TF+5OFDn147EVAkzjPg7iUtZhvJfXk7F3Xv6EP3wSQi6M5m2bbW25ine6eDs6ET0VkVLrlo46gtheKqS136lJh6LOqixvFEHNVy2qCJKGYzHUbHjogRfdVp2hOn+u6CiuQnuEjEKnkdw95ApPeXFx0qrSDffRdlvB0yh2su2bze/TrN7ONu4Kns5hZ6F7SxwFTrvCqL3lvnB+GUVUUSCDuTgKUTToQqlSQYfnextfBcwaF0Rewvf5WxdJaFbT2xSytpsvRrDV9087b5rCSY8CHknQB2kRRtreTSFLEfUA5d01LiuIniS+R6pe3o91Fm9n4110sBU8TePtjmLvjt65rYqW/9klfygeAzoxkzeWKUFq5KhqLtFaVn9dPWJL4zxqmVXklpmJncp1HG4azfN6oDDqQxEp748uukx9W7Q0kVM3nFIvuoyRdzH2PrRNMUK5LK+JPUu0sdWDb8Ms8s4jcgfR0xh51z5sCvOohucCtrF3QTTV/vbv3w+66NRZDGgQRG3eHazMj5/IB0HhEyGEEEI+E48/+QUARuERcg/sCZ7OrUdhFPmMXLPwyXhTAdRuB1TtGN91FFn7zigfRu04AaAIoimNnTO67Ty1aVl9nuf22XpH6ShyimR0X3QidIq2DtLcd7ipzr/0jJ2lkx89N65PcTx/+CSEvIDRvW8jGgBm9kStoyoKRKVvA60RdYGSNfMpCJZUu8Z54/RkzMRLEzHLueKlWb091ydxQVB8Fkw2cccNKqtMtQ7nCol+1ISnXE7CKGw6cnka3Z3iNJ0Io7L2W77n+DRjZgJWJjxz/Bk8VwS1vXZ2Ku4rvs4bnjmj+bTm9qCDE5CGzk8+wy/MBR3tdEntfTJnfzeFqDuXyKr9BRraR007y740JiyIrk9h2kbYtOf61M1Ty+GjgjY9lEMbKsH5VEWn4jE/hq6UCoII1bYdS/8Qiq5PQBHSllmELlA3SidmcsFMe3JKkv46WNfmEBapwiheA1dCkubyFNsbG2/DS6unyyDaTBKETaEs7fVRUxVEWfMhsdyLnFzYpApZw3DWMC2IoUwA5cvQzgWyH98LoaP788YJenSMtHIUS+98AAWAzpEo4hu6QH0cFD8RQp6DOc1898M3H7wlhBA6PxHyen72y6/pAnWDnCt6OndZFEGRz8QtiJ+Ay39zTgghhBBCCCGEEEIIIYQQQgghhBBCCCHvxttH4BkavloEWgweUL7mNIv4GM+RSzDP7Bt50f5Ldf8wOI9fo7cllC/a65eZL92P6OYEbN0CYuzdrF6NvOuiccwNKnzZWZyd7AvQfDL2Lo7/rF9+EkLeiRy+XB9jS4fYKGBwecpa22H7VH/HbWnH0WmcNHV52jFWGevuujztLeKVhi2qsrEs2ltkHp5Sf7k++Pjo0nQUgTc6PsXYO1/PEHM31pnN8x7sOTvtOj69wfrOdpfadZEaznXnENmcH6OLI+Pv3oALRHr244NLCVAjme0dT/0dUQcXPPH8zxPruSQxbgoTZ6dx/OD2VKahRVbXaKnN9KNNGM2ucltEiQ4Nzq4anF9U3XHPnaCw0z7bOVyWNi0rGIN3ezymL53rkzl6bZy/wrACvWOlUZ1xo6MU/0a6Qsylbhq7mbyt1VQd6MzNKbo8BTcoCPoIvARvNNLg+tQcnwbXp4zWrqwtKs8i7/y3gDgtjPdou+B218Xexb/9c+7doINrtEY3qAMHaL47kI+Czk+EEEIIIYSQW+OS7k+zZdINipDr4M0FUGOkElB/pK4xeED9wVEs7k024iTvKAHaj4IpeYeMSItT6jpz2lxlUsJWIPVcgsip28aZ4CmKnELHp0Sr+668lri7Wm4/gB7/6BnH84d9QsjF2WmvS87IjthzNypM5sNeb38burrnilNsLTOh1Lk8c10xrekSzERPcfye6OkpN9GAjvVs2XGeoGQo9Xvh03uLoJ7FOwum5uvaWdksmmkyzuLv+By/DK+O9Ax4dGfA3zMXNLGnNEFVJ4pP2scdDu+Ru9fOC9jE0kVh0yz2zjdiJ95O+npep4qmNuvbbJACa9wGhR0AyW15IgJNKURJJ+w8JYoIys5hivHWraYk8Rg8gMKXW8DETy5uCiInWZb+ek1BFDdegyZCxHCt1Eg8gNfD1RMi6+y+1iTAIHSK4qhOGLXAGw4J7e1U9ATAopQ9wk7RYuq68bVdD+/EYzxeKecmggIwRuAhCJ6kiqAA9B885RzE0v0zZPYBFMDr2sQ4jMJ7Hyh+IoQQQm4bxt9dhsef/ALf/9lvffRmkA/mZ7/8GgAYhXflvIXw6Wg9FEKRe+RW4u8ARuARQgghhBBCCCGEEEIIIYQQQgghhBBCbpj3i8AD2leMNYrEv9hd+4iKoy++3eFJtbk5xdg8c4XqZrToJeDVthx78XdAjdvYuj5JHuaJX34GS3zNIQIvfgFqdfjVJyHkvZjFltp4be1w16IeRkeddm+auTTtxdS9lj1HqFc5RV2IPDgtPeW0cX2yemtO0wi8mePTbFofh9eGYx2gmiPcihsUIe+ILik0VMH1KUReKmTjCNUWsHWXejWdY9MQexfqbByfZDZ/GI6OT8GZxYY7YmQU2p8AJcLOc6tD9KCUeFTdfpvRPUGyAilBlnpsNTenIFV3D1Kryxi8q8cj6sz9qZ7DzvUppfYekgQt+xzl4gp/a5kzrkUimvub/vjE6+HGiO9kVnZHqNjmdE5RdVRwd3IXKA2Oe9X1yZYtubk3+7Atx+evLk/BEao5Rek28s7avRhtFxyf3P1pDb+RRDfoMH6MzKUDNPlI6P5ECCGEEEIIuSXey/2JkHvllpyfjHcTQH2fv/UfuD2KJAh6Zl0/Q5d5+bFxKb9qlo6l0EFjdviziLsQ/WECqRczipy6Ddat2Mn+jXF2qk3opAp1MdTwA+gs8m4yjT96EkIuibXXXWypkXUeGwVsPAWtk+ninfsTdoVSH61mOiCrbA7lOB0AnnTZiJ6AbQReFC2tk/Gj2Mmm6SCUsvH9v227KIQipKECYJE2kEyYEzras84FUQC2yqELEt9/bVtTiIsbBE9jvN1YbxQ8xeV18yPET65lPgl5lJ3oydqiRSBIUIvHiw+UmCu6pH5Ykh9ziRF/aDF4QBHZ8H35ypEELEuLwBvj8OLfcPFaVGnvJbm9caiWeER9eqqL5/VwlVhs/ERICtH+XTKjtSXS2o9SP7Sp0gZj7F18J4wiJ4+vs3lyWy/WGG1XxwehVBMzTSLvTMyUQ1m1CJ+AJn6KsXezj6HCB0+lXlsXr+Mtv/43/gNj8N4ICp8IIZfkp1//HN/98M1HbwYhhBByMX72y68Zg0ecH/7tX2MMHrkLblH8BDACjxBCCCGEEEIIIYQQQgghhBBCCCGEEHLDvG8EnlGjlfw7zWVpcQVj1Tgupfb1Y3RzEilf1s8YXaJmDlHP2vYdl6dxOHwd2jlAAcXCPtrbR3eoyZeeFnmnvrzMrz4JIeTO+atcHtG5c3ZKfbSdCp6qI9RRzN1evF2MtuudnXp3KBs3q0fIp6c6QGlGF6nkXjRJN45Qb+r8FEnSxdZt4u0Ad3w6FW/XO0ihj9Eb0TZPiYgqFUW1tRvB0cfcn8z5SZHbu31KJQ4awQE2VUfYRUsMHlBcgqxejT9r7+KMPrtGHtMXvyYl/F0HoIvDw5Ja7F2SFocH+LUBoPwdZXHoWaFPT9tYRIDXw0cQXZCkueBJVmiMBc0tJrS4PsWcuuAul9ssKoDY3/iqnQOUzWrTejcnGz+4PmV027d1ioruUDZtEnkXnJ4k/i7gvwPkw9i7jRu0D4edJ+SdoPsTIYQQQggh5NZg9B0hn5d3FUCZWOcxfeli7xRoP05P4vBaDFOIvEgp2OP3cXhl+jYmYVck9VxmEXhZD6Y1wZKaMEr7Hz7btGaP7z962g+gYZkUPhFCyP3ylNOh6Mnq7Ime1tzqeQReXfaRsClG3m3q7ETfdRooRuKRT4iLhR7Q7oEY46RbQVSb+Q02KN6Go+DJ36OPBU9+KyfphFLdLS5tXTq+h/t7cRM+AeVjhPj+376GqHFlroEJ7/bxAwaRFoNnwy6MURfG6CCqURWP4uY79JVh58/i71IbtuhzLAvExqfewFiATljj0eJYN7GI5B1RLTGELmDKgCafNmTrNsFRnQ9AERhJ36aGoDs/t+lJoUuYECgxdSGyLgqjcltnJ3rq5qlxdrYNUfQUt3sWeefTWhldeT0r9s4/hgqCKLZjx5hYh1F4r4fCJ0IIIYQQQs7nZ7/8GgAYhUcIuXluNfrO+BAHqO/zty6CAvqPNKduUPYVqObQyZHbD6LhS3AnfhgZ612CmcjJ1xsETPFLf839PDn88Dl+3WkMP4Dyh05CCPkcrDnhqXYUzkRPcfyard6xy9NM3FTGY1MuI8I86Md7MbgntHHsbCafE03SnI8g7mIClV4QBZm/Q16aIHYqmyFzwZIJngZ3Jy+Het380vQMnehA2/yylo8XXJxg062KbRsSgNwWowJdwgcM9T1fVZsLFACkVD6QQP07wRyDVJsLFFAbSLr+XD0S3J1SE7dJSu3cRhdgoDnmoH5Mok2EoqPQhrwtGgQ8qEJG/xtYmpMb0P4WTvUcRaenKIaqf1ubO5y3TRlItVGNba/U9kwm7yei2up1IlXdiJ460ZRtw6pb0VP8XWB0fIruUGv4LaAuz8VPR65PcTwdoJ/Nr/+N/0AR1Aug6IkQQgghhBBCCPm83Lr4CfBuB0IIIYQQQgghhBBCCCGEEEIIIYQQQgi5PT7EAQpoLlAADuPwoMH6fllabEiO0R0JSNHyqdFHaFxI7zVzefJp9hVo7r84juNzdIcK8XjV3r5U612j+KUnIYR8DlZNxekpxN6tkwi8Nadd16c8cXyaO0CFFY+OTxtHKPh6xnGz6Lt3Nd3YMZ1S2Z10cVRkvq4kvSuljQOAYEgjSRjTdQfoQz23Wdt9oaMjFPBuV+Yk3g6YOz5t3J7G+QfHp73YPMlAazCqz2vMrUrbfRer67PJ4PRqx1VaDB5QGpru74HqzDJEn9n9BZQobt5fN4Kd95TaeV7SPEaslqObDnLuXHT8bytyUbqYe4+urxPtb+AllHNu57PG5KnUc5PEI+cU2Z2fVKpjkzQXKU/C9P+Vf0t70rbPI+vGmDsj69b1Kcbwxb/bMyA5ujlt/6b3yLvo+tQ5O9n4fDL2Lo5nu/Uy6AL1POj+RAghhHwOvvvhG/z0659/9GYQcrf87JdfMwaPkAtijkT/6t/8+gdvyX1zD85PxocJoIDhx9JJHB5QI/HiD6STWAQk3XYuVkpER4vNuwh7IqexzhjBAHTiKQCbyLtoe2/wx05CCLl/flxLb6GIVnFTFToFYVJWwZpjfN2x6KnVG0RPcZptQBQ8jWKnMI8vI8zXysNOvVAE5UKKvfEXFlfNhFJ727AZ4SIL3RlvgyY2ie8lqYm+AcZ03RH6kFrcU41WUkgbfq/tiJdhCiKnmeBpiLcDquDpKDYvCqo66r5mrcKpMSOv1DFhgVpsnokblqao0kVK7B0ApNRi8Op+2AcOsmiJwQPKRxM1Bs/X6O/vvMdumqd1HiMG7IpJSr0WSca/rd6J8LFQaQvs7+AUBEZVDBWHDVlag7laC9oi9Vwgp2j1xsh7i7cLwzZPEzbpvuhpjLzLeS56mkXeheFOpBfWezL2ro7nNfs6TNRDIdQxFD8RQgghhBBCyGX4+m/y7ytyW9yT+AlgBB4hhBBCCCGEEEIIIYQQQgghhBBCCCHkhvlQByhjjMNz+/kk+25QK9oX3+OXnkD7IjTEYey5RL2YweUpouHL5Dqi/LMOX52vq0cFREcpfuVJCCGfhx9zwuiPsubyjJu5Ptn4PdennPvxs3i7Ni2sd3B8ao5Qg8vTngMUhmnn8IoksLNdmvbG77o37c0/+FROh9E7UFgU7xkxXeR+sFg5oJqTpOZw0r3bvoEb1MaNyd3H4jhsHJ+O4u18/q4cHaUQdqw5ruhSJtobvULaPqv6ekRQPsuIsYE+Ldw/SVoMHlDi0DwHq3eHncXgldUyavImCZF30xixOm3jpuPDjL97FzScC4S/09e1xW6uuY+4zNkfu2rjAIhkqP29rwpdw+M5vruEJqEtKFaAL2Macwccuz7F8Wv2v/E716dZ5J3//Z/DcQkuZfZ7wUHsHcB26pIwDm8LXZ8IIYQQQgh5GxiDRwi5Fe7N/Qm4EgEU0MfhWTSFqhRLevuxdJjHYy1mnYemM0ppLpC6ABuRUz9xK3YCesETgDFGjz9wEkI+msf0BRDxtrfj3HHYaZvfiG38UuXKtSUWewcAKSghcid0AnIQQ2VtnfinRE9eD3EY/kBVlfZwHQVPncipzb8ZH5b9LHZm0Z1JY0zdLLbucLkvnL/rWAUGIUYQcCQ0obWIR36JLSCFOF72w38KdLFrQLt7sEzs/nkbRkEAQrt8QvAUhU3T2LwohKrD0l3/Giq2u1pUWxxeVn9+iGqLwSsjSgxeXUk7luIxeD7s92SCLBaplz0GD6gfUcQtqu/oj+kL371vBROGWOTdECMG9KIRE5MwRuz96D5qygpZ0M6HahEMAYBkaBV2e8tjz9KsUGtMkhQBEgBFFU1NojEltk2xfbFFB9Glo+rPYjHB057oaYi8k07oFMpj5F2Mtrdl7EXeTabxen0bGIdXoPCJEPLRfPfDNx+9CYQQQsib87Nffg0AFEJ9Ihh997b83b/17/Gv/s2vf/Rm3A33KHwyGIFHCCGEEEIIIYQQQgghhBBCCCGEEEIIuVmuxgHKiF86mhuUR/LELzmHeLw9uti8S7Pn8mT4l8r7jk8AXZ8IIdeBfbUPkeKwV132ZFmae42kEE0ytK17be2m3rzazEToJcZC57C33LdaX8TcnDQ8C0QUaz0w1VjIn31rTv68yzkFUwLZdX3KGlwSquPTGG83zjONtnPXBBwctJ0y4O4M5zJzZdqNuTunnkxmnC0oOOAItM7XAnmay1NzjFCRcg94zG50opEybCSZuz4laY6VqO82dUfoTHM/5Adp7kjAG9s+DUT3p9SGp45P0dUpxuZ1DlLzefZXrKWixT7mcK/GWECRFoNnK7K2zu411O2K95dIicEDyrKGqEnx/ZDmHAu0vyn04D2eXA369BTOWZ7HiJWB9reZuekwRuxj0OwxeEB9Z5z93SzSOylJaxd8HMr7hKYQIYsUXJ/avT7G0nd/d2dMY+58/IHrExAi73KIs9NtPY+8i9GM03pr7w4dfifg9fr2RAekz+IGRdcnQsg1QOcnQq4Hux9/+vXPP3hLCCHkPqD7E7kl7tn9CbhCAVSki8UDuk4Ki8fbYy827+LMRE6GBkv8AH/QJIRcGxZ7B8DFT9ZZjNj5nKRmfZXx/p8RO6kjZ4uldjbwTBHVc8RVZ/PMdR1pbrMG8a5KtwiLwLPuvjVE2OXcyn3kHQ5FTzYPFB43sxE2he3ZFTwNIic5mDblxMN4I16S4d9x/DC8jbcLYqZQt6snw3ptWWki0shNpGFZOrJZnoT1xm3sN1pCvSLSKPeTR3RRmHF/SBVB6Zu/lU6JsXdtHDAKnsZ4u3m9sMxNW6fboj0i/P5qx0HDvYU63g9RvNeW0LZZ7FVqQlJvj0LUpCzaYvDQx94B4e8EFf87g+/nV0iMEDNq5N1RjBgAFz/xvL4v8e93j8EDuvMkgEfV6Vqj7VzAlKN8sp37lKpIqd77OfvraBQg+3N4jLuzf8fYu1jnSPRkdaLoqYtczP3f/kfRjMYg0ovHj7wv9yqGouCJEHJtUPxECCHks/KzX37NGLw7hsKn94UxeK/j3oVPxlULoIzZD4HmDrXHzDXqTdgROUX4QyYh5BpxcSnQXJ+AJn4aBFGtXu1xSqkTQGkaxFBmytGNGwVTO+KkybizHaLOFEGdY2h0znLPJefqcBIWFA9Flt4RqjlFYSg3NUIURG1ETzmO3xE3RdenUdQUtUO7oqntvLJ3AM99HMtQ1xZ4SgQ3EUPpcLlNnZ6GeayOiae2y+i6ZrfDNm4UBkZxoPXaDg41AIUZl6JztEvDxTIOnxh/ESdRAfJk+bv3yyvYtG2joAmYCp427k5e3hdQufYotiui3v4X1xZt05K6G5ZKu96h2lyggDJ/aKf8/rB7yeaLzmtLau/jIu255Rttgqql3a1ZKTa8JlTdKUdyfKjlJkQ1B57BRadU0+5vM7adH4wGpy6gubCp1vMLQDI0y/QVq7wyic9j4qcyWppiPAqQXRQVlhMFTL5tQfBkYqgj0VOsVx2gNOdepGfLM8enPWeywfGJ1+l1MYqGbkkQRcETIeQaoeiJkOvnux++oQvUC/n+z37rozeBEPLBUPxEboHPInqKpNNVCCGEEEIIIYQQQgghhBBCCCGEEEIIIeQ6uQkHqBmnvpScxea9JfxykxByrXROT5HgRCOpuWWY+1N0hIK5PgVnqOKwkfrhFMoem4dNNMnUHWqIVJpHLGHu/HOuO9SEs52lAOjMrmVSV0K9dU1h3Nz9KU6zch91V49fLKucdn0CmptTjsOD21P8F8HxaScSrzsMg1vUtM65DMdoNwLPXKJkUm+4HqKTTTTg2sbXaVvUzjI2TlBDPF7nPBGc0STaSKUEWczJpEV0QZXONG+BpD7SMyXEGE+R4SLbjec84UBW2W87gnmJSHOvOd761zFssx7cG0fxdvvOUGHhGcH1Cd19hnD5Q8o9Ueqpl5HVY/CAenj82aIlBq8u0GPwACCl5hik0p5VdRPcaWXitgaUZ5+1qY/pC9/nPwJzbFrX0qzb+TEXHaA56QC9m47Vm0Tl8Vx+LN/nb0sMXoi9awmX0pyTKj4tjszqv75iwwABAABJREFU97RYhHB0eQvxzH7dZPSM8YnR2alzGwMOXZ8Adx5Tn5ZbvfF6PRHNGI8TuW5OuSq9t0MUXZ4IIdcKnZ4IIYSQY372y68BgFF4dwKdnz4WczRiFN5pPqP7EwCIqr5p3wshhJAtu6Kkt8A7kXvTvyh6Alo0iYufXACVmjgqpX58StAojqplfSjTrGyd3FbWhzotCfShCn0W8Q70/FA6uU0wkBeBmk4k1boAdCnDNq1bxtLGe73UD3vZBClLFSr4fC3KSRf1ekgAUi0vWgQtdTgt2gmgZFQCTZRBoxhKpEXdqQJqEXiAqw5KcsqB6KkTPIVpvqDyr4xCKbT6G6GTzzMZH7btYFfPwiKyZIV3ZqZVyjDKOMlACsNWljXOrz6P5DLN6+U2La2tA1RWID1pNyxP2ZeRamenPJW4m1SnIedW7ym3DvunFbL2w94R+rQCuW7Ej0/QdYU+PZXhoVOfnaTPw9vYtEC+eoA8FM2/LAvw1UOb9hCEng9LaLfqMABNCXjo2zNvw5YE9fZIkB9aubV71oaZKO4Nd3yguyVHUdOR4EmOy+Py+vsu3E95e39ZOT1puL+13q9WL96D2cfjKUNyBrze2gQIOZd7DSj3WYin0qcnr1fKQYwwCBN4r70ve/cqgCYUHMQysxgxgGKSa2Q8vwDmMcvhXVLSELUM+DtnfGHSmeje/t2JvXOx01hnFokHDHGLubvekHUqbIpxdwAYzUgIIeTDoCiJEPJcGIX3PBiBN+dX5ceP3oSrhyKo9+WHf3u5D1cofLo+KILa8llFTxFG4BFCCCGEEEIIIYQQQgghhBBCCCGEEEJulpuNwCOEkGvn0OUpxM+9NWJfyAe3J58WXJ/M+URE9r/Gj+PN/cm/1JfilFKXp/Fr/PEr/Z0YpTaPDaMb9jqDC0m/jO08h8Mbh6Z+cDdKb5OcFaKbwkQdFxDdoaxOnB9S6nRRd9ENqjk2aQ47P3N9ijtg7iwWbzeptxdtJ7PlxV3Zc4Qa9vO56HCqtb88uuFN1B3KtdI5cMmwjHCdSayTmpuNSriHsoZrtDh1tXi85kAxi+iSVrHda4uWGDyg3Fs1Bg+oh9HdKBiF9xwe05fmLpKGqy8Op3YurG3qHEW8XmibbL7Otq38s2krdi78Lg7vPThoY217duPt9traWrb7BAnt3k+hbZC2fKAeNjteMfLO4iRjPF7Ly/IFylIXaA588UCq9m4xcViSzyPh+cTYyevDXfAi0fEJ6F14QOenm0CDIxva+6eu66aptHMti/ZtbWgjINI/V21ea0NmTk+xvOf4BMxdn+I8th+qzd0xRt7Z9Rrnq/BaJYQQcmno8kQIIe8PnZ8I+XzQ+YncCnR/KlAARQghF6QTPR2InMb4ufcgRo44o+gJaJ37B7F3AJr4KQii3FdQBLC4J2md7iroxASlYzx0yLuQQPppVhetTlt23Ml+OsZ5zhZH7ah4ZoIG2+YgRNpLfitinLa/sX/f5w/iJ8BETrEs/XhbSKjXHZR8puhpJnhSacOY1IvjRmaH8CWReFGkdM75HEROm/7RcI1J2JFRGOUCCWi/DF9OVU1ZZ6yGeWIcT5JybkZhhi/D7h/thBlAE++oirct7Dw9EwkCzmUJQqcWoSQzUVM8b52IE17uxVCDOGoqMJLdNqeb99IMix4j7DaCp0nbuR+H14RKXr9bXmjPElyooCm0b0m3QkMTHYi0ezaFjdUqMITFguaN2LCsVg7FhrboGK0mSXivfSSaoT9OxE91WidQAc/PrWDn6TF98ftNEN5/lmUrgkomKM/tXRQo97OJLnfa6xbrO4nAy7ozvlxf1n5gFC+ZUGpd90VPdTqALg4vHgNCCCHkUlD0RAh5K7774RvG4BHyDvzsl18DYBTetUPR021ggp/PHIVH0dMWRuARQgghhBBCCCGEEEIIIYQQQgghhBBCbhY6QBFCyAVw56fg6HLK5amLn3sPUpo4nqRQNseOBFmaS8o09q6We0co6cvxy/wQWdK5oSTpXUiiLDe48hw5l0z/Hea3eTZuUZiM2wyftjJSBbAen0cRlHi7yTLiNsi4rzsOUMh1xjxZSI4uCPW/bO4I6NygegeoUAdDPcR6093oXZ9e4vZ0xOCe1VtIYHvegO01E414wqEUwK9XlRK549F5sp0GAJJqRFeMxFvaRaVLcKOYOdMA5Z5cBqcLq8dorssh0tq+2O5FB5HJv12MZ+daF9umvk3t2hx3jUKbNwx7nTd8BMzaPB+/115uyrKZ3+4/30dF+6wilO227SIquzbf7hNtMXgAEOPxFF10oSBBqwPL1G2tTNi6rc2ex0PspKC5Qj2mL3RueQeiQ9BRO8dzcdt8n7/1d+Xo+GRxeO6kpNra63DPalYg5TYtOLwhY9uGz5yegN69aXR8Gt2igOb6ZPPuuT4NrlG8XgkhhLwVdH8ihBBC7oef/fJrukC9A1//zf+AH/7tXzurHrld/u7f+vefygWKrk/HiOr4qyAhhJDn8Ji+NFHEsnQdNocipxg/95a4+Ch1ncjddpnoycalKICaxN6F8Sb02CtrEu/kxiLIS/JOc30I5UWg9XDlRaAJYRllnJWtnpWzrxfINm1BWHatG4atgz4v6stDsmVqmK8+Jpc2HqLAcubjczy9nYigLUPG8TacpQifgE7I1JXrsMRpIRrvbNHTKHiazTOMH3ajU1y8KPLuDGRFEXnVvsZUh60stW9SMiCr+jxlONTL/bQyXutwmZaeNCxbw/JKuS0j+zQ8ZYgJNJ5y6TR9Wr2ed8A+ra3z9GkF8grUCChdV+hTjYNa165zmB2rc6IQ1dveZYE8PEC+evBhPJSyPDy09uxhKe1biPvUB2v3lhbp+VBEoNam6UNr33Io6yLQukpNgrzstGexnXqrR8EZws+z1z3UM3FUWlucXbyf7F6K92p/3/X3WRz2elmB7r7LbdpTu5/kKQNrXdG69vfamrf3GgD8+NTdW7qu0xgr3nOEXI6T782zaUFIX/5t77S9ENJe7iZCJ6AJm2aCJxMwZd2InoAmjtwTPRlsLwghhLwFFD4RQt4bRuHN+f7PfuujN+Hq+VX58aM34eagCIqQy3LvQiiKn05DByhCCLkE5iiyLL3oaU/kNLovvcs2ykYENf2S3jqSgiBq4/pUy3uuTxpcQzRJEw8kKZ3tS6vnHfJpcBoRCS4rrd7UqWRWD/08479TNxZMhAB7p+fI8Wlv0sGy++2Rph4aXZ5iOYiWJDhFuegJ8DpyMM1XOwqeJqInOXKKGsu2SxcWQqn0hzIOx2tA0K6pztHJ64VpcXwKhz860UwcarzPU9o5k6VdYLqIu0ABgKo2d67YRizaXKBKxc6ZpnXa0gnqJNKETLIsVdDZ2rONE14dX87HMAwUsaS3bWFcHW73brgQYxsYrrU2jH44LPM1nBIyifb/lpn2m6zDZQog9Ybv9imhtQN2L03a6Oh25/eZHbNo1qTh8CW0tg/lGIs/a5Lfq9CEsNpy/4z3GlCe2baade2c1wSgGxQhb8DoBoWsxTUVcEcon2auiNY++7tzEyerxPFNxFQmDkInYyZ4MtEUsBU9AUWMTNETIYQQQgghhJAL80//9HcAAP/o7/yzD94SQu6De3SDoujpeVygq4UQQgghhBBCCCGEEEIIIYQQQgghhBBCPgZG4BFCyCt5TF+AVN1GvnoosUrYie6ITGI83hKPCEkT7Wt0O1lSN6wpzNPF4Ukfeycx/qntkyZpjk9LKXu9GHO3oEVJLTYfvN5RBF5b73aalzfzxZi7sV6bhmRlvaxsOFqwjK5Vo2WSRdvFyLuM4iTkjlCYRuBJjcrbdX3Kod7oCuPzyK7b0zQabyzbrr3ijWPmQiNh2z32bhO/ZWXdRuWFaWNEV4vR0xLPhTJvGiPwbDiXaC6bhqdazrmL6cLT6vViNB7WdTeaS5+eGMt1gr1IJXl4KMMWgZcWyEOLx4OVU4I+tGFNCbAIvIcYeVfKHo+XBPpg7Za0aM0uDq/Fetpw19YN7dQ5jPfruW5sF2Vot9zYLN6PGV3UneQaWYntfdbV6+4tIHm0nXoMns/31O4nj6Gs99buvebReGsXmxfvL8bhEfL2xOhSAKejpKOz6lHEszE4PRkzx6fO7ckw1ydg4ybFtoAQQsh7wgg8QshHwBi8BqPvzocReM/jf/ur/2s3TBcoQi7HrbtA0fXp5TACjxBC3hLrkEnLpnNmGj/31nSxTjIfb0Km2NmUWtkFT1YOQqkWlRc7/0O5dpI3wVEQBUgro5ZbBF4fLbWJmQrxSnqi3Obrh9uyhzwo79QX4AXpYzqqfjxvKezTKFSI+xhz+UaRU27TJLflmOjJy6MgalKeCp5m09CP9+XM9uOCnBRP7VwfcbqGy3o3iquWJSzDrl9R9XKJ1ArxeIo2k2iJwasL9Bg8oNw3FukTNyilTTSXR/8wlus8ZlGkqcbheed6E3FuhJ5dNB5a3B2wjcbr2qBWrY/xtHHjcIzNi9tv22ELg19fm/v7TCHipeMnfRU722//eluu6CIlZ9NsguQQRZmi6FJDlCVaDF5dhj2TBAlaFY4WO9nda0t7zh41vXZ/8b4j5O2xe2mMxAMASbK9Ry0eT8I7WUrbqOnKRujUJmwFTyZ4DEIpip4IIYQQQshn5rsfvqEIipA3ZBQ/AYzDI+SSRAHRrYihKHq6DIzAI4QQQgghhBBCCCGEEEIIIYQQQgghhNwsdIAihJD3IIlH422I7ktvtO7ddYWyRoeT6PokUuKggCKbjRF458TeRZcnc4OauOt0jk8JvWPKMG2s15yj0C17L6Ipuv+oDC4g3TK0Rcy9BAGk24jtNhnuFCXo3aGA5vySZRt559OGeqN7057r0+gUFeeJ699zn8GkLg6mX4BNHF504Rmugeb4JJDo7jU48vhGpuIWo8kib8RjECW39UiSuTONzaNt2RLvuyQtylCCK41qvT/tXlN3tFCR5noBtBgffYEl2Z0R45NkbOuAFpMkW9cnj/u08dEFSqSdT5HBDao5PZW2ZOb6FF2eQt1NvaEMdHFxh25towNbnIZ+3MWQ7p9un7pxw77680XDPZjEN04UNQrQ2qOt25qPV3TPNaknSnNu90xKxT2rPhw0bNK4OzMXKKA40cT7Lo6nCxQhl6VzgqrPNlXpYutmjlBAdWvbe4/ei7YDto5P5sCo/Vp4rxNCCCGEEPK5YfwduTQz56eRf/qnv0MXKEIuiDkrXaMTFF2fLg8FUIQQ8p64kOhAlPRWxKinMLzZBhMBWP0QcweRPgJPcDr2LqETQyEF0dOCXuS0icrbCgu2wpW+E36vvBE2YZgW1uvCgvWF52WvH64TP/XbIJjsK4owqo+9q0KAKo4QF0RJKIdF5EEsEWPzdiPwJsOTzT6K3joUSb0QDYeoL2B6fURxnJgWwrZjKHcRXWEZXTxejLxLMhdm2Exi8XVlgR7TVaO5AEBVWzReFR7KYpF6uUS31dXHDlwT+qgKhRiGpHa8lqW1tTX+Tryd6kVP3sbU8d6+xTZw00ZEMVQfZ+diTIzzAP19HeYJ5bTqVPQ0E0PN7j2JHfdvFH/ndKKnNiCY7N+O6Kk9l3RXbIilv+860ZIC471W1qPDyWjzjM2zDNPj+KM4PBffgQIJQi5FvJeiGAqYC6KAM5q6WbRdGWEL3t0GQgghhBBCPjvf/fANADAKj5ALcY74ybA4PICReIRcimuIxaPg6e1hBB4hhBBCCCGEEEIIIYQQQgghhBBCCCHkZhFVfevvwwkh5K55TF+AVJ1HvnrwqDtZFuCrarSXFsjD4g4leAgOJdhxZXoLRqenOD6UN65PHhnVO0OpxUYBp2PvAHd/0noYunqhnJdxGsI82Mw/n4bt/L589bIusZ5u7UEuxCy2beoIAxRHkzisrZK5PDUHqFoxh1k6Z6gTrk+x3uD4NHeY6efv6u05RY08583j4Hz0x2w7Lq3wyEArp7U5zEg1lujLCsm1vg2HcnqqG1+XJba8WM4KWbOPx1OG5Dr8lIFaxtPq9ZAz8LQGp4rsZawZ+vRUy2tzg7JyfZX7bK4Vj+mLt0eytPZVHh48ugxfPbT2Fyh1rJxSc7CrbbI+VHeulAArL+L1NAn0obVp+WFwvqtNviZBtrZoKe1U9vZx3mZtou12IvCaA5T286Etx7h0/KSvIjquTcb5M2N0VMvoIv66e2sN01aE+ymO1+N7Lfdlq4ecgXCvdfedldd1c9/5/RjuM13XWjfEZn3Se5CQ9yS6rgEI76knvunacXoyeN8SQgi5BcyBhRBCPpLP6ALF+Lvn86vy40dvwlXyHOenPegCRcjb8haOUHR7+hgYgUcIIZfGOklVvdO25Pmk1vkSOmF0SfNovLdgFDp1UU6hzp7oSdALnlKYdiL2zudZ0NfryrYN6OKkNCHEkA2d68O0vSi0vXi82B3mYqILso1tG+L3xrKgO08qYZYcy7IvkIjjszxL9BSXNUbijeuZDb+H+AKox8VXFNYZz23Q8VnZrzFFu+ZDucRy9deKxOsmRt5ZDB4AxHi8EO0F0S6aSxdpsXcpwXToogIsrRNXgCawSArxe1Bc3KNAWX+ICPp0WMf3sjTRU2pxeB5/Z21sjLZL0o3vhJ+LhOsoxNylYThEv0Xhj07u475eK2/FinXScE9vBE87QsXNfXfJbx1McGaLjvsRxkndCL/v/JijuzfafSctBg+oEXa+xNau1GdQd6+F56bUBSoyBAlaFZAymN4exeHNjpYAmzg8MeFaECUyFq+wEaoc8JmPE3ke47Xi19mZz0Bea4QQQgghhBBCPoJLiJ8ARuIZf/jnv/Gs+n/vN/78jbaE3BujWOm5giiKna4HRuARQgghhBBCCCGEEEIIIYQQQgghhBBCbhZG4BFCyCs5jGGyCLxlAR5aPF6MwNOHPpLp0nQuT8DG6WlTL/XTOtenGHknqC4p0RGqLmsSe1fGD/XGmLth/G4EXre8UG/BfHk1/i4v5qjTlveWbB6wM8cnBKMTAGP8XZzWRdmZG1R0fcphEeZmZW5OO65Pe+VT7lCbeWbDYfxFGS7pzl0H6FxpfLzF2nkknrY4wRVDuU3bxHLVcnrSPlJvjMPzebLH4AEoUXheb93Gcj2tPuzxW09PfUxXNz5E4ql+GocLa3fd9WlZnh0/qkvq4/AeUom+A4CH1FzsltTH3C0t7jMvzeGuj8PbRt55bN4ytD+dy9M4PIm5mzlAuZPYdrnGax3ZpjGecVrnfoWuPIvHEw33YLb7pg1b3KRkbW1bjaFsMXoa7qcQh5cVUO0i8M6Ow9uJofTxWqP2hki8Mo9ijNu693ty6vYkgpOxZAAYH0gIIYQQch6MwCOEXBOfIQqP0XcvhxF4jUs5P53i3t2gnuv4NIMuUIR8LhiBRwghr+T7/K13AGrWFosDtHisUWyTddeDTx/eyJwvRGgB6Ne/icbDvugpzO8xeHXaUeydl6OAaYgrizFJGwGU9Mto29PqjeVN5FTczTdKDesES3HCmK20JyaIIgIbLdbZL00IAJRIvC4+y4QF6MRQXXTeCdGTz3NGBN5GINUJpQa1xSVEUBvhU4jj2oniQnd9tctXU9imoWwxeOMyJC6vxnC50C+r3yei2lLHROAxeLbAZKKWcBOqlroWg2fDQBPvxLpoUVzezny2KDxpUXeyNGETliWIUmv8nbST2MSZbbzH31kbFtsjQd+eSWvDsCmjzTOIfvyeVgBrmzYKoDw6dbxX4z2tOr+PEZZ34W8cxiZLQ/yfAFBrp0K7Lv48CQuxjR2EUeX+aUKuJhJrkXclqjBuRHh8JUB9Rbkkz1oS4iXi8Oz+ztoJD/0+BMrzfxBD3Vss3kbw5PdWiPBMsm23ZgzxgfdwfAghhBBC3gITG1AIRQghhNwG7yV+Au4vGu8Sgqe9ZVIIRcjngAIoQgj5aFSbgEG0uUosy+WDSmdCJyMKnjZuHkH0FByfEEVPUQgwcX0q8zQBQRuGLy+KBzSKCcLyOmGTzR9FLQjLGDvdJ0KdSzN2om8mhAq9yGlnAfH4j0KmIICSLJ2QYla24amwaTJ+VyiFOF775R840EzrnGDjOuMLAaSuoHfQCsKo/nLvrxURSBBijGIV38gEiNr1q21lqbjV+DlM0u5dkU6UUS7Gut5FXIChyL5spARVbcNLEBOgiilsvYOYUez+UnFxwr0KCVx8IeL77cPeTkkTY5ib3TIMe70gjBqnpWEa4EKdztHI2y0J11F/4UpugiVrO23+XsSoh6KnVg7zIYidhvFv1tbV+69vY8M++3gtde0eGsRQ8VlQhIfze60d8Nre+P01HGevlWAiKKA8h7r7bvJwjYsdlwcR6OqNbb8ubfckVDdiKL93BzGUce336lTwNIqdgI3gSYIQcYO1lcDnFXASQgghhBBCyI3y3Q/f3LULFN2fyGt5T/HTSBRDAdcviHoLsRMhhLyRzQghhBBCCCGEEEIIIYQQQgghhBBCCCGEvD10gCKEkPciK5DNQaK5xUjW4nbh9WqVpFBJzfnoUoxOT0Zwajjl+mR1PDYKoxPTNvbOyzvOTmPkHcLyEFxDunqjU9TgDtVF3mXZd2d6Q3p3Iu3GN3cRbJyhptOiu4vHZU3coSaRd9Fl5sj1yTZzdI7qYrUmcXiz4Uu4z5x01AK6yK0yHJyhouNTtHiJDmGKJgmvZT8ucdnBIMiiz8x5R5M0J5M4XtG51AgStLYDIgKtsW3luKY+jsuXlyCLLS83pxXVPn4L+DxxUjX+TuxYpBaHB5ESfWfjg7NTiedsblDmYGfxdxquFz/vY2xnbAejmxMQXOa03Zt2fTXLoOAuhT7yLtyT5R5srk+dU1S8D6PjW4y9ewvHO+nL7rAUHNU03D/mhubPuCM3qPhZRrwnIe0YCYZn4sy3qd4L1QUKwLPi8KZtTnB5UjuvQyReqbZ1g/JY3OgGVRYEYOuw9JH37cyhaur4NIm32zg+pdSOxYC1U748NAe7u263CCGEEEIIIeROsEjOe3aCIuS5fKTz0x6jIxTwsa5QH+349Id//huMwSPkE0ABFCGEvBWq0CByKj2wyaeh66jW/t9ufO0cXPqO2mcziWbSyTgXPAUhQBQ9uYDKYqAmQoBZ7J3Nvxt7F8ZbtN0onIrLsHlGoVQnhppFuL0jnZAJ6I5zPOTlOGo/TxR/RULknWgcHgUSoTxE4p0fgafz5Y3CiiiIwjBtHH8BdHZsJuOiMEqkxHXFKLMWlaf9/BLrqQsxRKUJOVQ8Bs+3qYppRNWveb8MXaWkkEW6ZZRyaBts45cwzrcn+TxSo9lMBPQp46T8HEoQFaVwvOpxjMMh2q5FfUo/LY3T4OM7sV0OkpnUyqJb0U8XF4cwLSaraRNETUVPVs69cGp6vw3Pk9feh5s4yiASE7R7qDzqwjGRNvOuGCrBBa1lvtaAizbxEiAlem+qOus3sImggOfE4XVLs+tmze1as32PkXhHYqgQ9yZRN2T1QkQesCNCqlxCHHS0/K6dsVETwZMEsaETBU8WQzkTcOf2/jMTcN57jCchhBBCCCGEEELuj2sUP+0xE0UZlxBH7S3/t/+Tf/fqZV8CE2FRCEXI/cIIPEIIIYQQQgghhBBCCCGEEEIIIYQQQsjNQgcoQgi5JJqbqwMQonAyoNIcobp5dmw5gvuTj1ombgrPYeb05NPqOoJDThnG1vXJpsvc6alzYoouT9LXm8behfGzejPHp+gO5bszRrjFw/CGblC6PaT9wOj8BDstEsrR5UiH/TKnka2z0ybCDghRebbSfp55BJ5uljePw8PWXWvmBhXGv4r+0uyj6eK4cAxjZB0UXUxXi3YM22dld33ql4d4zsL1L8GlSaNZio32iD3xdekivRONisezqaq74xRnohqVt2iJwQNKBBxwGCcF3I+TymP60lx4RmeZODzE3EEkOBKlcJ7CBVLj7/yaiOcsrioXT6HoatecmVpUmy7AxvXIrzFpEXFpdIDSbnh0fSrjdbhfgRiVhxCzdsm2rvNcqi5WEo4DZHtM3A0quD5N3aAU1TUorMzvz/gsLGWBuSqNTlBbF6gy5YVxeB69Jy3CFgC6qLt06Ablz/3O9k+b81GIyAPQx+R1G5SP3ZvOZeLy5JPsPjnl+GTt0ei8Fu/DGJ0XI0KxtjjBmYPdZ3GvI4QQQgghhJA74LsfvrmbGLzv/+y3PnoTyA1yS85P53DkDkUIIbcCBVCEEHIBTGDwmL5452UXdZMVWIaZrDNw6IMU7Tt2JfQPe/lBevHScxiFTnVcF2/UCZ22oicgCJvC8joxUxCX9AKo49i7Nl4OxVFejqIUhUfCfRQnBQdRnBPHDcIoCROjKKoTSwwCpjFKy8pdVN6eGCoIL1zUpMPwUdmHtRt+MzrRUxsI+oouAg8maAk6iiiGGiPw+gjIdq+2yC5FH2FXFVZ12TEyTVSbzjEIBAQJWkUVMkaw5SjOSeij8YbGZBIndbdCAhNULEsRTrjQqQmbOqGJRdl10VztAtlrR0UBXYNgNZ4/1dZ+RxFViIEDJqIfb+ubWC7eQ5IH4WHWregpzOPinKzbWErUe/GN7kExsZg97wTQuhGSZCMQ8/i5HTFUOTZBRBifDS1IMpTruX7LODwRqFcMaxHpIvFOiaEkRtyZQC7OU5exEUSNrOu+OOoZ7ImcujrLEh9CW8FTFDb5TP146e67FKIBs69bsBVwar0mHtOXuxFvEkIIIYRcip9+/XN898M3H70ZhBBCCMH9iZ8+G3/457/BGDxC7hRG4BFCCCGEEEIIIYQQQgghhBBCCCGEEEJuFjpAEULINaDNyaPZPGlx7TFXDQ1OFxnegmvqnS5OrmpwetqMi45PwNz1qY6PzjtdFF0axrsDlJyMvYvr2XeHCvMDwcUo7mi/328Ze7eHjqdmNDIZpyE4Q8mkXjAjgkXg2aQwvHGA2o3Km7g+WXknAm/q+HTi+F/62OtwbAQ6uJQFO6g4vnNmCmVFd117DF6tJ+Gcdddcahshubn/xHtSVKFJugCvdg0oZGknXhdpsXcptegsleIC1e92cYNJzUkmuhl9CicVkeaiE11povPM+G9EtTnuuTOaOf40Ny6Ni1EtxzlEH3rkobZzP3c9smlo0W/hni73qkLWtrzmHtQ7RY2uT11Unj9P2n5ejO4a0z4yNTgiuTNUdYPScPymblCQ/rhgcAAcIvBiQ3rxOLxqwSQhzg5rbmvM1anKjuspNygJ19QSlmFRllm3jlARd4U8cId6ARuXp0hK83srjfdVi73bOD7FerF8ysHOr/k7dLAjhBBCCCGEkDvEnOnuJQqPkFPQ+YkQQq4bCqAIIeQ98ciiocPUYnFS6KjOtYPZRU/adRZHgYkuO52Yga0YZyJ0Cv/Gju2N6CmM76Lyuqi7MI8JCdIwbRJ718rYjb3rIu+icAfohU8fJILSdojCyvt/BehFOwfCqBjptom2G4VOtbyJvIviiXEZQBM9WXkUPQXR1Dh+dvw3x/oSIgyLOLNFhuMXx3m0XeiPL6KVOHMoB5GTX19h2S5oUg3zlJPh8y1ty0RDlFcQx/guuIiq3cdaxTxqUVPaVFmdlCNri6NatIuTgmoRNdjqKCQo50y1tLkDLnixcriONu2ItT/11LpwqosAi9dRL/qBtig0XeAXb6cPqeKnTvQURExikXx235nIyMSyVq/b9vigmB2gZyBhISKdQBcikGT3XROImRhKvG3fHhfb93gPxateQxto992s3jwOb/tsLEsIcXgWa2kReB6NmfyY+z4DJRYvPLdPiqHsPo7RiZLbTi1bQVTEhZAvjb3dI4qcfNxW2FRX3o33+USa2KmrJ33cZLgOBWhRfhMBp18rKnhMXwDgPgWchBBCCCGEEEIIuXoodrpvGINHyH1CARQhhLwl7i5SO0ub9UXrEOw6qHUrFPFhGca1YY0ijSNmgiegc3KyzdsIoTbj0Ymoxmm+PUHw5IKpA9cnX9YJ0VOZEMrjNOBY8HRpMZRMi211G4FZqBcENy6Mmgl14uo2wqYglohiKLVh7eeryz5ygOpdZSb1NtNG8cV2m1+KRvEFsBE97bo+eblsm1/POw5QoujEd71QqinQRMs6XbSo0gSKGpRqNn90DPJbuilmZJFhGUFUEARVWELbIVIFCU0gMbpAldnlPl2gVJs4JLSvmqW/ZUQga502LEJgIrNcxSomXBOfVi8cXxbiKYgLTUEIkxVYwjwI4jmE8xzbDRM/uZCx3U+yBuFh1n3RUydQ1I2Y5mIkqaK9tkvdZWnPPhPCHB2XOr9Jk9oIE8mE54zfS5N6UzeoyfMzDGk4mUUEp4ALzdQFcpClOELV7UHWIoQCTouhfPloQjxtDm+wazcIorptdUFcvsz53BM5dSutbUutfyh46pyiZDsecCFcqZcgi70bbQWcvodZ8anFm4QQQgghhBByY3z3wzd0gSJ3AUVPhBBy26TTVQghhBBCCCGEEEIIIYQQQgghhBBCCCHkOqEDFCGEXBqLsVnX5j0hUsabu4j2QT278WCD09PUtag68Pik1Ls2bRidnsZxoxtUcNGJTjseZSeTemnHGSrNhqWfZvsQh4HmdoLejWg2PJbfK/puRheHF91emtlMqBCcoaYuRqF6dX+axt51cXi6rRddowbXJwAeczd1fZo5Po3nwetd7sCPV3S8TotrlrkgRbOeEPPo0XbNwSm6lG1WFK9fG6WT8e7+02YqbkRWT+oxao44ErfJb5TedUhDNBdSc4uRmOtXnVTU2pxlaW4z9+qkMrSv7kyzDvsXo7ee1uKchd4vqKuuNX7Q3LSQoNWtp7hzecXq1FXbrbAqUQ0OY9JckBZUl7HmAtbMAINjV3V/cre2NThA5eAylNG7PpkjlJftWGn/7yWw/cs63F/xuty6QR0dF6DeJzvRdoC24233d9qp98w4PAi6Zwtyu6Y0584FzOMp19oIpnYsDt2gOqendl361uTcO0JFOudI2bhDvYrB5amf1Lcz/TwSXKQG16eKxusBKA5sy5AjCeCUg53WC+wuHewIIYQQQgghhBByVdD56XPyh3/+GwDAKDxC7ggKoAgh5IJ8n7/FY/oCANCskNhZmXXeeZl16sdX4ndCZ6D2ffAuqECJ45HQIe/ii4PO0qnQKc7rw9JN25S9vnSCqvMEUNvYO68n6OLZ4nEYhU6z2LWN6OkjRFD9Ie6j7RDKp4RRMzGU9kKnLvYuiihmQqmJAMqEUkA7xl2MngtwsKnnmxrjt6Ko4NLHXqrAIQr4oujPxzchkqh08YtFCWORTOLHwa/HyTHXIHIqnfjohBi+jKXVE9UiBshxXeqLiMKDTnQzRkvlIDIYhQQuYtAm3jgSQd4o0/bVjuW6ttsoCbRG3gnQXxtAvIXCNZDq9TtE4gGANmFGJ4ayhcx0HXbew0rbNdbaVNF2jZr4SSyCrYuu1BDNhmPRk49HL0J8rRAqRNaVaDsNxwhhB7diqKPj4psXIuxwFIeXwik4EYe3FUH1K+3EwxZJOUbiAcDajrfWOnaezhJDAUXoE0Vpg1BqesdWcVSZ5bIN6a7IqVVo/46Cp1HsFKfFebK1ddoEnSFGbybglBqJp0A7Rvci4CSEEEIIuQAWL/XdD9988JYQQsh98fiTXwAAvv+z3/rgLSEfAcVPhBByPzACjxBCCCGEEEIIIYQQQgghhBBCCCGEEHKz0AGKEEKuic4VorpFmJOOBAcKSIs7S9Xlwp0leh8JDdFBHaP7U3R0kMn0Ok9fnrs+QdCPD646mqQ5psR6KcxfXZ26aLuZs9PM/Wl0JMIw/T2YWHmoyCbaznd35gw1c30aln0UezdG4zWnJ3TOWs1hBltnqJnrUxdFqJ1T1Cb2buLM9SqG49CSoQRSd1BTNKJpcXOatLrwiNdrywsuPDFXD8G1zPbB6lXnGb/+RMo6yopbrJMlXy6DIxR6vxpz0JEluA75PM0xZeqkkuqBiK5b947mPmZ0WVpMYFYAxTFGNQPLMnXXie5QGtyfAHRRg7pI7wYVogo9Es+WFd2gfFtRrpcYhba0eXz26v7U3cfmMhTchEpU3uD65O5Qo8vQsM8vcBFqbmJtXkkormTBcaxdu9i6QR0dl7Bs80E6jMNDcA7EuIy+LMNyfZpH+YU5cp19iMQDiluSOzBVNyh3hzpygxpcnzaOUHZQ4nmJdaRdN1OHqNcyxtd17lwTZyegj7cbnepknN/apjBtGTMSewe7MQYPAFTF3d8YhUcIIYQQQgghhJBLQNcnEvnDP/8NxuARcidQAEUIIR9B1hJtA/QdnNZh6vWKwAkw0ZPFAIWO3ioC6rq1owYlCDnGKKgx9s7H7QxPY/NkUk7DeGPoR5e6jzaq27xBADWLuWuiKO3HY6c+dqZfgI3AzFdk/+jmWHisVqhnwqhZBNtGDHUQezdG4/UCqHa8YsxdEzLpMNwf48344XzY8sbIrdcc862ALwhHgoBJchP9IQW1hRYxVBMpwTv7pdO+VEFL8MjsYhrjvshcHCXdvVAj71xME3cqXPOp7mQn3orCGhNVvIkM4mYw8cNj+tLF3pX2ox7jp6d27GKcFgYRSVaPExSVTSReuz4EmoJII0YVxki8KIZKIcxNqvAtCEVczLq0jTLxk9/HaxDMhMg7WfVQ9BRFU92/L6Q7ZkE4BAkivZDdORVD7RyXfi1tO0/H4dV1nYzDa4KqTgTVPSNtH3QeiQd0YjIXQ4XjvyuGsnmBJoiycZ1gL9SL/rxH4qiXsidyipwSPKXJfFG85PpAG05NoNhFJCbIUu+FKlb047Is7VxkBWPwCCGEEEIIIYS8B48/+QVj8D4BFD8RQsj9wgg8QgghhBBCCCGEEEIIIYQQQgghhBBCyM1CByhCCHkPVEt0lcfb5WArMzg87Ll2aIz3idMH54YdgwjJ6Cx4VAAJLlKt4rDIMNy5GAmqG8RkvripqR8voiESr0WURZMQG55FqHWOQ5N6XWweJuU3YteXZzDb6PbRYtsmzlCbJCGrF8qnYu+s3NXToZ6G+bUfP3N9krx1fIpRXF4OTiWXcNvqzMGkrFxivKO0sjvlzNyg3JEk7sDofjLca7be6Gxmjk22c6m5nZTYq7BeDc403b0RnIAUneNMiRg7Piafme/zt8UFytySluL8VMpL764W6M5sClFcS9pG4pnbVkrhXkhQ5D4Sz9YV3aBsZUCJ9wxuXzEGMW6kuT+Zg5BF3QGArDncW7m5QJWN7V2fYtTe+Hx5LYMrWYxjPHSD2jkuw8IRKx7F4TXHpRDDmjGJw2vPSY/DE2nOg4Lg2CTzSDyv2LtBSbxWdtygSvzo2FDatLo9aXKORncoG3fJT1f2XJ7G6TPHp7GuzeIxgcMykrT7ScSd1/obI3kMHtCcucokgdZr6jF9YQweIYQQQgghhJA35fEnvwAAOkHdIXR+Ikf84Z//BgAwCo+QG4cCKEIIeSs0A2vpBSzaBqk9qiidttbB2c0z6aieCZ0m1bzPdRif1jYmRtgVLUhUDsXx8E7JqBmBDP3B0gRRIqHDchA9bcRQ3t88F0PZfJ0AZyJsmomk9qLvLh15dw7T+L/xX8yFUfGYt4imfp4iTGpinzH2Lo73eopBALWd30Rme6KnjeApLLs/5jsX5Svxa83WK+1aliQuLpmKoTxiUto9EyMlYcXJfYemW4Sgip7acBeH50IFKcfPhVPSHb8m1Nk/SCoybEUlyVYkZUKFkBZl4oHH9AUA7ks8UNtU/fGpCeJQRFAAupi8NouJpoL4AthE4nViqJB/2E1bQlShBhFQvDisftR8+MagRe1V8VMXe7dmn+b36qolQtXvz9yLnixeNYpubcWvYRTMZCkiMuCkGGp2XBRpcl3HB4eV+jg8E396PTsXUTTocXiTB5GG5ceG10fZtjdB51QM5cd8EEPF8Un9Wd/F6OnwsBrPzZE46pLMRE7jtMhrYhXrtaKq3bVi42XRFoNX1yExwtKjAhmFRwghhBBCCCHXync/fIOffv3zj94MQqZQ/EQIIZ8DCqAIIeTCmLhgdCcB0DrwlmEmGz+4O4iqu2C8BHmKA0VkEQUcnd7IO0IHcdQgekKo17k+CbxDt7g5HYihoohkIoZykU00zpgIm0ZR1Ch+2oie3ksEJd0/ZdX1WMkwPM6D0C9s9TqnKB8vWzenQfTUyqHeIGxyIcFGTDUXPXWuNDPBk4ZyFOdcohO/cwTR7pptByxs30wMpU1son4fhgtxvDF6z6CwLaiip7BeF/q15YmirMfWG1zUNksdR/j+6s54G7R9FBTrKBTXolE8cGfCAXOBAgDo6g4x3dlclq0IqorgothCgN4RKrjUiAZ5mmqpZ6IlFaiLgLQIfABozsX5CHVjosVdCnKeINKD3XfR9clFH8HlyRygTOi0J3oyMU689/IL7sPOrartN6QJeffEUJpSf1yiexYytI6fC6GCCErasSz7F24i2/VlECEO97Xfd7mJpiSHdiRj4wjl19RMDOULHERPYbxCNoIoYCuU6vb8lDjqksR2c2R0ErvUtkgTEGIZ7rnqAlUGm7saIYQQQgjZ8tOvf47vfvjmozeDEELumsef/IIuUHcAhU/XwR/95d/Ab/8n/+6jN4MQ8gm4ZJACIYQQQgghhBBCCCGEEEIIIYQQQgghhLwrdIAihJB7YDSICbF3o8uQOf50zgrVHQqoDhqdU5F0ZhseNSbmTtQcdjpnpyM3qGC2M3WDmjg+RbenQ6en6EA0jPsQumM3HstWZ3SGiglBvqhufHNrAjCNvStlHeLtJk5PAGRFO3bV/emU65NH5UUnEw31jEtE4UlYgEhZl7Rhd1aJUU7BDQqLuY5oWN5oTVbLm2i5eMHWMWlw8Rpcnw53ZW/6xrFsp+IwvovYspjNnKE1ghPr2sbfGTHOz9ygouOTorlAlRHaHIiWZsWnWftIvOgGtYSoNnM9yq1ei3pM0HrhSLhZVaS4QU3aKUQDHMXp2LtYXtu53rg+AWX66AD1EuKlEyPTltTH3k3coKTGB/pxQXLntdIm1QjDWRxecH1q26Bmm+Xr8mdSFl92S7azcxDc7hDmRzwvag+1uuzQfkzcoPyWio150nA+y/wbRygAXRxeCucO2LhGdYfkJeeyexYObmAey3uw3EtHKUaiG1RKQGrRjkiyifIsqy9xnncV5UkIIYQQQggh5Gp5/MkvvEw3qNuD7k/kJfzhn/8G/t5v/PlHbwYh5IVQAEUIITeER/CEMiwmr3ZQRms/HXuUJcQAQTfiKKB0SvdCnT42r1PkpLAh0qJ/ToqhJqKnTgxl4puJIGorftJhuJ/uu/cBIigdjm+MPzsWmYW+/yCyieO98kHsXRwfxUydOGpt5SaAAmLkVnf8s24ET3tip1bvwgc/lWgkCceyS1EyIUEQQ4nWyDvXqgiku/iGsomoNkKoXgT1ioTKs9kVPcyO62ScViHNvQsGuvjRKniKZxaoYiiLP4szJy2ReDVCsBNDAUFIlzz+DbAos9bqdoKgxQQzRQzlw0ihMe9v6pOxd7WMNQdBVN6Knur8yG1YXylckVGsouEY7Ymh1CLuQgSelRcEUVKNw2taoe7e83ZTpcTWucgxPgvDridMHoZB/Jjbs0qCyElyEzCpiItuZmIoic+1GCXqTaBMBVGl3ERYTfAUr7c6Twrn7CgSN14ro+BpL8LuOcKmcf5Lt+mVLvZOUhPSLUu7j+8wzpMQQgghhBBC7oWffv3zj96EN4WReLcDhU+EEPJ5YQQeIYQQQgghhBBCCCGEEEIIIYQQQggh5GahAxQhhFwb0WFBgnNDiPyS6ASRq0uEWWSE+LvoFaE1QsxjZCbuUDa+c4eS5tJRXHeqa0UKjk51djW3ihNuUM38ZO4GZY5Du9F2oxvUrjvUsI+XjO45YuIwY05OMgyXer0zFHai8mIEnsXkHcXe+XgdHaFqeQ3uJ3G8oriJHLg+WT105yM6nAAbJ5LXEqKpJLiZIUVnmh03qBQOqG0S7DxF9xUra1v2URzeOzhAkefxff62i8NDDu0eipuMT7NrWaRE4lmUomaPyBPAnWjc9WixiLfmIwbVVi9JawNTApI256OcSySeb5CGedC2aRZ7B7j7k4QIPI/D01BPFbpmnBVzdgbFqW5wyBqPC9C5QY1rFOzE4Wl1QbJNRWwrpbkbiZRVefycBjcnheR2X3pMJWp9bz8QYvPQ1iTFWSq2o4duUO4CJiHGLtjRZUwdofxwdW5KwQUsXBN9HJ7U519zY+pcn+LytB+/6/R0rrPTzEHq0mS3vSr/phZX2UX2EkIIIYQQQgghH4hF4tEJ6nqh+xMhhHxuKIAihJCPwoUnuXXMho5KFxOFKJwmelLvSC09vWgdoTsU8Yw0gUoUglRxVFmP9OKondg8yVVUEkRPVvGkGMpFPL0YquvjjB3EUcw0EUbNItj2ovA20y5MPJZlZe0fNXETusO1EUaJTARR03ptVbPYO6CJn3Zj77rxOsyzI3pykVMRAsQ4xnYgwrIv0XkedrYI51rneCciiZFiUQxl9ZIfwbapmMXhhXoHcXgm4CDXRYzDg65QDfddqOdiKClCE7+mlnZiNWsR/ABN9GMX1pKadCVGv+UmDpIak+fCn6BkVJFeDDVE3W1i73x87gVRNfLPRU9lw+ERaDb8kugyFw+mXiAmaXtc6ja4QAxzEVTZ3Twt2/JMtyUSxFVZyzHz56T0AtjY1GgQPkL7DdEw3opZurbkpBjK20dty9MgrDRh8iCIsm3153lSXwdQrzd/1ueNyGlX9BSEbxvB06wN3ovGmxFFdW8lgsrarllCCCGEEEIIIeTKYRzedUHREyGEEIMReIQQQgghhBBCCCGEEEIIIYQQQgghhJCbhQ5QhBDyXgTnBMnaLHo0zV0YomtDHFeW0I2TpwPHhGCrJEmnUTLuDgXUeLFgkDHG5sWoPNWwG+e7QbXosrArEpw4tHfz2HV8Uj3hBmXzv5+jxHh0dXBvsuilbRxesIqaOEK1erYiW2AdnMTexfEnY+/WwSVK1eMUZ65PPr5zIRncnqLzSTxGzzgf7Xpt80hCcWsJ8UjTSDEVd69R9K5nozfNNg5vdIRCWZZfe3Uf83jGyTXROUEBHokHVLe7UFeWpUV6xoUkLY5HZaYW/2bY/RSi3zo3KG1xeT5tsfYxuEEtcjL2rozPvSPUukJzK3euQOsaXKmGG/FcVjsOqXfImh2Xun+RmQtUGT/E4Ym2tiI8D0oSbHg+JWnObiEaVoPbUonUC7fr0hybYnQoRFrsnjkS5m1bMnOD8msltXMd20r4Nti5Do6Ha3TOq8/S6OzkbW+4BjIgOffnd+b6NDo+HTk9nevsFF3E3jQGr7pA1fKbuU0RQgghhBBCCCEXwOLwAEbifSR0fyKEEBKhAIoQQt4SDR3UQIjsyq3TW7XvbN/r8FMTZthw+ecw+i7GsVlHb1QIDeIoIHTq2qYOsXkm4JEk0BCX9ywxlM8ziKFsW6LIxIZjB/MojJoJnYLGLNZ5V8QENVUD0Qmb2kAURrkeYhBEtXq1HGPygGnsXRt/RuzdIIaKHeplnkH0BABrFUp1ne22Ddpfyy/syO41SyaCwL6IZBRD+fox8b3ciqtaHF6cNivHBUehFrlGxkg8oApmBjGUR+IFIZGItEg8E/3UYQH66DcXCDUxlNo0q5ekTUstVk4ss9HarVnsXRxfY+80hwi8ON7EM3U/1Oq8kCgQ87jA8bgAwLJs7pLtneYLrf8W0Y+E5fs9nZsIFPV55M+prB5zV8RQbfYYo6oiLQ5Pw5a01UBqBJ63xSfEUB5Zp2jbivBYrSKnsV217W5CVBNe5U29LvIu5/NET2vu5vd563AnKnqusMkESi+JUjwDv2bbiPLPK69dQgghhBBCCCHkrWEk3vtD4RMhhJAZFEARQsgb8X3+trmOZPV+XgCl83CZzJR1I9LwDtzQpVwcekonoZ6ru0hSxCG+kLLUUm4uGKXHthdGaSfGCT3MObhDPUMM5YvYEUOZyKZ3yGhl3zbVXaHTKIYa531TZFuWPIqe1Ixh+uOKQWgm4RyH+aMwypY/uj55+VzXJxdD1XOrrd5G9AR4p3vnXGIEp6ipm9lL8OtQOhHJoaOO3VCiUKSNMKNOxFwENU4by/HcvGbHyHthQihgK4YanYpcDCXBWSiKfmBte2hHoxhqqc5PdVpzYmr1ShtWyu6G5I4/io3rE+Aip871KbpBmVhEtReOrCv0BcIVCS5qPs7EUHvHxeqNy4rLEYHUBkhTgkRxThTrSiuaaM23KbT/mtrCTSjbNUnW3kaVUtZuY8vymujpWAzVRFidE98gKh3b1bK8reOTt6s5B5FqECbVa+As0dMoeDoldDpT2LQRKF2a8Zo14rWrb7h+QgghhJAb46df/xzf/fDNR28GIYSQCh2h3g+KnwghhOyx8UIghBBCCCGEEEIIIYQQQgghhBBCCCGEkFuBDlCEEHJDmGOECkJs0qmZmtOFiMwdo6o7VKseXKA6Jw7po/JScwB5lhtUy4Hr3KB807Q5ePhuuLtFcHzSidNTN4+N710t5Njk4lVsjq80pyBB2HcJziUiHvFkUXmjI1Spp6GM7nzOYu8ANPenM2LvukimNbfjlHPvVjI6Q4VroHMhCXFPPu6lhOOhSToXnaNIMXfVEQGQoQiuPP0KbOn1//V+2InAU9Fy/boZyXvZi5FLMbpB6bpuIvGM6AbVXTsx+k1S7wZlZO0i8To3KG3fIrhbWXAC6u6d6PK0F3sXovt0XbfOOS+4B9W2O7bxts17x8XmxXCvibToOMnlGYLSlmiNwSvVwrNFBe0Ql/tOw7TO9S9EywISnKPCNgWnKJVwD1dHwRij525QuT2finvT+a56Y7taloFt5F1sVycuYMVtb3CE2nN9smtlPOfm9GRl3/UznZ32HJouiUc7xpPW70e8dwkhhBBCCCGEkGuEblBvA52fyHvw937jzz96Ewghr4ACKEIIuRXWpu6RhBbHc4S0wKEiWNJNZzQAF0eVenWadXRLEykh9EmLlI5gj8d7hhhKk83Ti6G6TbPOaFShkG7Hd3FHQNdBWjqYh+F3IO6FhphBSYP4LIqXgjDKovI2gqg6j5NQVU91UhCGWeydlZ8Te1fqVOHFtEM+RHRZtFLsoO86rbdiqLKMZ5yMFPbZRHpF/XVWpJiJSnSx41Mjt14Yh6fhPHVCQd1cwuSG8MjSEIk3E0PJsnQioy76LYqhlqVdXylVNU0dE8RQmztB2noPI87Oib2z8a8UjliUK3TdiKE2xwUTcWEUM6053DOtzYGUffXIV9UWy5pimy9NIIuqV/J5gmh0aHJKvJ49d8K9GhVaWfo4O+1FpT7+uaLSsV2t++6i0hp517Wrdm5HEVzObdo5oqch2m5X6PQcYdMLoxTPRsP+BSh6IoQQQgghhBByq5gY6jMIof7+3/7h2fP87Jdfn1WP4ifyllD0RMj9wAg8QgghhBBCCCGEEEIIIYQQQgghhBBCyM1CByhCCLlW3B2jxuQA6GPp9u1m3JUp+ItsXKMm7lDdesy1IsbmJWnrHUxNnuMGZY4dGzco27TqthFj7/ai7Xadngb3j49IKBMJ5yJrHbap4biEyLsxKs8cocry1BOzSgKbdJfBJvYOcPenc2PvfDmDQ0nvVhLK0fUpOtZEd5fRAeo5RLMSv9jk7Egxj8BDCi5QZcHHcXjBBSq4PDWHKynVPMZwuiByQ4yReNENamxRY/Tb1A0KLcJLltpQphBxt7Rrr7szltSWN0ZKVuceNTeog9i7OP61zjmb41IWvjkufkzWNbhfCXTN7jAY3aAka4nBq/U8Bq/ur7tkBccnqJZ4ypk7V+5u/4kLlC+ia0c7R7wch9s8sd2059G5rnpju2rzdBF4k3a1TJtE3nVuXzuuT3YNjI5PR05P5zo7vTBK8bnQ8YkQQgghhBBCyL1xr05QMe7vJUTXqJkbFJ2fyFtAxydC7hcKoAgh5KOJEWKzzuE9AUjaV1vMY+5K+aQ4qgqjmpipxePVvKFarmKo0Kd/rhhKg/CniZzkWPBkxyUInmRTT7fDtu+2ke9BUCVJCiKzMEk7kRm849+j8kZBFFA0N9bfnaSPEAQ2sXdWflbsHdDET2MHPVA64fPQob8X02XUDn19xfEXieK78yPFPAKvxuHpYscBOIzDi9e834PdRQ5kaectCwVQd8Qo+nHRyBD9BvRiqO4SsHtfMyCpCKGAjXh10yLH+2QWI1kjzTRM28Te1fGXFpHsHZco5JJl8W2TrL0yKca7Sf9s6BRLGf6sERM91fGSwrBqVJVO4/DKiH4wipxipGovgArtpupWKGWncyOGCs+7g9i7TlQ6a1fjNNvXnKHeFq/98ZuJnmaCJ6s3ip2eIWyiOIkQQgghhBBCCHk5UTB062Ko14qfRkYxFMVPnxOKkwghr4EReIQQQgghhBBCCCGEEEIIIYQQQgghhJCbhQ5QhBDynrg7RXCJGN0xgquHPAXnhuAaokn6OLsjBteoI3coIDgVmUQ2SzdNlsENSuPy224cukHZvi/B1QfNvckcnzz2KOthtN3G6QnD/LZRXsbbIWEFIm2bRDE6Q/lxCY5PLSpvcISqy9NwXLsIQYSIpk3M3bFDic87xDNtHEpqWaIjyej6FJ1HojvJK2OTVMQvymdFitmxqXF47gi1E4cHMZexuO5WsGOnSeq1Z9Pez2CMvC/f52830W/TCLZl6dyX3DlvWYCkxQmqDs9ab7923X2sv6Ci41NxgbJIvG3snW33WxKPS4y9U6Dt+7p6DB5sfNi/dj/1bXjn8pQ1RKT29113hCb336xefC507k3mBhUiWqexovZ8Ck560rWBNk8+HXsHuPvTpl318hB5p2G+c1yfxmg7DcseoLMTIYQQQgghhBDyvtxqLN6lnZ9m/P2//QP+tz/9nTdfD3k/6OxECHkPRF+TR0MIIeQQ7zQXKTFJNSpJHh4gX1UN6rIADw8+3kUdRoy6i2KmcxhFU+N8e5F60pd1CfWiUGqJw21bNSwvxrkhlWku2hH4slWwFTyNYidgK3g6Q+gkUXT1niTpRU5Af07iONPySIlS0+4chPp2XD0qL9SZxtyNw5MOemAezzSLvQtlFz91He9WHgRPJoKy8rn4tZJCWWqkWGrD9d7Ckvwe0lC28X4t75TVIhrrcF5S0yc+hPIi0KUJ0HIoQ+DHMlXhhDzVSasirU0Q4eflKdfhdpzlyY6zQkzQ8LQ2YWTOwNMKfaoLf3pqgogfn9p4i0V7J2HMvePtOtDadqBdgyhiqBjZKOM1as+ClDbXrpqYby3nF0CJPovn+ccnF7no0xP0xzotrx9yfh/TFyDVffrqoTsm8vDQBIoPD21/H9ozUZcEPCxQnxbuySVBH+o9naTch3Z/PoRI1UWg9bGaF4Gm9nyJ92cUP3Yxd7kJRm04PcV2M8wT6qU1A1EMFcSmo5D0UFQ6tqt12ibyztrPIe5wFD0BNeZuR3zKdoAQQggh5D747odvPnoTCCGk46df//yjN+HmuXYx1HuInyL/lCKom+Mf/Z1/9tGbQAj5xNABihBC3hDrYHxMX6BZIUuY6C5Iw0zW2enDoXyuAGoiZhId5jlylIouHUnavEEMJcWmqDlGLdIESyecoUzApN129m465u5UFtc6n6eCpx2hU1ue9v++NZ2bUxCCAZ1IzE9BEC+ZU5RUxxMTRPlyg6uSpND5L1vXJyB21p/n+tSVZ65PcXztkJ+KngbBU+dQ8hysT99EJMDzHXW6cVVIEd2gQrlUEt90ic5dubl2SVZ3gQLQCfbirabh9MVxtn2bDe6Go6fObLwNBuGhWbel5CIUrdsOXUFeTxSOPKYvTXhS70lgcBxalnK/T5almJz2S27se6KtXfBHgUhtF+pxUe33b69N1uHI7FQTnU/aG+/Lis+aKIDqhnWo17evneOetnn2hKQnRaVDuwpg6vikQRzV6q1b0RNA0SMhhBBCyCfAhAYUQhFCyP0QBUbXLoYiBKDgiRByXaTTVQghhBBCCCGEEEIIIYQQQgghhBBCCCHkOqEDFCGEXAPVScIjjiZI58p0Qr965Bp1yh3K3GSsXpa2vokblLvyPMMNygwsBGj1kjSHDXN8MneiE45PG6ensZxDbN447dJI8x0qUYB1H2ya7aNI5wrlx85i7QZHKACQ1ByIkKSLQ5JwXmXjVvKM2LtaPoy9c6eR3LmVIGubNjo+jRFNz8RcdHy7Y6QYwuU2zjdMb+MTtB5kQYLaRZRRD2Ctp4DaiYoOP+YU4/NJW4aGe3Xj3rS3g4Nf1XQ4/Gvl2C5IatebSB+jSN6E7/O3LRJP1/m1gnr91ut/4whW//Xxz406vQLicZi6HY5OhzZ+eJS5O+Ab+mB17WNGcHmqzk7apsV67vKkvdNTbF8xcdU7jL2L48d2tW7TJvIuuj4ZQxyeQecnQgghhBBCCCHktnn8yS8+vQuUuQsxCu+6oOsTIeRaoQCKEEI+AlWPsSkdrBahdDBLF291XpTYVDS1J44ahFGd0EmbyGMjhjLB1HPEUFEY4EIT3cbceXRdEDDNBE8+bUfoFJftm3JZEZROBC+S0KIFq6ClCZhaPN4mKm8miEKLELTt13jewv5I1rZ/JhI7N/YOcPHTXuyd5lbuOu6j6GkmeIoRTWdyiUgx1HGbtZpKQxQwMYPFDFpkV0aJwSsTm1hRpMXg1RXHCMfpBozbGnVStvzUrgm/BhKCIK7FHvr9l0K78IKUQfI6xkg8AJ0Yyq49jyRc17m8x649u9ceZqoh8lokPENmYihZW71OHBUETyWiNTyTYvu6xrYXx7F3Nn7WrtbyGHnn7eq6trY0xI9S9EQIIYQQQgghhNwXjMQj1wJFT4SQW4AReIQQQgghhBBCCCGEEEIIIYQQQgghhJCbhQ5QhBDyXmhwygGa48/TU3MCmmGOMCHe6lyXlyPXqI071OgMZdOWdOwGNbrR4Ew3KKCUTYob128OGx6Jh3m8nTk+7Tg9yegQ9YbRd90ZdGenVu7cfIBy/OK0EF02c4Ty5db5zQ3KI6OiM1BwITG3Epk4mZyMZzqKvQvjY/TSGMtU5gkuJbbxZ3KRSLEw7GsWgUjZHk2pHUe7htwiphVVQ4RhkhaDh1Lft7Wz6qpuUWjLi/F47boo623OXxLu93ivSnMVI1fHzA3KHJ/8uhyvXbuu19y3y6rBEWxYURI3DgSCU5qKr5dOQDsoWoxqjLazyLvg5BajRNs8pX2Nka1d+xqeN5JziMc74ao3tKsA5pF3k2kAzzchhBBCCCGEEPIZuAY3qO//7Le67SCfA7o/EUJuBQqgCCHkHfg+f4vH9MWFILIU4VMpLyE+bYJ1cqd0LJSKnCGa2hNHeQd8GpQ2wFwMZWKMc8VQi0BMxWOReHV7NjF3E2HTTPC0ETqNZYt9e0MBVMckWlBsOEaZdRFn0o+PgihXTrTjZWIo26UohkLXqa+7UXez2LsyPp+OvbPxYwd9FD3tCJ6e01H/mkixTRxeja0DAJXczs2qUDtgq7YYvFLRd0Mk3As1os6XlySIoYCcvFhEUDacwylMfaQeRH17Vfpt92tl3MkkW3GMjR8EMnb8HtMXiiXeATvGj+lLd4121642IU25OMJNvbZrFAiiWWu7axsty9KEfVkBHaInCYDWPkoULqp6WWo5RuLNovKsfe3EUXvta4gFjfGjU1Hp2K7W7dtE3oV2lfcxIYQQQggxfvr1z/HdD9989GYQchX89OufP6s+753LYsfzueeBPJ/Hn/yCkXjkTaHoiRByizACjxBCCCGEEEIIIYQQQgghhBBCCCGEEHKz0AGKEELek+rcoD8+dXFe53DSKSpy5Bp1wh3K3EVkCdZCR25Q5kpy4AalNn9SCJK7CcVIPMHg0LT2UUKb2DsbH/+NDhuDG5S7d4zTLk043jrGlXWxg8EZa4jKmzpCYYgQNDcoX96wW7k/JmfH3sXxB7F3QItg6hxKgnOJ8RqXkhdFikVinNia+2F33mnXjai2GDybJrFaH8nnDly5uTxBQ2yeOTm5CVqLw4unr23v5CBIF9633TcfbNfK1CHIowjpEPSeuANguEb92hVp91aSFoNXJjaXvth21La7c4Sy5Q1OX7Z+gj7aLtz6m8i7GGc3RInaeOTQfpxqX+N8a3Nvam5Q63HsHSPvCCGEEEIIIeSQ1zoNxfnpBkVuDYuie08nqH/+f/wm/vkf/64P/w//5f/ybusm7wfdnwght4qovlceECGEEI/zAvrO7ANMKIUamfQcZFkmCovKKI7qhFF9Z7ssoRM+DR3yy7aDXuP8QQyFlKBLXHaJxHPGmDsTpayKUdBU6g/RdkdCpzECL1/48ReiqroIvGGcpihu2EbljfNujpcL0KQOt/U38csQz/SUIR5hp5AoZhpj72z8qdg7oImfJh30b9k5/5i+lDg7uyeWpZXj+K8egFTK8rCUe+ihTksJatfuw+LXtT6kIth7qMOLeD1NAn1o5zE/iJ9PXQRaZeWaBNluVxHIqkgmpHjqz016auXyXz0fT7nVe8rAk8VoZeCpCmme1nLOnoIAzcp5BX4sMZu6rtCnJ2gdRl4pnvgAvP1PC+SrcrHIsnjbLg8PRVj6UC+keL3mGFdZzqfdk6Uc7sExhvIdRDN2T872Sb56aM+vh4e2f919V/ZV/Z4WqN+D7V7VOt6eG7oI8rJ/D3bPFyPE16U13o/1PrTn0FP2clozEMVQOYieTrSvG2EpML1Xd2Pvwnjet4QQQggh5Bwo4CCfgbeMV+M9dBkYgff+vFQE9c//j9+82Da8hRjqn/7p71x8mWQORU+EkHuAEXiEEEIIIYQQQgghhBBCCCGEEEIIIYSQm4UOUIQQ8kF0blBHnOkU1c1yhmvUrjuUOUPZvKfcoKJj0Z4blLlGLaV+i8RDvw1jzN0YOWTlI8enWQTe6BT11sycnWx44g7VOWZZnYlT1NQNaonDdYFJtpFMuTkLRReSXXeSE7F3Xv4gh5Jdx5mJo04rN8eZ4jZj1+Xi9fShRMe5+0ySg3Jzn0EC8kM7TxaHp2lwgKouM6XcXGTSqpAnDW40uZwroHOVmZ4/d5LJxQ0IAKIr0I9PW5egd3DqIj3e5o/uZdURyZ2SbPjhoTlAiWydvnId3nMPsrreduZpG/iaa2B3n8b9G+9DoOxbLeuSegeozuVpez/atD0XthzuwRkegRccoNJTib5Mk/uzOEOFezO2qafa18FZD9jGiu66ePFeJYQQQgghr4RONuQeeS9nId4/r4cuUO/L74dYumvhtY5Qv//Hv4u//iv/8UJbQ/ag8xMh5J6gAIoQQq6cs4VSkQPR1ClxlAujqlDkpBgqRt3tiKF0FE3NYuCAbWRdbiIej8ObCZ7GSLxxWcMy3vLRJ3GfUhonhmkT0VNlN0JwJoay4UEM5cfrKTcRFNBFpnWd80/rtnP+KPYujv+gDvqTgpJlKTF4QIkdC4KLLn6rii9KvSK2MMEFUkL2covAy0uCJoSYrhZvmB8EWhenSWpcVl1EJ3KCi5wkl5gteWrXcnpq4jSv99SfMwmiiu4cTiLSNAiiTDxDUcX785i+tGjGrx6212sUQAXBXhS6eQwe0AtrNETlHYmhgCKIqvX22Ls+4r3n2x5FiHH8LIrS9mmMwPP93REhLqnGUsZ7TUI9eHkPlSCACvemxd+N9ySAKkIMAqisTaB4qn2NwrWDWNF2Phl7RwghhBBC3h8KPcgt8BFiGt4br4MCqPfnGkVQe+yJo/b2gUKot4HiJ0LIvfHw0RtACCHkmJd0fnrntK6baWo2Qbnv9DZhlI01QYlGMU0nhlKoZhdZyaK9aMc61ZcE74oWKR30GgVRoaN6dHmKoicdpln90dkpdv5vXKBOd/i/FhVpwrOUfbwLo6yDP2PuFCUC0SBsUgXyVgxldazzX0RgFlA6isoyeheSeCzXcExsvHXOH7g+xfEf1UFv631MX1zYIQs6oZsL5iSX6873MbfjH8V2ou2Y1WGx5UF8vCQtw34s2zEX1Xaf+chaLZVNsVlckJi1Xjt2r7VFyiB0k9FFbCakkwSkdt921wS5TUxIqrWtjSJWaxeydmIoCe23ot4fhgseJ+1hbSt3Bbi1nYuCWhchDoLEMtwEhZ2LXRquYdvFeL1GQSgASHe7deO9ONunbTVAQ91ajuIov98V3g6IAljjcwjH7Ws3fOyqB9TzQdcnQgghhBDyzrxEpEBhCHlPPkpI89Ovf85rnZA34rlirb/4q1+jCOrCUPxECLlHzs9TIoQQQgghhBBCCCGEEEIIIYQQQgghhJArgw5QhBByhxy5Ruy5Q0VnKEmC6J9x6AaVzG1nxw2qLhNAcYNS8WFN0tyNykLK/NEJyv6dORUB22g7nzf39eJ2aN44YL2atHXeQTOAas5Q1RVqE5XnjkPSRQiecoMSDW4q0Q0quBtJDvubc4lmquXmYpKh8Rifir2r46/GocTcvda1uZiJNMeVJNA19+5J4XrTFK+p4vAEmOtTnZYUzcqpmkX5+oF404hfulqcnnxCc7cRaHB5qov27UO7pswdCvUWC9eKDteAO4yl3OolAcLtLkn8fn9MX67nHJJj7NqwtiGM93tX8sYNSmObbagGt7/Juo7coVCdy4ID1Sb2zh2gkrtA+T7ESNQxEjQ6QcV4TyMNwxJuLgXkabq5+wj8vhVFdQq04cFtMDyX4rST7Wt1h9LoBjVrX304PDgIIYQQQgi5Yo4ceeiYQy4FI9TO41//1f/lozdhyh/8ySMA4L/9L77/4C0h98Jf/NWvAWAcHiGEkH0ogCKEkE/GntghCqM0iJROiaG8U30UQ9V6AjRRhmrp/LaO8mmOEZrIaYzEA+aCp1m0XRyfQ31bxqUxgUlKvdBgFEZ5/FkfldcJc2KE4CkxlAtedsRQFtVU97mLE4wxTDl3x0vDMZ/F3gHXE8/0ff7Wr1/N2gQdIQZRsrYYvDqtu16i2C6iQfTUTRcXQQE1XsyvyxiHV4R+Ku18ipcRRB5FNChBPOeiJ5EgqhtEI5th+DwuFJFUrku7d4Fwb21jMsl1oqPwySeEdljTRgwlE+GnxnkmyzsUR/m0IGyK7d6yNJHTskBS6gVRds2n0H5ZmxXj8WzzQuSdxmsddbztLoZ794i46yHyTmIkXm73t2iLxrP4O1lDm3HQvqrHsvbHf2xfr1JYSgghhBBCyAuZiVYoiiLP5VrET7YdJuYhhHw8jMN7HYy+I4TcM4zAI4QQQgghhBBCCCGEEEIIIYQQQgghhNwsdIAihBACoHfzeUxf3BnmlBuUO3KMblCV4sgT3IxUO5ePKUcxd2twKorxRGVlvcPG6PQUHTfeiO6YAFtnqJ2ovOjW00UInnCDaq5WO25QFh94Kk5wXdv4da2ReFceezdDg6sVQuyXZkDb8equvMH1SYJzFCAhzq45whSXnPm9EY2m2kLD6lKo56dduqg7iLYUQ0HnENY5Q23iwMK95Q5j2jtC2fpQ7m9zz7rq80qac9KSyuVk53PNfeTl6AYlbjsH1KZZJg55xqE7VGR0fUrh2jMHQHN/MkeolNzJymI8y6am7tpG11bG6xrdvZTWftvPYWM8aMuu8XcS28ocnjHWdli7qdtp0/bV29HWNk3b1ytz1iOEEEIIIeTSRDcfukGRU1yL+xO5DH/wJ4+MwSMXh3F4L4PuT4SQe0dU9fk9B4QQcid47Nsz+UwdlN0xCqIKSdIJnWIckixLm5ZC5/Wy9KKNtGNEWAVP2nUwh07lQfA0jbZT3Rc6rSs0X/bxZ4KSeEy66TEuCujFAymKVaQ/ziEyCimUTQwVhTFRMBCP7bpCrFM+507opE/WIb8CPz4BaDF3dvz0x6cyHdd/7T+mL0Cq4ouvHiAPRestywJ89QDY8MNDO0YPSxNlVLGGPpRhXRagxgnqQxNvaBLogyDbtKXFDpZyWVy28fUaTWuL2JIneIyWZEV60jAtlNcMebJzppB6XuQpd6IKWTPw1AQWLgR7egLWXP4FekHbLYnbbhxvS0U8jhDL0q7Rrx7K9Rev0QdrRxPUyiJAziHabohd6wQ8k8hQoAoCd9rAA3GUY21WJ1KatFkmfkp2P7VyP17qPob7awnT6r2VlzTJAHw5UQwlWu7HeE9auymrAk8Wc1fvR3vePA3t61O4t55Wbzvx41N3r43tK+89QgghhJD75H/+3/+rF833D37zX1x4S64XiqFI5NqFT4zBez0UQr0dv//Hv/vRm/BhUAR1GgqfCCGfBUbgEUIIIYQQQgghhBBCCCGEEEIIIYQQQm4WRuARQj4Fu05PMSbqXDR/qsioU9F4HqUFuKtJjPOREIcErRFf7nY0RNQZ5kDSxeC1qLaN49NetJ05bIwuJkfuJy9EzUpkWFc8Pt34GJW3wp1Q/Hglc23JwVllEo3nTiupxd7FaDyRGncVHGL8uOTO6UWDc4yua4tr0p3zdIvkcO3E2DCLTgyxhAAgqUbd2bw2HVLjsuoi4jpml5bFl0k7ZyLa3GxE+mlJfRtUJLiFaYk7tGUm6YfNyaqLmkweg+fLs3s1HhN9u2hIEpDUIuKWpTkiSXFOmsbPxXGLxcW19s/doCxmFGjReDH20dvMhI0JrC8jZDPODe3auk451VWXpy72rovDk74cXfGCu5THPl7auU/QR0OO0XbBZauLxtN+2q4D1xjLGp9V99i+EkIIIYR8Yl7q9HRqeZ/BCYrReIQQQl4L4/AIIYQYFEARQu6SjeApCgHi6CHG7SxCZNRj+vIpRFDGTAxlwh9Br/twgYVISyxScTEGABd4TBlimDrR04HgqRM7aS+Q2tuXS+DX3CAiGYVRR4IooHbGaxOrnBRDpYngZRBDQbXF3nWd9WsXh2fiCOucv4totBD/JVmLuAMANPVChVh/vF58WIZxg1BlT5uh6vGEUceiKWyO1GvDxBIirq4qIo26BSFCUhcp59lixFT7857ataKam+gG/b3j16TKp2vTPpxO3CYugrJp3QXTxV8GgVDWYzFUFPRE0d+4LUfiqOmmD3GmYzxnLZ+KvYtlj5FM0sfTrZN79TVE0VMK91xuokZR9TLWdhzFytki8bRvS7wdrc+qtcVSMnqSEEIIIeR+uLTg6Wg9n0EEZdybGOrScW73cEyOuPb4O3IZ/uBPHhmDR96Mv/irX6MIagLj7wghnwkKoAghd0MnehqcnayDfyZ2MuFJ19E8w4QUAB1T0AREdtx1XTuRj0tGliV0+gJIae5wMqChI7mOaOsxZoKndxA7zdhbxyiMmjlFxeMFDO5QJ8RQsgSxw44YyscBtRM+iKHMDSq4dgHVNasO31znvDZRl1+HIvX6MLHPIADZE1aMQqedaqI7xk823k5n1LQE9xmBbqY1QQma2EXDPCZAcSGM9Oc9uIBt2j4TcyxLO0Yo18Fncri7OlK4j6PYLfViKH1ITRQkeloMBZS2Yyb6i4Ipm+/c7d0RPXXbfcr1qc6j4X7QJE18NIoSX6uBkrCQKnoq5SAUs3/tPtHh2I2ip5nAtLo/6eSY33T7SgghhBDyiXkv0RMp3JIY6r2EO7P1XPuxOQcKnz4fFEER8j5Q+EQI+Yw8M/eJEEIIIYQQQgghhBBCCCGEEEIIIYQQQq4H0XMyLggh5Ipxh53g+rQXbSfLsnV6spioE65E5jykT08b1xw6OGwduNxZazgP03MwQ3UbcQf0rk8Tx6drPxebeEbg8Nrtjld0z1qWGpnV4h0lOrCMLjI5uCI9PdVyDuV1G890ow4lfozTAvmqmF3Kw0M5lnUYDw+Qh1pOCXioEYQPSylbNNdDgj5YTFcqcV4okV36ECK7FkEOZa2L1iTIC7ye5BbnJRlITy1WSzIgT7lN83hCbfOs2V195CkDOfs8WLO3TbLmcM5zPe8WxbUCP5bzHs/zXUUfXhmP6Yvfq7IsLY7w4cGvUSxLf1121+Hi1yhSuybLRO0j4nRwMAoORJ0j1F7U48wdaiQ15yb/d+ZWlVLnarWJvQvzlKi85kLlJk3muPQWJGlue/ZPbvck/H4M91nOwNNa7rEwDGB6nx29OwC3174SQgghhHxWrsH96TNF4c24Jqeja3csuqZjdQ7Xfjxn/MGfPH70JtwNdIK6DL//x7/70ZtwNTACr0EHKELIZ+QuI/CmncvPgB0RhNwOe53KPgz0Ypsxfi2FqLwUxo/EKJwQGVXGf94YvEhsOx/TlyaiOIh6O4l1Fh/E3N1amz3b3sf0pY/Iy+qxjSej8ew6T1pi8YB5NF4Vw+gajt+6hvErhX3vQBdzB0BNp1bT+SQIQFrUHZpnp4pfFCoCEYGaiFPVF9gF92Utbd8S4hNNgIMm7rS2zeZjHN6FsWfNsrTnU0ptfD2f/Tzb55JWsZFfH6pQaeKlLhqvjgNQ4tjSRORk883EUUdesTGSbyZ6qnU0pbacMfbO2rkqLGyiIu0j8Mbtei22rblFjOp4qFXLPWXr3ROWxTZVtUVwWvzdGH1X6/GeIoSQ2+af/NFPXzX/7/32dxfZDkLI23MNwidS+KhIvFsU54zbfM2CqFs8vuSyMA6PkLeB4idCyGeFEXiEEEIIIYQQQgghhBBCCCGEEEIIIYSQm+XqHaBe5OYUooSeRf1i+9x18sttQj4Wc3+KUWud61OMtnM3irR1epKDae6IsQaXiDPi2z453+dvW1saHLLM3ehszEnjxmLunsvongVdy7ECTrtBmTPZOW5QQDmm2ZyA6E7y7khwmknBpCdJcfJJ7bxbeySq7TSJ+Eyy1IW5q08fi+Zt25KG4SGW0mZZVzrcvRfu7jU8n0KUXOf+FMcbFrkIASwicXCDQkZzMZLYDgzt8JE71Bn7gW4/QrSdxdzFYYvAk+D8VGPuOtcnd1wK+/Dc7dvd5toGSrt/JO7PsA2yxu2pMZTR9enAYS9Gi/ozjRBCyFXxWjent1wnnaII+Vjo/nS9mGvQWzkb3Zsr0Ue5Zx1xb8eYEEIIIYRcB1cngNqIj14gZpIkm869s5hFLc3YEUqxs5iQ98HvPRM/WZTTsszj8NLYidwLnaTrwA3tTc7QzM7/l3Iq6u21y7pXbF+jgOxIDGWiv5NiKHuWqvrzjp3z70+JwLM2p8XcIanH4AH1XUabSMN1GQmtkhZBicBi7zLEpqVUBG5AGbe0tq3JP3piHJ5tg117j+nLp7oPP4RUn0HhmaRRVOT1eiGuphadp6NwKKlfByaIGhHVY3HUEaNIC0H0ZPsg4mItiHgEnoq4sMkFRkHIhYPtlheIoNoxi7GsAHI8xtqLnLttGOLw1twPA6cFpnWY9xIhhHwsHyF4einjtlIQRcj7QOHT7XCpqLfPJMa5RjEUIX/wJ48AwCg8Qi4Ao+8IIZ8dRuARQgghhBBCCCGEEEIIIYQQQgghhBBCbparcIDqnJQGx6eXujl1MVjnoBrcNE7UnTlFaaYjFCHvjaRN7F2Mw3PHk+D4JBbFkyb6zxgxlGuMjTni5MFFg7wItovns4nFA6ZuUGMsHrDjBmXxVjvXMt1J3okYgRdTzaTF4AGl7I4zcbyid7BDgtb4LRGBphAppuYM1WLuwmb4tA7Vdh3Feuvq1yGvj+fhca1jxCqwjV0dx7lD2BCNl9o0tYhDoMbFBYcxCEZHKMeuKauz5w41YRMFG7bHXZ+A4vwkEmIfw7W75mY8lXMfM6dahsN2bsrPpNtif9a3sm2z/xki0h8Ta1OtrQyReBrdoEaHPRumwx4hhHwot+T6dAQdoQgh5JjP5OR0CT7KDYrniezxB3/ySBeoZ/L7f/y7H70JV8df/NWv4a//yn/86M0ghBDyQXyoACrGWFlvw0zw9GwxE+DiBjlzHlU9r+6eUGpdDwVR7Cwk5B1IqbUfSytLSr3gKQqdxo7m0FHcxddoLqIogB2a5N05FEPVZ88pMVT3jOO1/GGowP03RQVqghQVj8HzejUqTFQ9Cq2Lr1MAohCLF6vLKOVe5DkTQfnyXGhVrhMXgixLe+dBi8djHN4LkNTHtaYg0LXjPb6HDsMaBVDohXQmfCuRl3V0jW3bCKKA+myLbcKBOGp3n0IMn4mybHzcxhSuqVHYFCPvcnbBkZgIGSht3KUFyJ2YrN1bnehpjMIbhVhxmw7E0hqi83jf3Beb6PYKzzMh18W9CJ/2iPtHMRQhhJDXwGg8ci0wDo+Ql8P4u/viv/v5/Len//Eb/vZEyBFX4QAFSZCv2qZsBE/PFDOVr+RTK5+zCbnvvNhjI5TyDqIDQVQQQ/EHcUIuiOZyr9VBEWlijlgNoZt3z/nJ/l13RCBDu8AOTfJRbMRQWl0JT4ihdPLsAngtfwhBr4TQ/JgLFFAFIe7wE+bVoMtIdSF2CheBwFyfspfDrG31LnpKkMXcpXJx1bP663roBsXr5YWItHfJ+M5qwqF4rw6ip834il03ULirkkKmgqg61BZVhXS74qgT+zKWTfRUyvV6rs9WUbgAc+r4lMO7eG6uStJ9ZPBKEVQUbiUB8rAPM9etUYQVtuekWJri0rvEnN0AILoX0xWYEPKRmBiKQihC7o9/8Jv/4qM3gXwyTAz1FkIouj+Rc6EbFCHkM7MnfppNoyCKkJ6JEoAQQgghhBBCCCGEEEIIIYQQQgghhBBCboPrcIAKyMND7/j0AjenOnP9Nx3PZ19wS25ZIst+9dEpymIu/Ev+mSPUunaxMQC/BCbkNdj985i+QLO2e03V77XxrjeXG1mqfYo5QWX0DhseuZMP3eAIuQZe7AZlTml0J/kQPLoswePJNOkQYRfC7qIhT5Li5IPaXIV3HEGC1vyusdxmQGnrljDO2sAxghgt9m4Wh8d3mgth5zClPj4uOhAB/tmCRocioHc0ekhdlOvMEapVbv/suUM9Zx9aRF/YpqyQNTcHpxiBN4u8MxfG3M+zicB7yfN5jLxFu//iOHfTyuH4Rxcq2548cY6duUXWbeZ9ch/ECHd3LY5tJ2PRCSFXAGPxCHk95rj0P//v/9UHbwkhHwtj8chHQxcoQs6H8Xf3wZHz0znz0A2KkCsUQHWxFsvSx0+cEjMFJAoaZpFXhsdrJBczzevNhVISYu42gqgohrLdqwIqdhoSciFqDB5gwsMa17SufRduChFPkoBUhQFd3E2MMFG/r8ug4tWxO4S8IafEUGKRVEC7Z9aVnfMfgbR/1ZodRRW4VGFG1haVF0VOqi0mr87WlEktplcX9HF42t6HVLUJP5bW7gXJ1WZTZ3F4UdzN62dLJ5QY31/33mdHkU4UOfmzqgzrTByVxKPsxER1URDVxdzVReu+OOqQuAtRhCXt/VhUiwDL3o9DzN008s7rtTJi+TXP4aj17P5O6I+53xtjVN64PV3sHd8VPgMx9k6WxYVPEgRQ58aiA3zuEkLeh3/yRz+lCIoQQshFeK0YitF35KX8wZ88AgCFUBN+/49/96M3gRByQV4ifjpaBsVQ5LPCCDxCCCGEEEIIIYQQQgghhBBCCCGEEELIzXIdDlCjg4t9cb2uQHrwCDx5WI7dnGbEL+b3pgMl2uJoOTOnqKzFEQoon7tHR6gQe9fFxizYROLx619CXsb3+dsSgxdi79q9FmK+tLmiFGc5dScIlRizGewhLLbGlpEzY8PIzTBzg1JzNemieZTPoA+gRYU1l6fiQqMtrmwB3A0qxNRpdBax0eb+gwRr3KJhpYhAU/LoPGjq4uwiMxcoHz+810R3KDpbHiAJWJbmEpNSe+6ItOeT19++kerwPquCZuYk6NygmquYAObuBHOE8pWEheuuO9Tpfdtuq+QWF2cuTzH2rovAGyPvdDItxs1pc1t9KRvnx9EZKkYMxqi83G+Pxu3ju8Lnwe7deE8Hx+HuflbdxqLTDYoQ8gHQBYqQl/MPfvNfMAaPkAnPdYOi+xO5BIzDI4SQ50E3KPJZEX1tL8IFeExfgFQjBL56aD8mLwvk4cHjWUo5dB7tMcaHHAmgZpEaeXJIpvVaJIeqVsFE7ehYg6hr7LhZV8YPEXJBupih0H4YsixdZ6d0sUIH0ZpZoU9PpRyEi/rjE5BLmfctuRViR2vk3q7h3YiihwfIV+E94uGhvFcAQBBY68MCPCxQb0sE+lCnLQm6WLmM10V8OIey1kVrEuQFXi8vQ6RdfedIaxEtNeHIXlldQGL127D6O4ysuc3zlI+FJ6Hcvb/kVu7G13eXKPSIgtN7u6Zeit9zaSnvt/V6k2UBvnpo0x7Cc2tyLQKApgTYdfiQStRdd12G6/AhRiaie6+V+IobyqKKs2LvdhBVYI3XqAnx1K8/m+bvxGscX9+pZ6Ii1SA2ynh1xFwnfA7Hyv5miH9jxKg8j8BbN/fG0bsC74f7YfM3a7yn7ZkxRiLGvxftmgE2Yqh4XfOaIeRt+Cd/9NOP3oSrgEIoQl7ORwmh/sFv/osPWS8hL2FPDHVPAiiLYyMfC4VQBUbgneav/8p//OhNeHP+0d/5Zx+9CeRCXCIC7xwohiL3DiPwCCGEEEIIIYQQQgghhBBCCCGEEEIIITfLdUTgAcE5aW2xLCI1Bq9+1b7mFisg4l/FTx2euigQmdfTFtFhwwDmsrDoAGXzhK/BBSixFzmso65XsnauCV0kHsA4PEJeid03MQ4PWSHWdoS6siwlKsg+wjdHqAnRvS06tzHShtwin+r5Mosostgxc4c6I3ZsOn6nmj5jvEycJltsWf03tZVJblF52jnWxSC6YfNq/BlQXIEECWrxeMOLzkvj8OzYKtDejXSdzEF2ScFxqDoQTd9bUx9zF+PZSt3yT7zeNEm5Qmx5NY7LZ7GBrFBI7w51Dgokc2ZaQ+ydtihHrBoi9nDafSxE4Glufxu08do57DyLzvnRlhd2x5yhahzuNiqvvg+Y+9Mato/vCnePuQvKzDU0BWdRLID9iVr/BjTDZQl/O06j8eo1w2g8Qshbwjg8Ql4O4/AIOc09OT0RQu6Dv/irX/sULlDktnkv56fZ+ugGRe6RqxBAfZ+/9R96NWv7MVgVGkVKklsPYYzJeFg8kmbbURk7L4ZpWaHWAXIUpzEKpeI8sUNGpHUeirS4DmkdIOw0JOTtiG0JdIVaT/COGAoIgqgZMeIJCFEljHgi5GaIgqcUoq/i+0EnJJlE554QWrdxx9sAlKi7I5rAqYlIdGkLFxSxSpijTVNtrzMx2quKn0z4FMvduie7IGHaOD62j97Gqng7zHbyhcT31niNpjZdj8RRPn/5x89dp44Kwrck++KovU00wVNu9WNMo0fb1XdlMTFT1j72LsbhBaGTrvl0rPRz2RM+j8IoS9vrovLCOk38NImzBviucNdIarGqyxLEi01ci2UJH8tkIEn7O/KUGMrjRymGIuQt+L3f/o4xeISQV2NxdO8hhGL0HSGE7PMHf/LIGDxyNn/xV78G4D7j8Bh/R16LiaEohCL3xFUIoDo0dCgguEABQGqiou6r7CBQ0iU4Q5WK8zLQ9+4cCaBGoZT9cD2KomKHjKp3rnSuUGCnISFvSbx39sRQAHYFURsmnVGEkOvD7/cjh47u39SJSzauOyYeOeG6M3V+GsepQl6gcXZXqM6LSSCwTvMmfCr1pRcs+SzlnUTNleSEG9TeLm3aS3sforPlu2LXXPu3v0bjNZkfJOrwu5MoQXyxJ46KiALylL2OjB8CBOGPrM3JSdZYL7f35/gxw7o2ZyWbFkUjYXx8h34JG+HzKIw64RQFc/WZbdO68l3hsyDShHRBXCspNbGipvK3q92EJ8RQ3o6eEEOxXSWEvBYTgtEJipCX855CKELI9fAHf/L40ZtAAnY+KIQi50I3KEL2oSsUuSdmYW+EEEIIIYQQQgghhBBCCCGEEEIIIYQQchNcjQOUfcn6mL54dIQs8Bg8oDou2Re0mtrX5Gvu3KCQFaiReBq/wh0doFT7L7qt2ugGNTpFmdtUCl+0a/VhsHWEbaJrAiEfw54bFICNI9Qu5uQQ2gXem4RcMSciiubRV0NcbjcML5+MHYsmOvYOoHiR+9NIjMaLkXcIzk4+2TbZI9ASgNxeoRYcxuHF95KIb0FWIAWnSxFG+w48pi/tPXB0JJs5lO2M341oHZlU03pN5ofeKcyn1+egO0TtPA7dzUlbLKPUd+g47K/LneMTikPqGp6l8f09vEd7tBzQueMgt3q6rtUt6qR/43Y/Tjg/ujPUXlReQLu4vnUah8d3hU/GzF3QHIGrnd8pNygJ8x25QcVYPIPXGyHnYY5HjMIr/JM/+ildoAh5JTGm7pJuUIy/I4QQcsTv//HvfvQm3Cz3EofH6DvylkQ3KIOuUOSWuBoBVIeGzg+g/Ri8rv7jsq65ja+xAUARSalkryeqUJmIoYDScZNCN4hHgewLpUpn4yQ6b81lW+2HbJEuEo+dhoR8LGPH0CiIeu78hJDrYVdsMosoiu8Os5hckSocicNWZxI7Zu8lUfyUgtjk+TqNk3g0nlaJdVQsTUQ0pVYRQQGl//3ZcXhZXUwmi0I1N6EZjqN9P237Wd8/sSxTMR6ArcBmT/C0qTevNotkVBfCtYndq2y8Xn1k+Sc9aT+PhuljBJ69i3dx0bnG49VrbM3t/VjbeDUx1ERI1EXeWfTcUXT1DnvC5z1h1CYqr19YF3sX4/A+7fVOGuNzpou6OxBD2fV/QgzVCQCHeLwIr0VCCCHkfZmJlp4jiqLoiZDrhdF3180f/MkjY/DIs7nlODyKn8hHQFEUuSUYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5Wa7OAer7/K1/wapZPQYPqF/DusNSDp+0a4vMsK9svV7/Rbq5QZUvcrV9Da+dz0FPcIrS7mv34Yt5keI+VZf3EtcEQsj7wK/iCZk7Rhg3d4+MbjtAefZaWQSypODC01yeNEnvsDPG282i8gSdIxQQYu/e+LG+iTLrXJ/mAXbNBQo4Ow6vRuwBKNHCtl6RdlxjXfTRvsUViO84AOZuZHV85xYz+zcs43DYx89H69ImaIysQ3BHQnnFTh57F9yiguuMR96F1+0uFjrE5iHn9v4e39nXFepuUMUpSsMyOoclnz+/2GVpz/lxdIY6FZXnMPaOnOJhmf+dih03KHMwPuEGJbH5jfF4EUblEXLI7/32d4zBI4S8C3R1Ip+df/wv/+HutP/X/+3//Y5bQgghW45coF7isvRP//R3XrtJh9D5iVwbdIUi18rVCaA6NHsMHlB/KLbOkCTlx2IbH34Y9hi8Ws86YVQUsA6ZB4E+pNCZM+8tEsVWKGW/YSdtHTeyQMIP13hajzsNvYNHgNAPM8bGAPyhmhBCyGXxTlEJQozI0HF6rc+huB9j9F35R4J4KfVik2WIwxtFTqktqxdDlX/UovGCIMpFH+9EJzoxXLyxFXZ7HO+JODwxQUhKLkgRlXLMwrK8w32I9iVnkNox7uIWJ2I8YCLI6+Ib59F3s1dbj0+EtFfTeh2l1YZDrGK4xkSD+C5GQwPd+/E0Gi9ERkehlL/Xr+Wdv0XirVOBEfDy9mhvvlEYtReVt0HbRw/X2kaSd8Sul5y7v0u7e/yEGEp92hliqLq8Lh4vcmZUHq9dQogJwX7vt7/70O0ghBByfxyJn8bp1yyGYvwdIffNX/zVrwFAJ4R6qdBob75LCKMofiK3wiiKoiCKfASMwCOEEEIIIYQQQgghhBBCCCGEEEIIIYTcLFfpAGVfoj6mLy0GDyhfudqXslnR8ltS/2V5+KIWOWR3qPqX6lq/VNeHGPWy3ZZiANUi9UTFl6faYmMgCk0J8mTOUzuuCXUb/Et+SSEej7Ext8BRZNQR/MKaEHJ1SIJ8NXkVMOeIK3aMeExfmtPTsrRo2WVpMXfLEuqkudsO0I3XRfp4vBp1Z+WNE48966Ob43sZQfm7yWRaHCd9/NluHJ4UJxK19xLVFtEEbKN9U7ZFkEsxcyMDyicLo8vWzB1KpHN+0s2w1QvrXNupLJX6mEW/vkLknbs6DbF4APrrweKrO6coc3kKblDrunF60hCb95Ztzrjsvai8c+cnn4Rz/i61vzvr34Gl3r4bVIu6O3CDqnGRZRGDI1TcNpwRlTeJyeP1TD4T5njEKDxyjfxPv/hvXjTf/+O3/j8X3Q5CCHkvZm5R1+AK9Y//5T/Ef/6ffvRWEELeg7d0WBqX/VxHKLo/kVuGjlDkI7hKAVRHjcEDaueb/ci7ri3mZc1tvP2AbD8Mxx+NVy0xeEAVIrX4DyQJsSANUZT4uxRET97ZGZa3KiTnaach4o/d1pllkUOMjbladoVOe5FRR9xInBQh5P7phEMhNk4eHlpnLWrH6Rkdpu/ZnnXtskgROwHAsrSySHsnSKG9tufvMgx7vSCMOpjmwhEBkLUNvmf6XVhXF1c20AlSVOfbmKRFKAFFIZPsXSmKxN833u/TEkVFEqPk4BeZaI1mjpHMMao55OGJaot0i6uRptfoBE5o433aROQkVQzV5m3bKjHybvavl3shB1SLCAoobY9+jLKO72hkl72/SzX7faeqg1i0yUc1xKJPxVAx0n1PDKUC2OMuCJXjfXp2VN4kJo9/rxBCyPvyUqHTOcujGIoQ8lGcir577nLeWwg1bv+//j//M/zn/+n/9123gRBy31DQRD4zURBFMRR5KxiBRwghhBBCCCGEEEIIIYQQQgghhBBCCLlZrtoB6vv8rcfgAfWL1RBhJzl8qq4tYm78gvboS3qPxEOIu1n6L2aLc8J2Eb4cTFwTclhekhKDB9RoE8bGXCuju8jM6UmSeNTS2cQvrOvX1fyqmhDyYUiLiHPnpNTaO6luiicdIybxOcal2rhNuwyU6L7QFksXddfi8IpLlDkupj7aLknbZ5H27BcBFnETHZVWRgpujdX9xl2WPsAgSewdxRhcmjrHp+AU1Uf7hvnWYSfiOxQdoC6LHdc8uL5khaZwrGcuT4OrTHRi6s7S5JRN6/kytBu2bWrz9tdb5/SUQ93xuhmi8jTWc/eaXNyfzF0nxOHxfYlcA9O/S42s7sqErB7zuHEmXtpzS6VFQLob1BjpDmzdoLq/bZvzFML2nIzKG90ejYPnO+9Dcs/83m9/xxg88q5c2vXp1HroBEUIuXX2HKUu6Qx1yrXqX/+f/xkA0AmKkDvkf/gv/5eP3gRC3AlpjIu7d+gGRd6KqxZAOdY5sq6tM1bEO0mQxKMBxDo3ww/Khx1JURwlrZhrh6lCIEk9DkTXVkYOIqzVOnhsm7X/UbvrFMpdRxD5WM7pXB+JUUuHxA4GWKfea7aWEEJehrd1Il30nQuHJLR563peh+kYnwP4M3s3RhT7HanTecZ2GeiFT7ZPIQ7PY+6CMMrj7+JwCuUYRxunpX6ahP09JUB6a7r4Md+GWb3SYT6tv2oQcZX3FVmHdxbwXebVqLrwp4gd7MUy9cd19m9YRkHmw15vfxti3d3YxmH8GJHnyzrjXvDrxoVSw3UzXEMahFMUXJCr5yUf5hgPSxMoVTFUW8aBGApoAisTRBmjMGonKs/bomG7dp/vQQzF+5IQQl7Ge4meCCHko7lU/N1r17Unjnrt9jEOj5D7guInQq6H/+7nXyiCIhfj6gVQ9rUtUDpF/EfZUx1JXWdg60yR8EM1Vu1/+K1f0GouAilDsrorguS2jOiaYF/BS24/Lrcfp4dOQ53/CE13hQ8mLYed633dVEdLO3/xfKO6Fxjr2obZqUcI+Ugk9W1cCmIhd0uS4w7TPfcIoDm4zMQxp8RRE+e9sV327TZHRdsmF0CF/UupHy9SnJ+A5giF6sph7Xx1f1IXPcEDg2Xt3y02Dktenu/eWxDdnLbTbHuG94yMjegJqPsX31nW3M+7Du81fJc5ZhDwt3fO5tqiqr18ae/4DeKlvWtMdDtp5vo0XrsbMdShiOpg2MaN7+FT1ydeN+QGee2HOfY3a+qfuYjT9sRQ1t6PgihjFEbtOEVJEDad9XwPf8fQxZbcK7/3298BAJ2gyF1B5ydCyGfmLYVYdIMihBBC3gZzhKIQiryWbb4XIYQQQgghhBBCCCGEEEIIIYQQQgghhNwIV+8A1aG5OUvgxJf09mVrirEbGj6DL05Ozb2n1rWF1+WJOUX5B7QhGibnbTm4AUmI8XDXhJzLOjV+eVum6bq2r4ft62LyvswcRmbYOQPmjk/AJjrC6vGrafLeHEWRvRZez7fBY/rSou6G+Dt/lqbgviTYd4yo8Xhl9jF6S5sjxixB9MgdyrbtKHrUtzX1rk8hpg7LUpyfark5bCTokprjVRKolUXc8cnj78JxkqeJqyQAaHBS+oA4uOhEWbZnZxvM8alzEbFljON7B0sJ7y/xHUejO9S68l1mYNfBFCjHeHaZZ918muDOpWPM3cjk1Jf33D7yrrtEtI3vh7WbZ+oGtXGMOnKuioMn3oE/8TVDrp8XOxNbOxrdnLICS3Qk1Pbc2XODAvq/bcf4u3Oi8rrtk+Pne3SDsl1dV7pAEULIDUD3J/Le/Nf/63//Zsv+5//3/+ebLZtcjveMvrsWGIdHPhKLbvv9P/7dD94SQsgl+R+/+dZdkD4zjMMjr+UmBFD2A+tj+uKdprsdSdZxF38ArvOoZP9hWVaFhp4gUfHfkEXhkXc2v/8wnMM8a+sk9PIYDwNMImTW1lE6dJhqEE3xh+V3RjP0xycApRP+2V3ZUfBUlxc7Jng+yaU5W9jkwo4Lm/5p7raB1/iVI00U5PGeMSJOBLI0QdBuh6nF4wEen2Oo6lYU1SYei6N82o741ERPdR860ZOkfttj7F0VObn4KQiiXGwi4h3RMf4OqB3DURgS9vdsAdJbEuPs9rahCp5k1mke96mKnDoBt3Wgr0GEnnN37jtRC/gu89ZYzF2MOHSBVFYXOSqqjjH189ZZhhi8dovHev313kfljbF5snf974kDZ+/AFIuTW2Hvw5x19b83dc0tBg/Y/bsUItCH1D6sGcVQKdy4oyDK7rsUykdRebk1Ch6TN3u+h9g7WZb2d1FWQIePPgi5I37vt7/7dDF4Fv9H7gMKn8ileUth00u2gWIocm0wDu86+G//i+8/ehPIDWIiMkIIIfcHI/AIIYQQQgghhBBCCCGEEEIIIYQQQgghN8tNOEDtYrb88UtY+9Q9ui+Fr1/9a3Nzf7Kv3UW7mJHo+CQaYu9qJF5bXp3f3J/cEaqVo4OCR8bYF8Pr+jGOEcSJDmP2RbOqPD/OaHB8issm5CWcdHg609nJI892osVejLme1cgiRqLcEBaHZ3FvQLmOosPSnmPEmjfxOb7YcD1s3F2O3KEi0ekJ6LcvuGVsXJ9SdIAaYu9quXeEkr4cowCBEP2mndNO2KE6va72o5yg4rtIYLo90dErjovRTXsOlutanJ9qOTpClUi8tU1jjNnr2IluHt9Zm+sTIKm9w7ZzG+KcgU0cXlvfeL2gu4ZluNZ9XNymeN3E64uQO2PXmfglf5eu8aZaoA/Jp3VuUEb9W7ZzhArTDqPyfJtaG+ExebPnu00HuphvSQJV8XdUvvcRQsh5mDPT//SL/+bNlk3IS7gGh6fnYNtLJyhybTAOjxBCyKWw6LfPHoVn+88oPPISbk8Apa3zzaN0RFonXJIWN1Amdh17/oMxsO0wsh+Gk7a4mzWX351j1F34MVly6OjNOXSYhji82GlYI2M0LIOdhtdB/AE/iqFeugxCnsNU7FRFHns8V9i0Gy32XFwsWjv9gqCTHWLXx2P6UuLt0uTcp0FoNIqIZh2mNR4PQB+RB9TOXrsu+1UdiaO6bYhCp24B7X6QJW1FTy7eakIuDYInEz/pYkKnnTLCs7/sZCd22giLJuIQ4CAO7NKcI7wahU17EUrWId91mlcBdw6Cpyp+8veXMf6OMWbnk9sxtvvMI7JOvbP6dGnvre0VtgqZ2iKK9j/MMzK5fGRYBoZ7fiaO2sQoxijF54rLCblmXvJ3qf1NiXBriUAkQ1MQ707EjzJmV8Y2/1RU3jDN5hmf75pnbYN6dK7afIzBI4SQFxHFSi8VQ1HwRF7KrYmdjviv/9f/niKoK+If/8t/+NGbcBVQBPX+MPqOEEIIITMYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5WW7KAer7/K27i2jW4jwCFBelGN8izcq/+8rVhuO/3XiLJGjRNxYH4zEEObevcHNwSci5RccAXTTMzDWhReKt0zg8uiZ8LDz+5D3oXJ8mcXaS5Cx3p7OdncZosReiwSkAqs31AC0mhXF4V4Ykv5ZkWYJzUnNL2sTOLUvvGLH2LjUA+og84P/P3v+E2vbk153g+sZ+AmtgmmqQBwWeFDWogUyClTgRGBfGep2NsECT5wbR2I3BGApBg8GQIOUoJUhIMBQUApFgcNJ0U/pNBBKistLGtCgQKawEYQ960Aiahh6oBqbxQKb1dnx7sOMbsSJ27H3Ove/+O+euD9x3944dEWefc/aOOPfFOmsBnshhhqhz89wdqj9Xcj4jJyhjl6eUDl2fYAZPVK+Lw5vH3rmBHG3i+ZLDTeeIRKd69BnjJRnj7GbMHJ9m0UijW4/7FokEbE4n7GxJn1n4s4ycLE84i8iK40cOY7t+bL5PBjGO7Rqt0Xd8LK7z6Xmen//F/dlzqMdyvd786PkJcQM85O/ScFXqPoFZi1x3y0Cy+vemmzc3KJD72xg9CXJhuxSVx+cUREweze819o5c5swMTp8RIgYP0Oc9cZ9852/8Lr7973/5tU/jRfjO3/jd1z6Fd42cnMRLcU/OT4zi8IQQQghxz3zva1+9+xg8YIvCUwyeeCg3JYDqcBIYgRZufVtgrf/x3LXpF1mM/oMasPb/xmvuojtsbYuBvN3FlvjwH8i8qLOuh4uG2ym3x9J/IAvxPohYMgCApcM4u6vETZeETak9zjRa7IHU8bGMZxyLUhfOFIf36lSB3Rh/Z9aul0RiIxYUcYQcYhE35tlBtDAcm15hOR+LowZ2Qqf+YPt9JHriaDyK9QvxU426ozZV9AQAq+9ET1UEPRM7jeKhl+Yozm5SrzvnmVilCLs70RO3GQTbHOHLcXi65wfKZ9b6idOsCcVmn1kn7+HsM2unewhxFUU6byKFTWMFFJ3VRCthk0tmVlYeYNg/ud66Xb5PWly0YqDFXXD0d+k6xMSRgBhr7ufV3CsUQ9jki8GNRJIUh7kV7QW606g8jtbk+Y3n8M9rnTNtcXjck8vSBFTL0mLwACgKT4jbRMInId4H9yp8GlEc3uui+DvxWij+TgghhBBH3JwAKhbVPqZPVThkrBfIvneWiP+gTegX8nj1KKP+RzEvJIXgqXOAWtvCDQulMDhCOYuhThYNteAjxPuhE6WE2IlETzvB05m46aHCpnDW+RIRVDj5RJdAHc/qoljU06LY26C4P9XrLTU3qO06bA5JO0FRiNuszW87sQ3PraMwqp6DHYujpufMYiabl5+JnkLAlVIL+w3xE/XRxHxtsTmEQp3o6Uw4dPS6vCSXXv84NoqdSrl3z+9A9LRzhpKD5SXGz6y7z6vA/DNrXLPszjX5zFoFErAmfEiOcFrb3GKMRE/DsSfEjvobr8ODMi/3lq4fcUsc/l1K7ngG1HnM19w+07GbYvbqAgVsf396uakNCf6B3Q8ddTZl9zcSRo1OUVNBFLC5RFmuzsdYEikr2Y3R63n70WdSIe6MEAi9FycoIcT98V7ET0KI94eETz2//rO/j9/4D3//tU/jpvj1n/391z4FIa4mnI/kBCXEw0iXqwghhBBCCCGEEEIIIYQQQgghhBBCCCHE2+TmHKCuJr5dnvt4AWP7f6D7xjx/m5Ydn7rYuzVTHB65JMR2uCHkTBEf5K4g1wQh3i0ce2fLUt11OtcndnyKeLJLjk1XOjvVaLExVuwh5AzP/eNw7J14w8S1x65K1rs+YRni8KJeWubxOcBxBBtfZrPYvBns6MS/h21Pw7VMrk8w62LuWpzfcO2zuyOdn62+d30i56NDp6drn+NzMHOAGiGXSmdnIXZ8Ai67PgWKvXs6xs+s7AqT+L3ZftXPrNXh1Fs0Xef4VOK46vs+HJORixBPR/zdx3GXywLnecNyyaIEuuj0uO9XcgUOyzhzIOaqDwb/kGh+oQj30Rlq5ggFbOVdfmZzhDMfImhTrm2EEPeD4u+EuG/k/CSEuGfk/iSEEEKIa7gfARQt6hlHNHmaLwxGxI3v/2OYBU91m2PvaBscc5fzJnwCtsXDlbZLeYiftGgoxPsixE8ce2ddDBnF4Y2RX0YijwkPEjaRIORRmDXBE1DG0lJC2ghLti22Y3vuGudelk5sN143vJ/oumGxUJR3kXMHwh8WaYwCnDEebiaOGpkJncZjIc66JHoyA7j8YK5HBizzfH4geuJFZBZIjcdemlmc3a6OtwX6UfA0CrZPRE9AxJU14ZTu7wdC79P0M+v4ebX8Hj+zWo2zo9vTSQSRvYzFKI+FVjEbfIzfE0I8ih/lr2rEcY29QxEgmtWxE8lqRLrx57Gct0jh6NAMVsYFT6nd+zlvkXhLm6ublqkJWzch014QBRQBZYw/n0vs3iBsF0LcJxI+CXH/vGfx0zd++C38+Jvffe3TeFf86k9+5bVP4U3yZ3/xMwCA/+qn/9dXPpP7QsInIcR753tf+0oxeEI8AEXgCSGEEEIIIYQQQgghhBBCCCGEEEIIIW6W23aAmkUNmBVXgvhWfP3u6/atWHapyPSV+VnsXdnexd5xHB45OflKsXd0jGPuttN2uSYI8R6xNI294zg8LKlzfOocAs4cns6cnXaOUl/wTX+K0TL3zWGnnm+qTlYOkDOOovFehXhfwm2sOj01Zyfja2FwVOJ9/0BuipzQ01nPYO+AdBSbd/Hch/MYy8v2Na5PYVBmZe49nOs5huzI9Ymjb3fPdYiYe0mO4uzO6mU610xv6iXXp1IH0GeYB+H0uRB0780+s3bRduQ0Rp9ZQW5O1rk+ARb1bIvJ87jfs2+uauUk7IUvUyHumRgPP6ZP23iJkmJ34PjmuTlqbgetRbVbrnOfrQ4vE68hwa25OfEc6bD6d+42Ne8doeqxz7r5hXhvyP1JCCGEeFn+7C9+Ri5QT4Tcn4QQYkMuUEJcz80KoLqogezbfzAH2YGFtmNhL+JvEItAHAFT/+ljcYrgaRp7t6595B39R/MYc1e317UtIAoh3i9j7N1CYpXUBEVRt/sdPFTYxPFms/7Omq40jnaxaKkuuJlZXWgXr0PMizDro+/MmuAikWhtfD+pPvj9NIOX69Fo7qzxsZNp7aI46oxJ7F13baX+3I9ET0AfvzeNuAV6oXOIlI9ET0dxc0cRcy/JEGc3Us/3TPAEnIqeAAmfHkp8Zu1EEcHsM2sVRzUh3viZ1VIfdVfvNUqrdLcag1e6q2l7MH/S2Cu3QcwRJNuPDzE2TWJTYwzTNSZumuFLOnX+Hcdautex5v1+rReRyQ6sTgLKNg54spqhZz4RRK009wkhruY7f+N38e1//8uvfRpCCCHEm0Lxd+K5kejpYfz6z/4+AOA3/sPff+UzuQ3idYrXTQghxP2hCDwhhBBCCCGEEEIIIYQQQgghhBBCCCHEzXKzDlCHFEeG6vhgGfBUj3WuDMP+LvaubB/F3nmmCLxS3rkrRBTOuu7i8PTNdiHeB4eOPEBzwUjWovFSi8kbY8gOHZse4uzURepd6f6RKb7Fh0i+lJu7R7KdowcAuXq8BmPc4nBd2UIuY53L03ANxfRJDksOo7nTqhtNJeY+rjc4wNiBQ9LOQSycnvicot5wrLo+JWuxPxQ5G45Pp3N9nP+Z61OtN4mbm0TMvSS7OLt9he3XmePTttHVB3TvPjkUl7j7zDqLWaTPrBbuY2tz32ttrL59Zl5j8LZDFLFFbjGesHNvqtGR43mPBfW+9IPy2CW3trPYVEWmihtn6lJMY2+9M5LV+aTGHYcTIeiOMoNFbF5K7f4HuihMGGieLsfikFyfhHjXKP5OiPvnGz/81mufwpsgXocff/O7r3wmQojHINcnIYS4zPe+tv0fvaLwhDjnPgRQTqIkxEJQLN5ZW7jv2vT/EWy8aMhROLF9FHvH5RGDh2FxcYjD0yKiEO+QIkipsXcpdTFkxqKimTgFZcH6TAR1jbBpEi12mdyikkKUVYq72DtLNbbPlqUt3mlR+3WJ6yvR+8SiomUShxfXGguhqoABiBnVfPunRnG5o5ttQ4iRekGHz8Oy2nkUqtBpcmwUPcV1aGvex94BTfx0NtdH+TWip4iHI6HTNGLuJZnF2c1Y1yZ2Ag6j+/R55YkZYrGA+WfWepVnrxFWXcyybWIoIxFVFRma11twq0aCwGT1LTYWTvhwPx7dntbJMg72sbtP+6hNxaaKd0T5G7Xe78vS/i7NLZPS8xAhyWJFy3X+ttXhdiB+zHQ3LgZfDPZZwich3jMSPgkhhBDirSPRkxBCCCGeg5sWQMXC3Mf0qS7kWdEW1EWiZWgU5Qn9YhIOnCBC/HTi+gQ0Z6e68MiLi7RgqsVEId45IdI4E6Swq80yHDsSN50Im6auOpN6O3iBbdZ/XdgOwZb3Lh/iRfmYPrXr68htLLbTXvTkQ7kvw7UYGqcPTZHkHgJicoSKLY9/2A3qyuticr11Go0QPJH5TMzbM9enbvtsrge2ef1M9BTz/sxt6chh6SUZ3ZxmzNyroM8oz8nUFSbgz6yZrisSN1j2TQgBAMmaEAIA1jb2bk5R5Z7J5AJVHqcKBbM3x7f97VvxYfjvRJLcXwKJsJqbXHUNjLGFXQOFuFO6v1HJ9al+UQdof08GLGZac7vXzsSPOcNYJWzt3t/9DSyEeDQhJPr2v//lVz2PhyDxkxBCiOfgV3/yK699CuLGkeDpefn1n/19/MZ/+PuvfRpCiBfge1/7Si5QQpyQLlcRQgghhBBCCCGEEEIIIYQQQgghhBBCiLfJTTtAXU18azb336bdvv1ejn3O5BgxROFcir0r/fm67hyhArkqCCEOueTIs+y/3Q88wtlpdGc6k8BmwCK2LqM7JwsrnnD1SLnVE69LuHHN4hbZfSzgWMXOlcyK69P8WL0EvLg7JXIT8vbL2DnpWvcnJvE58PNsjjbAFbF3Zfs09m50erzk+nQWNzdGzL0kB3F2I/pc8kZw30diearH6mfOLurKqxMMsN1nLX4RLdrOKAavtAt3OG/pW1uMpRkMrV2bR9jlqUXteY3WjMcdIjTzMM7M5odkAN1CW0Tf1u5j+qRrVNw84fzWORWTU2C9S5LB19zm50vub+WGMqTmBDe594UQ7w85PwkhhBDiLSHHJ/GW+Y3/8Pfx6z/7+699GkI8mu99bfu/UzlBCbHnPgVQs8UkYFtQ8rZACqAthFJkzhiFcyn2rm4Pgigt3AghvogQnYT4iCPJxnq4Utg0RIv5rDsHgNwWsFn8kicNxNtkjFu0vchuFzXH15IZsLT4Obe2XcuBImygqJ7oLsRRQBNJXLMgOxM6xeNSfBeyXx97B1Tx01Hs3U7ofI3o6UjodBAx95LoM8gbxun6whCJVYQQiPJBuA9gE0MUIcS2731kaf2say0GbztYRYNu1kSDMPiHpruy3CInLfVtQlVhVuLx4jmRYLKbJYY5yzphZariX1sWsEzS17VGBupaFjeP01xTimxZHi5+rGVF4Hx07+frplshxH0g0ZMQQgghXgOJm8Q9IBGUEELcJ4rAE0IIIYQQQgghhBBCCCGEEEIIIYQQQtws9+MANXyztn6b3tvX2N29/1Y6x+TwN23d91E4Z7F3XF6+eatvqwshPqZPzbEm9S4YGPdPyjmGzD8c6FavcHYaH2MXoRes+TFhZeKVCJcUmO2vM6BdU/V3i8OD2Ra1WLZbm+H6SGMEHkUiJierCWrjTrFX5ExxDcO5VGqcnT8s9q6WX4i9o/LpXA9QGz91etLnADES18RhJFa4PM2cS9c+xrnG4JV9oz7qfWfeRWG5NzcnI1c3eDjQlF2Kw/PReJCi8ab7UXbgLrdtl5s6ef287mbVBQrYTiXuO8XhiVsmYvCAPvbuave3nLs2MIOVMcJTavd+zjDMI5MBReIJca/I/UkI8Y0ffuu1T0G8E371J7/y2qcgJsiFSYz8+s/+Pn7jP/z91z6Nm+Kf/Lt/CAD4/td/8MpnIsTj+N7XvlIMnhADdyGA6v5jOXtNBQCwLfQsk0bZt0VVXgilCLzDKJxJ7B2Xa4FGCNERC73LAluWGvcDayIUG4VIR8IkjgNbJkKoS8KmKB5jxaJ41erYTWMJWLYJb3at2ShoAnphQhpECgn7eEVgE0fFtZa2mLtuYbWm3RVxVC17hKzO0EROa4sAM/ftMa+MvdvK8+XYuyg/mutD9IT22Jr3xaOYRWKZVSEEAPia231L8VaWvcbgAds170b3CQulSgze1oWTiAokUNzKPT4vG3ot40QjWaNROVIvpqXcKnsyGKuoUoItIdbKbcxCEYeUfcXhiXvioeJHzzaNkpze++VGNqQ2DmRsiqeo5xz13h63iilfObJViFvhO3/jd/Htf//Lr30aFYmfhBBCiPeDhE5CPA//r//8v63b/+Tf/UOJoMTN8r2vbf/3JCGUEBuKwBNCCCGEEEIIIYQQQgghhBBCCCGEEELcLHfhAPVoBieI5vaQ6Zv5J1E4Q7m+lS6EOIVdeBLFAI3xQFR/5wY1c4G64Ox01J5jzuxzPmggbpLZtdZFUA3XWfntQ516HVm7psZoPLcu/Kq5QWVHBM8+Nnpnc3Nq/VYHqOLydHXsHZefxN4BzdHxaK4PNOeLx3LoXOrenGCAzQ3GUz1Wr+twg6r1moOLlT4ANBcYa9VAQ329v902ZxmO0OzmFXZ5an17N844kNlBLuK7yniz0POINktv0cqxd2dxePEaCnGTnLm/MezkNt77K93IMYCY15jYrWWGx3edcpu7rIun3frnOFl2ROZ2Qoi3g5yfhBBCiNvgz/7iZwAA/9VP/6+Pai/XJ/FYfv1nfx8AFIV3AXZ/CiIOD1AknhBC3DLvWwB1tBDKi0pnUThUroUYIcSDiQXi1ItTnOPJgOrVNwpPWuQd1S31D2PwgLqw7WZt0esEN5uHlyXrF9GiDABoHc+SwctK+8f0SePlE/IxfWrROGl4l9J4vewFd86xd8D+WptF5VE8llv0Udp7E0NZapFdteyKtVQbou7aYizNze4Pi72L8kuxd6VvzfXixXD6LIpBCJFsE+VHOQkiahRWqRcCQGcRRBVKofUfD2utDcw2XVLUS7RtNLZkJ5Gkb1qMOkTQuLKU2DsASGkTdcU+xbc2aRW6MuAkDq/EUIYQitH9Kd46p+LHdW2ftY7u/Zz7+8YMFrF5KW1zJorO0NscXAtHeI4d950iXzMJKxWXJ8SrIvGTEEJc5hs//BZ+/M3vvvZp3A2/+pNfee1TuHn+7C9+5moRlERPQjw/M+HTDBZDARJEidvge1/7SjF4QuC9CaAyLZCWBabDhVD+9qtcn4QQL0nn3EMLX6kd6wROS3HumTn0TJRL3tavh8c9OI9xiXoQVxmfU7hapdQtXjfhyuBwIL6ceM2Xpb7mm6iuCZ6sEzkNjmMzkVO51nrR3fbLO2eo7bpj5xhj0RNbkfnuSqI25ffnDJDTEwYxVL1mV++EHRddn4A255+4PtVtzfXimYlr6mP6tIl6UIxcyMHJ8qBKis+ma25OMMA2vloTJ9R7MGcYp12bVT2DGTkxFWFT3Gue2r1vcBI5oXeGMrTxw8lR0AxeBJebiDF1bk7MwSxz7Aa1oNzLLNrI9bV8TjQOiCdlFD8uy/Te9zyI0PletVzvQVsdXiZFQ4Kj3f+dK+iREGpXxGKoJiauAuEYTIQQL4KET0IIIcT9I/GTeGp+/Wd/Xy5QA9eKn2aMgqjnQCIrIYR4GtLlKkIIIYQQQgghhBBCCCGEEEIIIYQQQgjxNrlfB6gaAdDcI2B5+wY98DAniFJ/PKZvggshXprOUIccnzxZHd4A9PFnk7YAYJ/pG/82hBFN9+l3bHfRaAlILXrpNIZPPA/kwNKcndLwPk3eQ4SDF0UxjlF3o4sUUOv40g4h965Ph6da3WtALk9lO1xqyA2qi7wrzhQWLo7k8DiLvQMo6vYs9o7LNdeLl8LpmkRz1cO6tnttza28uD9d5QJj5JRmXu9pc9RoUmQvUaXlWAY5PYHGiOYaZcm3+hyJt9CAkcI5pv+uBcfZMadxeO7tubsXtxyqWO/xZ4zmGmL3NC6Ix9K5v4XLGbC/9xm6/qsDHO9HtXB8Ku5PXpzhxiBjm7lAAc2t80L5FkWpOVKIl0LuT0IIIcTt82d/8TMAMI3Ck/OTEM/Plzg/vSTsMiU3KPFYvve17f9q7iUKL56PEA/h/gRQJU6gRmWYtYUltxZt5379Qmh26kNROEKINwhFEW3xRcf1bI1F8yHNjqP3SiQSUJLUcqsTcWcWHaSIvcutnnh2PqZPWxTOROzWCeBSeY9Y3MSxd7XeROTEggsSRPRCPIOVKbNbVOX10jMhVHaKSGziJgBF2ETRXmuLp7WV6+UmduYF4VnU7UnsHZdrrhcvwY/yV1VY49lrDB5wIuK/IIKo6iDzLUaS65Wb13OJwQO2fnjMz478IbYpNjW12D032x4+9E1u9T73xXZCDOYsDq8bKlI7n3p/shiqPKcuHu+54Ng9iaHEE3B6769ruz+Swcv9bSFUDsEvDqZXW+r9DwBY0D6fjXPskRhKCPHqSPgkhBDitfnVn/zKa5/C3fFnf/EznQhK4ifx3Pz6z/4+ALzrKLxbET+NSAwlvpTvfe2ruxFBCfFQFIEnhBBCCCGEEEIIIYQQQgghhBBCCCGEuFnuxgGqixOIb9EGmb79GjzQCWJ8HCGEeKs4uXKMMXTmTq4/7PLUYpI2Zw+KMMrkBJSsjzgTr4slYNkmN1uW5sZlzfHJ+L3bCvr3k12eQhY9RhiSO5RTJBbQHMXqfuz6QflI9i1yCy3+rhrTuLd2neMTNgeMtbkz1mNrbtvenGNizj+NvSvlmuvFqzBzMY3r8loXGDNYuaE8JZh7cz/NoJurbbpbjcHb9lHvSU9Wnd28uAPG+Wx9o+7XU0DqY/gmLlDAPA6v7lt7vuCIv3Bljfi/0RHqqYnnDnKYGtxhP6ZPGjPElzHe+8tS71vL7Yb0PIbZUVQkQPN+rvc/APjax862xy0uczxncrSsEGJHuDJ9+9//8os8jhBCCCHujz/7i5/B//A3/6+vfRpCvAlu1Z3ppfkn/+4fygVKCCEewN0IoK5GC6FCiHdAFavwKO+AfR7ijGIR2dpquKHE473g+YonIIRrQBE2pVreiZ6irPx2FkB1Iqd2reyi8WJh1ifCJlo0PRQ9jade2tjqfSQeLcxyNJ7lIoAIAcia26ItLeA6i6Fibr8gdtacL16aQxE/iZdORRBm9R5yFgutDqcYrC0WOoQOVtOdzbzG4G2HWn/5gzUxlAFYIgLVN3FUnGr9B4A1UZIve0EUcxSHBxY2eerFUG71Sw1GQqTnEGzU159euxBD+V9+LpXWJ39c8T7o7n2KvXOQeHntr6+dcJCiKz1u1mTb/Q8STUZ1FgzPftftXmioqDwhnh+JnoQQQoj3gcRP4jX49Z/9/S5STQjxPlAMnnivKAJPCCGEEEIIIYQQQgghhBBCCCGEEEIIcbO8Qweo8s1YOUEIId4JntgdwGCgb/HL5ul+iUiqlHp3J469A+ZxiVGnukOhXSvZazriDr603Lv9M6yL3/HN0QnF3WVtx2zlerm61GxRdzS/VzeovYOF3B7Fm8YpnhnHLjBgN6c1t3vVyUHNtmu+xmB5izrd7Nu4WnOAsmS1a8s0h1CEqleXqnY6dSxBQjyQ5eYCtR27EIdXn2//nDo3qO455mZVx1HXT0QdY9a1c4Pyz58pMtDwMW3fpNI4Ih7Dj/JX1QEOKHGL9Dfq7qMa3+/VHW0YEwCYx7yf2tee+P4JZydyT/PODSrc1XI3d9ZyIcSTIfcnIYQQ4n0g9ychxGNRDJ54LN/72vb/lXKCEu+J9yWAyr4TOWkhVAjx1MRCKMzqAmll3L9Q3olShMATXF9mbZ9FTgkUgUdlsV/WRFM+FzZVMROvj14ZnWN5E2vU6DwSb3TRPBGNx4u9XG+Iu93aZImdxZvmahFEMviamyiIhA/TGKy4oVYWEnkVDnmmGDwAKGLZ6C9/qFmYqDd/KJYmY85WK9QWuYqgtmPncXhVcHQi8DKAIi9TE2w8NRQ7iEQxg58/w5alDYPZFYMnngYnIW8psmWpf6MaUO9/oAgk632bh0hK3wTQKPNy5nufojW7uTX3UZKTWEkvbTRvCvE0SPgkhPgSvvHDb732KYg75ld/8iuvfQp3hYRP4i0Q4hlF4QkhboEQbgnxGN6XAGoQOWkhVAjxrFgClm3V15alOPGUBV+zthDdtbm2bF/kkzJxx5Try8o1dvH6mlxHzounoGvItm0WQVwrbDI/OH6FRsHC5amIG3bbtEhbF27jcUo9ZzHUMO8DqOISLeCKN8uRCIJFC5s1U6l/4AKTvbpAAdv95Xwfx81q5AJV2jV3o6YBYic4T53UAuOk1I5ublDRx6kblFkTb7nPxVDhVjMKop6D3F7jTXBSRChmEieLJycEkEAveHSgzvMe90W5Tzzb9PoPN7Xm5pT6zwC53WedAKpzfaLx4rlEhkK8cyR+EkIIId4HEj8JIYR4C3zva1/JBUq8G/YZFEIIIYQQQgghhBBCCCGEEEIIIYQQQghxI7wrByh2eQr3J8XeCSFehHDkqdFj9G38wYWnKx/6ON2v5V9+uuKGCJemh1xf1ziN2RafBaBE0dGxK5ydLJxaHkq4QAGb0xNtV5ebcKwY94HNvSKiqqi8uj46W1gJ8bY4dYGJe3Rdj2OwyDnJLdcYvG3fgbJtnauSbTF4ifbpWE29+wDEBGNw9N5Ljtnk0+LwyrkexOHBFlg5XwAlhm/iBgUAaXCsCR4z3pyxc56Kx7cwg9qqJavuWR/TJ/09IR5NXDsf06cu9q76rJm1WNfC1IMtO7AkGLm6OcVVGjkhYs3NQXE3l4azYnNN1hwqxJcj5ychhBBCCPGafP/rP1AM3o0S71vEGQrxUCJWTk5Q4t55FwKoXewd0MRPir0TQrwGybbIMqATpHgaxCkJfdROIlFLYJP4O4mg7pKP6VMTPKXhTU7DdTJcXz67dk6ur05w4F5XWS8Jm6pQyof215KpfkaL6qFFWottisRzFkPFXJ+z5n1xc3QiiHKv2YIm5htisOCJYh9zJ4aqMXhl36iPJugp93dMJNwEoDZWxUuAHYigtmNME0EBQK6ijC4CzxyeUhM8mvdiqNSew04QFc/9qX1tcwY+T2LvLAEptViyco7bzrrvR4gH0gkhs2/3P1D/lp19xOskiKmMCQvF4vIHRR4vWPS0ru1aHuZ5xccK8TRI/CSEEOKt86s/+ZXXPoW7QdF34i0jEZQQ75u3HocXQi0hHosi8IQQQgghhBBCCCGEEEIIIYQQQgghhBA3y7twgNrF38S2vsEqhHhrdDFmxQ0qtWM+uPcA5OBTf7cqPos6E7eNlTd+WTYHkur01GLvbHR14ogsdhk7ur6K45N5c4J4sLNTpvaX6o6UupYzuVHkzfmpbGPNbU7PucXyZKf4rvaYnl3zvrg94rpe130MVpkrfM3tnqfYNosYuVLPVt9i8IDiBmWxud3f8XkZVu87S9YeNwP5Q3mcZfObiaOX4vBalF9zqzKkdj7r5k7VnR+7QdWufe8I9cTUccaGsTLG3uS9I5QQz4nTXAfAlqWLx+urhmOc9xGOY/RtF+04d1Bkx0QhxJcj5ychhBDifSH3JyGEEEKI1+P+BVCz2LtSrkVQIcQt0aWX2D66rDteRS0vcmritTBrwodEC/Tjwv3wuxPNRfyikWBp9U4QsVVosXRXCZs4YitO99rF1GFxFtjEHF1sz7puwidgW7BdabuUs/C5CkmEuBFOY7A4Bs5yG/Td270QAohMQiKOlyzCIvMSZRfNEkXbuXeTT43DS1uwXUwy18bhwdCPC/VUbRMurnROxuMAPf4oiHpKSEBpzsLRBKQQWT7tQwoxo4vCJMFTiKAA7OPwUsRV5k0kzQKoRMbPuQmefD0WEPPf0JpDhXg8Ej8JIYQQQoi3yPe//gMAUBSeEO+UiJl7y1F4QjwWReAJIYQQQgghhBBCCCGEEEIIIYQQQgghbpa7d4Caxd4BkPuTEOJ+GAw23EzOT3dGuMDADJaGNzfZfjul3vGJY++AfXxioUZOue9dV3zvxlLbzVxYHht/B3Sxd93jckwPRfV0cXhDbE9EAsn5Udw0YwxWxOABmwNguTeM3d+KS1SNiwPmLk/Zi3NMtGsmS17/od+xW12ggGvj8MypGzN6oG1cCUc75zEnb+fblU/MaK52mDslA1kTqHg7dE5wxfGp3nUUhwf35gi5LJuDU/0cQA5mQJtjPfcucQcOivobWojHI/cnIYQQt8Sv/uRXXvsUbh5F3wkhhLg1vve1r96MC1S4Ugnxpdy9AEqxd0IIIe4GS9vCJkoETkpd7J3ZRAwVgohxH9iEUGXbch8/hVGAwEKk4ExwwJF1DxUmRAQV98FiqJxLbE9btOW5XrE94l7oYrCKSMEW1Bg8oNwnFuLAtL/vju7Dum/7fU7Ni1J3OMXhbal7sX8hDi/GnEwtMje3XUSfxWPZEMlHgig+b/9C5a991lgh3iZjHB7fdYEtSxU8GVDuqfL5IM1Fg8ibkNhn8ywkIBbiS5DwSQghhBBC3Arf//oPFIMnxDvnLYigJH4ST4ki8IQQQgghhBBCCCGEEEIIIYQQQgghhBA3y904QO3igWTZL4QQ4p4Jx6dEETc2cXka9p2PmQHF9WSMubPVMXV7utbZqcRv7do/hDH2Lub2nDf7mDzEYkGxPeKOCTezdW0xeFHuLTqu80Ea7rtwctscX4pbTLl9Io0O3sfjReymozea4t/og7n2cXg8FIRLjXlLwAs3qHB9Sl5P3Siiy4pTVOcIJecn8U6IOLzqcjjen8UhcpsHsblEAr07JOHunetT7ReQg6IQB/zy//Lfla3/EgDwN/43/59dHbk/CSGEEO8Txd8JIYS4ZcKB6bWdoIR4Cu5CAPUxfWoRPssCLAv8Lz9vB2XZL4QQ4obp5rg0LGLyfrK62NkJntIghkokQPhMcTcheirbINEBRnHUtcKmUSiVT+oetefYu9wEIFhzFTptkXgt9k7Rt+LeCOEDsMVS2UIHswPLpFH2zeuV7z+jezK0DeZbvF0VPbWIOYfRfdzGkYjD82UfgbeLwzOrj+WGNs6Y1Ui9EENVvQWfKmyL8EIItWhseqT4qYq9sgQe4rbgsQC+tnsIfSQeQIKoAwFUFxkLbPNnnffb5wPNo0JsNPFT49//f//Luv27f/u3XvJ0hBBCiCfjV3/yK699CjePxE/i1vn+138AAIrCE0K8Shye4u/EU3PTAqjO9an8By+WRd9YFUK8GleLVa4oP1ywEu8PK8KmZWnzXUqd61Pn8MCip3CJon3LzVVpJ3oCNnEBuULsBE/XCpuucYo6o3OmyOSAk3dCp/qQ5FClRVvx7oh7F9jueRIseqL7cBQ5Za8iI8CqksJ8EFUc3eqpd4Dqtp0aOo1FmYRMRQwV5wQn4VXGcD5G53p8TkeYe3W+2/pmUZg/frwS4oXgua0KI9e1m4st2XW3xoHoaXwcId4zM+GTEEK8Jt/44bde+xSEEAUJn4QQQtwjLEh6TjGUhE/iuUiXqwghhBBCCCGEEEIIIYQQQgghhBBCCCHE2+RmHaBmsXeB3B+EEK/KQ916toKDvsZ682p+Um4ys7hJOpdDdgnjayhZu95scH3i+mbNUYyir4wcljrnmHCNYWcUrnetsxP1549xVcmUicWxV+H+VN2h1haHJwdI8V6I659jKS0Dntpxvu/G/a4fO96v5SfnsBi1ae3dioNcjFvZKVGPxrZwg4rJLJyeUJyqfBy/aP9K6mu0tjbGUYClv1pviOB8cISnEC9A/K37MX0CvMXZudt116xcn4Q45Vr3J8XfCSGEuFUUfyeEEEKIM8Kl6amcoOT6JF6CmxJA1cVgYBd7F9s1DkcIId4CjxSrzPq4XPYE5yveHpaqyNeWZRPTAVuZGWwp+yl115Sn4fqKS28lodNM9FS24b5FzfF+cK2w6SBW50Gw6InFCO5tzh/i8LSAK+4aLxGQZdfMSCho9T6pU8LRvVfLm+hoRohox8NjPJ5XX1mDW8Rnlv4tYvislM3FUPXcHTR+tEg+R4nJqw983cRnnwdh5JEQ7Egw5iTGzGXcU1SeeEOM894oiHpIWyHeO4q8E0IIIcQ1KP5OCCHEe2IULj1EECXRk3hpFIEnhBBCCCGEEEIIIYQQQgghhBBCCCGEuFnevAPU6PoU7imWrHfEOIqPEkKIt0S48lxy6wGAhBZbFm07t6jt1y7+TsPhzdPFvA7xdzU+MRzF2ElsmTiMlevGVnJPCmennOdxT2vexz9R3NaDnZ0iyu4REVKj6xOAzvmp7iv6Vtw5HHXl2WELHYx7axkaZZ9+3cHca8TcU+H8OHVi8m1OyuQydeYGVdo52tjn7i3KNW/nfVW0q1PsXXS6q3MUCTgWsRtUBnLuxyFFb4o3huZCIR6GXJ+EEEK8NxR993jk/CTume9//Qf4J//uH772aQghbgC5Oom3zJsTQHWCJ+BQ9ASgReBJ/CSEuHUGsUotS+2Yn4mjzDrhUz1mOIw1egjR3260TQbM1n2TAZS80hayDR/TJy3MnRDip1nMK1KLw6vxd2kvevJkfTnQYuvWXLdtJQETb7sPgqNMEVschXedsMmjv8cwip6ALf4rHrvU0TUlxOsSmidfUIVNsG2OqJF4jnMxVBlKzFs8Htxa3F+yLf6SHncqhsqbaMo4Uu+gvh2JOI/GtaF8G4skwBRCiFtCgichhLhvvvHDbwEAfvzN777ymbxNJH56PBI/CSFek+9//QevfQpCCHETKAJPCCGEEEIIIYQQQgghhBBCCCGEEEIIcbO8igPUzuWJIccn4ILrU3G3MLPeGUIIIV6YOq6Z9ZFlwbVlGJyd0EfcVYeNIRqvq5MwuEGVU9s9zkFa3i5S78BGajhPMyPnqeZMZMvSWmcHXOP1jO4aWpZpzKuZtesm4u/iNV+GODyOVRxj72i7lrNLk/ve9Ylj7zLH4V3h7OT+5fN0uD7FOZBri1xXxHvgdJ45mE+unWeeki3SNe7VMteQ6xO7QXmZoCxvc1e4Mbm3eDyQk5NvJ08P1s9OEXlnKG1oeLLO4Q5tu8ZsOqaReEIIIW4SuTwJIe6RcDYS4rHI/elxyPlJvBcUfyeEEOIeeHIB1Km4KRhETt2hQfAEHIueaj2Jn4QQbwVLvXClxpBt4hSbLTofLUSP5Tth0vZrJ4oaxE+7eKCjde/6eD7fj7Jd9B4JbWJsT16f63MutN8LEXsHoIqfrIu6a3F4rV4RmdHr7yF24PIQOXHsHcfhxRwaoiegCYxCcLSum9gp+gseImxiAdNjkOhJiI0yz3TRmNYiL3fzzGPnmII/sBwAfInxpyiUYp7yXgxV7+nQTHk75vGU3DuhVG07Pp21FZoPdXg8A4mhcl/HWATFAs8vGbuEEOIRXPX/Ki/IW/vcJXGTEEII8TD+0R//YwDAX32Vr8PfLhI+CSGEEOJe+Qd/9E9f+xQ6fufnf/vJ+nr6j7xpuVhlJnLqjrPgCZiLnvgb7dI/CSHeIrwQnaw59pRjOyER/x7Lj/Zreb9bF6ZH96aDel234R4ULj9mTbOaW2VPBnPrx+qUW70Yp2mMtmRwt7qo89YWU16anesT0IQNgyBqO9YEdvUaWlK/D2yvfSziF8HT1PVpXeG5bXdOKKPoKRxYRsHTtcKmQcD0GN779SJEx5kzXBw/EqxO+jncr+XH5zDWC/GSW3FyqqKi1o87tjmkbqOOOZ2AiZRW7BIV/aXPg/AJ3HYy5oxlLHgaf9ftwflOTlFCiCdmJ3hiV1UhhBBCPIpv/PBb+PE3v/vap/HqhPgJAP7T57+Cv/rhP7/i2bx9JHoSQgghxD3y1gRPz4n+N00IIYQQQgghhBBCCCGEEEIIIYQQQghxszy5A5T91HVdsrvFDnZ8CtcUoGzTNyGzrJ+EEK9PF1+WhnGN95NRJF4bzzwNrhzknNH10Tl5TOKHDqPtWn8Gb/XIHWpzeWqRQN65VzmQ6RzifLIN++hj7+rYnaq7kQMlEknj9yz2rm6PsXfh8rQssJT6cr6OEumayfHpKPbOM0XgcXlEP81cn0bHpwc4O8nBSYjH8SXzjM/mkDTEk47z0BCxOpaPjPWaC+H200XYsRsUOzZ5e4BwhNq2vYtydbcahZdWb6mtjl3MHTtCdXGw1WnqwA2q7rIbVBtTfV0pPjRDCCEeC7uBsttTHetPnLOFEEK8H77xw2+99imIG4Sdn5h7d4GSg5MQD+ef/Lt/+NqnIIQQ4pl4T85PwdMLoD5c2WVKbXG9Kx8ET0AnerKyCLwtzn7hyQohxFNhJFCpUZ2plbOgCBgEndaPd1V4tO37mTiqtmm7Puy3eiU+KEc9WlzJ3vo0h5HAylisxc9j9ptFqkVQZcNziBg8YFv0eW+imNPYOy6fxN5ZSn15SvClCc1a7GATPFXx01HsHZfXBX0/Fj1NBE/v7T0U4lUY55kqdGpCyOk800Wx8ryDuj3OM7s5Brg8z0zmHV+wfV73VqeKoShJztw70VMnjoK1etmRMgmXOhFVEzzZ8HeCcWxdJ8LyJpriCNAZQ7lTO42BQoiH0gmfMEQeE6dfHBNCCCHERUI89t6i8I7ET8F/+vxXvqj/1xBQSdgkhHjPfP/rP3jtUxBC3BjvUfgUKAJPCCGEEEIIIYQQQgghhBBCCCGEEEIIcbM8vQPUNRbt4fI0RnjUTthBZHAbiW+7f/785ScrhBDPATtxJBrPbHDf4PpddFyr4yU+aDs2iSxCc2ry6ubRqnB7K/9EHwYnlydqF84eE3coS2iuGiVayXw/Rtvi8IgFWpYWN7QscHooX9f6Dfh7d9A4+6Y/f7u/lp/F3gHN/akeS82hJGLvyvZVsXfr2kfenbg+3ft7JcRboXOMS/280WJKyT11Ns90c8resS/miTqXDPMMx9uN80wXdQcq4/0FzaWJ3aA696YWfQc0Ryhgcy1szk59O46ws66/0tnE1Wl0h6rzU/ahTT52gxJCiEcyRt5x1B27gVaOnLOFEEII8SC+8cNv3b0L1CXXp6fkWgepL3GKkuOTEC+D4u+EEOK+eM/OT8GTC6DwU1d2aZOou3poIniKfddChBDi7fAxfdovTAepX0TeIvFoIXqM+QT20UNjZBEtNneL0rsYvFavLXJ7WTT3w2MAYGlbHK6iJ7MaZ4c8xCnx/pJo9ZrHeK/jupd4tzqSZwecotbujLrIBVxc6OI4vEuxdwCa+GmheTJi7zIt4heR04Ni76JcoichXo2YX4CJYJLHBbMaET2dZy7FqI5ReYPwNpjOM+Nx9GURvcoReLHNkXd1mwRRthZh0hiNB9QoV/CxQeTE/VkIosqDGUfg8d8WvO++iT9L387lQgjxpViC0f+d7MTw/CWKoy+OCSGEeBdEhJsQM15S9PQYQih1rRBKoichXo6f+4NfAwD8zb/2yicihBBCPDGKwBNCCCGEEEIIIYQQQgghhBBCCCGEEELcLE/vAPXhui6Nv2meDnRYUYdimPStayHEm8PS3pkjytlFCaBvcw9OSp3zHeq2D84dXp2UsHPrmB4D+pg7tAgjy3QsWXXP2Fw+vNW33pnPl/KcfHO1ClcM835ct6X057m9PkBzGSqP6+UkPqZPd+EyNHN9AsprTDGx09g7oLo/ncbelW0s5Pay5t65JFyewtHkytg7Lr+H90OIW2IcP9gZrnOMm0WslmN1vBg/R3fzDsgBkMrKfnMRHJ0HT+aZiQuhh1thzGsUgWfjx/oMWEwP7OwEtJg6LxF2Y9QdH4vHAXqnp0x9cTReV6c9qHduULk67NWx0jlHTwghLtM5+5Wx2eL/TzjqrnOAMrlACSGEEE/EvcTgvXXXpxn/6fNfOXSBkuuTEC9LOD8FP/nzv46/+df+3690NkIIIZ4Sxd9tPLkAyq4UQG2VZ/FP1h/n2DtafOAFCiGEeGnqIvUYfxcL00ARNg0L0TaMceW383jYLTDzQnI/VnLMnbOO1PrF56hW9UnUn8H7Y6V9t+idrEUW8fOLhfU8WXj3FqnHop84Fgv5Djq/de0W/29FfNMJFoCrRU+7ha6lCZ4uxt5xeZ0X8xZ9BwwL/BnO4qhLsXel/FZefyFunWtEk1PBZN2ncYHnkCF61ZdebNvNIbafY4Be2DSbZ7q41cIohtrmqNZfiJLcW5SdFWFUTWgdRE5dBB4LnbA/VjsfBE2jOCrq7cbN2d8aw98dTsIpjZVCiAdh9HmPvjhhHz70oqcY/6uYVebdQgjx3lD03fPAr+utiKG+8cNv4b/5L/78tU/jixnj8CR8EuLlGEVPIz/5878OABJCvVG+//UfvPYpCCHETfH0DlDX/Mcc/8ce/w7G/Ty4WABFDBULKHKGEkK8EsX9qTpzsHDFbFuYjvJxYXpwdwImC9AsmurES62ah1iJj/GidAyPZnBrwiQzp3rlWJx38jasFkcoALClrXj7YtUFCtjGYosTW9pcYCiLxQCQHEaCL1uWdnpcz/ObdITaiZ2ATrAAHIieot7Zt/tjoSuuoTPXp9jmBX6eC0c3qIM5c+b6BGhBX4jnZCqaBABLp+MHu0GFU1xtbzT2jiLVI7Ht6Aw1CKICP5qDBkHtTAxVXaO47yKaTdmb4CmXaWYieurK0cRS9dhE5BRtmjiqjXvW/T1BHUe5/tYQQjwxV39xIoXolcby4W8IIYQQQjwdIYZ6a0Koexe//afPfwX/6m/9y9c+DSHulktipzPkBiWEELeJnJ969DVCIYQQQgghhBBCCCGEEEIIIYQQQgghxM3y9A5QH5bLdYDuG4w7JxSu9nnt9n10tABKvE+L8KnlQgjxDHxMn5qL0uBoZ52rxuDEMXPmiO36Le/Wl3MZRoeN0a1jOIZog64eD7WeWvyQGz0X9xJ1h/b4NVOvnZeZwVNqsUKeOjen6sqREmwJF428OWbFOaxrH4cXU0iJY3utSLyp0xPQObXUosGxBdi7Pm2btnd9iqgrvjbC3eUs9g4ljpBdTfLgalLcE2v8XcyTw5yp2DshnpezmEyAxl6Ou4t64/gBVPcnq+MCOcaZ1bi5cA3xheehFkXn1raRhv2p69N+nulcnyYuhGOU6+b0FOMUOscnjrbr3aB8H413dIz+BOicnjKG8XEWF0puT/WY/tYQQjwhlvqx/sg5liOTFzlACSHEe+TeHYDeGq8Vi/de32e5PwnxtHyJ49MMxeEJIYS4dZ5cAOXXCqCAuRCACfETRVt0TMq9LABrEVcI8dR08RUURVQXMMp+FUOxcKUsXIwL08AWJddHFJUHtH6RemvHC9RbkadWP47NFqXrInSckqOej7m3c8sOJKsL0e6g8/MtBi8eKDmdANpCcgi+oozFPYShLTabWYtmi2NDJN6Mx473hyKnOH+gEylsuwfPgxeqgLlooUYaTkRPiQVQ6TT2LsQMtg5xTcAQe9fHOHWL+lGdRFOaN4X4Mk6FkxdEkwCNI2fjB9DETyyImgkm0yZS7US1XdQSzzskqk3DPMTD4DjPsKh2nGuofouia8Jbm21fisAjkdTs2FTkhL046lQ4yn9f6G8NIcRzEfF3R1+c+NDHnPrwpQvxNvjdv/1br30KQog75L2KYt4Ks9f/S0RRej8bEj4J8WU8tdDpEorDe32+//UfvPYpCCHETaIIPCGEEEIIIYQQQgghhBBCCCGEEEIIIcTN8noReED/7UXezoqVEEK8Ycb4ivgGN1BcOnrXJwD7+Ap28wj3jWgzRuPNXDVAzlBDxNAYWdRsNIqjSNl3Kw5O2Jw3akRRshqDF6dR5bJu1W3DF4MhwYuthnlzLnH3bT+eO51a56eRbHPgALo4NluWfSTezA3wxBnqIgcuT1vR3OmpHp84Pk2vge59TseuT+yYZXYce7fwBVAcTg4cT3YxTjUSb21xeIpxEuJBXHSOOxpPzmIygxhHZq5PMX5EG469O3GM41hVLM3ZqYuzS5sbYD2W2rzTb+/nmT42j59gexwe+GuEHbCLwDOOs6PIOo7NC5eo6ig1uDx1TlODI5TNHPLQ1+lj7+bOeUII8RCm0dkB76f2OZr/ZqifCflzphBCCCFeFLk4CSFeipd2ebqE4vCEEOLt8w/+6J++9im8OZ5eAJUum0p1cU5Atzhjn7UYK4R4exwuXkQcHi1mGy8+s8hpWNioYhYzYGmLyN2CchoXmHvR01Zu/THsF6ljmxepjfvgyLtkNQYP2BaV69ovPXdDgudchT+eEi0wp7quPS7TWH1wwNfcMpCorrvvI/FmWqQjYdQVXBI5AROhUzATPA3XRXmQXrRwInqqr0lcJ5PYO6QE8Dzp3gRkvKh/IcbJqY1inITYc22cXXfoINoOmIsmt+5Y9JrORU+8MH4UezcKJnn84Meix6kipYOI1V5sy3NVqzeKcMftnTBp2K5RdrTP9Wp59hKj561ejGc0NFqMh1HWjY8XhKNdfKiEo0KIJyDmjYjOBspnwva50Lo5gucCa1+kiH0hhBB3iUQ24p5R/J0QPW9N6HQJxeEJIYS4JRSBJ4QQQgghhBBCCCGEEEIIIYQQQgghhLhZntwByj9cqanqnEoMptg7IcQbpLqAhNMTsP/2NkcRscvHzOFnjLdDuG+QKwfVqc4c5VjnqsHDLTlujFFEzb3DgYQaTefJW6Pk1YjJDcDSO0JVZ6b6z9afLdb10Z9Ua7P7rnrEGZnB8/CNdxRHj3Wt8UM2ftv9kjPUAzh0eQJ6pyc6v6njE8XeGV8DY5zJkesTR+ORW1i4uOyYxTiNsXdAi3FShJMQOx7q9HTm8gRgHm0HnMdkDo956Po0RKoexd6xYxyPH74UJ0I0h0Ggxd95Hd/67eY2OIvAa8cw2QY2kz92bGKXpz4Cj12fHBybV40Co051sUMfbVfdoLy23fbb+cg5TwjxqrDj01F0to1zg8Gr058coIQQ4h6R+5MQQtwvt+b2dIRcoF6W73/9B699CkIIcbO8ngAKaP+xxxEVQgjxRuhi7yjmjgUz4+KFhSAK6OIqaqxZ7C+8mG20iEwip9QWpmsf0+1ZFNE+ysg8jrV6xm0o8m5bXKcXIxaiadF8Ww1HXWw3JHgZzG0wGOzi8MyANdcO6zKO2RaJB2wr5slokTrvY4owEUY9hlHkBBwLnehcd4InFjB19XrRwqnoqbTxlNrrTIKGaUzsRNg0i3HyiG9aV0U4iXfLTvBEcXNd8UPi7BiOtqtlNhdNxuPG2FuFsseipyjvIlUnsXd124b5pUZ/Wi94WuYC261NO+dWjl6gezAHwbB9xq8Rdm27j8DzfQQei55Y8JS9tcvtbwgjMZQ5gLWNgzYKRIOZcLQ8loSjQog3CcdoCyGEuHkkfBJCiPviXsROR/zkz/86AEgIJYQQ4k3z9AKo5QECqIKtWlwQQrxRYlGcXZ8GN6htn5w4SNTSOXQk+vZ2uDuV7bowTqKYurjMjh2d6IkdOmzqxLFzgiouUABgbpsLVDTibTT3DT4Hc2/rwVFWOnTk6TbjKAvWce7s/ufeRAOeNjEU21KRFuFIGPUgLomcgJ3QqRVPBE+z93P4Nv+Z6GknjuN9PqWjBfmj12HmYlL6kIuJeA90oqfB2cmqIGgvdrrKzakrn48Xu8c9comr9U5ET9wmtbFk5/pEbdo81M8v1Q2qjjlbNRbYHroLGolvsd9m28CdgxPpXI8doOglYQFVuD91wilyfSKXpp3oaer6NAhrO/c8CUeFEM9AuJiGG139rJsuCzXHrh7xfy9CCCGEEC/Jv/pb//K1T0GIF+HehU8jIYQCJIYSQgjx9tD/mAkhhBBCCCGEEEIIIYQQQgghhBBCCCFulld1gLJV36QWQrxNIv7OJpFFHIeHJVUXqFpnIUcgdvLgWDMzYGnOTl1kXUQMlfi7LqaItkGuHPsIvHasklBj8Lb+0Vw2EuqB7dvo9FhorkOejI09iqVTi6OL2LzDODwzuOUWS0SvK9bctsMNquQtOX/zvfu2fO8M9SgOXJ7iOU2j7fi8awzixPUJOHZtmbk+lXKn6wNmvVOWEOKUacxdjSm1Y7enidPT1pzKZ3F242NtD3TZNa6eW5T37m9T1yeqVx0FU+uTx5Lq/pR4n7Z5DkltrGKHwc3NicujjWGMvcN4DACKkV+LrKNtirarLk8UYVfd7igab3N2omNdfy0aL+Lvqsusex1HjVzwuLy6QU3c9OScJ4T4IsJBbl2bwarZVl4GVndHN7MMrk9GzlH1M7sD+YO+0yaEELeK4u+EEOI2eW9uT5f4yZ//dblAPSHf//oPXvsUhBDi5nkGAdTBgtCAYu+EEG+NMSaJhU62LG3xeVmayGlZYCn1gihafOZ4NF9sukiNZJ0opou2o0XqiBwCIr6onet0YTr6ALe3tqBS+i+t6sLxJmKytsBMwqZSNYqBBHgVOOWmS1qa8MmRASuvo+XtMYsAtkbiRYfxmCGGYqFUkPNcGPVITkVO9YmiCZ1m5aPgaXZsEDdMRU/AJnyiSENgeP5CiB0XY+5I9DSNthtj7R4QZ9cfmgiWuF09NhkjeO4Y+xjGld34wRF4MRcsEb3axpxO5ERiqE7AlIzmGtBcw3X6Y7t6VfDkg4CpPzaKobqovDWOtXHeHBgFUV2cXRVQ+eExuNc5qKtTIlWd6wkhxBfyo/xVnaM8e3wk3sg+F/LnFlldIzyNxqYYK82bMGpJ/RcfhBBCvEkkehJCiNtEoqdzIhJPQighhHh5fufnfxv/4I/+6WufxptCXxcUQgghhBBCCCGEEEIIIYQQQgghhBBC3CxP7wB1YsEe3060zy3eQgghXpvqHDKJSWKnEOucfKJe6h2hUmpRoBR35in1Lj8pTaOIwDFE4dhErhyHMXcTZ47YrkRixsT1aXORim+WG5Cc8vO8uW107VvRVishvpJubn0EnkWEXuodACMSD9jiikY3qDH6jo/RY38xgwPLodPTWAZyfDpyd6E2l1yfgPKyp3ZMcbFC7HlozF3n+sTRdvVencTaPTTObnc+w3hyTUzmzDWuHPOlrzcdPxaeZ2wfexeOTeQGFfNOdfpjZ6ddVJ7VOmMEntNzqtF2JbE0hvnY3zoEuUH1x6pzVKlnQzxd/ZuC+6AIvRp/Vx2gcuvD+3JnN6h1rZF4vq7bPtDiq4QQ4rnIFMnJn3Wzt8/owBb9WfYdRp+PvcUn81wghBDizSD3JyGEuB3k+PQ4FIcnhBDiLfBiEXiWHVhpv1t8QB9LwQsUQgjxjHxMn+rCMUfe1f3ZMTMYi5xoQX2LHIp4PNpOW7tYmHBaLPZE5Sx4WqyJmxDCphZfBNrm/sZF6SAWtJvoaSKQinOFkRiJFr27inshVI3Dc28ReObA2hatp5F4wBY9NBNDlf0uCmQmjHool0ROw34XbTe2OTjmZu28z0QLJCzTgpUQc74o5o5FT3FsHANmQqc4dhZnF+z6uyCaHOtNxpFR9ASUMeJo/KDIu2h/GHvHIqcFXb12fmdiqEFsG00oys4yJkKnXhy1deD9sUwiqoxdVB5Ij2Td3xCtv93fFByxym1C3BTxdzS/OLX/Uf4KQgjxZPg25rTP25kG3OGzLu2bU1Tn6m2uojHQsX3UzvH3ij5aCiHEqyLhkxBC3AYSPT0NEkE9nu9//QevfQpCCHEXKAJPCCGEEEIIIYQQQgghhBBCCCGEEEIIcbM8uwNUjTpigw7+RjbKN7fzcBwRf9HHVDza6UMIIQqji0h1Chki75BS+1Y1x9yRM9Tm6pT2+0AXc1e32emDXTrIDap3/JhEDiEcn9CV1y+ND9vVlcP7ettOc3kao/FqHBIMBoraqESmHhG7PKbn5qTiOR9H4pn3blBp8u134NgZ6rGcuTzxcY7LGtr18YZ9m105u7Yw4XaC83muRuONB5L1rzuXswNjMnh58I/pk1xNxJvmyPXpwTF34RbVuS81x6caazeLtLsUZzfWLfhR3bOYzIlrHECuT7Ueetc4ik5tToN2MfZuK0dfr9sG2FFwLG9zjfWOTTEW5WF/EnsHoEXZ1WMcged1nrDsg4vs5G+K8rjRtvXHTlERc0duUCX+ziP2bl2h6DshxJPiuUZrOsrcE+OMW3V2MqCNbfF5mKPu2A0qU+R0YAbPgNXP221c38W9CiGEeBbk+iTExj/6438MAPhXf+tfvvKZCDFHrk/Pw0/+/K8DgJyghBBCvApPLoDKJICy3C+V7yLtZhF3J3bv05iKo36EEGJCjbybLKJPI+94kTrqpdQW3ov4qS0qNzGUL20xPbY5fqgKYHghmoRNnoaFaKPFC7Ne8FTEUtsx9AvW9DhbA6o3iJ5a3yxuatsGPxVBRR8er1kU1gWdtI/EszaWd2KoUlbJsYjjTz/uH4mc+BhtdzF1O2HTIGAIYj7jxa1HnadPysYiEl7ZFsUY4hAHKBZq3bUV4rW5VvTEYzaA85g7uh9qhOkoeJoJncZy7gsHosmjvh4ak7kTU8bztL3oidq0KLutzVnsXd3u2vVCpz4aL8613zcfYu9omwVQHI+3CZ445q4/VsVRaxNDbZHaLTLKnOautRcFTP+miN91u325Yhp/V/YlFBVCfAkxhnxMn2q0psV0Fp/JFtrOuY3rJSavxkQnq5+XHbmPnI4x1HzyObOM5fB+XhBCCPHkSPwkhBBvHwmfXgbF4V2Hou+EEF/K7/z8bwMA/sEf/dNXPpO3wbM4QNVvaR+tT4/lRwvZQ7nvFizi29tr/SalvqktHkK3yDqgxa7bZ/r+huPTuIjOx4Dm+BQL7+zyxG5QKcGX1BbRk8FTW1z3YfGanZ7Aiw+xxsEOHUXI1C1KkzhqXIjuhFPddi9ycl7v974POoJeKdW2925QsTJtbdEbNBwbjh2h/FgMxW3MvZ9UnksAVbZ9JmgYxAj1VELAQAtVldWbI8l47EuZiTL4/KrjjfeCKCHeIA8SPUUddum74PJkfG/QGN2JlC4JnbjsTDQ5tN2NKZdc4rp20Ybr2V70xHMLzyc0h8xcn7Y2vSi3E+KaDWIo2uZTnbg+cfnMHWoUQ9na6sGpDW0j9/u2Njenzhkq3FLG/Xi46Zcrsv6mEEK8LN6+1GXZ2wDpqY1faxFD8X5gS/t8vLLoKcORDsT2vZi+E8fqs6IQz8L//v/+fz489j/9t//9C56JeA4kdhJCiNtBoqfXQW5QQgghXpovDQ4SQgghhBBCCCGEEEIIIYQQQgghhBBCiFfjyR2gbHS3uNLsYtcuyNeVe27f5JZzjxg5dHpilxTG82EbXV9vm52LCNC9x+EmMrqIbJvWR9styxZ3B3TRdiDHp+r+RI5QXZwRR94tqYtCYseOiKIARdnViCJ2c5pG5Vl1i9r6oDZDNJ6nI9en/tvgrQylfL+9i8NjoyMzmDX3jnrIDByJt3OD4vI0uHXQse4sH+mqdNHlCf12F1XFx4pblbFbSOc68jTnO4XiF83ZzSYBKVxNnu7hhHhKjsbrS65P26b1MaVjH9fE3LGzHzsocV9jm0txdswQbRccxmSG41Oi/mw4Vp/TgeuToZtP2C1wFntXt2k+2MXhcd9UB4bT2Lu23cfj1Wg7R+cGtUXi0T67QY1OTvS5v0an5ty2fXOGMqrX5pDc/x2hvymEEC9JfF5c1+1TdcwD69rG/zX3zoU5976r5ZhZrs6z5l6HuW1s3VygAEycoLre6ud5M++caH3ZNRTE7/7t33rtUxBvjDOnp4e2kTPU20fOT+Kl+X/8x78GAPhv/os/f+UzEeK2kOvT20FxeHMUfyeEEE/PkwugAFpcpwUFc+/Siw7j8YR4Ii4JYbbdfpG1sq5tASwo/1nN/Wph7HU4iy7cLaIDu/fYlqUtHHAcHscmhfiJF95pQd1Z8NQJoqzf5kXz1MQqHHXXi5nGhee2SN2Lo/ZiqLowzcKmUeTkfuz9Fydh3guqEouj+m2Dt0X/TF2s3p57pmWWHF3QY7Hoico9zjceNxbKSRgFH0RYj+FM5DQc7881t7JZZB/XH7efimRAtn6/nN+u3krnF9eOW72fNJ6Jl+BU9ATUMfeiSLVG1rXYu9OYOxYucfzcWD4Knfg8o81RnN1Qt4u2m/Sz1cFe8NT1QfUpomgUPdU+EgulBnHUJPYu2vfxdvPYOwzRq5di77Zt7/c5vi63sXInlKLU000MxeX0N8U6iGNzCAtyL3qKfQB97F2Ln3qWMVoIIYgf5a/qPOjZYQvq2OPuTbRpGV4+39UZIf52yQ6PwTJZFX46MgzxN0gTQW3HrovD2x7D2yG0OUMIMecxoqeH9isx1OsggZMQT8s/+uN/jH/1t/7la5+GeCdI9PR2URyeEEI8L7/z87+Nf/BH//S1T+PV0X9lCSGEEEIIIYQQQgghhBBCCCGEEEIIIW6Wp3eAcnTfoDb+VjaXsVtGF0vh+ga2+GI+pk9XOQEBg8tEfAMX2L6Ry6ybfYrn5hwgN6in5dTZiTlw9NqK9u81Oz4BAFJqTiHLQs5OQ2wSH6MIPE/kLlLcn2rk0MF2deWYOWws1sVNdHFFHD/EThxdvRZHVPdt3191A+my6qi/ozi8DHJDmcTh1apOdiXDw9Sojs25o6bFsRtUouiOiDmKSA6Pf7B3hnoKDhxc4L45jMQ5TaLtuvI4FuShzXMyxG/VaMFwyQkXnWVpb012wFcI8Zxc6/oE0Hh95voU7TnC7lLMHbsqsetTjTm13Tiwc3oa+8aBaxw/z9oXHUs2jNGD4xM5R3G9fhuHrk+7OYTjjGZzUHWAYnco1G3QdpRXV6eT2DsuZzenzh1qbdv8N4StzQnFxr8TaFzlY8bRdjnD1twcoUokHgA4u0GtK5Wv2z7HmQohxHPhucbgAWW+WyefyeJv1DX3+0ArA2BI8DIoGxK5QAGX4vDi/2x8Qf387sk6lz4hxJ7ncn86exy5QX05cnYSQoj7RK5Pt4Xi8IQQQjwnzyOAKpj3+93iBebiKLD1exVK5a6dEEfURVazJmw6E8IA3SJrxKDYWMe9/ef0glMxlIRQG1eLmZgTYVNX7UTQVuvwe82CpxRiEFoAj8il1EQiNfKuxtkNC+2pbR/F3jktWHsyYBA6sTiqE0bF0xoXpWPRO+oNYqhTcRQdmome9qPrgVBqiMBzA8V1WN12szq2u6HGc8AM7gazmAdorZkijxwGUNSdO88ZLMJ6WiwW4A9ET/V5jIKnI6ETz2njseeAI8D4fkreC6KEeCGuESRPx+sz0RPQxEtd7N3s+o+4uMmxobwTM82ETsDlODtmjLYb6tc2o+Apxu/uMaj/Eqd6Jnpqbfo4uybkxSCAOo6943IWOV2KvavlPgqiQuRE80dE4NUxlo4NYihz1DF6Ny6XvxksxuQQB6wrvIqhmlDKBwGr01iuz3NCiOcgxpaP6VOLwQO2vzfL35gGtDlkzdu8WKOlc/dVBKZG4JU4vPib4iwOz9zb3yf1wctn9HQwvwkhXkz8dPa4EkNtSNAkhBBC4qfbJOLwgvcoiPr+13/w2qcghLhDfufnfxsA3nUUniLwhBBCCCGEEEIIIYQQQgghhBBCCCGEEDfL0ztAoTl4TN2fLu2Prhqd+8bxN7aFYJcJW5bm6nPkBAQ0N6Cy3dzHcuc45t7cUy65Qb2XWLyLDk9Xujl1Ta5wdurqzxy9gjHmrvtmc3vfuwgl7q+UO0fgkfOI19gk9LF31lyefOmdprw7xs4j9A3rpY8hAruBHLpBYYjK66ONmptI2e7i7OopHLhAlXq+L3cLlw/6qnh9MOrf+VvrxS0pXEjcYInqdc6Abd+8uEIBnTPU5KSvokXskesTsDmNnLk+zeJaS/mh09M4vz2Xm+F4jddrNPcxhpSuYmlz5AK2e/qexyzxcoyRdxcdGWfj9ZnrU2yHUx/vF3Yxd7xP58Zjdxd7x1PXtXF2wHVOT9T/1PGJx2x232CnqQuuT3V7mBtm7oDhEnV17B1Q3Z/OYu+A5v50GHvXlff1MPQBYBuPc26OgGfjMkfdubdoqTW37Zyr44ri74QQL4638ciBOl86f660DM829T6df35HjcOrjlAncXjuNHU52nzJn5XT7NGFeJ+8lvPTjDiXe3aCkruTEPfFP/rjfwwA+Fd/61++8pmIe0CuT/dHOEK9RycoIYQQT8uTC6DM0S3uGi1ex//ONYGUd3Uqw753ixwRh6cFC9EI8RMvstbtcfF1/A9cFurE/wy7AaTBsdwWzi6JoZxEVPcihpqKnUhENOOhYqau7ZmwiRkFbQAtcg8L3ix06yKQWADVR+Bt0XRpd6wXL1kfgWcg0VQveOLIIjdebLbdQjSXX4y2i0VuiterKxm8eI1xkaQv2cui6MhMcOqlfTTM7fkZiZwse1uDNtuujRp75LQ630ROlkJ0xYswF85nQp1vsl8WPcXjnImeaoTSRPA0E/IeReM9BzwN0n1hIeqo90BqC2xxjgDgpIwS4pFMI+8uCZJ5bi7X6qnoCagi1Rbp1o/Lu5g7joCcxNy5GbC0+2YmdKr1zkROk/IabVeP7fdr+y7abjgHo/YXRE+1P+sFsf28Ea/dcOxC7F1sX4q94/Kz2LutfKxHY2x2Gqe8iqCiXhuj82GMtrMYal3b3xCT+Ltb/rwmhLgdfpS/2mLwKPau/l1p1oSahXps6Ofo83uIoOr2JA4Pbtu8Ux+3/d+Mc7SsvngmBIC3JX5i7ikWT4InIYQQl5Dw6f4Zo/HukT/5xd987VMQQrwDfufnf/vdxuApAk8IIYQQQgghhBBCCCGEEEIIIYQQQghxszy9A1T27lvf7EjROWxk9K4Y/I3tYBYTNClzctjQt7bfF9WZKFyeJi4TXL45RqTOBcrYMaJYHjg7vgDbV2VTc7M5c4OyMDw6cIO6hWt05/g0ibNjV48zrnZzYmbOTt3xicvT7oGb400Xc8dOIvGbo+1G15HU2tWopJSa20Zxg4pj/G1pT1Qebk60P7p5bOVkiJSAPpbIDt2gjtyhOCoP6cgFCl3pro4ByK1ec3kqr1P9ErlTvIZVCxBP1rmEuDe3ki2CjVyZIuYU1jkHOjgqj8+7h91ANueRdi9fcn3q2l9yfRodn86cnqi9P/M36LvxrHPNSTU6sDpCRZu49txuapwSb4dLkXcXHRln4/WZ61Mp71yfLsXccTuOuevKcb3T01GcHWNDOTs91bYXHJ+4j2HMP3N9iu06P9T9SZuYd66MvePys9i7Vn4ee9fXc6oX4zI5O8UYXc8pb5F2QD8uh+PThRhtX9fmsiI3WSHECxMuUMD2fxr170j3zhmK8UlZ1Ju5QG1tKA6Ppzcffqc2bO7coETH7/7t33rtUxAvyFt1fppxS7F4cnsS4v3yj/74HysGTzwIuT4JIYQQj+O9ukA9vQBqdbSou3ERmRbYuzgjdAvW/aJynguhxLuHY3ZC5HS4yBqilmWBJYo5Y8zadRhlVbiQtvgU4LIYKv6jGIMYqtR7iwKDS4Knozg7fr0PuSRm6upeIWwaz/Og7mHMXQiUJlFJu8g7M3jsJ0wj8LY2FHVHfUfs3Vbe74Mi63zBIF6ixWta5O7FUIPIKdmwAN7q1UXtGJvLa7QXQh2IoEY1FB/gY06tWDTl2ImhrC5ER7tSjaI2qBmQvcXjdY95smg+RtldEj1F+TWiJ45Tovileu4zMa9Tm2fC+d5NJfbEDLYkeCzuL0t77svS3sLsUAyeeAgsQu7mi1GMXMZOM9sLkoG9SPWS6CkecxQ9ncTcdaJVtGNNIGp93A/QCZMqV8bZde1r/7RPIqWu7YGwaXycUdi0Ez3VNlSPY1i5fdrvd4vig+ipbZ/H3tXtC7F3rd4gWi2fu/hvg/jbwmK8pfHa1tyNw1tcNu2H0GmI0eY4vLf02UwI8c7w3P6uRPs7y9d1KoIC9kKo+Wd89HF4ZnXy8cU2YVQM4M5/P/ViKCHeK7ckfmLeYiyeBE9CCCEeg8RP4t5Q/J0QQjw/zyOACngxxJszVHx7e7YQXfe53Nsih48LzuLdsXN9Apr46cj1KRZjU9mu/7HbL4TuHMjI3ak5PZ2LoaqbzSiGKt1ujmW5Ex29xoLb6Nixc3cC5oKnbiGYFrVHHipm6h7oWNjUV7NucX3aT/xmZ6duEXkQSo2OT7zw3jlAlfZL6he2FyPBEomSQvzEbk4LdvUwuHyMwqbRHao9B7SLjI51C+jDsGm7omHZJHZJrOrWFsA396eJI1Rp4xYL1tiJobzeN/RwRfTUniwt8Fg/vzR3Ee8W1LtFcwctjMd8ciJ6Qql/rehpFDxdEjqVe//ZRL2J7uPURMYe9xMdsyqWaPfC5sa17X9MnyQEEKfMRMjBTowc+zzehiAZ2ItUL4meuC8SnJ66PLHgaObyFGIoXvidCJuudnNiTpydxj57YdMotBq2z0RPddumx84EUJuwtDTpPsujFyxdcH0C0MRPJ65PWz0/dn1iMWvO/fid+3rVDWpd4Tlf/BtCLrJCiNcmxp6P6VPn+lQ/Ay/LVAQF9H9jMvvP+ICF6CmRKygSPGdY/I3D3z4YxFBCvDduVfg04zVdoSR6EkIcIRcocQ0SP4l7QsInIcRr8Ts//9sA8K6coPRfWUIIIYQQQgghhBBCCCGEEEIIIYQQQoib5ekdoD43q5DNfaO5cozxFV083syJA9i+rV2PtWgLX9cWZeFkTyLumiPHiXAmOo2943J2DJq5F7lv8kB2frnSDao6EVCsCsdM2VKOkVvMS7lBHbk+cWQRM3N8qs+9c5s5cWqyK+t1TS44O+3653McXL2GOj64htRIvLI9Rt51sUkcbUevw87ZiSPsFnrcIfaui8frtuP80Tk4cZzdzPHp0CmKDUvYKYS62DtB+Vi4r+jRIRXwl8bJ9YndoNytuoZ4QnUD5PIt8mh0B2nHqoPg6t1cc+YasjlFcTxS7/rUHvdK16carTQ4PoXTU2zHq8Ptn4MVvStb58Lm/TUf97t7i1jh81UUnjgh5uKdCyPQjd018q468KUt7i7qcZvBpe/U9amUH7o+zWLu2PXpKOaOXJ+8m0suOD0dxdkN26N71PY4x8e7+LrB8WnqCFW323yyOzZxB4wYVfM2TvdRd7TNdRynsXexfSn2rtU7iL1bvXfzy7k5PZ2N1+vaOULpbwghxFvmR/mr+rcaOz45mgsUsHd8qn9jDuWdC5R7m5vd6wTgyH0kntmxG5QQ74h7cn9iXioWT65PQgghvhQ5PwkhhBBPz+/8/G+/Gxeo543AQ79QgrUtSpzGV1B5FxU0xAY5tVFsxTsixDTDguvF2LsoT2mLLSvtWr/Wixg4BouPXRJDWVtMq/9x3dXz8h/Z5eAziqE6wVM8jwPRU7d4HYTg6SjOzg7Ku4ekBeprBE3duR78Z/t4DrN6l2LuxvcemEfelXPuFtBTvzhf4+2AbVE5RE9Gi+gRZzeJveu3sS+fLF53oimLx2rHZkIpL+fB4iNQtW6ENaPoO699WKY1kBxCJ27jtUl9XO/FUFtB6zri8dJK91weF8f7BXQWLHWxSZcWzc9ET3GyDxU9DdF2h0In97p49VxUMZPZJogC2n3MMWQRQciiESEusIugHUTIdXuMvOP5ONH8G3MxReDV8fpM9BTtR9HTWcxdJx6icZnj5ygSr++DXoRr4+wwlKeDel1ZnMfksU7r7UVPXb2LEXg2CJjQJoRODNXX6cblWewdcHEsH+NLT2PvyjbWTGN77sboJnLKTQSFInoao+9KG/0NIYR4K5zF4dXPeA+Iw6v7ZhQDSrHnJeYu5tZTMZQAAPzu3/6t1z4FIZ6EpxRDSfAkhBDiKZH4Sdwjir8TQrwV3kscniLwhBBCCCGEEEIIIYQQQgghhBBCCCGEEDfLMzhADRF45KJh7KjB8UNn8RWjq4br64fvkc51YuJAVB0nzmLvgOb+VI8NUXhDjJVbcxW41g3KM51fuKxkciEIN6iI/cJ1blDAsSPUzumJn5PRt3zPXJ8Oo7NGt6XmymHkynHq7sT1zrjG2WnSbxeVdPS4XIddQ1Jfb3QTaW5O1ruBUHnn4MQuJIPDxmHsHbtyDE4evSMUu3fY3vGJ3UAmcXgwbK5O8VYNwymbMpHp03Y+MQ4b2OQMYyRenPvmILJ3g9rcQNr1z24gmztUOZfiGHIWlQQANjoKrjTXnLmGzFyfYvta1ye6pzvHpzOnJ77HnxhLNv2Cvi3L9r7Ea873Q7LmFFX6AAB3w8f0Sc4oojKLoN25MALzyLs6rlKsKpU71xld+iauT0CMycNJxjUOq/eZJcDJ485g8LhTssFSzMXN/Wk7D+vGWx5f6+PT/lav36/l1vfN0XZ1P57r4bGJ49Pg9LTbPonA687J6Qco43RpcugGNTpC7WPvWvkVY3m4P505+AF1HK9/b3Ac3rrCM43X2cnxhMbldYWi74QQb5lZHF4MxQ+Kw4vPnEva3J6iToyNZc6NY2duUEK8F+41/u6M8TkfOULJ6UkI8dT8oz/+xwCAf/W3/uUrn4l4C8j5SQghhHg57j0O71kFUADaAogPCxm8Py5EH8RXIGctXrxDZouudXsUOZ3E3gFo4icWRE3+Q9fcNwVfiAQeIIaqvZk14YTlnRjKWYxwSQwFTAVR7YR7oVMtHgRP9XWLNix64siisV+Ky5rG2c3EStOovCv/8/ySsGmsW8/pQADFfYZAabaI3pVv/TXBEj8OunI3NKEULZR328soWuLFdWAah1fWHWaxd13s0olQCoZOJOBAi7Y7elmN6tRGRtte642ReN3KSxEDbmM+9eW0GO7DwngtLz8nUUlRrxM6kVD2dNF8JnoCajTeg0RPM8FT1BvFTtzfE+PehGoAiZli/yAer44Dy9IEVNkBf964PnGDjBG0s9i7cS6meDuej2EUHcrzcohUWfTE1GjlIrKpx52ErRQ7m4s4uY6Xw1hO07m5t3MCBnFTG3s5zhQ4EEPxadtQRs9pKniaCpuORVQz0ROXT0VPtJoeY+84/m7HaBzuxFCOS7F3W/lY72AsL38LnMbe1fLcj+11vG3btbz+TbFO4/Ak8hRCvFXGODzWrF4dhxdzrnudZw1of++4b5/XKXb2UAwlxJ3zHoVPR8Rr8R//80+/8pkIIYQQQtw2ir4TQrxl7jkOTxF4QgghhBBCCCGEEEIIIYQQQgghhBBCiJvl6R2gPg+uTE7fBvfhm9xn8UPANL6idkuuUfr29v0S7k8crdNF7rDzj6Xz2Luy3TtCGWbRbRG3WN0HrnWDGmKw6vl52rlB1XbXuEFFvYPorJnTUz3Gjk/xGsRjsetTdbCYOD6Nbk/xe4iVm58AOV2kk3qzdkfOTgf9dxF2zCzmbunbAc31adu2LgIJS+u7d3YqDlDVyYTdoUbXkOFY5wDFbVr5GG2HhH29iVMUu4GwGxSZfsC8tekY8zNy294cn/heaK4hAGoEEti9qXMT8c5FpHMNKe5QW/l2b3XRqWNUUinvnJ4yYOTMdOoaMrg+ASjOg49wfZo4ttVzGHiuOetj+tS5Nrm39+ksHu/BDm3iXXEWQTuNvRsjaM06dydnpydynBjn4jr/Tq/ccsSsO16NEHObP7axnOdjtAHJ925Q9Rk6aO6hz58lRC9q+lI3h/G2v5/Oou3GOoeOUqOzE/dx4AY1uj5VYw92ZXL0DlCdG5S38ZvH9TKOn8Xe8eOcxt4Bu7F85uAXbQ5j79a1LyenJwAUMez620EIcTNEHB7H3rG752EcXnbYQn+nBpncoMo8WP+/5cQNSgC/+7d/67VPQTwTcn8SQtwjzxErF5F1Qjw1ir8T94jcn4QQt8I9xuG9nACKt8cootwvRHsXUTSPr1D83X3TLbiOsXezyB0z2BCts4u9A6r4qUbr8DbH2WXbonBsWJgDzsVQ0Q9QI/HqsVEMFe3OxFClLTARRA3shE4BC56KUCwel0VPNluUjv1OaDYXPZ2Km2aiqUtM4uvqY+2e43mbWcwdxyF1i80shqJ2znF4hu666QVHLRrJzQZRUr/v3GYibNpH21Fs3ih4GoRSu2Noj1eX9L1dhvwcLGNMuuuG8trGDCl7H5VE2xx710Ur0cL7JnqKNnSfxUI7LZqHGMoGodQuKinTdq23XzTfiZ7iRXmA6Akoi+oH0XYvucg+PlYdR329GI8nxEUsYRdBexR7N0bQsni0m6d5Qfbhn+u6mcCM4j3buG4JO0GUxfg9iqFIKNhPM73QqomgxmPWjbcsUj0SM8U58RNiYdPR9q7+KHqK49TOE5BIpNrG3v0+C506YdRYpxvnWcAa9fxi7F20uRh7x+VnsXdAFT8pOlsIcQ+ECArA9XF4yeEx7i1LO5aG/Ncl9bF3B2IoIe4RCZ+EEPfAcwidHvJYEkUJIYQQQtw+9yaCenIB1G4Bi75tzY5Pxu4b40JG/EdduD/p29vvinB9AprIqXN9OnCc6AQ5S1tw7dwnQvDEDlC8MIu2YOpO4otrxFBr3v4Tmh2h+BofxVBlZfRQDDU4oJld+I9nFjrVskHwFOdVnuRU9DQTPE0cYnwmhjr6z/ETMRNzlbBp0m9tN7oZTR43XJ6cn2N9fGqTQsDUFpJD9NQ5PsV2vL1LOzaKnEZhUnOUOhAsVQHUvt5M8MTiqHosAZ68laOdK2i4rqIn7nvm7AS0RXL3btG8W0B3H8RQtJjuw+I4i6NIDIXc7/PC+G575hRCi+uni+bkLlVFiNeKnqI93p4bIZ/PmTvUFAkFxBnhwFjHwWMHRgDd/Y9c7qFk2+LqE54Tz111LszbsRi/t/n3QAzFv3fueNZV8Pi8QG5QONpOQB4cAYMzcdR47MwBahQ9Rb1O3LqiH6PjNq/CVDr1TugU2zxe+14oRR+NejFUG2Onrk/A+Vg+uvddcn0qffMXJ9gN6q2N1UIIcQ0xdl3jBlX/3iSH4Ph/FFuc5suwP2x/Qx+Kod4xcn66TyR+EkLcKi8peLqGOB8JoYQQoiH3JyHELfI7P//bAHAXQqhZ+JEQQgghhBBCCCGEEEIIIYQQQgghhBBC3ARP7wD1ee3367f+vS/jaAt2eRq+yb1F4im+4t1hzUniMPZuFrlDjkbVaYHjd4r7U40vA/r4FaY41ezPzeAfyM2J25n1kXhnblDs7DRzg3IDFuwcoabMnJ7onMqL1LtiHLk+je5ZYNeKwfVp5yrFbkqTbwqnvs4hl5ydZs+vbPus+0nMXXPOMIosIiensl1dlTq3MLR6Jb6ud4Tqj239zdt1x8pz7ePw7NQdqm7vXJ+oby5HiyziEKfO8SmcPGbOTrnfjkg7oN/u3aCaM0iU9xF4g1MIwl2KnJkmUUnd9iwqyb2fZ85cQ9gp6gGuT8BtuImcxeNd20aIQ3je4fsu7t/Uj9MAmsPElzI6EwJd5F3MVZ2jxcwNajEYUh2sHAnzM2S/DZzG4TnF621jo9fH6sZ11Go7x6fjODzb1Y3+uqg8Gtt5XN/F2Q0OfP1YTi5P1ckJQwRe+zzEkaUxjp/F3nXbZ7F3QBvHT2Lv6vbgCKUxTQhxD5zF4QW2LJvLITcMR1jP9e/G6gbFjo0zNyghhBBCvCo//uZ3X/sULvKYeLy35mYlhBBfipyfhBD3wD3E4T25AMpGAVTAIqdY/OhiKvpFaqBfyABi8VnxFfdIXYwHADPYsFh6FHu3i9yp0XZtG8ngLPRxh30+EBIx7l0EWD2dURQV+yGkSeVcs5+LoeKaPxJDhfhjEEQdMgidWvFE8BT7B6KnneBpjMQbHtPjuc/ETaMo6lrfuWuETUGi86htjs4BO9GTp327GpVX+6ZjY+SdDYvZs2g7G9oNx+bCJsMYe+fTeuiFV925etd3H23nbWGDF799WAwfBExtYZt+hmO9GGofm9SJo9bWX71PihiK+0OtR/dmLIwfRSWRsOnqRXPgLkRPZ9z6+Ys3AkdHHkXrAP1cOhHMPprxs4Lv+65Re/SZIOp5SnVB2JDgyBQjm+Fl8Nyf6V4EtZV6re1GYyDKaxJNsrf5yrd5ZDsf6h7DWD4RPB2Jo7j9GG23G79puwlQj8VQEYdaY0op6g7UBoMYqs0hx3Gml2LvALRx/Cz2jsv1d4MQ4g6ZxeEhe/0b2oF5JB6w/d08iKFs4b9nJ2Koo5jzd4Di7+6Lv/dv/xl+Kh1/AUQIId4StyB6uoQETkKI94TET0KIe+LW4/AUgSeEEEIIIYQQQgghhBBCCCGEEEIIIYS4WZ4/Ai9gByiguXEAJdquuUPVKKL4Jnf95qLi7+6N6vxk1qz4k7Vou2XZvoV6FnsX5Sltzk9AaUPbBfv8gGuIr9dZFF6Q2/U6ttlFPzKJ7BomUXkGlDgucoQ64dDpqVXALrbuyPWJnDL2TkzxTWD07c/cnR7i5sTMnJ26fvf9d31zuyHmjiPxWkRcH43XxRGFgxPCfYnaU+TQscvT4ObEjk1dNN74ODhwh9r31TtFeXcsXhvjy8jJkYTdQMb92TGgxinZsB91DsspNmlzB2nbHNVkeXAKobnBYv7IfhqV1Jyd8jaHXOMacqeuT0I8GeWe6UbmSbQOUj/nWuco+AQa/NFZauJWaL5tt5jLNsdtUZtljkXeXKDKx4rN9SiXY7M4vCghJyhyedrm/zZPINNcww557MpXxuu8UDt6uJ3j04EDVGynFd1YzI87jS+9VK+LvOvHaI7HqzGqoDpj1N2wHe5Pp7F3ZftS7B2Xa9wWQtwzHIcHX+EejoT9R/eIxNvq7d2gPD73HrlB6b9hxB3w9/7tP3vtUxBCiIvcg+uTEEK8N+T8JIS4Z241Du/pBVD54H/HcosiqtFeTosesWDhbTEkFjJ4kVoLGfdBJ3xCETotLd+tRt6Zbf9BW8UmaR97BzTxUz1GkW45TxYur4AiF08FUCFYypO6s/bR7wVBU9wzR8KnU8FTd2wQPI3RQGMfLHoahU3UfldOvw8FTsmOxUzd+Q/9nvU5iJym/dtQPoqe0uS8y+Iyi5E4imiMvOuj7uhxWMy0O4Z932noexJ1V88P7TFhIKGUT9sYejHSGG3XOtzv9xF4w/ah6MmpvC2Sd32wGGqMSqV7cLdoTtF2xvfqLCoJ5VyyX71oHmjOEaLgdG8BV0XrjAumTmLnURz1WKZzYUY/Ly2pi8drQnsSSEcEHiJKl0RKZ3F4XbQd0AY0Upxmg5vDMg3G9TPxXoga4+V+rqknu5uvWADVR95hGGP7x2r1WIzazs9yP37XyLvczyG9GMqbsLuMz6exd7X8QuwdlZ/G3pVyjd9CiPcAj3XxN7av6y4SL5iKoeJv70EM9VRz9S2i6Lv7QKKnx/Ef//NPv/YpCPGukOhJCCFuF4mfhBDvgYjDA24nEk8ReEIIIYQQQgghhBBCCCGEEEIIIYQQQoib5ckdoPzz5/mBWaRQfDv86JvcQIki2urpm9y3TXV9AhCRd/GtVCxL5/pU42niG6nVKYpcnqhedX8KR6iDCKsHcSnCblJ/6vQ0azs6os2I53BwvEW49d/O3UUM1Wgdq04Ydf/IGyucnJbeNaruj/UMx+5OnUvFBYeoyTlsz+PA2Wl4jNHlKegeL2Lu+Fw6V43m0DG6PnUxdeTYNMbMjfF4XZtxP/qYOUgV96epa9Ssnh0ci9OhSKOtIr1cg3vTuD91ECl92OxY5wxC7YvjU3URoe0uNincSFa6h+JaZteQuO/GfaBFJZVtdhiUa4gQ1xH3w8f0qd4nhivcJBhycTxyh3oss7lwNw+6t31ygxpn13CBqtsHcXggcyd+Hm6oA65lb3PB4MTkPKZmtDkotnPrLx7H0erV8X7iCGUr+nG4G3/7cXk3Rg9zQH3gYfyOJ2Gr01jeO/hFlJ1l38Zxp/d9iL3bzjtfjr2L8isc/DSOCyHeIzxncyTeRTeocPob3KDea/Sd3J9uG7k+CSFuAbk+CdHzJ7/4m/i5P/i11z4NIa5Gzk9CiPfKrUTiPX0E3pEACmiCJ89ApmgvFoPwQgaLWMTN0AmdGIq+sWT7yLtZHF7EsbE4ihYxu4gbd+AzxfE8RLx0xFGE3VHdmdCpHPOxj2sEWlyPHzdxjJAPC7B9xNAuHigeb0lNI3QUCeQGT23BmheEt3i80mRJbYEbE4HTQ8RMXTt6TkMZMwqczs6BY4Li91HMXS2LerXNJPKOxExN2MTls/2JUGoUSY0CKO57V6+8h/w49R+0hWx+cSZiqFZvfmwahzfsd9F4wD6Sqc4HqPFKNaYOaLFJdMwy3QvjojnNJ85iqGFhnAW2WjQX4np+lL96eLROELddSntx1JdwMBfyPGiLd4JpuFch8Cjk2sqKsHqMw6uD7/Y4Xuu3+cLWJrRyp3HPvMbgAdii8OJlcG8L1MPYa3TMxo8YhjYfoxe4juNwG0fpCQ+PY3y+7tSf78fveK5OAtZBDNXmCe/EUZYzjfO5CqWq+Okk9g6YjOUSsAohxI5OCAVcFEPFF5F2YqggPeHcLcQTIaGTEOJWkfhJiDkhKJEQSrx1JH4SQrx3biES7+kFUH95LIDqBE9bwfZrWJDmhQxAC9JvlWuETl3xieipWxRdFnIpSpvr0/QY/QftZ7qGgoeIl444cnCaUUQYO6ETgKmT0yAInD98E3p0rOhdsoBDhw12x6gLweM5jI4Yca4plYXLgwXhemp5c8Wo52CbW9QIOyyV/TNmwqbD4/G4XHawPbo5TV2eLM5333ffBtUFKo5dJ4AyTJ2dJm1Ik7ZzfWr1fOouhcTvE3YCpp3wafK7d4CabPN+7ctx5Ay1O9Yt3Hvri1xDrHMQyW3RPdyfeNGcRINO9/ChwFaL5mLgcH57BPd0bT3UWWJkKo76Esa5cDIPuuc2/20V+3Mqv2dCqM4Nira5H8+AGfVdxiY3q+OUJ9uNvU7bTSiF5gIFlDm8HKLtnUiVlVyjyIl+j+P3OBdMBawscqLt6t7H43ccW51Eql6ETjRmxzF2yizj+KnrU2kv16eX52hM1GsuxNuG79EzMVSnr2UxVDD5U/tekfvT20NCJyHEPSHxkwi+9nvffrK+/vSXvvNkfb0F5AYl3ioSPj0vf+df//Np+R/+wvde+EyEEA/hrYqh9ioVIYQQQgghhBBCCCGEEEIIIYQQQgghhLgRzP0aa5vr+eZf/T8dH5w5PgHlG997pxx9q/htcOr0BOzcnkanp+4YR9mNrk/kHhTtLaXN3YFj75gzR6eHuDcdcRRhN63rc6cnPhbbmDiizRgju4jutWT4de3igWz+2kYf8drS6+2pxAbRsersxNtmm6PR0h6rxsottF3di84dQC46O3XH5ttHTlPhsMTHD2PurLU93C6RdzM3pzHabns9eb/Uu9Y1yrCLvdu2vXeEonoARSOtADKQVuv2o06KS61s29qOhXuHrX1/aWXXj3YsrU7tHemzU98O++z1mH3Ox9vhFPI5d24gNTbp81qik4obyOfPU9eQrXzvMAhornlvXOXudOBk+CBOYk7v5ZrrXsuDzwRbEc31T8x0Lpx9vqB9i7mPXSVTKnGucaxt+2Jt+0Pq5jtfDChzYV5SG4c/0PZi8AV1Lsy0vZWjlG/OgBFt129b216GYzaO1+Up1TF/Pn534zWP82MbKm9jNJDWvDn1YasT4zKP5dX9qTo70bi+5hZdXMZxjyjtSexd3Vbs3bNwOjaO9/c1Mc64n7FOiHtjN38fxNQz//Nf/F9e4tSu5pf/l//uyfqS69Pb4SXcnn4qvSNLs0fyH//zT7/2KQhxd8j56f3xlA5Pj+VenKHkBiXeAnJ/ehqOXJ6+BDlECfE2eYwbFLtJfSlPLoD63/30//FyJRY8ATvRiP6z/HXZLYCcCZ2A6X+SnolztmLbi57iP17HyDvuw/3iYkvlIeKlwz5OIuyO6g9Cp+0UJlF2R4LAEY7sKlwUmQ0LwQC95mO84Haw9cdiKLPrFoQXqyKobb/F4W2LtrSd0O0fco2waXY87cu6diwmKvuzmLtaPhVA2U40dTnOznaCqKPIuq7OSd8eUYdp1kcsSltb8M6xmG3dft3mhfFxoZwXwGlxnRfNU9fG2+L6Z98toLeF91zFUMiOxIvmn3O3iB4L5UYL6PhcFsPrIvpao1jHRXP/y8/bcWieeS9MF/RPhDq1yskYezWTsbsU3KUo6kHiiSfi6H2aRuxGvSX1QmAuDxFUaYcqclqqyMlTAj40AbAvqRf8Lm07V8EwkD/YIHpiMRRa+7SV1XZLf6y1bwIoHAigrAhUj8RRo3i1F0qVcf1zi7nbhK0seHLqg2LuPmdYFTw5jOPscm4C1twLW/3zWsdo/OXnfexd1FPs3ZNxJIIY2X3mPxrfmDsd64S4N64ZBywZ/uf/3//tBc/qMk8hgJLw6XV5rWg7CaAuIwGUEE+DRE/vg7cgdLqWexBESQwlXgOJn76M5xA9XUKiKCHeFteKoZ5SAKUIPCGEEEIIIYQQQgghhBBCCCGEEEIIIcTN8uGpO/TivHFeaf+NYH0b+G3wMX3aOTVciq7ZOQ4BvetQLZvEsc1cnzjyDuidk3K7dq6KpAOud2+61NfE2Wlk6vS0HTh2ehod0XZt9zEj7rY7j3ifxp7CjcvNelOk5PDoe1nasZTaYy0JNukTAAwJXmwhDAm+NPcfIMOLvnLv19T3eOoGdYWzE+Nmg1vUQV+Geo1dirlj56i5a9To9ASKs7Ou/NgdCjtHKe57HpXnewcpjsSbZQaOb6QPZX7hNwDz7Yfb9PtO9bzWaX15f4xuF2OHt4ze8S3TtntzDYk6dH861WPXkFpH3B2nUa0PcC/s6h05GV6De73kbXyYmQsm2nO41c9DZ+dd3x9/2m/cj3PhbB60ZdnPf9Ee+ynF6Fi892Z5c37CNk5tc3008NrIvJwTAGRv5+NlfrT4/GI0Vlo9YS9jpdH+0fbuiXLZ0Rg9Gb/rUxja1fmc22SnNmXsjdefxmgeyy3n7RjH3nEcXnUSytu9wDHBQ+xd3Vbs3RdxFF15jfNd/UxZ908qXxjrgNsd74S4J/g+/Jg+Tedqn/1dcaPI9elt8FruT0IIIcRjuSWnpyP4OdyqG9SZE4/cocRTI+enx/Mark+zx5cTlBBvA3Z2ekw03mN48gi80wgUQv/h/XYYF0Lqou+wCDIVOgEtXqbuD0KnrhNaaDkTPVXRwyZe8k4EsRcEnXKleOmMQ2HTvuKp0AmYxIVcKdDa/ef0yCRiiBez6vs3RuIBW8zPUQRhF3t3HocXYqZLcXgcEVTrcTTesKA2Cpta+fgaDMcm1yuLnMb9MebuouiJyvuYOtvVC4FSEzDRYx0JoCbCpsOoPIq984QWc7e2xeuIv5tGJU0i8Go6wC4aqdVLFHUX+63vgwilzxSb9DkfbncxSp9XWI25a3F4Z7FJ/vmzFs3vlGlU60Fky4PEu8xMyHslD4o95blBkcAP4iyyl4Vu/F7bspzH4X0oxzgO78PS5rsPqcbgAWUei6i8NMxvZTsvVmPwWj3UY320nVHsHfpjVTC87We6tPtxuBTmiK1rdXh7HK9TPeawz9Gfd3F4bYz2Eq+Xaz2UyFLL+/jSLvaOx+8qhlp7QdS6bmN41KM4PN0Xj2f8osMoCL0o/IzPgJc+E88+D49jXakX6H0V4u3yMX16c/fotRF4Ejy9Hd6K6EkReOf8T//tf1+3v/HDb73imQhx2yj+7va5B8HTtdyqGOqlkLDqfSLx0+N5bfHTERJDCfG2+Qd/9E8VgSeEEEIIIYQQQgghhBBCCCGEEEIIIYQQwDM4QInboToncBTdzDEomDk9bY1OnZ74WG0fTkQnrk8A4GveOyRxtN0Vjk5Xuzedd3Ls7DRy5vRU+hp5im/UHrlCjY5e/O3+7lii92Z0xAgXDHbESGkob+5Svlh9bzenCyrvXJ+sc8RoTkdb+Sz2bu/61BewS9O0je3rncbcTdyhpjF13EfC4fahg9OBM9TWrjk7HTpFJa/HzAFkcoBiZ6dMDlB8jJxB0oriHBL1fOcOFfU2B5B+P+qlz+EuQg4kn3NxHilOIZ9bhFL63KKR7HNxEGEHqJWcQjoHqM81Em90faqxrHl9c99cF8dcdJMcHJ8uOj1FG2ac07pjJ06G1zBxHnSe44JxbuHIKLlBPZhZtFc4Ph3OfWV+sg8fylzYXJ/qfEf1/MPmfujhADWZ4wAgL6mN8R9S53LI85uTA1ReZvul3uCSGC5Q9elOxugYe2fuUN24vHOK8jp+dw6AE/c+q65P3rk+1e3i6lTH788rReCxy1PeOT1VN7+//Fxd/nQfPA7+zD9zep26hDL8mR/YjW8ju8/ek7Fu62bvBqX3WAgh7o+34v7EvEcnKHZ3+hLkDCXEMXJ+ui3ek8vTtcgN6jJyhLpv5Pz0eN6q89MMuUEJcf98eO0TEG8AS7CfapfCbpHwTOhU6l0UOk3bWFvcLfFUAImegK1sWEieLiKf8RDx0hlHwqbd451H9D3Xws6s34/pU3vu2WHJEGdly9ItNNb3jBbEHNglzxkd68sTvOScGVJdmDWn9zn3fbpZjUmL/eh8W2Tlxd4W/TMyEzidl9u83lHM3cmx2hfH2Y0RdnHeoyBq1l9CE4KF+Mkmx0DbIX6Kvin2buSo/GI9H36P5cO+8fXv6O4H8xaJ19Xlcvd2//M+0C24epR7W3iv1/W6tnLx5jgVOU0iPbvDE8HTmdBpKy7ll+a02TlcK4KKa9Nyu8HjtCbiXeex130bH+NpDWKoeL0kDjhmFhXr6woDpnOfAS2idc3be0HvR7xnbrnWs9Xh5kCIgvizjFsdcix5vQa2ccr68ZGPlUHevBsqt3E4ukbbno7HB2Xch82ODY8DFMEUH6MxN8braFP7pDHaVh6vS7RpN84XwepKIr8QP3FUZP2MonH8S+DYO46A7L7oEILQGEePxrx6f/Tj265afHY/Geu2c8BODKWxTgghhPhynkrsNGMUeEgQJYR4y0jk9DC+9nvflgjqAiyQkRhKiI1bEj8B7XwlhBLifpED1DvlcDHkw4d+sXh0Bpo4YtQFwzOh09AGQP22PwB4zrTQRaKHdZ1+ixzAw0RN14qXzrggbBp5Kws3oyPG6Tf/0V8PWDYHKIv39pIbFDtAHWz7kpqYaTFytLBO5LQdQ9k3ZNqu5UfqLOxFTq18rNf2py5Pk2Nd3xZCJTqHIzEU748OToObU33MA9enTVDVnKE40HRzACnvZ0YVFW3uH80BCrk5g4TrU2zPXERaH6h92+q7/a0Ph33m9uHytG3Hvq157iDyOcNyrk5Pxq4hn9vCuH9eN2eQ4vTk5Cgi15DX5SoXJ2AqcrKYLw5cnQBMXQq3brlsPm/Vxz9xeboo5J2R2zzRfbyauJzU8riWY66bzXGDM46u5+uJzzs893XbH4oAfEnNBQrY3vMP27aXuTDqhQsUgOLuZBe2DXmxOk7nDzT3JWzHgOrsNO7HdpQj9SyzfLIAAQAASURBVO5QAHYOftv23gHK+Fgt997B73Mby9kNahuj2dmPnZ4cFsKyz7m68lX3p3Dto897M/c+FrDqmv9yTq//mRPoBeFnjIuHfz4eONhNx7ptR2OdEELcMW/R+Sm4Fweo5xQ6PQSJoISQ+9NrIHHT8yIh1HVIBHU/yP3p4dya8GmGRFBC3CdXrugJIYQQQgghhBBCCCGEEEIIIYQQQgghxNtDDlDvlI/pE5CK69NPfZi7IcQ3wcMdqnNzGrRzR05PXA60b3wX9yfPzSGA3QK6mLujCDuOB7rEA92bzrjlb6Oz8xcsdS4rh44A5HxhqXfBaM5OqblAAcUdql0r/qHUS8UBKo51rk+G/KFtI6Hbn7tBlbqjoxMwL6PyWb1ZLF2N5RvrUUxd5/o0uEHt3Js6B6fZtvdxeJNzAgAk37lGsevTYxygrHNyov3OKYQcoIpjSJrU6xyg1hYlVR2gJq5PtuYWifg5b24i4QBFjnG9A9TmIBKuT+weIQeol2Pq9sQOSxMe5fLERGQTcNnpaXvAuXth6ev4JOz4HEY45othZ6cu2pFcUopDyjj/AX0cGMeEAbq2r+HM9bLOdz/1AUgL7APNfx+aG1R1PPyw9PMauUHlD+0a21yfYu4rjlA8j8X8RhGv4eo07rd6sV3mwcH5D+id+MLxid2hqsvT6AZFx9Jn712kOgeofuxurlEZqMcm7n3hALWum3MfMHfvm1znusYfTh2T4zPdJPZu5/hpCRbX+UOc75jRBe9krNuqTdygdA0IIcTdIAeox/NWnJ0eg9ygxHtFDlDPjxyfXgc5QV2HnKBuFzk/PY57cH8K5AIlxP0hAdQ7ZBqHUURPtizbIiCwLQQuqV8g7iKBToROvM2LuSxy4tg7jsOjBQ+OQgHQC57GeI0r0ALKPhIPwOXFsVgQuxSHV48leL2+DB7lH9IQdWfAEgu9qS3ufkg1Bg+YLAgnLqe4IBISAXPhU2wfiqLqtu2ETWdReRcj8OIxWThF2xF714ucAAfVS973XR8zFrTnAigWPLEAylaUB3g6AVSLw+sFUKkuyA8CqHWLUdq2J3FKBxF4VfAUsUmxiK4F9BdnFFYGluxU3FTrXSty6sptJ2g6FTrF8Zl4l39z/1znSwRQ2bf9rowX/GO7zGkcAUtRUF002CAq0PV9mTr3pQX2U/SZhyOAIwYPKJFgTfTkSz/3VQHUstR5bBM5keD3Q8xbto98LbdGpvJc5rRxf2vDYigr9cqTc/QxdzW+bhizu5hSdBF4ltGi7njM/5xJKJWrGArZkT7nei3bZxq/WQAVn+86AVQIVvfi1RjLkVdd11/AeL2fitzLtiX6HDeOe5M4PABtvArGMfBsrIv2w5ytGEQhhLgP3rL4CXheAdQti5eeEgmhxHtDAqjnQ8Knt4GEUJeRCOr2kPjp8dyTACqQEEqI+0EReEIIIYQQQgghhBBCCCGEEEIIIYQQQoib5cNrn4B4JSz1jj/s6lPdf1K3D3aDmrg9hSsPzOo3u21t7gCdy1O4P7Ej1JnTxUGEnb4N/nD4NQuHAF/XamjkQHUH4HLQcQC7cqNjMIMVywhPCRaOXjnDusweq2+tmbfrKjvcrEbreLLauXl7IC/b4U7Bzk6+HDtAjeVnMXddVN6ZGxTte+r72Z5D67P1762PIfau68t8fywBINeoiCt6EibGavbCXoE2c3c7irwcyps7jhwjnpuZoyDDriOHzFye6nySjp1HOGIv2bnTU60/cS88Oj8q6+a3I7xFPcb+dm7oHaAyjXXu7bw9bQ4p1m7mOi6vaxuXAVi8zGXujLFc1/sVOH0WATmErSuQrLrUdBGJ9N5Wt76Yu5LD453K3sZl9PNWN0odDGVjvV27s/a+P2Y+jN27fad63vcxHgO6ecbims7UF1/j7ARE94VzPW+fEWv0mT/lZPY+6SIfh7FrF3s3RhzPPvMzdE8A2H+VZnzfz8Y6YDfejWNdi9B72zFFQggh7hs5Oj0OdsORG5S4d+T+9HzI/ent8LXf+7ZcoIQQd+n8JIS4PySAEkWsUhYlEi0ox+Lfh6XfR1kMPoq8y7lGWk1j78r2aezdpBzQ4u5TE6/nx/Spis5YyGTLMhVBodTpylmwZLmKDGx1eFkhNSS40YKptUg3c8C9LSJbsvrWW0Zbtc229QHAspUTLo/rbcGZT9BJk7ETO43CqBNh01kE3mG9IfKuCrSGOLtp+yJyqiKshC4qTx5+4rWo8UohfppEaAKoQqTDGDvgQSKn/hDNQykNbWzf5iSqdTen7c5h0t9I9nZ/soBvFEYlEoCseScQ8Lx/jG2YK+MeiYyrQEDigIt08115P2wBzR/lfQpBhqdezBGMcYbdcRvKhvfySEg6tj+sd1zOwibjeZB+d8LSqTiqFXR91O1B5MR9sm6Jr/kqlMpdu902inhVsaWPZjcuA1u03fhFh7NYY4rAu0r4yTxwrAOwG+9CBFX3I/LYTUJPIYQQL4YET0/Pj7/5XYmghBAPRuIncWv8yS/+pmLwbgjF3z2cexc//Z1//c8VgyfEnaDlcyGEEEIIIYQQQgghhBBCCCGEEEIIIcTNIgcosSeRowa7Pg3fDO+cMCjq7mLsHZUfxt5Rub7p/fz8KH91GofH7lAdHIUyfLu/On8BLa/JHFg5BsWrJZJnbDF40W+JwQMAy96cCLx3pnByp9icosqxYTsvcV0PDk7AaczdVRF4ODhGzk4Rede7OdExcLlTG67nTbZqrZ5NHGOEeBFKnCpH3dVtdhQ8c056jMsTt43f7FZyrdPTrP3RY4zbu3qDS1AQzlDkJlRdUsjNKcZQHn8rqTnsdXMkUNzytlYf0yfNmdfg5ExZijZnrdzmJPd+zpvFctZynlDm1Y7i7A5j7h7JLj504vQUj9vV6eLt0LkzRZ8cQWsRk1ePDbF3tW/vnaM81767ODzxdIwx1wdOrzX2DqjuT77w5/wrxm9mdMG7MNYB6OOTg7imlqUdk9OdEEKIZ0auT8+PXKCEEOL2CVcuReEJIYQQ4i0jAZR4GLGAstBCdBE8XR17F+VXxN5pIfflOIvDC0FDF4eXDF7ezypSCBEcaEHLDFZWVj0lmHuNcgJH21nbdLcag7ft0+KsOVAEP27eYvBKxRqj18X2tAVcd9uLj3htbxQynYmeuP2R6KmWexU07R63K/e+TonBa/tlW/594pX4mD61xeshIonj8MBio5OYuweJnIIxmmkQPU2jm6LOGIs32fZR6JQm9UfcuxiwKkQxEgQARdyZa1knEMitA6PH8zX3CpVBIFCHwHVVTNQFOsFv9qrPBbCJLJZJo+y7MbfOKdOQ2KdnKpSaiZmofNfgYL9eqxx1Bzo2u66jvNsfYu+AXuxUj7XPiyx+r+XiwUzHZaCJUjuRagibUjf2dl90WFI3vu7GxOieBWyjCPQhYx22+xGJ4vGujd4TQgghvhCJn16OH3/zuwAgIZQQ4hRF3719vvZ735YI6oCIVVMUnrg37j3+TghxX0gAJfbEAkXO3Te2jb/ZDdDiVt4WNfib3SeuT0ATOcn16e0xc4OqDhnLUhcxLTdVkmfrl4CtuZW45So4sNXhxQVqq0aOAG517dPMES5Q2yHqLxl6Bwpaq2WnCyq30WSCL+NBlHToAIX9sSib7pcH3omZSJ8VC+ohjtq2qU6UT+ptT+qZFgcn3cZDvdRypJvtHysWdcc18mQAGUM04ZxJDPJchGNTuD+ltl8FssvSXEfYTWTa3yBYmomUxsXwI2enTlB13E+3uJ4u9F/7O34KyIDRHOmDUKQTRNVreRAIjH16Gyv9c5xrLxBglxQD6lwqN6h3xonz1Nn+UXueS1sd3ztD5eE40H8mdN8+T1K7bjualja6Zr+AcVwGtnF3GJe7sZAdn3g/JfgyGXvZwRODAJCuB3O/bqzLTk5TeT+/CyGEEM+IhE+vh9ygxL3xjR9+qwr8hHgvyA1K3CohUhNCCHG/yENECCGEEEIIIYQQQgghhBBCCCGEEEIIcbPIAUqU2LC9qw889TEmpW79vbZvck/3gXnsXTymYu/eLGMcXo0nAZqjy7r2jdjNac29S0CNPdmujRZHR+4R1tyNtmrNAcqSNTcnis1zt9Jfs1WauUH5ZLtzhIom7L5Ejk51f+ry1O/3Lk1ULxUjjc7pyWl7X45S7hSBd2zfccyRe5Pbo7p79GPNyncF1WlitCOxYZdcfKzF9rAbDrIDPlyn4ukxa+NCsupCYonilIaIulqX+uh+j+UYXJ5m7Q5i7w6dnkaHpyNJ+K6/4bC3jepr4o56cRdnKHaEsnXiBrXmLs4OZm3+BGBLjHu5xlmF41ONKaX2isN7p8zG9GnZbBI86nNW1/f7R58Xu9i7/l4QX0bc4zDbRd9tv2w/Loc7FMXcebIuEs+X5to3Hx8nfpDkguflfZ+OdZ9pXk42d3UEds6OEXEsdzshhBBPgdyfXh/F4QkhxH2gODwh7pv3Fn0Xz/cPf+F7r3wmQogvQQKo94pTHB1I1OK5KhU8IipCvJJocSuXSBMAtuZtmyLxnMVQE5FTiJ8Ue/e2iTg8DyHSgu49rMtfyeBr7uOuODoxRHXJWgweAKxO116LdPOMFoMHlOgUa/1FpF7GJhDqRE+xsGr92mpdg9tECl1UHuIYkGvcHKq4qXR3IIDyU3HUTihFYqY+Ho9ETnEO5v2iY/LtBwCy7RerJ+uRD+FqkdJRuRmmK+iz9jOh09h+FM3MIs4s7SLBxPNwuNAO9GKm2GYBFC2073iMyGnStou2S1R2JnSatp+cYzq+vtr4wfFgthdGRfSn0xjIAoGxP44JcxoPQ7xQHwl1LlUcnngIRwLYa2PyDgVMQ7mzOMpz/fzIQvgqkBKPw5qwaRdLagajaLsWEZrgXJ4MTqLVOt4tVj93TR96JgJdvR/rVoexcH4yllo8prVzYnFnHV8lbBZCCPEF/Ju/+y9e+xTEgOLwhBBMxKqJ20JxeEIIIYR4SygCTwghhBBCCCGEEEIIIYQQQgghhBBCCHGzyAHqHTJ19QmyAwtt5z7KLBwp3HJzp4j4u3B6yvkw6qQ6PoX7k2LvbgOnGMNSZMuyj04MSyOORORovNznzxnFL4Ki7WBoMXilXTjOeHkooDwcxdt1EXjU3c4Jativ9TD0lQaXprgVOOZuOFaj7kp55yCVvHeHqn2T09PoBtUdO4kLOjBn8MmhmdOT2/XOT2P7hzhH+Wjww64+7PSVUK6JFs9Tow6tRfMg5X18jnheZk4j1lxDjN9gcoOaujvVPh/h8sQM0Xb1+Mztaeb0lGzf53idFo4i8BzWHNrQxp1whqouZe69G1S5gA3tNdz6W9s1v7QnMvNZq/fiEIcnx5T3yVNHm54/1sGD5evKnT5L6rPgEzGLJeXxb6GxxmiMSal3z1va/FudoibmjTMXPDPbnGQ/51ZrFnXaOTpadXWsfcjVUQghbpZ/83f/Bf7ev/1nr30aHXJ/EkIIIYR43/zJL/7ma5+CEEKIF0AOUGKjxJN4LF5kL3F43n7WYf+ofF2LIKqIonIusXgl6oTETz/KX2nB643zo/xVuz7G97C8tyjvp68l/jD314TlIp4r5baW2KcQAqwOK/F12w+APOzX/lB/dseA0g/6JDWncqDrY7qP/b4nhy/bD1ITR/lSfmI/Iuzq8dbOEx1bvEXaLaX/8hhVOJWK+CnqDbF89dwmq93Ooqyh/Bp29QzTx57u2yBQMXSLnDWGrEb9RewNldf98jMT1TBRj08l2pm1+DbxtMRCe32fUnvv+AfYFtc/LOc/ZRHel6X9pLT9fGg/WAz4kOqPL8v++GI14smXTYDlHxJy+eH6vqT6HHwpP8nqwn/d/mB9uw+plFHdUr/1F+fQ+o3z83KO23kafFnaa0nnjpS212bZxGeWEiwVIdoSv5dN/ESvuSWr94HuASHui4/pU73fp7GkVYDaxhkel30oH8ej3TyceFxsP/uxrrQHze+DGDX66eaJEsMnhBBCPAcSP71tfvzN7+LH3/zua5+GEF+EohyFUIShEPfG3/nX//y1T0EIIR6FBFBCCCGEEEIIIYQQQgghhBBCCCGEEEKIm0UReO+ZWayZWY2yQzL4mluMhtnm4INi+pIjh8yLwxPtRxwexdxtD6mok1sk3qtddGJ5bz3iETmbLt73tY9RrDF4Zd+ojxpllsLpKdqNMXXRpricTKLutng9chKocVR91N0uvafeDMO+t+Cp6vQU9dhtyVo8nrNjUtSheLs+6o7aj9F4FnEwgK+X3RF2cXY2/B7Lh/2xvZvBOkutod6snbWIP8sUk5esi7qDebs8uvZWHpfPb//ca0RORLClpAiwZ6A6jQBzpxHejnhCdv1ip49ybBptxFF26Ld3LiKY193uM3Ibs3n97f7kc6fHGbHJsTIkOOJ1cXKNsza45KjbrvkY7MxtiMCjKFFiFmVJpzBUjjF66YYzX9fqAqX5V4g7Iea+cIADLseSziJHwxWKHPucI/Cii2UydtNYVz865fI3RXzOyfS4ybZ9IYQQ4gWQ89Nt8eNvflcuOkK8U+QcdD987fe+jT/9pe+89mkIIYQQ4h0jAdQ75Uf5q7oQ6tk3MQvQYvCAKmjxskixW6pYSUCVcxNU5dZHjU0r9WodcbucCedCdDAK5+iacsu1nq3e4tvcYWWFzWuMXREcwaqQxVKT4tigFbCWhFf3AexETuZeRQtn9XbKAo7MC0FECJTORE/Atgho3M77m4rFULRtidVfg/hiPD2bHBoVEuZTIdFMDMX9Ob2dfR0SRw1tWDQSddzGPoYTrAe93x+FLlxuqb5mZgfCGvHlnC20hzjq0kJ7iJQ+8I37SJETk+h9H4RNTZwYi+/0WLXfibiJ6B5vFIDlNk5xzGYVRtkW1RlD53bFx0l4ET4BjgxDGgRRdA7zU9v6C6Ff8voeuFknBgwRFLAJ2iSCEuLO4HG4CpvSfs7k+hxNa7bFcyJidJsACiyG4jFwGOvq5z1MxNhCCCHeHSE++nv/9p+98pkIIYQQ4iUJQZuEUEIIIYR4DRSBJ4QQQgghhBBCCCGEEEIIIYQQQgghhLhZJIASmy3Fum6OPuu6RdvlKGvH4N5+qNy7umW79OHRNvou7eU8cZv8KH9V38PqOAI057BcfjxPrhcqq/XoJ6NuR8Qd8vZj3j/WFo+37dqw3+pN9if1bKx3wFE9K9YqvvCP1x/ET9pcn2q5lcYWx8sPbduSt9/lZ3tAzC1gdmW+P+mjdnblPsIVgl11xn0rMTrHj+O7x7E+igcTJyCz5jxh9JPSPoKNmyXbItvMquudeALK61+dRoycoPhnqO81stDgH9L2s7RtLFail+invO/+ISGXH19Sa1/2t/i9dp1sbcbHMeQlIUe/y/aTF9uiLRO2Noshf2g/Uc8/JORSP364/1r/A/W3bI9Z+6DH5e0aOZXSbhtLovK2HfeALdvP5uCyNJeueJ+oLMo/pk+6J4S4dyKWlMblbi6t9QYXvDKehnNfjN3d+FXG1OlnECGEEOINoPi72+TH3/zua5+CEI/mGz/8lmIchSAUbSiEEEKI10AReO+YECF9TJ+qmMUWtNixdd3WM2axZim1vDAWSpV2nCVWhTISPt0XTu850GLwgE2EUCISjYUQ7lsMXiJhTsRCJYqly0UEVBUzlALXncP+tGb1zCdVzwRNdHj6uO3M9t2YN+GOoUX8JToeHUxETRx5Z2NMntFr0p2c9ftjlNcgYLJhP+rZQZ3d4iYJmWy2X597icUBPY8SeVePJa/XgIegBthem0wnkmzbjz5C6JTRx95ZEYYAsGVp7092wFeIZyLej1hoB+pCe2xvx7dfTuOCDwK2wyi6s1i7Xd+0TX2NUXY+6X8Xrze59qPvLU6TTorGC6vXaBF8zmI36z9boZnBl3iogzg8pxjLJQ37C5h6T69rdz8YFIcnxLuF59UuphQ0Dg7iqNTGR7e2n9bZBywhhBCi59/83X/xojF4Ej4JIYQQbwfF4QkhhBDipZEASmx4USCsa1sgXRZ4EaxsBRmeQ9CAKnDZHH7WupgK97a9rq1vcRecCee8CN8sO2BxfZBY7uh34Lw8P9mv9Q5OzgeB0GG9efFUKHUtneKqFC1UaOH6VPZZ3GS9w1NsbxoRR87W91Mfw9r2mWApTtH64tl+NHfqY9sv9z67StlM9LQ/PU90OVgRhpRrZxOrtOdb25NjEO+3x6ZFW7NN+ARsjlmTBVxLBvfmAiXBx3VUhyCzJuhhLpWNC+0shIr3aUmDQA5TYVJth2FxHugEd7Ff+0lDn9PHALqhY9J/PcYCR7d6bW8HyyH3NsyZlYckgeJKpxLPCQlAbvfK0oRPjgyLE06pjbVumwiKTnM2hoXgyYpAyoF6D0oYKIQI3PbbozOUJ2sGk+QGau6d8eS1DptCCCGEECPhAiUnHXGrfOOH35Kb2QOQS5AQQgghhHhKFIEnhBBCCCGEEEIIIYQQQgghhBBCCCGEuFkkgBKbE4p7c24qP76uQM51v8bcrSs8583ZyTOQi/PPUR+lXI4rd0hcA3y91GvDO1eo1ubAEmBXb15t5ihg/jxOA0d9Puix4uSW4Sdtrk+WHLa07UTbRs5INnN1usL5KVK5nOpEhA1saHOwv3OEGOp4F0G3bzPW2T12dXGyza2nOvbYNktVx53iCsVuQmZASrBl+4HZFgO2LKV82VxvlqW5RImHY6m+rlZe2y3ubnvNjeMLa5t+3/k9Q38denEV8WTwDwb/kNrPYtvPB0NeEvKStnpL+8mLbWZzCVu98uMfEnI9HvU3dyUkdH3E42/t0P+UNvnDUH+hx1pafa4X8VG1HT9felwkg8dzS80Bzet1n+AplXtke/19Ke/DEj8LLCVYiveLypele/0tFVcv25zRqtuXEEKMjJ8v4nM/wvmpxdlGGaIsU30vkaDUXgghxPvgpWLpFH8nhBBCvE3k9CWEEEKIl0IReALAhVizEme3CzpaW2wecu5i7zgOT8Kn++RH+au6YO7Zt+slyA4sk0bZd7JLKwtgPstsewamMXcvtQaXvGlCSOAESgYzI+FTcnjeotuCqOfDy+XmMAwCo/i1EzhRtCAf86Ee5vtObbj/Pg7P4PX5Wfdcd8ci/i9z1J5tMYG5vjAtWi3TC7aUiMX6AqatXeljFoMHbGOdxqZHwmKnZFUEFccOowqHPmb7IQhq5W2zu+aT7e6BS9F2m5CI+ktj/3zT7O+x2fmwGNKdYqEc3X1m8GGMm8d7brdhDJK5HXWr13XL4KOHOjjV/VgX8/vSnUHM2bovhBAPwTqFNZqoKf6W8Da/c50ar81CqJy7SD0hhBD3R4iT/t6//WfP1re4L378ze8qBk/cLHHtKgpPiEaIoP70l77zymcihBBCiHtGdhhCCCGEEEIIIYQQQgghhBBCCCGEEEKIm0UOUGKPN2cnx+YUAWwOEZ3LRHGMqDF3tXn7NrecJIQYCHcicoNi1yeYIyW6n9BsZszIKeuCS1NzdmJ3pNLnxJRndI3ywcinc4qist71aXCHGt12AFgubaqbk5PzjncOV8ZxaYvBovOUarSixYmm7QFscXiMYcuyd7yprhMrxBOR2uvfRdyl4SJI6By5qqNX5xhVrpUagzg81ujyNLtG0bs5VcMk2x9r9Sf7w2PujlkxH+tcoOK6RHMvKx5Nhpnb3d6/qXN9ist1MVjRrDty3eZehqfU7XsusZv19bM2t3O9dZULlBDicVyKPHbfl7MDlDsiWnvbVUyeEEKI65D7kxBCCHFbfO33vi0XKCGEEEI8GxJAiY4u1qwInurC6rJ00XbIuW77ulZBVBVQCSFOaVF3uWosEkXjeWRsOQk2uvg6ipVjJdJE9BR0giX0XY91dlF3KMIJVnx0oqc+6q4TWpH4xODTY+CIsrSJP7pIPI5d42i8iMGrfRRxyCD4EC8MxxbG+5faMR/EUUB7n5wFUJdETmM5RduNdQ6FTlRv95hcD5NjTbvYKnr9By2MrlzLJ3F45t7W+ykK0JDgJUNq3O7OhU8v+14YWERPhhZ7N4vDi88B9yiE+pg+1ffb0vBmjvsn5S89pkwjGYV4JexIlzSWHwmYJuVV8BR/Rwzx2vr7Qggh7od/83f/xbPE4AkhhBDidrhXEdTP/cGvvfYpCCGEEO8eReAJIYQQQgghhBBCCCGEEEIIIYQQQgghbhY5QIkd4fjwMX3qYu84Dg/r2r6VPe6736VrhBDPhRmwLMXRhWLg1tU6UyQHepenszg8gp1DjI53MXdj+2GfHZvGbe6jc5Sq7kvNkcrMS/+TY4ncb2xzuLKlnayXbXOrzjbu3mLwgK08hXsEmnNLGZ7C8cXd7trl5m7g2LwDl6dadiHazum6G4/VfQz1RwYHKuP4V47Dy1w57lVyeprE4Zk7PFl/v9cm5Ga2NOenXRyek/vb6IwW8/fwVHxdd3F4MZ/fbRxeuMQtS/tck9JWzq5zXZsDC6ZdvXm1IwcnOTuJm+ALk+jsyAkqT8onZYrXFkKI+yNi677ECUrRd0KIW+AbP/wWfvzN7772aQjxJvna730bAO7SCUoIcZv84S9877VPQQjxBMgBShzyo/xVjbeLiDunH0TZX37e9kt0hRYmhHg8W1KY15+tzDthVNQbhUpuvgmKsC2qx09rNP74/Ni07v6Y02+fHHOqU88xDW2SURujqLTyU/a7Y5PjdR+bcKFG5lkRNaS0CR3ixzT9PTvu20J2LFy7b8KgvB2z8gOgltf9GoWEdn0sQP5gyB82MZwnQ17ajy9bHU9AXrYf747bcGyrG2V9+61/T6Xdsn9MX4Z6yWp//Y/R73KeZbuKAa3173y9l+val0Rt2vkgpe13rd/Xw5LKzwJLqV3/S9u2Zantjcqi/GP6VMWCd0k893i9jYRQ/DPUn/WxK9s9FuYCqd1jHNUbyg/q7cb+Z6ReryM0Ju/KCUu2CVPN7vs6uxGMhJyx3YmXsh/H3wkhhBCP4LEiJomfhBBCiPshhFBCPDeKKBRCiPeBHKDEKT/KX9UFKV/X/lvZXlxW9I1sIZ6FED5VlxgSQTmsFyTNfse2kQtMJ5jq19xHEdNODFW6iMVuq/1S+9HpKcpTfQqby00ZNzxZG1e43ON8iwhsaSv6HmKFOKHxd91OQAoR2cEivfhysgO5zAdmdU6w7PDEC+eAJXI+qu87uZmVBffaytE7j0S1tHd0qk1G0R1dx/tjVo8dte/6wOQYiQWwtnu1u3+StSfiVq/LrePY5ro9W60Q7WVYbs3NDF4c0cy9qAxbd2M/cWxaXtygnMrvxQ2qimvMqhNcR5TV36kbVzy17e349qsbV0J4FvAYyBwMRWO9QxHTEw1lnWPfUD59iN3zoOt3V867NP4WQSqA7lrbhJIrxAtQhaekdgqBasy5Tp89xrH7yM1JCCGEeCQPdYOS+EkIIYS4P+7BDUriGiGEEOJtIAsMIYQQQgghhBBCCCGEEEIIIYQQQgghxM0iByhxkXB8+Jg+Tb+df8uOEEK8FTzcjXwWdUduMdVVhvxdwm2G7TyOXJ9AzTgmaUxwmkUtxSkM20799W5QUd6cnNw295vOwSacVdzJXQqbRDc6z3QsYXOqKBU3Ryk6ieIugpRbPfF0uMPJ5QmWq+tQja6jut3vrtz29WDVBQooLkbVFcwGNyhrD3vg0OTdNWmHx7o+jlx7hr4R5jdxThkkKx+ccTK1Ta2j7fUrj1ddidh/af/QmxNUbmWdo1Sva5/3tDu7vry4QEV7docKF6WbnvetxP9hcyCq40WJvbPR0QnoneU4ehPY3s+y3btBDfu76+/Afulo/0vcoaZlk6vgsM+Jd9jYfhYVyOURO5q8vsZy5XsBwqGvTty+jTvA1KGvuT55G1fQxt7OoU8IIYR4Yv7N3/0Xhy5Qcn0SQggh3gdf+71v37QLlBBCCCFeHwmgxNXc9IKnEG+QWET0bKTTIXHDkLjULTfPRE5VuOHdIv5O5NSJOCZCqXgg3p8twtteEMXiqrkYqrQrwgJzb8KP7FVwYCWOpwmiSOSRBzFC1iL6s+MZKFFoWzqhtXK3Jojq2vTL5EbCKcC65CXz1obj8SxZi5ijeKZNDMUiwF77cxZtNwqd+Fg72csCKLftdKqY77DyKEPy9tyXVm4g8UFttz+JKnoqVXwxGCL2Ltdt5qFxeBF7dxaHB9zO54KP6VMdM7r4OxY8JasiqDh2JOjxLmrT9jGL2Efj8fXkCdeJ73aip5Ox7uDQGGd3FHt3JLDqhbHWRGFFlGotmbEJwWai1JRbPfE8VLFoEzlVgepMjDoKVrvjNpS1Mcf2g50QQgjxZEjoJIQQQoiIwwNuJxJP8XdCCCHE20EReEIIIYQQQgghhBBCCCGEEEIIIYQQQoibRQIoIYR4Kby4FWWD00922s6GnBNyTtWcof485LHY7ab+OG2347MosLOf1tZ2/fGx2iYiokpkmcfvNJwDObO4DY4pEyeUqRtKmpRNyo1irMLNRuz5Uf5qc/lxh+ftp2Pcj7JMbiNe9vlizu2YsQNJBixvDkmbu5LXmLl+u7kvWUaLovNybSybu5InIC/bj9PvOObjfqJ6aV4nL4a8bNGLtU7CFnk2/bHm+GNo90Ecq31b6aP0vfT1EI9hfR2ktNWdbGMpPynBy+9WvgDLAkttO8qt/MCsbXN5Wuq9czP3jyVE/F17HvTczWD8GpnRuNW2AdR4uzoGJeuj8YaxkV2hDqMY2TmKx+Shj64N73fPte+zK5/U6xzTyjXa+m7XXv8crMX/1X16HcTL4Bnh0OflBzm38s55L9rsnZ9sKDMaU7fxmMbq2bgvhBBCCCGEOOQbP/wWvvHDb732abxZbsXhR7wO7AYlhBBCCHENisATQojnwoG64py3goi4sjhcyGVxOWV0cXjuxqvnrVGm8mxdZ0b16iImt+/q0uleE41ED2shboo+hu3aNy/ex9o4LfZbaeSzdfPZOrqNrx6mC+7GAgXbRA22LNtjASTSWScPIh5EvJY5t/eCYpi8xhduvyxR3FumTCXbNt3bsYgsc4qbg/kmJCztLJOoxL22DwFTZbgWfbi2gUEMMhxj3FDiF31Xja9OK+lRHNHX1+y36/1AD8pRkd0j+vYAEePmC07j8CbhVofnXR9rFoe3oAougC1i7q3G4UX83Rh9t/2yJo40Ej0BmxiM4/ASbYf4p+z3cXfbr07EuYspHY4hytG9OTz8b3X737Mxm8fUONjVo7bGdVK7v9zQXq8SdbfVa1flPlrP5il8yfaxd9E3Db1b3KXdXLzia/Kj/FV9vTz7dl8GMSYvQ6Ps7doNcSoQA297r6wJnrZY0lKcxqhOIYQQQgghhBDieQkR1FsUyyn67vaI9+xPfvE3X/lM3j5/+Avfw9/51//8tU9DCCEejByghBBCCCGEEEIIIYQQQgghhBBCCCGEEDeLHKCEEOKpCacEGDnf9B4rDpu6ruS0uUBFN5tBQ3PAcdpuzk7Y7Dgy7cfjsbkORdp07aJebvWM2uFsO1P/wzYmbcZzsDFyR9wG4QwSLk/VOia1GCWOWBri7twdWIt7kxm1MXjeXEbqPh1rjlK2uxZ9uC63zlHvC46527pjRyDsI8WOXJ927O/kcH2Kl2Tv+cZtfdgu7kTu1R2oc7FqxVsUG1J9kpZbXUOCR/nECWpqrjY5y2as1Zym4N57V63rm3PuqdF8JcYPxf2tRt8BNfpuK6fou9IuXLe43BfrnKL4Wtkcm9gNqq/TuYB1bfZlvF+3j1zJBpcndunr+yV3qIkzVJy7wfd9zB63q3Duylddysw2ty1g7sonR76nJ/vmzgds74uHc563zyjAFkGa2PWpHEs8oBWzqBc6dSGEEEIIIYQQIvja7337TblAyf1JCCGEeJtIACWEEF8KC3qydXFfIXPy5CSC2hpdE4e3VW0Lj03YZJ3ICcAWfVf2WRgyiqFmgqW9MIqf08G2+7xdOdaLobxum3sTqPC5Zu/7pufW4ZPCSZk7qWI8AznXyC6s61Ymrider3Vtkh2zrbwK8ygcKXtZOEeLWrK234mh4q1I3gmY3Ay2xkVh9e20DEQM3lbPtxg8oNxQ0bdNr8+oVwUpZ+KnQfBRhSE7EQAJuWb+mtyQhSk1ms23OiT+qo/AaqPUn9BWKx4wt9fuC+LwuucV0XvZt/sGm+Cpi8QrZQAJj/B6YqiIvQNQxU8htIFZE3IlEuOEqGkZ9ms9EkadHOP3lgVzfnSsE1DZ4fXHwqoqmppdp5Nr2ahOL3qi+4e6Okw4G+NHp/v0O7b59bJUr/EuplQ8He5VOFoFqlX5yWpRYCpYrfu2rwfDdF4WQgghhBBCCCFegIjDA14vEk/CJyGEEOJtIwGUEEI8hiraCZGT1+Je9LRVq25Qgwhq+/fYDYq0HHC3zuWmCTus2EVFw7ZAOTo57dpNxFC1De1Pt0ubzjmKXahOziGcfHjbuDz69nYMpFeymQgKaI4VF8o9t0Xgt+JY85b5Uf6qCls8O4wdibIDC20fOY1YbmKa1eGdGMpae7OqtTLzJpzI3hxqslcXKKC/Ln24RuvNFdtVXEV6LEN1Tjp040Ffvt377bE2QdXkTg4dQdUfDaIRdquqblEhXChdpHHc2IugtiPnblCjCGreGwtmDL7Gm5G74yGCGvvY7q2t7sf06UXvr53rE9DET4MgqtVrbkSds1Oy5hRltjk/lW0s1nSp1raRmlBpEx+R2sgOjgE7MRTvH21zu05DNAqjuN5QtpMeTbRIbmP/JPzie7JdemD3LIsOEil7pT19ejw3gSJAbm2bQLUKoro2g4SThFOAsV6V5nDv3aGEEEIIIYQQF/nxN7/72qfw5gkhC4tbhLhEXC8vKYSS+EkIIYR4+8w8CoQQQgghhBBCCCGEEEIIIYQQQgghhBDiJpADlBBCXIOjRmy18Dpsjh8Udbcd3aiuT0B1imr7vaPLURxeRILFOXRxeJw8xG5OfGziBsWOTdN4sOrSxM+dtjmebmjHjk2tjdNj+hCjh+Yk0fXtxU2IXYLoWGyTk5N4BYpjSHXuGqOW1sENKtMbH9cKu0FFtJ1xteYAZcVVxuP6qu2s9mGZrG3cW/vhejVyrwE5jFkC8oJOIs4uUOwa1Ts7kbsKWyKlWWLUzPNtu/tr/0urZ/2oQ+32TlBncXge7lBXxuHBvTrJeJ48VnGc6eLwFnRReS8ViTeLvavbgyNUjbkjZ6gaf8f7ibare5P1x9J4DLW8c2/il5zcnMYoO94/jbm7wuVpVm8ab1fcqazeHCDbJ3Z5cnJQK1GCPKd17lD0QMnmrk/JgJVOI1m9X1/aPexWidfoY/q0ua8Bxw59XAZsYxfPpTQug8ZXcxp/8nYd+PRCEkIIIYQQQgghXp6XcIKS89P98XN/8Gv4k1/8zdc+jTfPH/7C9wAAf+df//NXPhMhhLgeCaCEEOKMGmHHWJU5GVBFUNt+kzB53UeNw+v394KGWRxeLAg7iZk2YVNbkNwEHE3MwXF2O5ETCUK6+LqhDcfWddtD5F1txzF8J+dguYm6LDu1b4vrEX9XH3ftBTNtkTaX/lg4VTpRRM/zMItaKvtILTLNSDSCIpKqAkBv7zXMt/c32rjXa9Qzthi87WB9T92sxeCVE+Fr1LvrLR4HvQjDQNdIE66EuKreJmkQr5BGpLvCOtFTf3RXd3LEthezvUZdqyZO2Quh9sKk7cg+Di+ETxfj8OJ9W3MTFU2eQ9OZOUVusQgUu0i84KnELaexd1xej6UmjkqpL6fothqJB2zxd/H8SvxdF2cXmj8SPXmia6psV20gC5PGvgbBUxXpDaKpUSjVXRX1PaOLdaxH/VnsR+IfXf+W+vuuimJs7M/ocfk5DNcn1YOlGo1XRXRV9LpCPCE1Xrbd0yDxKou1gUHklL0J3WD9eCuEEEIIIYQQQrwROELxKcVQEj8JIYQQt4Ui8IQQQgghhBBCCCGEEEIIIYQQQgghhBA3ixyghBCCGZK8ahwV5j4r1SMhnD0uxeHlYR+4HIdX3WzIAYrcFyL+jh1wjtyg2LFpFntX23BMXRdZ5/s2dKx3g/K6bbTdnSu7QY3RduTs1B3jKLUoj6i1rl5uziVcLh7FYdRSicEDiotXzV1L/XvG7lxmsFLPU6rXh4czVL2Q6B705kSzRWWxu5PXa97Na1zldhO1+8zJxohdbtgpystjRjN2MHOOs4vxwdp+f4X1Xm6js1vtm5ym9u322/M4vH0c1fZU+zg8D1OkC3F4LdLQ2ns2ew7FLcmyd7F34b7kQB+J94RuUOz8BGAae9eVU+ydJYrAi/KU4EtzJEIyeGx3rkW2PW+Kx2OXpijvHJpSuCeB2mBXr7oyTY4dxuEN++zK5GRc1fond6ixTd0nx7FdH8NVMO5HGTfifbPN+QkAEkUs2viExBdBY+rpuMz1xzmy7ttQpvdKCCGEEEII8Tz86S99p3PxEeKxfKkblFyfhBBCiNtFAighxKP4mD61BeY0LIaN+yflL73o6bOHY9HOSNTPbXl3FEJ1coQLcXgcM/OQOLxa3GUgcTk9j1EM5UN7er520MaG/qZtchNVjY91dA4RfxcCC6NtdOdTxFRrW6g12g5RRo2/o0g8ZzFURLPlDF/Xtu+zN1tcTbx+69pi8KI84uvcYSGeWTcBRI1bstzEM6vD441fvcXgbRXb/WTeRBTZawwegC1ibHK94kDkVLruBFQRNRnCKBZEdfdQ0xbufDRnIifAupK96Gneqm/Xb+/j8I5Gpzi6xeHV53QWh2e2vT/Adt9hj0W9uNesF0lVQVx5L+vZXSGGupoipKnzzyz2rpSfxt4VkVMVP5Egqr4sZsDShE1OAiYk1Ng8t7aNYXuMsNuJnqjc6Vh7vn2bXczorN7wWL3IiaqZbcLBsz4wEUIN8XjW9Ha1sifbRLrROCUg5VZPPB3DuAzEPTiMy12bA2HwKHQaq82HHCGEEEKIJ+UbP/zWa5+CEEKIO4DFUB8W/WeEEEIIce8oAk8IIYQQQgghhBBCCCGEEEIIIYQQQghxs0gAJYR4PJa2n3DeSMVBw1KNvLHR4enI8WlXb15t5uDkNi8/pbjEWG4/yP1+9+Nn9WxzsuC6HvtWfvp9lONRVl2SstEP4Nnqz+j01O37cDyeH+h82Nnp5KfG1GXadm/xd2P9cqx7jdzptfOhL1DEHfftrbw4O3XHuA7vr7nf94yIv/OIZ4s4oOzFecbxo/zVo6K33js/yl/V1zqi8Cr8/q3r+fuU9+/l0XXQjqHcJ95dy/U6K9da65PvU6/3AsdBVhez4R4Z75vO1QwoDj/zH+zKrI5TR23CVaj7SVZ+aHtp2+E+5Ev56eoZ1TP4ktq+tTZb9FvsF7ekD8v2U2LhOnekcFNaFtiH7ae5LCXgpz7APpSfWq/fx7LAfmrb3+aOh/9Y6aP2F7F34f7E0Xcl9q66P8W5zp5fSvU16bYjxi3i78p+jbYzbK9zzEc2vLcJrU3i95naDz98bLw2zuYuvkbr73GepL7a/hDnZ+jmZrftmquRr/GaRHm3T68T0McGMkO5JdtcvczwMX16nDvYO+TiuDxjUl7n3K6s3x6PCyGEEEIIIY758Te/+9qncHP86S9951GRZUII8VAUdXg9f/gL33vtUxBCiKtRBJ4Q4mlgsVMy1CwcowXQo9/Ux+l+LT8+h0v12uKwt1+0+DqmuniidhTvs09/KfEyF+LwWjuKw2NRk9G2l3ihmo/Ex7DFCtVtWqTkeLzc2oTQKl4DbjOLvOsi8bjNuN2d074/jryL7Raj5zUGiRdWa/xd7NM2cqb+QjCzdeIhsgE2AU4tL/F3ir57HkJgtq50/beINItxIN7P7C1mLVmNN3TzFoMX/UZ0U8YWg7d1WGPwor96D9pwnxvdP9Rmfz+Vc3CrMXhb3yQSoTaeyu16ICWvr0M5tRqHxllSThVrHB4dj+eRuLzfHkI4h3r9+TgNYjF+dBF45vCUWtzk0Gvt0WwTtMXrH2Uo9yC/tyGGA7b4LXpv65kuu4e7iip6AoCUWt8hcirbF2PvqNyX1t9sO8RsVQQU+2Ubk+2Z2IhjEH3YrtfUsF2j7Eaxkw/b9T4bXzC6rus/aHF4dB4cAVljBvn+Md9u6a6/uAeH+NZhbjaqVz8rpARblnb1Zwd8hXghQngaY6y3uRnWRFEO2wR3Kcbsow9kQgghhBBCCCGEEEIIIcTLIwGUEOJ5iAXTlDrBk7MjBNA7SXBb3h+dK6h8pKs3EfDs2hhX7IVQXVe0IIyEujA41kORI9Te4vnlJoJq7Vg01bZBi82HT74Tb1i3b07r7hNh085BqmzvFtNrOz9u4yxmAglchkV4PofsQ98hbPLmSMFuQGUfo+gJ6F2FAITz01aNyoHq/ARAzk9PhWdgXUnIsmyvO4ooqaooEqoLFNCJocZFdwvXLmC7z+oFxtU2AVTV0lgT/bEYCoZ2r5bbrxsLJtteHsfrNdpv8/XvdE6dqIW2q7YIrR0f20uNJkKpDBJq+lBnE0Fte+MAuBdBbUdSu1eRNuEZsInP3OHlxbDBKLQ+1VyEZZkUNtGfNdVOFUMlEqrNxFCPZRQ9xWtkVgVPnetTaeO03ZcbiaPaPFSdmlCETcVda3sANHHUTthkdTucn8b++LrpnJ+ibzpWr11yJdw6BHqRaWni/X6nvbN23cTjNIFbOweDN5ETv13W5rPj/YPfdTsBqV03EtO8ANnbfTuKUlM/5lSRE6zNvyk+l7zgOQshhBBCCHGDyPlJCCGEEEKI10EReEIIIYQQQgghhBBCCCGEEEIIIYQQQoibRQ5QQoiXxax36ajxRejic2oZ79c2bdeH/T7yh2KiwhwjDYfSWP/cBao+xhCHN/NZmcXhGXmw0NmRa1TbRhpcFhwt9o6eQ3N2slbeuTT128YmHSf1mqMOOpen3vGpPw/uo3PkoW1jtxLuj9ykIv6uRnFRzJ2Rk1OUR9Ta5jJUYpNy3qLvAMXfPTHhoPUxfepi7xxojjzrWu91X3OLwQO29zacutghaPUag4foq77X1iIlrTgQxfWS49FRxoi4vqy6G1kuYwVF3c2czTYHKusjwAYXqfZkaUyhcWHwwhlcn/qjE78nOjK4QO3axza59VwRh9e5X1Hf8fKE81MXjwfQGL05rxmXT9y9wg2q3p+jG1S8oXn/7C8SUavdfLKdqy3kPBjuTyexd1u59bF31lyetjZU3h1jRyN0zlDsCNa5gtF147Ntate9dfQybm56sT868fXb82PDa250r9R/+sd3eqrRBpN4PCOXxHgdjW2k4vVPub+uKfHOkm33KLZxRq59j6Q46tX32zJdcDSXzva5vLsQ9p96hBBCCCGEEOKp+dNf+g6+9nvffu3TEELcOT/3B78GAPiTX/zNVz4TIYQQT4UEUEKIN4MPC627WLyhDrCJFZBJQlAXY7ue+2wf+rVfxusFAzP5wCwOby4z2MfhVQHHlXF4Noo0xtOMRzoQH237gzBqFE4dbFsVnqA/h0Gw1OKVnKKXvI9nqkIVH/r2Jn4gYVONv/P9sS5KrdZrQgrnenEKpb0W0Z+WH+WvNhFUeQ9tAQmMJovuHF1IYqh6DZS8OaM+mpCi3ccs/gBCmNSENVWEMtwX3gnz0G7YYZuj7dwPtuN0l7YPGhe6aLxd1N1e9rQTTR3Um8fhtQe7Jg7PnHpkwRjy9lYt0VuqcXiwBRY3ddoET/VRIxIP6O/PIoaqorhRDBVj07J74tdxJHri6NUicjqNveNtirprbXrBkydrwyoLmBLH3LXtiL9rbawXGLEwio7V9gBsRXft9sJS9OPtQQQex5nuxazt/hrj8ZrqiUVOXu6Vsm9W4+yQSSmVbLKP2qbF/W3vk5Xowu1+ipuNlFHiMiWaFEATpcYc6dZiSrs2R8KnoeYjtIpCCCGEEEK8NxR/93RIBCWEEEIIIR6KIvCEEEIIIYQQQgghhBBCCCGEEEIIIYQQN4scoIQQb5bqAgOrThBb6lWLexrdT8CuFVHP2UnDNxsOkn/O3Zt6x5TRKWoXh5fn9ZqTlFcXKACHcXhdfNRa3J/I9orj62auTPGIs2g7G+odOjtFbBK5iMy2o820f0dz/6HtGn/H/Xk7Boq8s5UdoDL115f7mslZaK1Reb6uLQ5P8XfPS7y+69ruJ7P2+idrMXjbwXadZ98i1Uq9GoMHACu7B/nuPqvuM2tzIHK+Rs2rQ5ybtxi8UtEPYyPbMaPLbbcNapfatsc+MfFyimdxsHdcbx+HNzpCYR6HF69lpha8XQaziCvrIvDM4SW6rEZTDpF4wIEbFEcfshvUzHXmAXSxiuz6ZNZcnswuxt7V7YPYu80NirYTuv0+2i7KyfEpYu1o3w+2Nxcoeo5kmMXxdWPU3ZEDVOcU5WM978trPe/muJpel9pc7MU5rL6dhu7+7pyhdjG29D5ZuGx57wglHkwXTcqufEBz0xrd1qJ8HK98HD+EEEIIIYQQQgghxHvmD3/he/g7//qfv/ZpCCHERSSAElfzMX2q24qREk9Obuugm8DFWlycjQv8sRUxPXQsVmoT1R0XVLv+GvvSvQgKQ50ahxfnfiEOr5ZRHB7MWiRcJoEXi5PK76kACtie91g/+hj2WbA0264RdTOB1SBYqtFJKIvwtN1F6rEYaoy2I2FTF43n/bEuPq2rl9uiPNcD6iKw4u+ej4jBA7bXuy64e4sj3EQxJQavHBtj0gBs7yOpjMwdXgRtxiv0to0PVi/gXpgRwg5P1l+HfHl0QilQ1B5qDN527iRIGe6FUX/ZiUYOPDb3Iqd+bJsLpQ6O1Dg8HnXa9i4Oj5o2gcoowGpRhYbUi9GqKDVjF4lXX/+JGOog+vBJ5BUHoieOsrsYe1faXIq92/rr95FI9LSgFzlRdKuTOGqMvePoufE6onTCvWBpJlIdhVLO+zzOe9dmF49HY3bgrGWyeJ1RX6/uHqQ5kYVlxp2kBKTc6gkhhBDi3fNf/4+/Ubf/n/+HX3/FMxFCiIej6Lvn4U9/6TsAoCg8IYQQQghxFYrAE0IIIYQQQgghhBBCCCGEEEIIIYQQQtwscoASh7DjE4DORUduUOLRsKvP6PRCLkiwI3eQ3j/FyeUEMCCR+0kYWKTB28lAfew9n/rSecnUBQq4GIdXw+7YSYNdnzq7jcHB6ZoovPg9aTNG5R1F4HWPPWzvYu6Geuw8snMhifLM/bVjoMi7Gn8X7j+ZrHuovMbfRdRazlv0HbCVKfruZfFc3wsHWiTWutYYPEQ5OwGxe1CJwdv6aBFsbk4uTb7dQ/WSaO4zlqzF1JWxBACQrcXgAWUo8dZ+uI6Njs2u8bpNlyW7PsWYMHOCmrs89WPb3inq4Eh1gYoe99sG39yF4pwMLcZuHGnZDQtt28x6N64xEi9epIkbVHUTYjcojr/L82d6SnVT4jg1cn3qXIbsNPYu2lyKvYs2m6sUqB529dgdKdygatQduTzxdsTfdc5MXZRoK99H3cWxwcmJjsF5LEY/Ro+uT859xz1Ec68ZLDldU9bu9+Q1ehJm5Zqg6yzeu3F4TgasbdfivXCrnzv1mVMIIYS4L9jx6eyY3KCEEEIIIcRz8nN/8Gv4k1/8zdc+DSGEEE/A3QugdiKeJ+QeF2G618sMLcOkLUQB2GKlirDgY/p0l6+F+ELqgukQeZR9WxQHeqGD+SaAQawZ5y2Kqe4zvXygRcZ5FfxY9roo3QsGbOhwL1Oal/Ylo3SAI4sO4/D4NPgYi6YMsFgAZuFFPGjTT/XlsyeAvWBp+rts7wRPJ6KnVk6L7RSp1PWX+zqdCI6ETV00XtTh/YhM6+pt8Xc+EVU4tdcY9bzE6/sxfaqxg7aABEbeYvCAoggp79UQi1bf5+iEI9i43hiTGceyt3i37C12bLiu/eAa91KP9TlHcZC7/XreaBF6MXSQGIaqXRRBjV1Pj1QB5jDWdfl8VJ+FkcPYZk6PZ53KrBejcSQei1knYqg65rMYquxv9XZP8DpImD0VPZU6nlJ7jEnsHYAqfjqLvauPM8TedfW67TjP7aeKnhJ6cVQVcZVfJGbqxtQjAdQQP9q3ORA9udNcMwinBtFTNzfUGD7voyL5mo8CFGEUiCGS1qgeLFVxmi1Luw6zA75CvEFmnz+EEOIdcibi+VLuUfjzmNfrv/4ff+MuXwshxP2g+Lvn509/6TuKwRNCCCGEEBe5CwHUqchpEPE8CST8OeNWFtyPRE+WDFiWaRtb0Fw+1lUiKAGQg9NFoYO3hdVucb2KJaJ5cflBusoNaltYZYXQgStKssF5YpQz7Vsd1RvreOqr0dPbnI8mkgbWIhi7ZBRxhQ37te5MoDFuj/WG/U7MVMt81x87Nu0coIbF9nG7X0wv+96OhfAN7s2Vprg8tf5IkZJzdRKq7k/VEWptblByf3od4nVf13YrmFUXKADwNTcxk1lz+kK5vELAZLm5DE1c4qpgxLG5OAGbYKM6x9D1aV6cnuLas3otj2KoEEHVPk62vXXf+kuDRImEkZb3IiiAb7l5yVxnMBzxsX2IS2JcJmFYP3KV7qyMU6U0U3eDK5SZtffjkhgqtffGE7/oTwBfR+wKFcKacHni/XCAsiJ8Aqr46dT1Cajip5nrU7+NfXm8liSGYnEcEAKmiZiJnfOivO77/hhQBGcklGLB6sxdit63M9FT7dvRnNf4/bThumTHt3p8KLcEJO8FUeIm6ObzWvZKJyOEEM/Ic4qcvuRxb0UU9BSvX/RxK89ZCCGEEEIIIYQQL88TK4OEEEIIIYQQQgghhBBCCCGEEEIIIYQQ4uW4OQeoqevSicvTmYvRownno3zy9WbPpw5Rr+2WdK3rky3LLq4EwOb2E3XQXKCA139u4gUZnF6qo8uZ0wtFILnlWs9WhyNcYBJ8IReLC3F41XlkATmwGOwoCgrsSNI9od0jXOMNtW9FNTkar+vPNqeUOBZOIeS+Uh2gZu5OM6cFspKyg3o7h4azvifuUPsIPOovD23YXWSMtiNnp+4Yu4Px/prbtnu79iL+boy+K/U0Hr0sP8pf1bnAs29ugQDCIa46zliGF7ezMR7rqpjMcJIr17xnbDF4pQ/UMcbaeJNsu0YjeqxzfaK+dte/V3cpjsbbOUVRGzjd+1FcY+poPHiyODyfHBzGGLakQxsfOyeo6KY6cHn//OpYXp58jSA8d4Oqzm48mDy1AxRtV9enUuZmAMfehcsTuUaF+9NZ7F2rh3nsnbVheNvmOujdoaz1xy5bu8i6LuaOtjmybnYs2nu/z65Po4NUc+C74PoElGg8Jwco0HhN721EvFp7LY1z81I4cOVhPha3QHd9xD7Qxodx7gee7t4XQohn5LXcnh7DW3aIeq7XUXF4Qoi3huLvXo4//aXvAICi8IQQQgghxCFvXgC1ExFxVEYUXRA5WRx7ijgNFv6c6arW9VggdUEcBTy9iGj6Op6JnqJOSk28kmhReV1rvRB/eBGGKQ7vfTAVOtQIu17o0FZ9vcXg8X7BygqzI1cRVHRxFIdn7i2aaOukEgv7NkbgsWDgieLw5q2odoge6KlH3J1Tzl0nUpoJkUiIsTuVyZDTiZSOfsc2i5l8/hh9mXdxdl0ftFDOC6RRv/azNkWJ0XaNv+sWTyPmjsRQJf4uxh+sKxR990bw3ATDQIvBG+FYzKtjMr3F4AGdtse9zVWWrAmWYijq7qfadV8+RL9VvQZt1+udb34WR42DgbVmXXQfxaJZmomgaqvxYSadD0f4ZA1AHsfBbXyscWPl+TXBUhsfDXRrWemb8wBPxFA+qded/SMEEbuItIS96AnYhE9m7aVILHJqQqkQP53F3m3l2MfeVTETMI3DK8KoPh6PBKud8KgJ5Go0HfpyG6Lt9pGj0cZhKzqhE1+jLZrUu33LF0RP1AbDex1tunG9vO5bO3rfdvMv1aOhYruPt3J9xnxjDJ8JQH/7jOKoek0czO04+rtJCCFegFsSPD2Us+f21CKil3wdJYJ6H/z4m9/FN374rdc+DSGEEEK8E37uD34NAPAnv/ibr3wmQgghvgRF4AkhhBBCCCGEEEIIIYQQQgghhBBCCCFuljftAPUxfeqcioDiVgTsHJ9OXZ5KvIY9gQOUu5/3E+4UOHGIuuAOBRxE/X0Js9fxxPVp2yx1Oned8u1tNMcnW5beX0dxeO+P4vRSjVDY6SXZ5tjz/2fvb16uWdbzTvC6I9emGroGLroHNduHI2ODJxrUoP+BfhEYBALxIgQeCAwCT2VLaquOxMGSJR19nKnAUHAGAmEOBoOgoDmznmnggSYCFfJBm27oGnT1pLsH9l4Zdw8i7jvuiIzMtZ7nfT7WWs/1g73fzMiPlWtlZETmE1del5WL+Nv+cyeT4gRlLlAADuPwtJknlZ15fW17Vszi8MJ6bxGHJ+hisCTuSDG4JNR1quPTLM5uNxpvnB4ZnJ5mzk6zaLzOoWXcJjo9zfYRXULMIcKcIGJ83RiREx3CuvVyc6Obxd/VebY/74P97p/SZ+/rzCHO+w3geTGZVulWbTF4ZUV3J5LUbJU0RNt5PZ4si042qtJfJ6H+63g9bup5m/Q2Kzr1YHDyibGReTs/u5Y1dOe+2N2qWquqEj/XGqCxHYzL6vJoXRUvexGPGRSttyvehl1wg3LXoHp+fKd2z/TM+7NwP1bi7EK5OTsJSj8U3Cz9Ky6t3BybjmLvuvVi7N3E2WmMvCsOVXZ8bVqybhyf9h2g2u/fr6f9eu6+NLg+hUgyWbWryxLdndYLrk/1Mw9dnzaxp6Etn9xHi7l2WeVOqXMabX3DxEWOvC8zB7eNG13fV2NSb6xv17iMEELegEd2f7rEvX93O346QRFC3gtG370ff/3zv8sYPEIIIYQQMuXmBFCd8EekDH5M4u1kWfoBlD2RU4qDKV8ugCoDSftRDfZH+12RVI3QOxJHAdgXSD2TWUzgoegJqL/d8PuF+KIoeDIRlJUzDu9jMAodvF5rG8CS3EZwNctmmHsrV7LyIoLy6UkcHlTKYLZtI/0e4l63cXgTIcA0Dm97LW9L+5JOlBAHnkP8liqCGEpc2CF5K7C4FHe3ESwdMAqd+vmg3gj/jp+/mY/ijjBoHvfbDbQHsQlUQ/xTGyT3iJwQiadRDGVtkcXf2Tzj724LOx9VIOmChqfEZOZQEYNwzmPwACBpqLfS1V2/0lWbuAn9dbOJwAtVL3xsXTn8O1574zKYIGWYjwKoGA/ZCaB0u4+6704gE49h25CW4lQ/pxOINgFPOxcCydtIPKCKWkwspEUM5ZqnC2Io8Z1oEzvpvH19MrHhH0RPZVp60VMQSmmMwxNcjL0r2+C62LtQjrRdr8XNhfOZQz3Atj7IUFfiPqbr1Si7TjjVxe216wlRHJXD9TkRPfk2l0RPQGnT4/U+CmGi+FFSuZYRBFHkfhjbnz0B01DeCZ40h7hb9u2EkNfj3oU/pIdxeI+NCUwYhUcIIYQQQggh5BoYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5W27GAcqdn4LjkLkWTePtUmouS5dcnvzt8vR8F6jOqaLuY+Li1N5wz7sOUZfcoYADh6gvYPM7Hrk+AYAkyJK63332Lrc5PsWokugOxTi8D0KNwQNqHbB6s/ZxNXueH71fk5XVCLwYhydh+9H1ZCPp3PpLtTi8rRMKpnF4flVuvkdf2hxUfGEe1h8doYIRSlpbTNfGoWbiWNN9yz33l7js0voTJ5uZ89TWDUr7dboYPHMAQV8WnXs6l6fBQWTN/Xxw3xsjcjS4i7CtuQ1+kn/s7b+ua++7dikmMzjRqNnZJHH3Gq22TOJxduhcatxlKKtH56o569QVixuUudm069bcoKKJ0d50mQj/hqZkdOuZOUDFeDxRbN16JlFo3bVpTkDBvW3mFGWuaxKOoV3TgxuLtMhQTQgWUBJcfRQQKb8hcOwGlTS4aQVnoJdwf4rEmDtB7wYVXZ8kuDxV1ydb71LsnU8/JfYulNt6vUsTmgvYxgFKp/WmrNM7PYl1tRrvRW2Zdtv5vmOEnsLPjYzOfKPrk21zwfWpfYew3tiux2g88nCM7Yuz53Q7lLNvJ4S8NHR+elwYh0cIeWsYf/f+/PXP/y4AMAqPEELekP/X//d//6af93/8b/9/b/ZZ/7f/8x+/2WcRQl6XmxFAOZIgX7XDilF3sixNnDCKmQ5EThLjNdIzTa98gCa1gffNOmHUSmVfIPUccdRLEAVPo2hsFD2VFcs24Zj248rgsXeMw/t4mNDBBqpkQROmVOFDZG/4+6o4PBEfkNdFijDKBA1IO0Pq2zg86WvpdvoJcXjdLvKwVvxSUfRU1/XN7RLshAndYV+MoptOj9vtrTt8zvFntcH0o31gsk0cYC/z/TqbmCSPwgmD5uu6jchhPM5N8tSYzKIS0SKSADoxVOljo3ACPi+d6KkIcnz7WqfU4t1chIJOhNgJglSmsXceo4dQx2P9j+3AIDbaFbwMYpd5/NmesEkvip5seiN66oQ1TTCzvY7D9b4jWtAUhJ8xAc++u+9ePOLMP+9LiI1tFGsHARTSRPRk531p9z+a6rKD2Dvb91Ni7+L2u7F3Q30QnawXxUvanzdZR9GTbVNESp1QytvREG1n5Tme69rnDiKnThh1SfRk6x2InjS2651AjjyV+DKJjC987L0AslPO+EFCCCH3CuPwHpe/+rk/ZAweIWTKX//871IERQghb8A/+Y/ff/PPfGvBFSHkMWAEHiGEEEIIIYQQQgghhBBCCCGEEEIIIeRuuQkHqE/pc3N5Cm8iy+nUR911DlC9g9FVLk8inUPAk5BmE7G7h5z9df+NS9QYoXfkDhXXfylmMYFHrk82LQLYshhthbkLFADG4X1krP6ua4hzXJo72Lj6pMzW29Qvc31KyR1EzBmqOadlaNV1bvfb+0vZlXwxDm/jAlX3NTo7hXXcOSEsM5cnd+ZIbXcezYUd1yedLDtwW5rF3m2+Qp2W2XbDv2PM3VEM3jxebzigvfnuc7T9ByA652ksB4rzWJ1n23LDHMVkmrvOmlsMHtC5gml0DsqApD7qrlkuRaOo5gAlSbprTcM1GK8hjWV1fhN7Z1/i4Joc4+v2HX+a2881DlBdLJoO2wyOTX1snvb7m7g+jVF5xRlo9v10Oz+4uUU0Nsgv7SzTxSPb57U22qb9GJJ0bk6+XqrrzWLv4vYS/jtiqBuHsXdDfRDdLivXQijXFnsX4+y67VftnaOCm1M5HnNv0q7uFHeo4Ozk+w5OTlkvuz7Z9Oj65MuG/a1ru3+On0WehiSPti7uuak9A4jM3WavLnvB4ySEkDeG8XcfB8bhEUJeE0bfEUIIIYQQctvchAAKQPvD/LK4eAYpVRFUEOzYH/TjAGkUPI0ipzEm77kDb7MB+lGkFKJ6Np9yFKE3iqOAqUDqixliAqeisfgbLamfH457P64MjMP7gFgMHoAu9k6BJoh7Yhye1y3VFuGo2oSGyEUEVa+XMjhco9FeKg7P2pBuMFuBvNOWCELbEAbhqxhB43rh0p8JMcaIrV2h044A4ynI2C4pNkKnzX6jwMKWhXZRghBjs70vGz93EE7EttcFotnbEsbf3QeHMZkx+lCqkPhIFAfUKDoFahyXxKg8Fa8SktT7Va3RdmPUnS8zUaR9TKizemG67KTfphcbYTf2bhTFzMUvQcQy7jsIV6aiJ99+X/S0FcK0r9XtY4yuHOMwQ5l/zksziqmsHgm8XY7iOIHWdr4eUg5C9hRa/xqPaKIioNWPIqyyH2xo+6XVnd3jrPNHsXd2DLKpA+rT7bxrfz67OLwooNKNOCrGkHZxdlH0FK+1Vds9bNZOyHRR9AS4kGlX9BSE/2oxeGj3iwDYzl/B3sskLniKEeLx/l/6da8SQjEejxBCyJ3AOLzHw4QnjMIjhIwwBo8QQl6X94i/I4SQ53I7AqiI/QHf/mCf7C3m8Ef7NPwBP+38MT/sD4C/9f+kP97Hwdk6X45hu96uQOrIQepIHPWC7LpkzURPtbw4IhwcO0Y5SSsDcNENiiKox8LO56f0uXN98gHm6gY1q0ezIWSfFwlCmBSWJxdBAYAuUZBzyQ2q1dpjNygN24xHXLcaxEwadhEFQt3u8vBRM5GTYiseGpdhZ348zGvQ4d+9fUQBSbddW3F0hOkG1nNYV9uA/KHAdKfM3J/YltwJM5c4kVau5Vr3qy2rO751daWqj6xeaaxvSUOdlO76USBsMyzrrq0mfhlFTr49pHeOQrgGw7XvwqYd16dRFDMTv4wuT50rUDe/FT2Vfell0VP33W097cROR0KnJo56vfuYDUnccU+iK1NG+CGlCKL8/jGI5bICS7wv1NjxtLpn5xqoTmRRNALE/qCtF45TUe4ZD1yfYnkvYArTa9tf5wSWm5ip258Lm+x3UUgVIhXBap02Z6goepoJm3IOdVIvip4AFOHTxOmpbKLtHrjuI4pb1T+rbc+2vseE5xBpL5AML5NgWdqz1ZKmLz109/sAkNCuGWDiHlvL3/ByJ4QQQp4D3aAek7/6uT+kCIq8C3R/IoSQx+Y//dN/+96HcHNQ+EQIuUd2suIIIYQQQgghhBBCCCGEEEIIIYQQQggh5Pa5TQeoMRanvv6uOsS2nZY2Pbo87UU4RAeAa8la3/hvxzY75o1LVOqXd/9e6w71GtjvMHPNMtcnK0+prbfm6+LKxvKDODx7c51v9D8Wl+LwojtUZFO/7DpZEsTcWIZtzAXKp6+Ow9vaF8zj8EZHqDq34/KkMeYIwXVEy+HIdL1wGIPTy26s1uBKM42sGvf9BEY3qd1Ivb31RqeYMRovD8thjiahrcz5bd1kyKvStQtZSwye4dc6+pitGC2bFWoXRxLIqlBp9UWCY1OMWvSeNSskSYuwy8GlR/u6q931tHWBmv3bxePNnJ0OYu/iNu36H9aLbj/alx+6PoXvt+v6FB2DgkPbxvGpc4aK1zT6H+kV3Szbh0r5HuZgI/D7FRVpt4G1CvltjvZuUO7otaCc+7qP6AImWb1v2fQNXecyOEiFScXo+mTT/XmO56lzc1rD+bPzHBybeqeocF1k7c97cHDy9XKu9TS4OeWwzD8nODnZ9JHrU9zXzPUpOj4Ztl6IwwN4nziji71blhYTHh2f7H5fDqKurTw+P4m05xiRwQ2quUNt7jcIIYSQG4VxeI8H4/AIISN//fO/CwCMwiOEPAu6P22h+xMh5F65HQHUXizOODASxEIeu3FammjHovFmAqf4x/unRODFEcC9P/SbSGq2/KniqLq/FyUN330mGrNlFo2Rtuv5+piLoGzZtHwSh2cDX4zDezyO4vC8HlyKw7O6qFoG6sI+Ih6B9ypxeE0Q1cQW0omcikjDP6rfdW7b20A8gN2ovFnMXYy3Cge6iaDbiKIm7AmZdO9EbMpmbdx8n3vt4WZ+JpywcusbsoYYRA64PhTazq2LnjVc+9bXBzEUsvaKoxB5Jp3oCRAXMNcoTavs3TUUYjZrjNkogrJtvDheq7a/Q2GTdvN+fHvrjfvT7fYWV3ckevLyS6Kn+nt3Yqb4G3Xbz+5bwjEB2+UvhbSGU6XF1EkVRNm0t2l2LxOqVCeG6u6Pxs/RUD6KYbfLRIOoDqGumfbkQgyiiZ9msXflHIZyRRA6RaHUIHjSXhCFNZ73EIEXBadR9BSFqTn3kXeXRE9Aua8/Ej2Z4CnG3dX1eF8452Ls3VBe5u3efhJ1Hco1RkJGcaE1m4JeDEUIIYTcERRBPSaMwyOEEELIc6HoaQ6FT4SQe4cReIQQQgghhBBCCCGEEEIIIYQQQgghhJC75SYcoHZjcepb4v6ecZLyhjnqm/72BnLOvftQiH7QNGi8QpzD1YxxTbaLmT3EzO3gKEJv5g4Vj/Ml2YsJHKMB45vhS9tGhoMKvjb9x4Rlm/IhDi+6QzEO7zGZxeF53TmKw8sKWcxho1+67zb2GnF4zQFh4/pkm+R+vRZVtXV5snlRAGuY1n69rtwdnjRM9z/AOP/U2Lun+DnsuUhdG5N3FCXazwbnEc3uIKLr2twBddI4k9tHc3N+AVq87bru9/Whv/Q+1a6V1EfdwftcDI5Pof1RhQbrs7Eb92i0aI8WXJUU2DpF7To7HcfeTdcbnJ2iE9wmIu3A9cm/2yXXp/rbxXi73Wi7PHF6im5cgZeMyFLp7zAkAcjhnsXvZVo0XjtR22gv1dD2KaaReEC5Z9rEo3buTvO+qv2w1SHqIPYulk9j77pyHaLyencoP39rLvuOTk/BvauLwFtbG7uJI42uT9726mXXJ9v3ketT3D7Ae8Et0fkJwH7sXSjHkrrnIoi4o+b0/t9dn/afDRAcoQgh5J74u1/6Hv7hv/+99z4M8s5YHaAT1GNBFyhCCCGEPBW6P/XQ9YkQ8kjchACqYxwUXZZtNA4AzdL/7d3+6J8VKtkj30S1iXhSCoNjTzimGKEDtLiPeAQTkZS0UdTNtm3fB+Ko18IGNWLsXVg2i78A0MWLRaKQyXcTlk3LaxxeN5zIOLyHZYzD64KE9uLwkkJtYHRZpmNtXxKHNx+7G+LwQrSdBJFTibZDWA9hvb7c56WILWxeJTQNM9GTlesgfAjL2gcN4qNRGHWD7Ioi9uI/h/IWl8SYpHuiawtMpLGg9asmcvILJfVCDKMKbiRs55FdKui639hnZ4XUvk/Rf4wxi7/TyfVlUXvdNTkVNmk3P4u9m63XC1x6UUzXLl0QPfm+L4mefBr9b97F7W3LN8sAvNb9zOa+L6MTbIidx9wLOWRpbXknhkpB1iQ4jMTbxKP6fWGrA+V+bra91vXaufFzNjnPu7F367Ce/c7rcD5NQFiFTJ3QyffX4utM/CSd0ClMBzGTWpTdul4UPQHt3u6S6InteMOFTiMigCRvww5j70zktCyQlHpBlL8kIi1q2O7/7b5/aTGS2kVKghF4hBBCHgLG4T0ef/VzfwgAFEKRV8HqF7kP/vrnfxc/+5e//d6HQQi5ISh26qHYiRDy6DACjxBCCCGEEEIIIYQQQgghhBBCCCGEEHK33IwD1OgQAzQvli4aJxJicfxNdZF+HoBn6omGOIcEveIFZtHyP3d70pnfEaYuUd02z3GHei1ijAXqm9wxGjCWL9JcNYZ4scjOr3IxDs/df8L2jMN7XCwOb7zGAXRxeNAaX2SOBXG9YZ/7dew4Dk9rHd7U2y7aLnyyBMumLFC3/DBXp7CeO3GED8i965N2ri3hS2hrH6y8c5jpnG3CNCbz6MuvhuYO5C3Q5iTTXHiklNcOWjV4LXbRdtV5Jl5QwW3NnaEg25g8bdcufJNtHN7FlNtwDZbjG52dolsPDmPvYvkYh+bT0RWoazuCM9DM9ake20XXJ/uCa1g2RNt15eMPkifbvCaDm6WIhDrQ3CxLnWrxeJ0bFNCmq9nYGInXr4Tq+tVcpCSr9y9Drza0pdq1+fM4PD2OvRvdoIJDatsmTFvdiBF45uCUw7RW1yh3dwruUJ2bU4i8W/Nl1yegrHPjrk+7jkvvRXV62hSn/r7oYuwd0NyfzBEqJWiYtjquqThDaXxGsPofIvBUxnpNCCH3hTn+MAqPAIzDe1QYh0cIIYQQ4LZcn+i4RAghb4uovsUo1dPwgYi0QL46zeMdvjoBqf5x/zT80T/+cT/80V9PyaMedJG6XviD/g4SIz42y+rEbDDQiIOG4zoTcZR/5guy+X4JnRCqiwbsyrEdSANqVEoY9AoDZ5tBNI89adM+cBYELzEmJZbfygAZeTn8Gh8jWyo2qHcY5xLL/bpu03259NMiHnOkS2sHsITyJMinNo8Eny7lqOuVfcb5bO1Kgg+M23TbfxsAn4megCZm2IvAG2Pv+nYGX04Y+08mvli1TWeFnOFtQVqDEGNVyLkNunsk05pLua+3AucqiDuvre04r9DzGTify/y6Qr8t03o+t3alxjCxnbg/xr4eAORU+/w6j7SUPh4o17tNpwQ9tXlNCTi1vt6vs1O7H9CliGLyqV3jfg9wCtf30l/TeZHNdezrpbYMIfKyF6vgYuydl+soiLLrZEcUo/X6OxA92XqXRE9lPe0ETFFk4+vW7TdCpxhXPK7/ksRo3iDM6GJ7h/Iu2itG/UYxfCrtvabteqW8fqb3IXY8oV0f2nifltrmdwKog/N8EHtX1tMh7jDcn43nc3a/Vqfj/V23zOLtMIiexsi7br2J6AmogsYbFz153bgNY9xR6NQtC6InpNReEnmh+yS1djRJ13ZisfYxdfcv5T5gv6+3Zci57+vrNHIufTpQ+vtvz16X9Hz2fh95vZm6Qwh5HCiCIhGKoB4TCqHIS8MovPuDUXhk5LRMBuPIQ3ErwieKnu6Pv/mF77/3IRBCXoibcYCaorl3hlgWf9NcclMFaJb+ZWQRH9RRyc0dYNXeEUaC+GgJA2JxV1re9kfn7rSdbCKp3kHCJnYdpCbOUWW/r/B6dRw0HF2fwjrdYKAI7EeS3AZ+X8oNKro+HblBcdDjsZg5viFrGfRDrQPBEWqsT8Ffo+MpblCi4Zq0sd2wTxVpg8Z1PooMfM16ifh1EwVL7fLZrBcHs+M2vYML9kVPUfA0EUP5d3+m/qBzyJP5ss152TOG2JyonTM1CDWlc6NoA7WyLG3rrIAO7oDkflEtrk85XASuPJkIbmYCm7Gf1dBihGtF0a6hY/en3h0qChQV/TXp13u4jk38dOgOhSZ+2nV9molifJt90ZN9h4uip1reiZ6i4GVcb0/oNJ6XHQH5s0jhPIiUdnwURAFAbqJXpLKe+rz6fYvmXByhgHa+7N+NFqbeS2p1fLKfIgmk65Um00n6OqHH5/nQ9cnXC2ITRe/yNJ7PKEqPYnVbz6ZngvVR9DQ4PnXi9RsXPRmf0udO9GT3Hnuio/cgvvzRMYqegmBv4/oEbF8MSWlwg5J+OooIoxjQf6/hOKOzHJ5/z0EIIYS8N3SDekzoBkUIIYR8DG5F9GRQ/EQIIe/LbbzqTAghhBBCCCGEEEIIIYQQQgghhBBCCCHP4CYdoEZ3mGCs0t56XgfHDytXLW+yj/O+nr1RXdwPJK5nLjCpRT0oUMujg1PYnTtJbF2itu5QbT9XuUO9FjEuBtXNxWNagoWLLXedXHYnAl2a85MiT12ggLlDT1wey93tJ7i7WHmMKrk1JwHyfH6Sf9zOra7usmK+Ge4KFtqByOyK2a9jfX2dOpiJeNKPiJZrILi4NOsXaRdxFqgoJAd3hOgqE11FomtTbrvoYu8OIvCKU0u/zKcxmTeeGkMlvaueCoZ2YdjfXrMlk7Mxbh9jq+I2Vi7BtUVCO0UeBw1Rqaj9vEduSXN+7LYZ+2JtzjSQ1jcrOtcjhTRXpBR8e4LRVNnf6AI1/djyud6HHzg7xet4EnsXyy/G3o2uQJ2bEzauT15+yfXJvmC8Z8nNyWfj+LTn9LTnzPUSRJdyayOCS407+4kEp6LiBtUc80L7L+KWdrpI6Q/qCVGkrs65W1gKbX3F6oD0PoLb6VnU6eQ8H8beAe7+tBdR3NzCzNkpxN6FaS+vEXjqTlFrF4c3uj4B6JyffP6GXZ821L7F4jcB9PFy7405HsbjSbVPjK5P9j2W1I49xuGZ+9M18cAxGjxFR1h0cY5Afy9jdO2KudGNsZmEEHJDmNMPo/BIhE5Qj4dFltEJihBCCHksbs31iRBCyO0gqrf91+hP6TOQaqTDV6cuEsKnvzq1dU7L/A//QFeupzSPfgCgS2p/6F+kqTEmbAYAws/ZR1L14qhu+5eMh7mWNMRZdPF4daKWjQNuXqZtUK4MqoUBskuDbevaR6yseTqIpuu6G6ty84Nr5Mm4GMqub4tzCYOSsRxLiXmRtL3GL0a+pNYWtOs9tAmLlAHAuiyf2jRSmQfqIOHSBgfz0oQUtqxMo65Xv2wQRBxF4B2KnrppHdqc7e97KZpGx3FfmSwL0YBpLdFNPli/ar/s3IQT3naccxGfmuDx3LcL3l6c1zIgfz7X+XNrI749t/J17doMtgv3x6afP536/v1UBApyOrVB/NNSru/QFujJBvKXJmI+tXZAk0BPgry0/l276bKrXMtzd+1Oru8F3bXfCZtW9CKnvdi7TfkVsXeDKCbG0Vk0GhBET0C55i6JnoCy7Sh60p319oROUSTzCreYEkWSVh9s3gUgQQwite2OAhATU6bUvFCHCLDSfrcYPW8Dl3L/5P1GqB/lcxC2D9PxUNd4DgeR04XYu7Jent6HjdOb8xki8OJ9V4myy014eHRPZti9mYsV9ebb3809BlDuIWob08XLvScmdLLpyJ7oKaW+/ruwKV2Ovav7jXVel/AyyHAvlM469Putf/e6fM7AORcRHgCcV8jZIo9z6eOBUo+8fAW+PXs90/MZ+u3Zl916/SKE3DcUQZE9KIR6PCiEIl+KierI/fCzf/nb730I5IY4LfnySuRmuXXRE6Pv7pu/+YXvv/chEEJeCEbgEUIIIYQQQgghhBBCCCGEEEIIIYQQQu6Wm4zA26DNHcS8BGRZWixObvYpmvvoJoj428gq2d+kllW76DaV5rRQsmraZI4OAd1xhdiTZC4t0TIlukP1EXpH0XmvRpflMjg++Rvk6J2holsVcBiHN40UC7uYmcvMvu4sDs+SC93tBeVNfr4N/lgcxl8exOEd1bG4vC1Y2kW4F4VZt7frQVZtziDRvUnUY/AAlCg8/2D1WD+LwOvcnXYcoFqs0cwRqu07Rt+N7k/yDOeVze8a2gL/SqF9VJES+TSJx1OR0i4CQA6/o9Q2zyMDQ4RVDg4uSUocVIy9k+Zg4fUBqG40QywqeRxiHFu4ViUrNPafdg2lEEuXNfSx0l0r3RVy4JimQ9lm1Xgdhmu6v9aH2LtpHJ5eH3s3uAJJdAIaXZ8Ad2s6dH2q5RvXpxiT1kXe7Tg9Da5AL01rlxKQ8twRSlt7jSVBtMUdQrXFi6m6pZfHo5rRaAZah9DaKUV3C4XxbuZyHF753Gkd0L4PmMXe2TZj7N2uC2c8nzMnzjrdRR+Ge63iDhXceiaOnMCdue9J6h0mrT6cTlvHpfeiq+eh7kSns+j6JNJcnkS2Dph7sXej41mI19Nu2c7vMl7je/OdE+7Qxlh7kWuU6W2bExNCCPlg/MN//3t0gXowGIlHCCGE3B+37vxECCHktrh5AdRP8o89smIjiLA/+q/DwLdIGADsB0x94Ac4FkFU0YJmQES7mJwOE1dBNgKErTgKGIVQM3HUqxPEToAJC8K0r4fNSG/7/RNsYFByE0GVZU1YFumH/8b97ZRrPS82yBqXravXjbsaeCMXsevehXAIIqdl6cojszo2bg8RiOQSfYQyEG2DwF29FfHr3+b9eo/CytSLKhDH7iblHm8VRU+5HaDkQdh0JHqKzVmMyotOvs9tVsQG8Ks+oBM5tXU0tc9TAcTFTBqECtqaYekHcFWkFzD4vqX9B9RB4CoKCAOzZZG40IzCyAdAdSpwLlljw2D6bHC9mx9FyUMLsXd9jOvurteuk/463oqhjmLvADTx0xWxd6MoxtuFKIQJQgIXRh2JnuI2M9HTKHg6EjpFkcxLxvx20WDaiSshCbKE9jqKoZbUzqZIE2yFXDoTcjdhfKgBw/3d9hZnezejEDTZVYnQa0K1IHRTdOdJ8iBcG2Pvavlu7F2IuZM1b8+nxYtNYoh1dq5rFLFP36voKaIh4g/heUIzgMVjN9+T3ahHK7N/g+gpipm6yMcLsXcAXPwUI8B9WvyxaB6lOy2bFE7KOsGTlrobBXfexhBCyCtjAhdG4ZEZVi8ohHos/urn/pAiKPIsrN4wCo8QQl4fCp8IIYQ8B0bgEUIIIYQQQgghhBBCCCGEEEIIIYQQQu4WUZ29onubfEqfgVQjK746eQQSRNr0VycgLZBTnV+W9nZ0Si0SopbrKSyr0x4Dger4tAiyzSe09aR3ZomIonM9GN2hWrnO35x+bWTi9oT6hnd44/tS7A4QXAmi08Q1rgSXoliA8hlHUSyh/G6dCMgu5vDVXePLsr32fVmItUltGqclRL6kYT7EwZxS54Zg1z8A5CW5WUhZD769LkA2l7jUnOI0jeVoDjGdI0zv3iRhOro+dQ4zo+OTNneR8oGYT1+DDP8CXRyem6ZY0bn+G5xp0rlNS5xeM+ScAWtL1rXMA+5CYuvhvIb2Y4Wez75em153HUrYJtwHn9Jndy6x61mqA4t8dQrX8cnL7RrWU7vG1dsBaf30krr+XE+pc3TMYVrrrjUJ8rJzHS8I1z6Ql/56dYe3GHNX+9F4vae1TUuYfkrsXVlnv/8t+wrOP5dcn4ByDe65Pq156/i04/TUOQm9NObeZ/GZ7gjVO8ZJdMZZlrZsabFhGqLBNk450VEn9hPS3HIAdPFgmmToG+I6Q5u/4/SV1tA+Zu3qw3hvtRt7F6b9nNb57l4r3oOFtlOjs+oD3mttniesvVkWf44AUJ4lRvelt6aLvBvcEkfXpxiNl9r0xdi7uu/Dulz3l9ZSX73Onls9lLXVPTnXvt7q23mFnFeftnI9nwHrz789Q0Nfr9+egVy2eYR6Rwi5H+gCRY6gC9RjQico8lzoAnUf/Oxf/vZ7HwK5IU4LnYZvnUdwffon//H7730I5An8zS98/70PgRDywrx/xsNT0TBYU4tkWTZxOZrrYGrcNsZWSQaS+B/tVbQNOMUIPT2IwarCB1uv/Nv+8Sgo1U5/EMVRm+i8N0LjD5OkzYv0y8ratrArHePwPKXoC+PwIFIGWgEfLYyxdyZ+0aGc0VePh53PS3F4s9i7l4rCtCZHRNs+QrybZIUmaXFX4WM7UZJKicCLMVjebrXyEpVVy239HdFTH6EUvlKIVOp+kgttzeba95g6tCgnacfqA6RRMOXbtN9LUhvs98i7ZAPyw+BuHqJ97HtIH30l/jlFBBdbKasrbBPugy7qNitkCQuzAstko6wbD0u7nnTeIjQm14Goeoxime8vId93vEjUrrWw33jtx+s4zsdrOkah5a0Y5ij2rqxTDjQKYTpRTA7Tl0RPVn4kehoET7tCp5mQ5oXwewARYEUviDIRXFKoHfeylBoxROIBfX/i+7cI5BRiN2s8nn8Ocr332d7LtL4G3u6VCiGbcw1shW7oRLD75/aiwNzKO2FTOJ9BcGrip05gHs/1o4tKQ7TjJnbTeEshVAq1KgqgbL6yK3oS8ZhfJFyMvbN9dbF3nZj7QptKno0L/Qce9lojhJAHgHF4jwnj8Mhz+fpHPwAAfPMrv/nOR0KO+Ouf/10AFEIRcus8gvCJkFvjH/+HfzMt/9tf/J03PhJC3pa7coACDhxh4tvbwfVJTsE9IlXnF9Q/+of19NRcAJ7rArNxdjLiL+xCBpvvf/7XFEMdiRtaGfrRvCe4UYwDsrbNkRvUxqUAaAOwQHEqmLkU1PU2blCPPkj3gTl0g4ruMV9VXeclJ7jgGnXkBOeDhntOcHWQMJ/2HKDK5roUcWF3DXVipvpFNV5n14meTPDk7cee+9wTuEokWdsLay+jq0laFXJubYS5PNl0c4cKA/fn3hXOXaCA2kbUwfrz+di5hG5Qd4df32mZO7IAvQNU7c+jA1TXh4drOvu0QE871/HS6nE+ST+/wMXO5g7l20RXn3WcbkKmFOd3p/Vprk9AEz9dcl20fvlI9FSnd0VP67oVPF0SOkUhzQsgKYicrCw4Ak7FUEvC1BHKlkV3wLAPpME1Z3DQ2dwnAsV9LAhKWr8gRYjiwrcLQrfJue7aSjvPR65PQHPXDPdN3fkc76cmbSfweO3nzHUOKM8Mu65z4RniTRiFTrEs/huXRceysM7UwQxw1yfbZs/1qb7nUCZr3x7rJR2gnkYnegqudQC6tveRvjMh9whdoMg1UAT1mFAIRa7lf/1//nfdPEVQtw8FUASgA9St8mjiJzpA3ReP5gC1J3oaoQiKPDLvnOtACCGEEEIIIYQQQgghhBBCCCGEEEIIIc/n7hygjE/pM5DqG9tfnToHgEMXGJs2F5g4744uCTi1N/11Sf0b0kubzkt7OzqfBCEXrjm61HnjkjvUqyPDv4DHeRU3lzpprgRTN4rrHAsOo3nGyJaZM8XoXjCJbPHpwc2Ab04/JjPnhpkbHILLk6Tg+FSdYtwBYXSOMfePU/LrH6iOUKe5s4cuAq0f2zvENDcFayuiK0zvADWJx8p66PrURWKFZWV52OY5SGgX6jxQnaFiZE50jSvJUH7sqXOACtNraAvOGRIdoKJbxNrP+7U/aRMOneFqOfBYLhKPxLMdoOw6Hhwd1dsECS5PqbuO89Cft+l+WV7QuaL49Z32HaBSdHKqLk+pVsVyDdiyreNTc1M5jr2zdaZ9a52W6Kx4yfUJgMed7bk+7Tk+7Tk9hfi0FyFGYWLrCLW5FwTK8hgVtiylT7BlwR0wOjshpcE5UPrp4AgVXZ+mjqF1nVm0Xe8GNXHU9GW5TZsz5lHsHXZcNPfO5we7hxrbHKA6QD3lGeItiBF4oxNUmN64Pnl9l+YChdqvD7F3Pj3G3oWv6G3WOVdXO+u3W3uRBkdHOkA19lyfPC7d2is6WBJyc9AJilyCLlCPCV2gyBGj89MMukHdJnSAIgAdoG6JR3N9GqEL1P3wCA5Q17o+zaATFHlETu99AF+EhgGdWiTLAtUwaCg5jFxqGwQS6Qf5JAwoqoYBorpM4mp1Jqv/4Vqr4EknwgcZBv9UZVcc9WZE8VNq873gQQEIpB6gdtl42u8kzGnIyoi/iSBBrXwwH1MEMYdIGzCp+539RII2CCvLUtZxochOHA+5e36Sf+wDSbquXf0QkSaMidj1DpQ2IM5nbUokVb9eVav4L0Xxkfi0hOLSZrTrIewulGknjOwFUKMIAu1zsh6Lnvx44npNuLg5kGswgVn97ipB3Dn8dhIjdDoxlED9C0rbl9Z91GWyiP+uugjEfseUSltu82GwedYmePuzri58iK2UZgU0e93hgOIdkoNop9ZDux40hRqRQ92FtH4h1RoRu/24/53LZFyvv/bDNR2mN2LFKFCM17GiEzOVaMwoUrJlF4TFs9i7URRzSfQElM+7RvQ0Cp4OhE4vea19Sp+7/l21nV9J0t8LBjFPF4mH0GfEnWcFluRtzraNqYIn5P37GRG/NRXpWqB+X0HcJjGa0ASi8VyH+mBiUbsWDmPv6vShcNxgjHCh3v9f/QzhEduy3ddLMYiduvv0FJZPRE8AXLTcifSCaKqV9/NIaPG2q3bX93iP0bdZaNPxOes+37f5YmJ8c/l3InoCuvsWAOV347MMIYQQ8m781c/9IUVQZMo14icA+PpHP6AIipA35K9//ndfZD//w//8P77IfshlHl38RMhb8CWiJ0IeHUbgEUIIIYQQQgghhBBCCCGEEEIIIYQQQu6Wu3WAmrnAANWRIbrAJHGXA4kxEvUNb/W8GnFHBRVtMSP2lrc5AmR7qx/Vqag5pJQ3xrdOKDm8Ge7OETvuUG9JjL1rZWE+m89KfQMcOnGBGnYAc2cxbV12Rwxdtg4KbSNp50J12OOeh0Lv+gIgOHIJnV4eGDunn9JnaFaIvUQf4s8EaDEvay7XMrB1jpHs68mqzbWoug/ZJSrBqSW6ypjriFffWK2jaUJ1h+ndYuo+ukjJ3h2mROIFh5iJi4y7MbiLXfix9iI3Z/iFp7V9C18kuEJ525EGJ73BdcJdDrRtI4IivQ1uWm2ZeARhcUVJO63McZuwcYYDSh0JEU+f0me2DbdMcGLbdWPp6vYw3+1H9ue9fP8Y+u0n28VrMlyDEpxQiuNbu947dyhzc7JrOsShxf2NsXfd9Cz2bnAFuuT6VA5Vr3N9mjg+vcX1NH5GdIRSlWm7IMtS7tEm++tqQ0rV1ae2QZhXC3N/8vsZ0a6tnHsBDXsL7TcGN6jDcx2cuWIU4jT2LpTvRoQO5/NDtokafjs89xmiRem+yCHJUIts1/EYbL3Jsi6qtkbeuUnl0pyiLPYOCO5PNp+aW14fr9vPd/cACM810QkK6OtrdKObRWc+AJ3z05Hrk99Ppc79lhByO/zdL32PMXjkEKsfjMJ7PP7q5/4QAOPwSOFa56fI1z/6AQDG4RHykryU09MeM1ciukK9LHR+IuRloPsTIcfcrQAK2IoggDrIHSLsJIdRSE39YNFTYrBc9BRXCyIIqYMMPk6rbVQtxEd1AiPbR0BecRxg+Kit8AnoozZ8aLANAr94HF5VrkgQoWDNh6KH6U+k2osdAAodPgrj4KXFiFyKsQkDmbMoTLvuvS1AEwRJCmLAIJAsu9DNdW2HcE3sneQ2mC415m4jkEAQPdVjiIPmUYjx7MHFJL1oKXxd15KZsMkEZKp+jUPQonSy9uso4k5KDB5QfkePHJzEZE4Oc9YmePtj0Vf1wOM+dF3bACUolLwZ6vXsbbkIPFNMpfXtvv5O/b5GvITQn0/Kr7ly+ms67CjcUrhgIN4fxHYglo9txBh1N5k+jL0bRTFHoqcyc7Xo6RaumXgMn9LnduwxohjoIvHGdqTdP4bGrbIntIQs7USt8Y4ouwB80gt4YdfOx3a9Cp4OzzXQBH/jPNBi7+r0JvZuEocH3Mb5fEte9BnCfm8AuixFDPyljEInoBc7DevNRE9eHoRSOsTW6tLEUDH2Dgj3EQjPJ/7vpIUcy2ZC1bFcc3uZZE/Iemd8Sp/9vMiyHIqeJJ7nNz1KQshTMGELhVDkiH/473+PIihCHpTniJ8iJoQCKIYi5Km8tuDpGkywQyHUl/PRxE9/8wvfxz/5j99/78MgDwaFT4RcByPwCCGEEEIIIYQQQgghhBBCCCGEEEIIIXfLXTtAdWh42x1ob9Su65fFYK3aYvDKiv5REmKhoKhv85s7S3iLOg1uUMDUEUrljd7+HRwORlcqP4hk3irRA6H+RtM4vKnfQR+HZ1GCFh9Tf2dNqbkcXNirH01Wd4sRKW417v4DNOcbXUEeE4vCjM4enXPMUYxNcHjQFOre6PJk9SiF2hjcXXzLnYu3i6yLTh97sXdduQ7bTFyfgOJ2EpysOjcoDNPXUOM9ZeIs0TlJ1CbQXbKCcwSkOb55VB6KM4XH4NnO7bdcZD8mE+HcjoeL4ee3tjy63Kzr1iUuONswMvN92Y21BELE4rBR1qmMW3Tsn16R6OykOrhBhWtdm+NbbD8Q3aDM/cTbguaGMo29A9z9aS/2TnOb7hyh7tj1aY8YjQxd3YnP72Ts/iDEJgPw+wjVDCzLZac5EYjkLq5T43mvjbQibfcV3PM6Ny7/vfXiuS7luYsqRM4h3lA3Lk9d7F2Iw7vl8/mmPOcZIufeIcwdE1vdQErusPRsBrenzmAyODVC2roappFKv+v9c3R9ik6NCV0knqxobVOso+jbuq49A1qbNXOD6majG1Rrv6JLmZffCTH2ztobLMu+69OytHurb89ve7CEEEIIuZq/+rk/ZAzeB+VLnZ9mfP2jH9AF6h3565//XfzsX/72ex8GucAtuD7NoBPU8/hork+EvCZ0fyLkekT1qSPjt4n/0TktkK9O/R+eT1XntaQwvQApAac6ILakFlGwJOgpDF6cUouLWMJgxhJiJJJAlz5Woome0A1QaGrLtBvYQIiiQxdLtxEpfSHdAIr05S2W62mCDRMwySjgCIO5EgdzVYE1DJRcM7h7XsOyFXo+t/XCwJ6ez9OYFw72PSbj9Q/0sSNyOgFLCtOLX/tYlnL9A8BpKfE1AHAq17ot69qBU2sH8kn8+i/LgOyRMm1w0a6lq2LvhmvJBxLXiejJp9HHy3i80hOEUGPkTozbOYjZ8fZkaYOxcSBVF+m+U1pzu/azYox/itPT+KeZ4CMM6jchwCAGGaOgjEEUALCteC8+pc/9dXwK/flXJ+DUyrs+/BSu6dT68HKt1unaf/uypV23eemvYU2CXHdX+naE9Wp5smu0zJf+rh7Cik1/mc6tz0xr6CPXvr+0ui2rAmeLkA3XTIw4s2vhKPYulGt3nfTXQNlG70r0dMRGjGD9wZEYIdwLSgr3had6z4h6v9jNSz8d28AllEchTLg36qIOz/nyua7TR+e63Rutu7F393peX4NrnyE2dSO2OeE+Yqwb3uakZ97Ixz63u3+PfXaYT+j64vhM0ddRtOeRVNo2vy9Zx/uVvs1q7VuGnK390VJngVIW6qisudzDA0XoZHX0fHbxj9b7ejUxUF7vpp7uxd5ZexPrVCcoD9GV+u15e+0CFCsScmMwBo9cA6PwHhcKoT4OryF+mkEx1NtDAdRtcquip0tQDLUPhU89jMK7Xf7mF77/3odwFa8tfvrbX/ydV90/IW/N4zhAGZr9DW4AT3OB8ZHLNlivos0FCuiEBYo2DqFSt7EBgdSLocRfoy6DpTYwIaI+sBrf3i7HYeW6ebM7btOJmZ5CJ3yKOwkiiYz2h/ovdIOCoLnX1H373hT7zi9mMwOUASi3WpA2OBnXBTqnl+KiQReoD4GGAWEEFwfNfqGoDt4we6IgHerxzmqi20XRHao5wuj1rk/joGNop3pBYTjWNQiiOneR8djmX6S0AcHhIQHIbZDO26xF2mqi5Xe1tg59ExbbCxOXiCo0Se+cEfbnrlNLaRO0foFr3aCgYR+5XyporhPR2a9r2aoAhI5QH4DhUnAnM3MOCpdTXEddSRD+q+t316S2bYojVFuvOf6gv25HN6CwTEzklKNQMF92fbLyUQA4ip7Cl32Eet+5igXXp3jaZVla2zbuoBMn5Na4qbbfFdt2ygRyomH7jN4lSDEXfta2+/Bc2/EcnGtbz84zhRRXcvQMEbG6Yb/5WFd8vaWcbBMPAd0LFYdcI3QCmiNjEEf10yjPP5MXNEwcVY5nuC8JoupO8DRzqrPDDM9IZR/hnqW7L8nddvfMoetTLA8v2ZQbLECW1ARPkoogk062hBBCCCHvxluJniJ0hCIfmXsVPUX+0z/9txRBTaD4iZCXg65PhDyPC399J4QQQgghhBBCCCGEEEIIIYQQQgghhJDb5WEcoLo3/bNCzBhItTl+ZIVbq2jaf3s7BxuH6sBgb9l3LiQibpqQkD0Oyrbr3KCGOLvREQqoLlL1czWFQxAph5fCNhre5B7doOIb4DOG4i5eTzHOtLe5U3SI6afnLlD9h3VOOSJmg1FmM5prQnRT0BofYudQxaPMuiPNCqTg/LL33clDMl7/AFobAJRrcTAL8zfrBxmou8C8UObkGCF5bewdEFwXgvOCRyWNEZLBXSG6Rvm6l46zm5FybO7GJMFNa8cNCijTU1ltay88QtSas9CGKRLGNmHXGS58pPiO0Dm19J5WKO5+dt6DK0p0jJOlX+buDngMV5yPyMaRLV7jsZ+29TOay2Ldxi+hcBsBMden6JjStvH1zO3HlgX3tq4dqPtyF6no/hav6Zx7V5ULsXcA3P3JnYAmsY/AY9bxn+QfuwsUgOKeF13rzHHFXKJs2ZpbuyfSnJiwMQ+btlObNkvKnZIdQ+f0FaI+L55roLk/HZxrozh8PY6z12tw+Axh/QSwrRtWP3IebqPN5TVDUwrucqFdQO4jEvcY3J620dn9PNBcn4Di8rSJ5fZlYdMVu/cl3oYBHt/okdYKvxcZXes29yHdsuZyprH8jrgUe9eV27PLspQIRUMscr08w/D5hZDbx6LNGIVHyMfkr37uDxmD96C8h/uT8fWPfuDTdIMij84juD6NmNsRnaAKdH+a8ze/8H3G4JEnQ/cnQp7PwwigOvZisNZ1f/AixDSoZF9PVu0HtCTEO0iTSFhKmw9yRDFU1vYxolNBFFBFUTad2wAFUi23WJ5LYijft4bBENmPzZvplnxBKLgQh2fDxxshlA8QRcGS7d0OKgchWDtnPnCkNqAYDjcrYIMIKffHF9IiJIlHFn1KnzkASN6MKIIw8dPVsXeAi5/EojsVIQ6pH0wc5+Pg+pMHFa1ttHZQW1u5EUMt0gb5Rf2a3gzh2fboB2e7VbBtE6bCyEkcnv+uQajQHYfUCFTZLtMQmwfVaSQewPbjpol1PiqWMlwBJVqFunatpSDcVe06xhLlZH2rQjwOEmHfg5hPm9gqdp0Wf+fLohiqi4Wq30F1u2zvml7zMD+JvavbdLF3QSTzEeq0iaAAALq2mEO0UyXLUtoCr0fZYzTH1momgirlQxye9PVQvE2dC92Q0Ucazs61lV8617XchSbkOsZnCBPITerGRjgMTCO1r4pITAIsOyL+cC/fz4d1dp4tUMVPnejJdrOiE2ZGodN4X9IJNfMg2pvG7+p2HrZabNtatKO3UfdUZyUIm8bYu1qOJTVxVGrTUC3PL8AmrpgQQsh98w///e+5WI4Qctu8p/BphomhKIQij8Qjip5mMA6PEEIIuR0YgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5Wx7OAcqjTmIMlkdP9G9vewwe0MUmdTEjthN7VX+N/ka5vX4tUqIpgglJ5wYV3sqeOUKVaTSXlLC9u0EF16cjNyh/63twg/IYoCT1bfD2FX16Y2kwcYECduLwzClhiMOLCRgeC6K+ZVklRF/5j4HynbsDDY5SKTh5WGyER0mk9tY+EJwzgjUUIa9MH2c3uChcir0D3P0pRiBF14W2r9w7xOTmFCI5XoAXnKCC64QmaQ43KXVuUJpCZEt0PBGBHZQiNZcJRedukE9j+xEOwT6/tgnuDHcUhyfSHDd0J7ywujyZo0s5/ubYEZ1xZpF4toyReO9MrOMhulaytr4QmLs81ajUZp/Sunb1/9m+pHN28grRuXRoiaiNl1WIhdpE482W5XYM7goU46Ri5KW5vwWXKCvX6Bg0cXkyZ5XoEvTR6m/8vnYde+wd0BxD1+19Qqg1TtyuX+AWPy2mtNZVN7bZcfqSnKsTmDn9NXecWAfU3KAOznUs/2jn+rmMcYldTzWrG7Pnhhipbe6N10YkWv1YmmPTxrU1Oj2FY9g4u9qhJelcn6Doo3jDY1Fsc47uS7r6u8b6Gh2f8rSt8n0Yub+C7iGy0e8DRPwZzuYBdHF45v7ksXchHu/eIv8IIT1/90vfYwweIYTcAbfm8HQtdIIij8JHcX8yYvzbR3ODYvTdZf7mF74PAIzCuyHsnNwajL4j5Mt5OAGUY6MI6zofvEjSYvDKwvYHfIQBLRGIZB/wF1XX0BShjq2nVbVkggF0UXn+R/GkU0GUTVpciiRpcRVVDOXj+5fEUC462BFDqZZYDhdEte+hqdcbhW8af5WdOLwmaPA4PGkiJRW0wdyZ6MEOVgFdTEyVoHk4T75R+L1N/JTaYOMmQoSQt2YcaHxC7F1Zpx9A3Aw0xsHEUfQ0i6SxdWcMg3hd7F2IA4PFUgKApn5Ad4FHcpbBTv8ZWisiNRJoGduPntKiBGHkThweZIGE2FKsuZdWSSuHhMgii8SzncfPnUTi+TIXo2WKod4C1VL/UOt16wi3dTvW+WEfhX7QuSTl1b5m1VDf68d4fNlcsKcC7+tKAQYxVN0ifJ6X+3QUDJTpwzgpKx8j0rS1BRrWi1FoHy327gj7/jPBfBS/ROZ3L/N7RgAtwhco9zFIQNBGHQndoui1i7lzMVS+fK5r+Uc/108lxiVqVtezbepGan1IF6md86447mJE4uR4NLV+S5dyXx/FUd37BiEiL8ZeA+1eJMbcdZF3agKmuv6l+5KuzsK/+6ZtmsU51vpbiod2/J6QEG23LC2W22Lv6nQXe7ek/fswQgghhBBykXsVND0XE0IBFEOR++KjCZ9mfKRIPIqfnsbf/ML3KYIihJBXhhF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkLvlIR2gDt/eHpwkLA6pe+taxN+I1uosYm9BK4IbkTaXIVlqXI7bKoVl8Q1tc5UYHaHsIGIsgr1tXd2gPG3vghuU72J0g+reBtfwpaX/AXz78ZftfA4mcXgTRxdF26bL5yjruDuConOgMRcZrcZOzU2rOWNJ57iVgNQiwQh5V4KDQnN6GR0VRjeo5vQi5iphjjAh9q6LwDNnhVnUzMx14Yh47ZibxWLOd4MbVGgcNo4WYTruzwxqxNo/O9Rl7q5jc+r7ya1diNFBosVpZd1+R0Vwugguf/WLeFs+xuLNIvF8f9afrOvGDYpOKy+E5vb7A6HPbbGzOkYdDnW89S2tPypRjMHpKcPjWKMbo/o9wLZPU3N7BDxJt4vKQ9skGIu1zx6OL8brlel2vU7jpNCv4/F3Hrm1hpg0RqFdxeAY6td7iMfrVsfle0agnL+N24/ViUtOXzFCrWvX11Z+4VwDdPr6Ysa2yOqGaudIp1mmdWW4a66Fk4hEAED2/q67JVdtjk/Dwlhu8dYA3C3RDjzeb3RtU4y8s3sUvxfB8X1JqJcyulECLb5xbKvqNl6Xc+7cy1oO4G3yKX0Oz3CDc2aM6K6R3O7+ZI5QKTzUjF81CRBSFj0iXcWfa3lNE3JbMAaPEELelo/m/jTCWDxyL9D96eNA5ydCXp73ir/7x//h3+Bvf/F33uWzCXkNHlIA1bE3kLqu/Xoi/YBTFCKt7S/UnRBgkY0YSizWKYfBdYEPiKnIXBBVj0FSG4B1QVAVQ/kfwi+JoVrWVC+GslGYGn/nGoYaiYd6KF7+5Di8KGKwAdz5JqJtANixWUZDkDvHxQ1R5JSt3td1LsXLAG1wchZ7Z4OLdZtd0VMYgNTxmhuPO0ZKptT2MYihxr14BF6Mw4uD/dLapSIEadvqSQ7j8NqSdjxddNBaBmJ3hVfSfhOx7wJ07Xws1zV3yhVB+90k9BMbMdS6MhLvBTABcxdLZmT1CLGuDCh+llFEIsM1hFAn/SKMqzUBVNHntShXIPS5GWiKJcHmYnAxk/ZlYV5iZFRc18q7+YlIZhTFHMRJadiedXJLJ5ivgic/68uyG4d37T3jKHaJ0ZqHQreuDpjIqRe6RaETwHP9knQRiaEOeN2IkdqVeAcc6URQexGJLkqqy5C61Grfp2K430are/HFhvDCgWi9/4/3HjY9Rt5pEGUprr8v2RNqmlAPKPGNO1Gd/vVq3b/5+ish3s6i7WLMnQgkCp7snqou63blz4pVNGWR68vSznJWeP46IYQQQsgH5KMLn0YYi/dl/PXP/y5+9i9/+70P42Gh+KnHBEKPGIVH8dOX8Te/8H0AYBTeO2G/PyHkcXlYAVQ3eBEHUm2wwd7sT23Quxv8tz/so44N2B/oUwpioYkYSsMfslMYNM9teiqIqh8W9QY+MGJiqDC4eySG8jfCBzFU0wVo/wd4AdoIiP/P500LsBFzWLnaW+O2nhbhE0zYEcttwKMuCwKQ3hHDpvuBYqhizwWDwilyK3T136plHTT0a2hw/RjdFcp+9Nj1KUx3oogoelrDoOMFAVRzo0uQJbQTUQy1pJmmsW63NEXJONif2zYSPktWhZ6qaGqJex2GkQV9W5BbcRkgbiIsEx1IcGPBmi86QpVimTtCAUV0sCeGAjaOUMbND+beI+Y0EuqYu/CkeG1hWyd94H1wJhtqtl8PGupNdEy8ZFQyXCDuEBXLo8gJ8z4PwGVRzJ26qdwCo9ilk2PO3KCSXL5nrOWj2EXdKQfHQreZmHUidOO5fl0OHWVf2iFsidrb5naHFKSYvmN7DtHm9qTt/n+UKUtsw6IAanB8iu1oJ8y+9r5kJtSM7nS23o572V3WYXf7DS+uSGonywTk3XNXWBbuu5DiyzOz2kUIuUX+7pe+BwB0giKEkFeC4qdj6ApFyH3wn/7pv31IERT5cv7mF75PERQhhLwCG38fQgghhBBCCCGEEEIIIYQQQgghhBBCCLkXHtYBqkPbG8f+FvWyQKObkGR3/ZjFV7jTkypg7iATNyh3NUlo64Vyf7t3dIQCyr58va0bVNvHsRtUjN/q3KD8jXFMI/HKPgBfUF2jOmen6Aalfbm/Nb6ie6O8lfcuURj3Ed4m76Y7B4TwVvtYfhADRMiboQiuT33975xkBjeo5g4zuRb2Yu9ieYhD2rg+BWeiXae0VONXACApVLPPd25QAXc7cQeEDLX4luB2somly+a4U7etx5SX+Bm9j4aEJqs2inUm11i+8FliTkCp/Zb22WMknu3PnClE9iPxRjcoi0aqUTVdJB7doF6OEOEY+2xoGvqA4EiyVyejw5Lo1MHFo+3cjCTUfwn3ALWOdnGy0+Pf/06HZWM/Nvuu9Zo+ipMCWO+uweMXZ5Fn9Z4RqG343j3jBbefri08cvoKdVmju87o9GXxYqH957l+JcZI7UsRiUBz89qL1R7iY93R1T7EP7v+aylq1iam8MmhW9TYRQKd61N3XzKJvPNniBhtt7byq+9LqlPdrP7ea3zjp/S5XONp0nPEsiR95J1Id67ET3RYL+XLroLkkHivdcQt1zFCCCGE9ND96XoYi0feG0bfXeZR4vAYfUfunVuNv/vH/+HfvPchkAt89y9+/6r1fvrLv/XKR0Ku4eEFUF18xRhtItIGkwL9sDvK4PxiA6hNpDQTQ3kkSkZbT8R1Bci9UCrGHZQPjqMXvRiqjb8ei6HU4/XaIAk0DMotwGEknlEjgY5i71r55di7XiSlXbwGJvEa3fQsXiMIOVzwZKIPxgCRd2ITFWl6DR2ujVEcNdZ5TOr/LPYOqIKbHGJkwrUVYtu6yLeRFT4QJyLAsniMp2ou85gP9msUCNXrPQ72q/Sik26gVoMgNPWDhF3blNtna5yuDWT3WT6g2yKGIMs0Eg8wQYN9Th8XWCLT6r6jGCr8Fqp9tNolMRQH365gJlwWCcI+qYIoW6/1mbt1staNVsNyqT9AVyfRPsInugi8ENOoomHFQXQQ2CvfiKN2RVQ6zEYxVBMd3H2c1Dtz8Z4R2N43xljFA7FLFxGKeH82EbqN5xeYCt3uRThyz4wRiUBrBY4iEoFaZ/YiEgOCVPpMrzsCXcSXuagXyWNfbX/xZQbvt+LObd0oerJqOYm8a+1geBkh1Mkn35fs1N+7vUeX1O6HliUInVrMncRnKnu5ZfaclWQrevJ7lPiRUu6VAN5D4EDoFOME9xhE6cZH/03Jy/B3v/Q9xuARQsgLQeHTl8FYPEJum3uOw6P46XVgDB65FUyE9be/+DvvfCTvy7VCp2u3pyDqfWAEHiGEEEIIIYQQQgghhBBCCCGEEEIIIeRuEdU9u4HH41P6DKT61u5Xp/Lmrr2tuyz+Ri+W8HZvSuXtXn+rVNwNKr7Rq+MbviLtLd741q+5PyVs9yECLBLWq+sk26Y5O3XuUN0xNDMKXeLxwV8J11Qie9xppRmc+DL7HO0i8IKbTe7j7K6NvWtuUPVNc3tLPgfXlpzb9Lpejv0CoOcVyCvw7bnMryv0XKe/PZdl4Bu+j4q/zS3ijgxYFsipmNzJV6d2fZ9OpfxU51OC2vRpgfr2Aj0laL3edUnuyFDK6/QiyEtwawjuCpIV6dzqfFfP177+yzm6KQTHpmvqv7k/ReeF6Prk0Xhbx7uI/3Y1lsVdDJalueCdwm+ZUv3NUpv332vx9kxTAk5WLuW3TBLm+9/Sjye4UViEoJcHZwr/bYGLDhbdb5u3v5GsuXduGeOocvuNOze6a35zi80L3S7bpDl+TaelXL8odS9e31iSX+OIThyxToa6q6fSn1t9i9Ma3ccWQV5S6wuXsCz0nflkfWk77hScEOVcp1dFWkP/t7brvWsH1gw5564twLk6zpxXn0bO3r/hfAa+PXs90/O59HkAkFfWry9ges8ItH6m1kukBXLq62UpT5t6qKdWWfw8h7Zc1nrOzdHrfC7nGCjth93jnM9dDCcdoN6Gzb1GdAKy6dOp1YFlKc8R8fkitXsKb7OW8pyhHoeGsN7wrBGdXsfo7JnLECauT95HTiLvgoOi329kNLc96x+fc18S2ql7jG+0NsH7pJ3z3t0nnco63hYAzTFrDe26Pbes4doPvxHb9f76K//273F5NKH99jOiKyeAGBf9UX9X8jrQCYr83S99770PgbwS/6f/6//lvQ/h4aH70+tAN6g5P/uXv/3eh/AQMP7uedyjCxQdoF4fOkG9HrcafWfcUgTeR3WA+lLnp0vQCeptefgIvA1DrM40vqJbXSFLiEdKKWRPNDFUjMYD6qCExeNFYZTF5HkcVBBOSFMvqQjEBmkVRXmkYX82MBsOzaPxUhNiqP0NWNugrahiE4kXg15CnIYomuggRnZ1IicTNNX1LsXeAS5+8nnVLg7GB1qyXo7XAGoE0DYehnwwnhpNUgp29jWuN19Nx3LFrmgH4RqQOAhpA49AuY7iYOI19d8GGScDihsBTp5fG5Kki+aRZfHBVAGaAHMNMT012ifGRLXfOftgrmi4NjNgMXiokxbtYjGeQBGV6NLaShU08VI4GaL959Yd1rVSiSgDym8/i8Sz72aDjkAfiRfFUCLtk6XFHKFG63l7FsRQm2g8YBOJB9z+wO9NEGKTrE5uoqbqet6/hdhDWbWPZgzTdSelPAMidrbKmn4IIkOklPhqm7aA3D+zKMZlqfGLXhGgObSVhsimHrY4xrBm3JcJLuM9kDG03Rqig9l+vA1jHF5sIfYiEmNLEhGElkW1iI79HjZ5X1X6sbZN11Er+ueBacAe0EVwBtHTVDAc78UPBMNfcl8C4H7jGzV8J4Tzrrk9w6kOMYThBAwvxXQvzkjy6GGJcelo4h5V+RAxeNOYu/obXRI6xRecnFlEMdDVz4/wuxJCCCG3DIVPr8vXP/oBRVCEkC+C4qe3gXF4r8Oti59ujX/8H/7Nw4ugXlvstPeZFEG9HYzAI4QQQgghhBBCCCGEEEIIIYQQQgghhNwtH8oB6if5x/5Gqb253b3RH50ljKRQzW6zf+gGFaIopo5QQHGFGh2hgrPToRuUH+yxG5S92e2fOX4pqd9c4kJ7E1uCLE677zCLvbPpp8TelXWq+1OM3vA4jeiG0683jdeI5RYbs65tmTk4kIfkU/rcrruuzkt7Mz+JX8N+/Y1v4cd/x/K9eS9HcG4I10KYRh5c1GKdDzFrMjgtXIyXCeUxDsmno+uT5t6JIKAq7fqsblDukHfJ7cR+/6zF6QQY3E60xeqYI5K1b+62U/fjjilS48bsAONvH9qmbK5KdixoDnto0yICzcHxR7Q5VK3hNxEp38HPR/yssGPV4PyQihNR/O7RDcr6lmXp3QfCsuh2QAeCwOi2MdZJ+8019f3EzMEL1U2lc1YZnMkwcWsJrk9l01BfRd3tUQ9Sd8j9MbtnBILryyxSNDi+beph1r6OzRwrrS/wZa0/0FhO3hWrG9a3yoLOdXFiDFnWG8o7R0FVxDzNzqnO61F5Toj9WPc8MHST3WfNXJ9mkXd+/577umz3K3ZP/oX3Jfd4bz4970ZWYNYHZC3PVfZbphQceePzYIIs9ZkTKO5Gdh9S7x18f3ocZ3yvdK5Pk5g7SdK5Pk2dnoA+wrnSuXK2wu7aNBcogPdh5Mv5u1/6HmPwCHkwGH33utD96W34+kc/8Gm6QRHy/pij0j1G4ZHXxdyK6AT1sTDHpVuKwns03sP1ae8Y6AT1+nwoARRwIb4ixOEh/qF0WTyS4FAMldELKVKbjiInYBBEWUzXBTGUx1FdEEO5Jsu+mO+7foellPsf4GNAR2rTooCmNoIyjb0DXPx0bexdWUc38Rpd1IYNWNuA3zgPtHiNOv0w8Rrkakz8ZNculqVNpxaHV9ZJrTwIoDQIF8vy8o9Hj6T+2i3TmEbfAXV82+teFEbVAfAY+zir/2Fg0Qcaj+JlrHyMvduJndm7Fj6lzz6opiq9QPTSYH+IiEMYZPVR1hBxqaqd2AQSVxtEWIrWDmZFFyoTNQMiLqLySDw7nngMk0i8sqvsI5likWkxusoj9dDqwSBuKO10HbCOYijbrn73WSQeUNurOvDJGJZtXw1gXicPohnHbRwbtY7CPAA28q9IXb2MgjoV+5/1c9K64PsbzycX6OrhIHYZ4xiBST0MQsoYxwig6wu6dhNtsL4sa1Fj9y4geTj2IhJnL1Sgb/MBtDqwJIjOA+xExcW6SLUfs/ZtfB7YocRZh+VR9DRG3g0R1G1ZuA9fozjqy+5LHrKvi79dbQc8DjOFZ8cQpd7eYgnn2u5T98T3d84m5i6InvZi7jrR0yh0Sm37rq1FeGaNotJ1bc/+aCIoO7aHrJvkTfm7X/oeAFAI9cGw804eC4qfns5f/dwfTsvH35LCp/eDkXiFv/7538XP/uVvv/dhkA/Of/qn/5YiKEJeCUbffWxuQfC0B+PwXh9G4BFCCCGEEEIIIYQQQgghhBBCCCGEEELuFlHV/VeGH5wuOmtZtrb6QHVVCm+YLkvvCCPBvamLtgvasiHyrpsXaW5Q0rtBdessw7wfT3CykbKd7a9ztknoylWas0pZD9vppb517O4W29i7Vv6E2Dtg86Z599Z5jNqw6fhG+bkeRF6Bb89ld/Vt8i72K8Ru8C3ex+RT+gykBfJVMbOLb4bLsgC1HGmBnJpLFE6LX2u6pDIPlGiSUy0/JSAl5FO7JvVUfWKW5Ek1ekrFVc3Sz9ZQ/9f+WpA1OD2dc4mYAYobUYyNifX/vIZrY4Wez229wU3hper/k39Xay+v+V1TAk6ptT9Li4PRRUK5IC/SHLlirJwGt53alrihVNbOnS46sHTtkWIeu2ltU3RgWZsDi8xcW8wNI0R3do4Y0d1lLxLI1sX1rl0fBXeJGOvkskBOtS4uzfFNovvbkvo6uSzuuGHXeFkm3bSGvhSLINs2CV0d1SQefRf7T8kKqZeqrLptF86t7rkz4poh5+zLkOv1D0DOq08j59YOnM/At2evR3o+Q2u/iLx++LrzUszuFzvnwVAP23RrD3FaWv2r63Xn1tqL83p4n2PnXb898/zeAN427TlRWnk877GdsvphTkCxrYrPE6lN7z4PXHqlxe7RZ65Pdfqwv4v36GF+GkeNx70vt/sjAJCvTte1A+O9kW2zrs1Zq7YDXdtuv+W353Dvt961g9ZRzN3M9WkTc7f3TB6x53N3Ww5OetruA6f3Yx/FpYy8OXSB+jjQAeoxoQPUdey5Pu0R49jI+0M3KNAJ6gv465//3fc+hLvnlh2gLKqPvA+MwXs+9+r+dGsReBbNdy/csuvTHnSCeh0+XARe5Cf5x/6HWF3XPnoprCfL0gYYVIc/vLaBdu0EUUMMig1yWEye7yP1sXc+UN6LoUSD0GmRtu+9aDygTMdkha58CAbyPy7HFaV8Pzu8SexdKdcnxd7ZOruxdzm3AQErtz9I5xziYLSLieEfrj8O3aBjHPwYBiHbgPUw0BiFhyl111Y/sIgmCJQhhsREO/VSanFZLYOtG2g08Y1dA2GZ5BbJsan/caBxjJ15zYEbDdcdmihUQ5QLJFdFSBAChbbSv5P039tj8GyZxNXagJXF4Pkh2TlT/x88fyyuZ+ddmjBKSwHGSLyyvnaRQBqPdw07FikxVra9fz/pB45FQjMq5bzZ7wVsI/Hq/jzJCGAk3oyxTu5EM1qUjWP1YYghk1VL/CFQYqXCdNxOMzxisZzrut9cP01aBX7UqKKPzni/GO+gunqY2vXeieJre+HtRxL0jdsgQtm5zyG3xcWozhqHN2sVNGuJ0gZ6gUfdh7c/qnDFNbD/PJCH/Yz1xe9F0EfzdvcoIfK1u9/o7z3KPYf1hcNLCh9BUDKLPhQJIpv2PCc5A6ts+6GyURC6STk3MfbOnynTXUe17YmenhxzlwZh0/AiUvsIGZ69s19DqtrdN/j9WI3D6+7D7ug3JrfP3/3S9yiC+gBQ/PR4UPh0PU8VP5HbwwRpFEIR8j6YyOiWhVDkfTARD4VQT+NexU+3yD/+D//m5kVQ9yh6ijAO73X40A5Qkc0fZ+PbqHtvoh79Udb2U3bSBlzHP8oOYqhDZ6juD747go3oYiFoIo3U78+cK8p8cLQQ9OWDo8Xo+lSmx/ngsjJzfQKa+OnI9cnK17V3U5kMtGh9U/oR3i4nxzzFiWPqCFPfxNcldfMAipuTO3ak6khkzi/NAUqTIIdpoAkA07kJYyROm/uTOb/kHaeXWP/NDWRS/zW6A9RBxpes/3sOeXIKjgdfnebuWsDl39gcoS78xp07lEl21bVEVVjZ5mM7I9rOi7dfoyMUUMRW2rbHqm2AOOfQ7oVB4BzaLxNDxW3WtmzjlDE4QgH94HB0zBiXfeR2beq8MXNxvOTCY/Od44oMdTTUy0WK2yL6vtTrZ3Aps3ZBlA5Qj8rUIS+0j+YwVqZbe+j1Dyjlds8zOEDp+VzOK1DadXOAGtt83ufcFIduULN2Krq0Lkt/n2KOUHVaw/Tu88CO+LITOxlv1Y896H351JXw1LtBbdqBsR8CynNkaNftng9AcYHLdVlo401YdsvtfPdMDVwUPT3J5Sk+o49OaeNnRkH+nkPn+Ew51F+f5j0YeUEohHo8KHx6TCh+up4vET/RBeo2+cgiKLpAPQ86QL0styaCogPU7UAR1GUeRfhEF6hj7l3wtAdFUC/LpcAEQgghhBBCCCGEEEIIIYQQQgghhBBCCLlZPnQEXiS+0fkpfQa0vvWp4lFMAPaj8VbMHaGAEiPnqQilvIu9sLdWNUTpzKLxcnjL1VxnVJpjTSqRTvZm6zQSD3DZm70Vrt2btfEL1iAPK5vE3gHN/ena2Ltu+ij2DmjuN+6Ikqdv5AIWGcU3dB+Vq9wVRIIzQiqOCnW9zk0h9S5s5oBWXBeCG5rF4AFAag4LJRqvOaV1EXiKdq2N8TKq+9EzsTy6LsS4jlD/kXPnFPTSb6h3kU9ZIfayvrZIJsnVeklDGxZi4LrvF6Pnwj6Q0aJEFYiRdqLtpyzbBNct/8GtnbN9xAigMCkyj8QrOw/HWuqRt6NI/lmaUnOxE211zSJt7HeJ+w6xgFY+RuLZMv9d62/HKJYJQ/SQxwLFmKm9GLKcu3iqDllanVrVz0HZDv25sPNZ60KLyG195DTzijwOszhGoJTZ/eI6RCGH2ExNQy3M01q5KdfgqPmh24Eb5CgOL7ZTiO18cMGxaDMA5f7E2p8l9ZGqe88Dlw4w1J14vyFjebz/6FyHhsg7q//BHcpj74BXuS+5acJ3F2DbDgz9EFBvecLzXHwmlEWh1t8tSxfVBqA9l6r4vdp7/sZ7MXflnwuuT/b8HO7f92Luut8yRFgjbu/bTRygVul+/0i814pxeOUefRu3S8hziW5BdIO6f+j+9Jh8/e/+GP/91+99FLfPS8TemdMQnaBuC8bhEUIMuj/dFn/zC9+nC9QBj+L+dIuYI9V7OkE9qusTeT0ogJowE0PZwPueGAqYC6KArSgDKfxR+yliKBNfDIMfTVCRoAgDbtqEHd0gPlIdbK8fG79MkiaMWkp5jPgaY+8ANPHTtbF3dfpS7B0QojYmsXfjQIsPjJOHYzeOrQ6gdLEjvl7qRE4t6ip1g4YaBlC0G1iRLqKmLIMvizobUXQD1XYNSRBDlelBEBgiOTaDkLVc1xC7NtR/w8R/rzb4dWGwfyo2iYP9ktsg7arQIDgSldYW2W8EQDGIT7XphTS1dknFhFitnfJ2ODc9lKx1HWt6EZoMQVixCtVgUaIKeKRePXb7fqMYyuIJEYUw0to2287qVA6VKEnbpp5nHzQHwuD1xx2E60R5VfDkwqRl2QrzUH7jURjQDX66eDK7mFhUoTl7HUBYTzMgEs6twutUUUDV9do4L3kwrB6aGEkWtHYrCkpGcegsgow8HEftFBDEULJtm1qdCs8AQGv/j54HLhHbx1jm9xd5e/8Ro8KGyLvpvbitiyb2emjh03hvZOd2aAdm/RBQbz1ivOEShG+DQK59pnbinPcSSD815g7YET3Zek+JuYuip2UoC9NdRPWkzZ0JokehWflK4n8H+PAidPLiUAxFyG3x9b/7Y5/+X7/5P7zjkWz577/+3977EDpeQvxEyC1iUW6MwiPviYmObi0Kj9wGJvKhEKpB4dPr8+1/LVKS7/7F779ZTNtHFDzZd2YU3svACDxCCCGEEEIIIYQQQgghhBBCCCGEEELI3SKqfA39Go6s/cvk9k1dd6WJb6XaG6+2LDjMFDeorWON2/gvwzzQR3nVt2RbJB6C6824jTQHlXgM0Vmluty4i9Qk9s6mnxR7B7j702HsXZ3ei73Tdf1Yb5p/MMZrbhN7F8t9WWruUKlN47T0DlDdfHCHOqVW/5dUltX6n5fUzDxObRoKpDVcD2t/bfh1cc4lWsviNc59nfdr4byG62SFns/NWeh87uv8G9X/T+kzkOrv+tWpPxenk7dNZdratvo7o/7m4RzpKUF9XqCndm789z+VNiqfQntk8YSn0QEquG6taK5bWbtpUTTXJg0udqrNxac6N3SRntqWRTeoLkYotm+5jwSSLlKod/Rq7VlullS1zTMHgs15/yiRQgeYK9ymLgKX24RTq6PuvjFpE7xeJvH1YpugaVtHTVaeT1LqIkqd27QR59YvehuxZsg5+zLkXNoDAHJefRo5lzoBAOcz8O25qyv6bV2W1w9dR16TXVfC0wnyVTVXXRbA6uTptG0TbfvZubXzy3N713g9iVFgg4OlT0cXnPCcICkdPw9E4vze491R/G7Oh31SWW1cL9yLZG3bfIB78sN2IDqT7t2bBqdSXdK+G+55BXJtI6xNOHgWMl7y9586Po3PwfZ9rSw6PgH7rk+2L3NsuhRzF+fjs+3oAhUj8J7oODzed7HtJW8JnaDuB8bfPQbR9Ylczze/+usvvk/G4N0mHzkGjy5Q12POWeRluQUHKEbg3TZ0gXp89yeLnntPzP1pxks6FX1Ex6c96AD1MlAA9Qw2fwQG5n8InkQX+B+DYzzetWKoHct/HddL7Y/GJhhASi0WqoqhXEwQIvpU0AZ3pYqkQl7QJvYOcPHT1bF3Xn7hj9ChfC/2LpbzD9KPw5MHDe0aWJYyuFSnvTwKHWq5iRs214nV/yrGafNtOi/tupBcxEwmDkxrbiKZtRcGyjkDJnwYxQ12LZzX7aBXHXhRE0QBb1r/Lw7y2YB/WiCnMOgXhSY2fVqKSNPEJVF0NpnWU/jNg7ikCdVKmf3+XTsVojphqWhBnNmETYMYKi7L2mJGj8RQObd4vTA43EV92mBzbPf24obWPD3X+u3ZB0I/epu3K8wbYzFHgZ61EaeltQsp+Xq6LEWY5+uFdiGIh7HIrjBSF2niuycKoFr7se62EZ0AKgzOUiz3dvi9YFpc9NQJH746tfp5WnbFdxRAPTbXirk34hC/t7/wPGDECLFIHh7zxjjGINbtRE+qbdsLkXezaN6PUj+n7cAz71NLrGr9DWdieODyc5Hf8+RnnY/pMy7w9Ofc+p22MfCD6AloMXcphR3Nn3ljne9f4EnYxOj5irp9/qzT3cs3M6EZ5v3qR6nf5P2hGOo2ofDpcaD46em8hvDJoADqNvnIAiiDQqjroAjqdXhvERQFUPfBRxRCPbrwKfLeIqgjAVTkWtEOhU7XQRHUl8MIPEIIIYQQQgghhBBCCCGEEEIIIYQQQsjdcp10j3TM3vr8lD4D2t6IVpXurWuLBrASe+tbw9u+vRuUQu0tbEmQRfu3XO2t3iW5QRNESjSFhjd0q8ZNkdub5VqcbGwZRKv1E0o0XtsdRLW5XYT4KIu9A9Dcn66MvbNtLsbeWfkVUQ98E/f+mbokjFEacRnwpGgRf7M8VWcXi80Ib53rIl20WhcJKW0agnYxa41WcycfuEuQaHAMWrWuG+JmogvDrFwzkBUal9nq4Zp77fr/k/xjPz+aFWKnRcuxucuS5Nb+HHw/0f47SW1/VNE5LClaOypJfBfxY6D1vElzfWr2XNqm1VYOrgLBxc7b11xPrzlKCcI2MToI3qZqzqU9rcegKTXnO/ssACrFkSG22d7WiTSzvaxA0rb/MeaINDT0FbVIlsWdGwRoDodr7qN1co4Gh82xQ3I5h9bv2Pk1/LwDIrHuqJ8rCdNAqULTszgWSmxcxvI4G+qGtPZNlqVtnbW7LyFvQGjbJJvtHEqDNbaJ5EMQ++dP6XPXNsXaIMvS2o+4g0vPA0bGdcT4uujyZI5B0fUpOBSO9+Ezp6EPfS+uwckW4TlvXTfNvPdVsTCrR5kDKNN+07N1W/K+a13bZwHt/szOUa07u85OI4PTkxc/Neod6GPuhn1L/K52T+7zYXoWczdG4o3rhVh3AP39GIbf3+pxKteWX2vL0p5r2a+Sd2TmNERXqPeF7k/3D12fns9ruj8BzWmITlCEEELI04huSI/uBvWRnJ/uDTo7kVuDEXivxOYPzTHabvgj8hiBUSajGEr2/2gcowZq+SzSBxLifBKmkXiACQmCGErgkXiIcVK5j/Z6UuxdLD+IvQOayImxd4/JKHoaI+8uXhtV/HQx9i5eCxZzZ6KnGLu2hDi8KoayZTF2DQk+2JhWhZybCKjE4c2nkbNHX8V6LmveRiABNxVv5edqjPA5nTz2pUQ8tSioadTYEEFocWNAPRcWQ1bj72a/vy4CrR+pSZCXJk6TEFNXIu/QyodIvG5ZiCvbROJ5vN48Gk+quG0TiQfUdjNECs0i8YAu7sYjsELs3XtEH94Du/VyqKNletJeTCLJcFq20ZinUC89Kk88Bq8sQ1hvqJOrIp1bfWlxeK1NuOeYzI/IUZsIoLSLVn467baJ0/afEXgPS6w3T77nGZ4Hxtg7F54A2H28C6KYPgpPj0VPxvBiAvDBhU+V3ajg+pw2i2Xt+iMTAcX71qOY8PiiyNE58+2ue9zfi7bz7wJsBHgXY+6sL+xETpNo90m04zTmLgquwvPrNBoS2D6XnsO999CvqrfFF/pViv7IDUFB1NtA4dN9Q9HTy/DaAiiDAqjbgzF4jMF7CozCe1kYgUeewyOKoCh8er8ovGsj8MjrwCi850MB1BtxSejhi44GP+IflKPjjf3x3P6AHF1vxj8a1+nxD8XdQK/93Tj1AhBRbF2fgCZ+utb1ycovuT7VfdP16fE4GgA0bNDIp8cBQKANHl1yferKZStuMAHOknqRzdKujXIt2MEBUqtoETkByQSB5+agkM6h/p+zi6AAAOe1FwSe22DVOABzSwPgn9JnINX256syqO/t1lentuwUzlkVlACAnoroxAWZp0FcMkz7+TgJsp+zIojy9Ra0ZQI3XYGqT0uuwqQgjopiqG6bNQidjsRQVl4d8Zo4Kgy2BdcXbxuDw8Z+HTh7mzgK3967Dtwiu4PPsX7WgecmiGr1shPpVcGk+nbS19ehvWjzbTov0kKGtRc9mWgSMHFUayOwKsSEkefeJdHrShRDsa68O7M2Eaj10MShadltE6FKAdQH5Cmul7vPAyNR+HH0eBfdm3J0gzoQPQ2OT6x/Ww4FubP72SVh83JLPO9LaCNGx9zwnHTk2tWdxyuZOjsBW8HTTIg3e2EnOpWNoiffJrxkcMHlqXN4is+yY/nMmfhSvxra28N+NZd5XgfkFqEg6uWh+Om+ofjpy3kr4VOEIqjbggKoAkVQ10EB1OvwXkIoCqDul0cQQVH0tOU9RFAUQL0vFEA9n63HPSGEEEIIIYQQQgghhBBCCCGEEEIIIYTcCZTuvRHxDdFP6TOg9U1SleaqlATxfW17A1frW6wSXG8MzQpZzNJkiMIIZaqKZl8DiMZIPIVULZzmDDEnleCA4tsNsXelTJ8Wewds32CexN75NGN8HobO+Qm46HjQ1Xl/UzyVt8ptvafE3sXp4AjlLkMCl4VqjYA0R7Qx0iq6K3TOQDYP1Dfz0abjm/rBGQhrc10o5XbNaL12b9ioT9UdByQHKyVN/XcK65coueA6Ydur+Kqidd+wCE4tLmF1F/FjoHD3JZXQ1KmgWT4ByNLaM9FaaKuEHUhrl5E1tKMCEWv3uiYVghYxI1JcqWy9zfmbReAFhzz/TbS1nV2cjWaQnp/kH3v7UvrFuiA4YAhQnA2tH4suEzlbbSg1QQRSK5mm1NdX+/lFi+OYV/OhP/e6hvo5dR8ikGT1C+5aUVw1tNTTegzufJGj8124tjxiKNS9cC/QrhnBp/SZ/edbEOqKu8xJ3m8TyYdkfC7QdX3680AkOvIA3X3ESOcS1Aovuj7Njp007Hfx84l6b4BwDtcV3dlL1l7k4hbl5UM7v4RnOCsDSn9mN0RJWptT3aCmdeUS0enJyyaOTyHe/TDmLkSrd85O9h2sPKXtevG7mnuxzUtwWuzKa5HdJ0r4Lpf61e477ferWj+E/Sq5RaJbEd2gvgw6P90vdH0ihLwG5mxEJ6hjfvYvf5suUITcANE96R7doOj+NOdvf/F33i0Kj7wP3/2L36cL1DOhAOodeK4YygdJ486Slj+aA/0fzoGyr/oHc9GwP9UiLvGBuARFGBDW9odmQWqju8A29g5o4qcrY+8ANPHTUexdLGfs3d0yi3+0QXmPBrFlLxH7eBB759MiTdgUYzeWGMHRi6O6iyuKArWf70ROCGKoKITCIH7Rdv1oFEOt622KXzRctwgDS5pb+6HafrKsPpDkv4/E+bqeBGEUBMhoQhGVNmirTchUYu3CMoSownJw9RgAlRhTJ2GQrA16Sdby9eJp17aetXsWe2fHIGsUM2k47xNxaDzv1gZ2grg6ED4buA71hu3hDhr6GoSBZxOkmLApS99nxjoguQ3orgqVcG69vte6ZzGLSbv63ypYHYD1QVdtg6miXkV9kDYM9ortI6UmNNS2DlKCLP19gLcxy9Kapqx+r0FegaFNBOx+qo3Ad20iQBEUcVzA+cTngY4VfdRYPrhXmMXcARQ9vRCdILcKnrxdWJbueWd8ucWF1It27XzrT6Rv56WpvqdiqAMh3JS9aDv7bMAFT72o6CDmLs5XNPX92CiOOoy5W8JxRdGTv8xgy+uzqK9wRb9qzyGX+lW/TtivktuGYqjnQ/HT/UHREyGvA+PvCCHk/jEx0a0LoSh6uo6//cXfAfA+cXiE3BOMwCOEEEIIIYQQQgghhBBCCCGEEEIIIYTcLaLKV9BvhZlTDlBdIy455QDlLdtlKQ45QIsesGXBNUeT9E45HkOQmiwupf5NW5Hg7KTb6Wtj7+r0pdi7WM43z++LS3XZFy1Lc12JcXj2JrhtF98gD9tY3b069q4ej6a4TYjAW8TXM/cncxPSJUSLZCCZE9C5uMrIucWa+fQa3H/OGbKuwHn1ZR4BeQ51/nz2a6ZMN3c0/fYM5DL9nteEn9+0QL46QU7FTFCWBfjq1JadrG1aAJtOCXpq85oScKruBafUzkWdVluWBHoqy/LSYk/yyc4nfJmfs9TMECQX0yk7h5LD9Iru3PZOT3G9EGmVtUWCKnqnpxjrN3HH220fa91AXoFvz1NXvFupA7fMp/R52q7I6dS3M0vyulsc52rFOS2lfQjrWT0s9TfWyW2dLdNS6ilQ6mqoR+nc6pHEaWsvvC3J3pYg577tsDpV246x7gCl/9Rzmaab4usytolAqG9AaRdPra1ESq1NBPzcIudyzuy8hXZAz+dy/QNAXnkOH5hr76FGJCzbuDvNiI5PAF2fXgHrj/zcXLoHjs6ns3vgMVYuukfmHJ6l8uZ8Xs0k2q4UHzg+HcTcaZLtejGKztZbtuvNYu7MwAkpOEUJwjb1fs/u0Z7Sr1pbfKlfnTy/8noh9wTdoI6h+9P9QNen1+ebX/31d/38r3/0g3f9fEIHqD0Yg3cZxuC9PP/D//w/Pmu7/+3//d8++zP//p/962dvS26bW3GDouvTl/EWLlDf/lcGid0KjMJ7Gqy5N8RRNF6MTwDaIIfKEOGDnfgEoNn1L2kaiQegxknVwV3kPhJP5DjW6drYu1B+GHtXy/kH5fvgOaInpNTHf5goSdJ8wAe4LOY7iL0D0MRPKc6H6RBHpQlt4CZQBC99zJ1Hq4V0tzLfYtI6hvkW7xYjS3InCLyJ+LsZNuCmQSAkGU2JpP33jQIh1e67i0eI1d+xi8QLkUDjx3gkXptGSIMx8VMTRClkbdPoysf1JrF3a95Gglq7l8sgm3+RURy61z6GqBoNv9Fd1IEboosfygqx5qf2M35FJymDxEAXPYdajzVGCdU6oBLrrrR6avu3vWf1yDtVDIOzIXIxabs0pIzaytIaIWubREN7Fq4TG4iWxa7B3Npb1XavUI+JcT2E3D7XRGWPjFF5rW85EMBMBDK8535ZrD/y55rYNyA8z1UhTXdPnEK77mKo2n/El2KiqGiIxnvOe067Qqe2wlTA5NMVj7nzF3OkWx7jXjeip4OYuxaPFz4r9LFIgK7hGfgp/eoQL1uWbftVxsuSe4fReHMofLoPKHoihNwCJu65NSHU/+d/+e/e+xDIK/IlQiZCRqLw6K3FUBQ9vRyvGYdH4RO5dxiBRwghhBBCCCGEEEIIIYQQQgghhBBCCLlbKOG7Uca3v3Vde/eTukyWxd8qbq4W2zdWBWhv4KoWFyhbXyQ4sDRNnL0J62/KxjeLnxLrNMbeWfmF2LvxdyC3x5Ncn2yd0fUpvkFu9TWl3vVJJLhDhfg6e7M8tTe2j2LvALj7Uxd7525Q6NygimtL+MLB6cW/mzb3IJ93p7Swrlb3oPg2/p4zw1CuwWnopq4JrU5udba0EeZ81NoVAdp3Stp+C6DY58TfS4IzFKQ5MyVtbnTapovj1rCsnjSLvSvTejH2rpSP6+3E3oVzae1h54qXw7Svl69uH939y9ajK97z0OCyhdpn2vnI2izCNLV6uObOSQM52DzF61201VOg1KNk68V+tUT4uGlTavtWkWaIkeq6vpkMThz2OcGlYqnH3UUWNQcQDW4bxTmtzH9Kn1mPbonU6tCmPJiLNFcx4Tn8IOy5QY1s3KG8Lz52AGIden2iKyF09XZ45u7rbfaRG9SyhGe+wSHV761KP7P1MH0CY7TdWD66PY3bWL8V5pt7E7bl8Z7d+8VtzJ0vC/F4KtLu161LtEfap/SrS3hWvqJfJeQRoBtUge5Ptw1dn96H946/I+8P4+8uQ8elfb77pz8EAPz0X/7aOx8J+RK+8+d/wBi8D4A5Mr2WExQdn16fv/3F33mTODxC7gnR53jjkzdnFJq4oGRZjsUlY6SYrRdjyELUmI6xY8Mfrp04iH8p1mmIvQOayIkD/PfHRvQElPp1QfRUJmUrevJYjziIs2xETzHCrou8E4F6vAaOY+8AFz91sXc23hHEUEi2XT2Ecy+KSecgkFmDMObcotHknIGzCWYycF4hZ4tBKfMASv338hX49lyOZ12h5zO0ziOvN3VtfEqfgbRAvipaWjmd2nn/6gSkKmg7La1unJYiTju1eT9/pwQ91fOXBHpKTZzWTQvy0s5TPkVBG3yZxd4BcFHTUexdv96VsXdAEz8NolDfPkSHPqd91G/PpV6Ag9VP5VP67O2ALKUeyunU5mvdRVpKPQVKXa31FECpq3WZpgRYHa11cqyzbbp8bl7qIG2IbRRvF4DkwrehLcnq6yHnNh3qiqy1HQlCOj2ffb02vVJo/Ip4v3jUHp5OXveQktcpiLR24LxePodobQLPHTG6e7MA68jt4efqS+Kij+6dgSaONY6iECMzoVOcr+j4fBiFUsM28WWELuYuoSufip5mMXdB9NTFVAcBVFozsMb79Ov6VX+ZJ/Srej4DsR3+9jxtl/n8Sh6FjyaCovDpdqHo6f25FQHU1z/6wXsfwoeDwqenYUIfsg9FUC/Dd/78D97lcymAIsZMIEVx023yEmIoRuDdJj/95d9670O4G1iD74SpIxSO3x7u3k9NWt4aBtqbw4MjlG9jf5xWLW/EpiYcceIA/xNcTeIfiTkYez8cip6A5tx0JHoC2sDIbOBmfIs9zHcDLTPHp/gWeXSAshfpl7aNiZ92XZ/ssgjiJ2dv/GjUkc50pdEZapxXbW4NWYNzzJ3pU7Ud+667zuRfMTec8JuISnkBP7huNacdDU4o5WPcvC5sY65PPn3B9amtd73rUzc9ikLtALvpp7ePXjfIk4nOG5oVsqC5L2k4z7ESHVyrov31afW0LAv7hvSujc2YDCpobadq67PNsSK4m7VlwwBzDgPKcaA7tK9IzUFEq3Dav1XWXScZ8g6MQoKdc0jIHrx3vh/sXEVHL3Pw8nubsP702e5Kt1/EFwSuZc/ZKS6P7kmj4Gl0eYpt2DLsB7XLG0RPRy5P0REqiqZ8t6vO3RWBy/1qNw9fr31m+U3teUeBJi5jn0oehI/kCEXx021C4RMh5N4wcQ+FUISQR4dip/vhb3/xdwC8jBCKkHvlKX8OJYQQQgghhBBCCCGEEEIIIYQQQgghhJCbgg5Qd0jnaLGuvcsEmgtPdFXqXHhgThjBMcLIwQ1KaySBxzeF9VS3DidXxjr5NGMD7oIYITVzfQJCVMeR65Ntv+f6NETeTeMYbdkQeedvZsfYu2V4mzyF8guxd6W8THsUWnCEKU4vww81M2vac4LaFEU3qOau5i5At+wApOEaB1pMi2Z/415Vm2tB1uJc4O1KsGzSFksHKc5QzfUJkGTrhXZJpbo+hfkh9g5Ac386iL0r6+nTYu/q9NQVDyjlIQKP7eM7UuuqXYEi0q6tUKcEaPUUqPUy2Dz5+YTXU8Bcn+pqSbv6D23tjIi2Niert23FXQqhTVSIuWVoc7cTbW2tVheqLippmTuDeH2CuVKVbT6lz6xf74gmKecQaP1oMjc5tL4vmIvY+bN7QZ4/Qu6P0d0Xunq7PLpBjc92XSReZffZDqiOqWm+bI/RISmWh39ncXZdeXRpDY5N0cmpW3Yh5q7bh/1GEhxDa7/a3EWx36/O3KDG7z5x5aMjH/ko/N0vfe8hXaDo/HSb0PmJkNuA8XfkNTB3LEbh3ScWvccoPELuDzpBkY+MqM5G6Mm9MEaTybJshSlxGVCWR1HKskBcUDIRpIx/EAbqgPAwwG8D+efzcaxTLGfs3U1j4qeu7lRc9ASUQfdLoiegDe7uiJ66yLuU5stmkXcmBqgxGraPGN0RY+6uib3TVIQ16dwi3aRWXzlnj0xLa4acm0AinYMQ5pwh5xaLhvMKOdednNcmdDqfgfO5lH979utEz2fot2cgl/lbvE4+pc9AqiKLr06QU9HVyrIAX1WNbVogp1CHTks7Z6c6DxRh28nKUzkfNr+ZLucvL+X85VOoH5XunFXx01HsXVvvCbF3gIufJETgxTawCZtyFeGwfXwPrK5KrZdyOrW27atTq8enpdVToAwc2/RpaQLMU/J6CuBgWryeOt5+hLq39vGLsgaR3TlDQrvide+89oK787orRi59cxDcMYL2xfB7saP6dWrtI1Jq7d5paW3HuvbnMNxPjefv1vsGQsjTmUVOT5/tZstmz3Z+/97i8DRG4y2xYxrYi7YDJsIm2Zb7MtumfzHB0CqAmoqeRsGTrevbwdcb+9Wub439qt2XrwqxSPlz7kTpspZ7dgBFvG736LUd1m/L/KZfZV9KHphHEUJR/HSbUPx0W3zzq7/+3oew4esf/eC9D+HhofDpZWAM3mUogno+JkR6LyiAIuQxuFYM9e1/pX/OLfPTX/6t9z6Em4cReIQQQgghhBBCCCGEEEIIIYQQQgghhJC7hRK+O2eMT5hF4gHlDeHoNDKLxCvraR87pnF+sPsfHE60i8Tbj3WK5XxD9jbxN9AHV7Gp6xOwdRWbuT7Z9JHr0xh552+ry/xN81rubk4izQFK6nL0b5Ob+9NR7J1tn3IwyFN08XUSY7DifIxxi9F2wUnoofHIkfbGPSSjZQ4Ov0OYLxFgIW5OxVeV8PuXqLEh+tOan9TOhcfeAe7+dBh7B7j709Wxd14+xN7NXHgsSo3t420Q6ptk7SvRrJ7WfyXUcauntopH8HTxjdr1xxqjeVKryxbZ4x8rLdNHlmaDoUuITEupxeABnZuHoPXtY2yPLEu7P0CLx2Mc3jtjfWLoSy2KcYxdYowhIY/HJhYPeH7cOZpBUkTqMie6Q22i82yjPiJuE3uHNr1xfJLJssHxqTg97bg+xft6+wK2Xng23fSrIV7W7stVpD27JG3x7vb8MM4D5f4xxvpJ+71iX1ru80NWKSEPRnROulc3KLo/3R50fiLkNqD7E3lLGId3v3znz/+ALlCEPAAWiwcwGo88NhRAPRA/yT8ufyyvf3xVFf8bcfxDtyxL+QNw3DjZgG4uf9hFEEOZeCWjx+K7bIA/CD2iiGET61TLOVh3m1jsHdCiNQ6jFGv5RdET0CIVj0RPdRtNqQ2upLQRPQEt8q6Jm+L+0JXbwImLn3Zi70yn09QK29+oiHFCgQlbfHkvjrJ1YpxaFyOZJx9yT2iIdKtFItLKVZrQBKgDU/F3CCqn+NtJEJtAmtgsBXGJahgVK7/9GHtn05di7wA08dOVsXe2zRh7p7lNd+XxvLN9fHs0iNPQBjWhuQmMVFs9BUpdjUJGiXUXTaTUiZ5KPS2fI5t66tVXyoC27a8MztZ1Eto22gaHxdrH+pnQ1ImZ2nGn0o+j9u3L0u4J1rUNoMdtOHj7ZLo+cxSKj/M75eoD9dL1n7JoOXdA6XOtXbJBd543Qh4Wuw+YPduNz3UAts92Yb2xfPZ8CACSUosSjvfe0TM6xlij3YvbMUTBky+3+VnMXT2gXdFTFDyF/Wvqv4i0W87SFtf2UaOYOHyOxOcRE0bNYt8notROEEXIB+Tvful7dyWCovDpNqH4iZD3h8InQu6H946/I4Q8JiaGohCKPCKMwCOEEEIIIYQQQgghhBBCCCGEEEIIIYTcLaJu1UMejehKAEnNmcAcfY6izAB39YlOBRLedPWqYw4n5qoRHE70fJ7GPdHd5PbYxN4Bm7oS4/CKm5O5VKTLrk+1/Mj1yd/ENpenOO/xHOjfNA/uTlhaRFD5HPj2bqRS3Z+msXcpvBmegbQq5FznQ0xaOgf3oHNxDJJzcwPymLRzhpirz3ktTkFh3q+N89ldgsZrRr89A7nM3+p143UnLZCvirGgnE6tHn11AlKNUTzVOnSqy1KC2vRpcWcbnBL0lNq5OSXo0iIRzaEgn6S6eNmJwyb2DoC7Px3F3gFw96erY+9i+Sz2LpZ7XGhwa2H7+KZ8Sp9bXfzqBDnV+rospZ4CpR6fQlt3Wlr7c2p1V1PyelrmpU0vzUVDFyn1dNm2TZ0r2TnXdsccw0I7E2IZ5Zy3rmTn1ddzh7HYxlidjG5kXfvD+MXnsqlTsf+s9QtLKtOxTplrS4wttPN3Ds5wNp1X4NvSIem68v6KkA+IP9vZ/XeSaUy1369b+7IskNSmvTzVeytfFuLw4r13dF9Ndu/d7rv6eLw6UR2f+mi7OF3Xs/v46BgVXZ/CPXq3D7T1yn14na73d+msYVmYtvu9cwa8j13rfOsj/R7vvPbPtbHt/fZcyuo2dPIkH5VbdoOi+9PtQeen2+ebX/319z6EXb7+0Q/e+xAeBro/vR4W8UYuwxi867klByjG4BHyuEQnqG//KwPEbp2f/vJvvfch3DSswQ+MR+IBgK7Q+pfmWXSC/zFZdRBDtQgpYPijc4wEGv7oGwf41SNa+Mfgu0DSZjCli72bDaakPtpuKnqq0xdFT7aNSIm7s3kTD1TRU5mGD7AAVYAQlmnc3saY62DKLPZOk7SIob3ouxlj+Z6udCiPUZEeF5dzF4vm5feGtihMyTGbJNXvq9263b9d+aTNgfhvLlomPXZQsYm9K9Pj/CT2rn7Gk2LvrPwo9m5sG12UEs4728f3wSIWNQjiJLd6Gtbx6Wk9BbZ1dYjGibsxrWhL3isD2TUGD6jNoUdytjqvi0DqAkUusWk2SK1a5oHWVmPb78fj9jg1W29d/d6BdfIZhKjC1tcNfeQYs2T9oJ2/KFAfYgzrTHfekBWMwSPk8bkUd+5xeOv6pDi82V2rIEHrDZUg+X2z5Lp+d49tbdaO4Mnn6/QYcxcPbCJ6KutJv4944CIQu0mvzwbq8+KRtMiAdm20ldd2175Hju2wtPtKez6R9vzDOFlCbjMSj8InQgjZh+Incit8909/SBEUIYTcEIzEI48EBVAPThy8tAFNXdfieGJ/XA7r74qhgPIHYGkDqk2woZ37wO4AP7lZoluYO4UBTfwUXZ9MHJXaNEQui56AWocuiJ6AMqgiMh8o6RykykBG+ywEoRT68m6dfnAlDsLsipyegcyEUHnnAyblWt2I7kaEoMHtCGjthzaVh6r2g2/DbyRBkAKInw/VcG5U4XupbZnvRrFxfQKa+OnI9cm2eZLrE9DETweuTz49CKKMuznHj4CG81aLRCSI0eRiPe3Lo/Bptk4T6gGljtveNUmr80lKO1DbI1FtHxudGJFcbCci0JSCADAdD3Jb/U+tf9cgcrVvY3X0U/rMuvkSJGlCYWDSRw6D7iZeUw3bJB+sl9hfArUNLPM8Z4Q8NuOznbXXnR5oWaYiKKC185EoourLg9jWphfTtFdXJKSwvQCm07SXD8aXFny6fbiJm4C56MnKx32ktR3xKCz255msQZSl3qQWrWn/DBLn248wiFcP2mJCPjJRcHRrYihyO9D96fa5Zfcn8uVQ+ERuEXPMohDqfjA3KjpBEfK4mBAKAL77F7//jkdCyPNJl1chhBBCCCGEEEIIIYQQQgghhBBCCCGEkNtEVPdsDcij4rF4wVXA35I1Rx/A4886UtDM5eDsFGPv6HByd3xKn4FUnZ2+OnWRd3I6zWPvYhxedbY4dH2q5Zdcn4D6hncKy1Jwg1paeXGDanEYcd/dG+RjzJ2gm9dQrc35J63VNejcyu1Nc1lDlNo51/kWjSbn7Mv8OjmvkPMKnOu1kTP0XHd+PgPflmldVy/Xb89AXu/m2tnUo1MxGZRlAb6qhoOnWm7147RAl22d0lOCLotHrJT5uiwJ9NTqQD61ujeLvQPQ3J+OYu+A5v50ZewdgOb+dBR7F8tru3gv5/XR8D4wLZBaL+UU2r2vTq2eAqWunqpD0mnxaaRU6uWptYP51No9q6N5ScW54tTcM6IDXTq3aB7J6vOSg2NZbHNC3bU25qJj2Xmty2qdPZ+vi2lkfd0l3ktt+kyUNtDvqaw+dXXHloV7rdqubM4bUM6T9Rlr7T/CedLah9xTn0EI+XJ226LwHHfRzTXcz2u8t+/KpZ8O9+Jtm+DYukh//310j770cXldbLU7RUnvHIXtPTsAyBmd42c6a1gWpsP9eulj1zDf+ktZ8/be3dvi1vaObfJdObgS8kq8lxMU4+9uFzpA3T734AD19Y9+8N6HcFfQ9en9MGcjcj10gdpibku3CB2gCPk40AXqdvnpL//Wex/CzcIIvA+I/THW/2Cuq0en7EXjGRIEUj5ganDA9O7oBk2G6Lvyj3TRh13s3ZJcxKIWf3ckerL9XhA9lWnpRU8i7lencXDFhFJdvEZbz6fDwEqJvEM3CBNjM8grk6u4KEZtZosAC61OBiT1UXcWOQJFUL3VaLyD2DubvhR7101fG3tXpy/F3sVytot3jDYRXcm1U0sBKtE6dt4hXu712GPqYlvbxFBS4860dbPeEYugeXaqeLkuUiLx6odJNPaM8WlLGubjh4T4o3Ut0UmhnHF4F5AgJliW1g9Ki7zr4oRLwXw+SYvBA9p5s3UshrhGGI4xeACgKt6383wR8vjE57oxDs/jTV8hDs/6qr04vHGPotr6Nw19nx3FEuJgozhqiMaz+bQiPENoaG+1bD9bllqf3UXeJe3bXmuLUffjcXpD7J20Z6HYdyIroMNzMiEfkLeMxaPo6fah+ImQt4fiJ3JvMA7vvvjOn/8BRVCEfBBMZEMhFLknGIFHCCGEEEIIIYQQQgghhBBCCCGEEEIIuVvoAPWBic4Ae25QEUnSvw3s8U9mRWGv1NLh5O7Yc7Co8RkyRN3Z9CYm48D1CaguTBdcn7w8uj518Xrwfav0b4pHN5Xi7BS28X2Nb5eH38HchLr5iRcag0Ovw9xwgssTJNeTo906Pm2uTKrQbl6aEYqGfUM65zrRSewd4O5Ph7F3dfpJsXeh/DD2rpazbbwTzKkMKG2R1cOsU6cyoNVFANWtrHcp65qNWO2jsxPCiqF9LNdDLQ9ufeb+1DlzuD1Ggobrx6OM0NxBRszxyV1D7LcA6GZxDZ2jSHBssn4wOj9NomClOil25y30uWIOKZpL/2zr0XmEkA/PT/KP/XnOHJ+8O1mWzh0qMnOBsvXm/cTQ7yzRQTVDa7nfmtv9Wuc0Gz9fmgvU5oi0c1/qovOC62tsWjXVW003aWp9s4r4jb4ENykZHGrloL2eufH5vm31JHTjI2TAHJpe2gmKzk+EELKFzk+EEEIIeQ1++su/RReoG8POB6PwtlAARQDsi6EiqtKLooLgaW9f5Hb5lD6HSIj+j/ybAdz4h/9lGNAFPA7vUPRUyy+KngAgTURPNuARBVQWh5H6edu3i57GyLsgiIIAUqv6RvwUIvFizFqZ124bmY0SfUQ0RMTVIhEJ7YUUQZSt30XbPS9eDCpAiLoT3e7PxU9HsXeAi5+ujr2z8guxdwDbxpvGBHeoAjoT6tVlG6Fe/Lcrl+1649DyuJmJnLJ27RnQDxzHoeF2cVkUWp0VgVocj6p/h6fFHKGLuGW02pbd/hPoBGo+beJh74eGwfUoghujl5ZQD7vYpeOBdzvOj36uCPlIjHF4naToIA5vp7c6jMOL0atHcXguXo87Sr28qomgbM3JdGr3fr4oiKG8GZTSJtr+xmWtHUUQV2nZxtrijK69Fg1t8kyMWma24mGKUQnZ8JKxeBQ/3QeMviPkbaH4iTwC3/3THzIGDyVi7taxY2QUHiEfB4qgyL3ACDxCCCGEEEIIIYQQQgghhBBCCCGEEELI3UIHKLJhzy3gU/o8fZOV7gJ3jL3qvCz+1nKJs7NXuWv8Xdq6PmmSrlyXNj91fQKAJBddn3zfwfUJqblBxcgLX89evhYJy4JrVNqWd64rETcg0m4+ur1IdCayeVuew7rR0WgWpfdgdPErWSFLWGi/w4KXiRfz8yKdNYFknbpBWWzeYeydl18fewc0lyfG3t0ZGs4h0JzvNLtTGTA4YkwjMSfeGZPVRHcWubtdmfG2R8TbtrihCFo8KBKA3D5ZJTiq9Rr3J8UcTaLVojPUR3YWMvcn7zPH/jPE3knn8hRsSEI/2PWrC4rTiPWlqhvnEQCQRS87jwB0HyHkg2L3YzH27qXj8Lro1Z04PHe1s31Lv4f2qfU+D7gch2eGorGLE4FK6yRFtG02LrM+MrfnjhI/qr37nrtDhbZ7SVM3PtsH3fgIeRp7Dk57zlB0fCKEAM3h6Osf/eCdj+S2oPMTeTS++6c/BIAP6QR1D85PhJCPjcWt0QnqdvjuX/w+Y/AGKIAiV8M/3D443SBA+MP+GHV3MIDrf/hfQnxdCuVJLoqeAHhM3kz0NEbezcRNdkyeYCXoIu9ixBSA/fi6odzX66LygsgJW3FUFPd0UVo595GSj8wz48UkbIcgBFCN50JLdEpuA1o+zpUngqeD2LtSnp8We2fHwNi7u6GLCLKIxFGstwwbufiuL5Za/14CtQFYb8SC0C9G9cTPLxv6errIdFDaPyNuN+4HRbg4RqtFYY2vt64fe0BXmlBYluW4/ywL+pH/MSZ2XHY08O7bHw+8A/DYwg97ngj5wHSi9LeMw5Owfne/jB3v6V5edTEOz9rH2F0OzaimJsRSaW2iRd2VbdS3KTF5UYwaYu9Savewlqc3ilGB0ieM4mGKUQl5FhQ6EULI06D46Tb56b/8NRfxkOfDOLz74Dt//geMwSPkA8I4PHLLUABFCNnHXJ7CIG4TNqVuoADB9UmTQJfk+4iipEuiJ9/+QPTUtpEqgmr7b65P6Pbtx13FUDIbi5i6u+z8NuO6e84wo7gnukPZoEnuhT4PwVPcdTpnJxMsVZVTdNYSG4AKopMMiGhw7AqCtNy2N8HToetTLL/S9cmn6fpEvpDSjgUx30as2QaBrb6rohNGbQaiw3T3WQiD21l3nYUEzfVp5gZlg+sfob7bdy0OIr1gKbpBuRhq4p6oUTRshD5RcMXAey2/OPAO1DaQA++EfFQ6we+BG9RMxvtsN6igKoqiXIhW18LZfrciqFI6c4MKPVF8uSE2rxLbVd0s8xmbTlIFVUHMGl7e6JyhZmJUYCMeBrZiVOBj9JeEEEIIeTsofiIfgY8kgqL7EyHk3qAb1O1g54BOUIXpe5iEEEIIIYQQQgghhBBCCCGEEEIIIYQQcg/QAYoQ8jTiG9HRGWp8Wzq4OZnUUs0B48j1CSjLD1yfxsi70d3J9+3r9c5Qu5F32F92bUzeroPTUK6dG1SLYItRau4QdUdcHS+WgxOTuwWou99oCs5PACRF16eQgSd1cm0Re+KOKa0cFk14FHtn5U+JvYvljL0jX4C1TerXS4sBijF7ouptnnthuCFGcKBYBleOqHlX3Y9WW/r8P/feWNcuDu8juQt9Sp+Ds9MCLEtzfUotDg9LmJ7Fx+70n95HZrnsPAK083fgPAIU9xE6jxBCLsXhRXeoyFEc3uxuV1SgKbRL0YlQBHZTp0g7LlDxU/fi8EZHKHtOsDawtI8S7hPHZUC9r/Rdl5tJWXr3KvtO5uanFsc8uPGVZc09Eap04yOEEEJemW9+5Tfx9Y9+8N6H8W7Q+YmQx+IRnJ/sOzAKj5CPCePwyK1BARQh5GVILX5CQxQdEpBt0NYiKg5ET15+QfRUtpFufhaP132ufU4YtTkSQz0X2RNB5evKTTj0UFFqHtlVRU5SRUUaxBeTuEAJ27nISSRsI9Ac9FBZu5i7GI0nOXfCq03sHdDET1fG3sXyhzlX5N2wGLw659MSBEsa9UlWbLoYJNgAs+S2rg1C70arLU0ctTuwjRaHBzRxDVAEQg9f/01sZOKnGJXkItwESW09/11N/Bsi8WxwvRdK4fLAu21zYeAd+HhCNULIPkdxeN5mPCEOr5Mr2b1WSuG+K3XiW13arR+QvyAOrwmiVMK9YGge68eX+Rzi8VK7f1SRlkaaUN+oQFgW21sT4MtcjFp2XqKcUfqFmRgV+CD9JSGEkLvjm1/99fc+BPIEKH4iH5Hv/ukPAeDDROERQsg9wji82+C7f/H7jMEDI/AIIYQQQgghhBBCCCGEEEIIIYQQQgghdwwdoAj5YFgEBkTKm9Aj15ahj9rZo3NvWuSy61MtP3R9GhyfNOxjvk3/Jjh0cGky96BoezKuE9YjV6LBVakWFfem9jq+agj3yupvz5fIuhB1N7pBmYuAaDnn7uzUogVl1RBzV8ttPqzXuTyZ+9O1sXe1nG/zk5egRNs1R4t2PcRyNMuMoW0ua1lDmpvRmlRHiuomJKreKF509ugO0GItlz6IaF0fMmZtt78UaRF40Q1qSZ3Lk7s3Wbm7H6YQyRQcoHCF8wjQYguvcB4hhJDILA7P79GeGYfn7VnoW8qyEIGH1FwJM/D8ODxrO6OjlLpznlZXRL99TNLuH5O0+8VYrvAYvPI7tIcLXWTjnji68ZVttLjxAaVfGNz4Hr2/JISQGV//uz9+70Mg5KGg8xMhxQnq0VygHiH+jhBCIozDe3/s9//ITlB0gCLkoyKpRvTUOJ9UB2gleSSPjIOoe4Oqm/Xmq6m0gQmkMqiQT+U/XUwEVf9bgFz/i+V5KTEaZf363yJVXBW3CeuNkVEboVMo01pWxzB8WYipE9Vum9eI0bt3fpJ/DIux0zH6L87nKkrK2deHxeSFMhcw1Sg88fOm4d8yjbXG5ZlQKqPF3Gncz6xsbYIoEznZ97DYu6GcA1j3xaf0uQw+VlHLRgi6JwKdlL+00MSEmyrWvkkTdtb/SvvY2rx+XvxYdUlt+6WKZ2rbi5SKiKYKc3RJTaSzhL7B+4Qi3hHrF0wAFPuQWu6ioTvH6sj0u6b2G8Xfy+PsLCJpnLd+NiGUSzvngnauLCbP1kvhfIayKKwihJBr+En+sd+n7d3bxPLuvigKxdcMnFe/j5M1t3u61crUBek+Xe/zSmxxiSdu82E6w7cpwnWE+/S6vMYg2zTqCxRaxaAej+3PILWfDOu42NSXSb8srnPUzg/95W4f8mD9JSGEEPJefPMrv/lhREEf5Xs+EhbZRl6e7/7pDx/i9/3On/8BxU+EkIflIwtvbomPLESjAIoQQgghhBBCCCGEEEIIIYQQQgghhBBytzACjxDSuz2l+gZzLff/wrrdv2P53ryXN9cUXYKDirTUDBVgFnXXltm0bJZ1MXoh9i46Ovkb5DZvzKLxwrwvy+jLYiSbzQNdHBupqJb4EHOBkhxOvLboOZEWgweUE2XxW3UfAMrvLmG9EJVXHAbq/rI2dwKguUvVabXy6gLF2LsPgLngAc3Vx8pnDnjAvF2blm2LdKdJHMvV3Xy0RfgsbacChXYfMAuxqyXeiNYYH1jsXfbp7rNtO48ISpDFIoJy+71Qo5NCvE+7Btf5F70Tuti7EHPn01Y37DxJKk5ZdT0srf/0c1kj7yyiqbhuxQilcP609YsS+98kJQbPSNL1RV15OAWSBFrrwaf0me0WIcSxOLwYe3dtHJ6XpdTup5Y0Ca+r+7sQh2fxrZveTFo/VjbXVm6dZG5HblHb3jVL61dFtbXLWb3tLfeV4bNESwweAGhru0XFY/B8Xlq7PvaX/lsM/WUsZ7tMCCGEkCPo/ETIY/L1//RHAOrf2P6b+/472sh3/vwP8Pf/7F+/92EQQm4Ac4H6yC5Et8B3/+L3P6QjFwVQhBAXpQAlUsLVQpp6QU9dt/u3K5fteuNQxrhZCv+aMMrES0eip7rrblnqp8VFSe1zS1SGDpF3NpAxHGeYl2G+EzlhLo5CFPq4UCp3230ItMaloA78iPg8krj4qBvsr7+d2klMUmJTAKjUiDvbJp7PtdVXCdPIucan1Pk1HFPO5RgBINdroa7nETA2Xcs5WPVgzESgUez5wiLQvWPolotAU2xH27TYQO9mqFm8LVJFJ6zZDD6HaUe1xfrEecDFT/FruCAQ8ChB1Rbrc0/XSRQ+AWiRRTY9lvt8CuI58WmN5UmgqdUp7dYLQilFGXi3U6LSxFDxYIe6JSJBTNw+V5blocRphJCXx0RQQBXq1HIFmmgnlBsWbyyLTvu72Gu1sq0IV5cmgirLkjd44qKn+pli/6vPK/3R1nW07z9VgGTPOE0XLEnavZ5I+Qqh7YVvHu4PTLCaw/wT+0tvl0P5PfaZhBBCCHl9KH4i5Jjv/ukP8dN/+WvvfRhXU0RPW/S/LA8ngiKEkMhPf/m3KIJ6Z+z3/0hCKEbgEUIIIYQQQgghhBBCCCGEEEIIIYQQQu4WOkAR8lGZufJYuZqTRx+0tBvntnF/mq8mOnkb3N6wRu8GddH1yaZ3IvAkt+OIEXjm7BQj8Xo3KCsfXKFm7k+X5kfnrOimpdldOaLj0CNhb7J/Sp+DUwAuO44BxaFJ2tv5yOFEhZg7tfjBEI/X/f6jA1eMuvPPWlv5utZIPMbefWiS9K4+5tyTBjeohOa8Y9vZNkZss0LZjNju9SvOnS7GOLwY79O5b5izUIgf7Zw47ABrtI/PL00nP3Pz8Otu4mgB3EfkWuf8JMmdrDaxdyEOD0uLT+wcwpbBOcx+v5TKKwe+Xoh4DVF5LRp0dPYaPmecr8dePiuc5z0XMkIICXT3a9fG4aU+7q1bZtth0m9g4ki4oPU7IVa66/mkOYGWZc0NEWhtaklW1jbfOcUGl8QkIe5VWgyebSTWv7VOXBfxGLxyqNf3l/49JnF499RnEkIIIbfIN7/ym/j6Rz9478N4Uej+RMh1fPdPfwgAN+8Etef+ZOh/ecw4PEIIMRiHdxt8pDg8OkAR8sH4Sf5x+eO6KjSrC1OcWTRb1mm5BCHKS6NJkJfyny5VG2P/LeG/odwETSZ6KpF3sVybOEpRxDS+XpuG6W3Cd7fv63F4nXhKO2FO+yK9uEk1RKxpjV6rghuPW7PyR8K+k33PXL43LFZOtUThWbn9nrnGCMYyi7ZTBdZ6Plb1+DtZwzp1fx5/F6IIdS3/lf2s7dji+QrbcVCKePyNCaFEyp1UFbdojCKr5dqJVKTXitp8LEuz/6Sf9vbPti/7tjg1TfU4/BgFuiRf1h2rlHg2TcmFX7qkFuG2JBf8SEqQlIrYJpVYIIuuFBMM1X8tNs4FRjfIp/TZfyNZFshXpypwasfv4if/b/gtvCzV37L+xhZ5V89L+V3rdKxHSZoQ9/F0sISQO8KeD8o92bq9N6rlej4D39b/LFJ4XUuksG9X77/W8l+558uhvN6r1Wm/X1vbvZ9H4OV2/27blfs6tPtx26be93v7W/thf5mi9rkqCP05Nn1m7OvH/rItP+4vx35jr28Z+8xb7jcJIeQpfPOrv/7eh0DI3fHNr/wmxU+EPAMTQt0aX/9Pf3RR/BQxIRQhhDwqH0V8c8t89y9+/0MI0egARd6NW/jjLgUNb8QwqNvcewTNcSnoTtScfIoqINeBfwBVUGA7CuXA1OmplTdHJxNC2TJfbw0OHDaY4vtob6TH7+Bvqu+5Dhl7wrIBF9zgcernT/KP/XrXrO4CBdS353M4UW4Dps0FyubztrKIKjTn/nxE16hYbmInXy/7ehrKfdCvHPBL/hTknXHBC9Ccfoxx/kL56K4TXZ5UsHGG6pYHR7tu+715G6gtS9qHJZtu7ZZvMxx3Wcs+OLePUnEnj65BHXaHrO56IYtuXD/cHWTiBmXX/y20ad29x+Ds5APTAJBSc0a0AWxbzwa2gVJubiBhGqkOlNfPUQmuIUtzfQLQRLZrFWuurT2atm3j/EF7RgghT+GSGxRQ23nrS4ftY/sfueQG5a6EEu63RTf7afeFCPfl2spFgSxlPyhdnIS+1B33gmNi6d+CO5QJqOwYFrfsq/3u9h2yrr8cfoPxe49uUGOfCdANipCX5Dt/9ifvfQj4+3/xr977EAjZ5VGEao/oAkXuk1sV4nwEvvunP7wJJ6inCJ5m0A2KEPLo0A3qNnh0Nyg6QBFCCCGEEEIIIYQQQgghhBBCCCGEEELuFjpAkTdldF6AvJMGrzolXHKh4pu3T0OiCUmIhvP3t7NCkrgpRTT86ePk6tvXYT20RV5tdHydPLwNfuwGheDs1Ls+tfWq45CbDg3OQsG9ScwFyo9D2z46Z6g8d4L6SFgMXp0Vkea2lKRE0lm5SPdbqp3QJCUuBWiuAbbeGs9TDudW2zkAWvQdUD7fy0PcS92O7cCDIcHJx1x8LNYNKK5Ag7sTxvm98tlqFrVT8dg7n++3bZF5QNfA5bCed51S6rht27k+bf0oOtcnuzQWac4bwYWjFARXjaVdZxBpDkjDvs3Rwo8+K6Dv+9ba3r2HpPY9zP0pOkK5i1b4vl3sHeARSDYdy/2nFAGW5gKm0hygSpxTbfdqn3GVo13oS7Rzg8qb9oxOdoSQp9K5d65rc6pLUnoXa+fXddr1PcURCbK0G/M1uj7l5lwoaJF4th9pE3a/p0m6Z4oSS6ptg2T3lW17SeV+012tYj876S+1HoQM75I93f1q22fGvvSW3BMJuTduwfUpcs3x0CWKEMLoO0Lumy91fhrR/7LQBYoQ8tD89Jd/62FcoOT//r9770N4Fj/zR8W58j//xvs7KL40FECRV2cz8AgAkrqBxzenihv0SIyimQKpGXEwVuJgLHxeOtETIGHgQUO0nUfdxWV1umhd5kMJXqrofOw6YZM2AZRkHcRQbV7idI7l6KLy0O27ReNhPRiwjr+XlX/QmKIuUsVi8IAy4BQFY3YCtIotVjshTQzlZUAbNNuLIIzbbEQCFnXSn7NHjCEkO/hgpwSxS6oiGenW8elrxFHTsm1RibmTYT5MT4eL21CqKKBLW08Q2t5uuxLt49U8CKXGwVxFhnjEXmrXp0oT93RHsf2aLiBEHSyv+3uPSB+PPZyInoA2iO/ipxhtZ9ssKQjBlv3Yu668j7xDrGOpDdZ3/YlqEXFWAdO1gs5OWDvc17A9I4Q8l3jvZkJWVenaf1mWLiovMhNB2XreUolAJHtkaOyrRMO9Xx4EQtLE8JD+5QqLwSvraRM6xT42Rt4l8Ri88Rhm/eWuaPjgex/F4R1FyAKMwyPkWm5N9PRUjo6f4ihCrsMERPcWhUfhEyEvh0UQvmUU3ksLnyIWhwfgbsRQf//P/vV7HwIh5I54ahzevQqNbp2f+aMfPpwIihF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkLuFDlDkVXHnBaC5PgF95Awwd8t4LVTDW8sH663rvkPUToTew72dm6vDhJ0f1RAx0UczSeqj7uCuTxgcn6KDkwKrvaGNEHU3vju98w75aMQSYu+KG1RzSWmRd9XlyeZXDBF4dZu1fFeZOQsFRw2PxnuJmCIrf3RqDB5Qz6zVr3X1N+11zS0GDyjuJ7Y5EJx7imuAuwAEV5RZBKFF7BV3qdX37Y41jIt6WKw/kjRpS2JZqs49wQFKYxSar4cWV2fbdW5R5R/ds4EYGNfTTqLeuz7Z55R2uPPigNTp6AQlqsXtwvaNuIn6NahSrsfoxGEH8hRHC28fq5vFW0X6TF0bR2cnDPce9l0t5s5crpalxN0BfX2oLk97sXe6yO50jCh0B6jR8Snn1p7l3BzvnuloRwghX0psrz+lz13snQKHcXjR0ciREFkneR5tPEzbdurGoBruEUN8XVaPwQPqc0cKfaY7HDbXVxUAS+8IddRfqnUhF+LwLrpfDb/NpTi8h3vOJOQFuXf3p0uM34+OUIQQcpuY+xB5f777pz98NReo13R8OoKReISQR+aSExSdn16fR3OBElWOkpCXxwchbeAR2A4+jgOPb4TG2Jj9lboInw2zCD3Nm0HHW/5D9af0GUhViPbVqTtPcqrayCWVaVt2aoPIuqQyD5TB3VP5z+azTwv0VM5vXlJJNquDwnFAWBdspl03lZoYQJOE+Ir6n2kTMpBWm9ZeDBVj7tY4+NwPRNsATNlXLhF3vr8wYH02kU2GnJuYCecVYgPWOQPnJqzR8wrkOv/t2euYns/Qb891m/Wm681LcG3d6wQIy9LXNxMcnJbSjkRhgEWJrOH3z7meg7Ov16bXdi6+PX+Ic/ARsXonX5U6FkUxpZ1LYTrUt2XZ1jegtXl1Pp9SE/CdBLluo6muW3enSZBP23YvL9t5I8V2ahR6Zt20b4CJOGN5aN/W1p4hq7dZkrVrz6I4B2ssz704x9o3oLRxtT3Tde3703Ctxf7yS663vZhdL6qRd4eiJ6AJ2KxOpNSWSYj/E3la7B1qf7a0+jH9zYEmfjr6za384DfftG2MwCOEvCDxBZeuL7Xnu1g+9q1AaSdP4XniSEh6sr60tKO+bNn2sz69SN/nDv0pMO8vp88Dk/4yxpFGwepGvHrQfgOA1nvTri8NfeSm72RbTsiGRxc+XcstC6K+/nd//N6HQHb45ld//b0P4VW5lxg8xt89FhRA3S5fKoZ6L9HTc3hvkRQj8AghL0EUQlH89PY8ghCKEXiEEEIIIYQQQgghhBBCCCGEEEIIIYSQu4UReOR1kTR9KxgpbZ0X3uqQsraIq52IO1Xdd6Xai9AbI/M0d84UN/m2roY3jmuRiLRylfJb2PpdtF2Id5MauWPGWtKi4xTi5R5XYR+Wyxp1ITynLteACHfL6A46ZEpI/0+ItoNuXVJ8WgdnFJseovKQ+/nuLe8YrRZ/i1lMkZczpsjZq3uj81qIX/Q35EXab5e11T+gnJvZubD4Oz8368eNIPxgdI6Esa8Rae18kuYaZNGL0q9r/2qYLvO2TnOjG6PxYrydJnS5OHH72bxvsxs4FwJ1VEIbHcvrapO+VuKHanHO2I0fCkcgQGv3UoIs1rbl1u/jINIn9MVP6Ss3MXcHMbu+ysyVBOhjCyVBlhh1t3SOJNHN6arYO4kOh9X9yd1FQju1xnYKvbNWzr2jYHQJybm7l9HY11S0xoDe5P0HIeRu+Un+sbfFF+PwxmhjoLSn5o6Eba/mD1iizYnV7v1qf6W5Plf4/ixST1oMXj0oW02TtAjvWX8Z8/p2+ktFgj2YSMabxuGZIxTj8AghI9EJ65bdoAgh5JGh+9NtEx2cvvnnv/Gk9e8N/S/L5ZVegWt+V0IIuZaf/vJv4Wf+iH3re/EIcXiMwCMvzm4swqmPuhoHHt9EBGUDrpeqva03EUhtIvRM6DMKN6IgavjMW/mjtQ8kx1ioeJ6+OpVlIQqqj71r0XiaEmDxE6fUDfzGuIoy+FAjnk5tGgnbCDyLvZO2DIIQh1cGOmx+I3QKIqcx8qLFWbTpdA4xd7kMurQIjDZgPY2IOofYtRCH5zEXFn93FFMEfJjB6mndG0UKtf4BKHUwRjF6zFSNUXExQYggPDeRk8ff1WVlup6bdf1QEYQfjbGuHcZ91vJNPI9vE+J4lqW0aadWF70NO23bOY/+PGGIvTNhDZC72B4MbVudnsThzdq92J5ZO7eJ+ARKOxfavRjBtjftUZ+zts4ifYAW1TaL9AH6OFkX3l7on4eYu5noqRNcA010bet5nF0VPdl+UxRApb6dCQJumAgKuBx7B5T1dYhRnf3G57yN8XxibNLYtn2UPoUQ8j4cxuFNoo0B9BGjta319jK00TFm1p4tbD1dBFisL03t2eA0xm2XvhVofSqw018OsbFtvSEObyZmncXhXRtnGu5VD+PwhrYduJ1nSkLeA8bfXeaWxFCMwrs9Hj0Cz7jVKDxG3z0eFEDdNus/OL/3ITw8FEARQl4LCqHel3sVQtEBirwO0v6I7YPN4x+7ZwOPr03OgCbs6v7c0SgX1c1EMD86SNm+fHDVnY/aC8yjGOqmnaE0fKdcbZR8VGFwLQqOExK2w6r972Hj2qhvMNtAydr2pRBI9+p1e8u7vEgd3vKOSHuvunNzGkQBvrmJByaDHMU1KnyH3JysROFvoXduV+bKEd03bPAi/l5VUHfk0gHcYH14bTQM6iM4B5hYwE6opvabrbnVg/h7w67PeJ7M5ameIxtMyrkNLK0r6Pz0mHQDsy6irPMiTXgrQeAiUvuoMB+3ldAuRUcoK0MVZrqTk5QmSnaWwcrbOjbvg7XRPmLqBtXm3eliaeUCRfDyK+11Et/SWyMFIK391gW9G5S3yaUf9fml9d+Hjhba9w1+9At6MdQB17g8dYInc/eK5zAOwqdwH2Lnvs5rdICK5Sm1EOlLrk92fKOL4Gy6tlmdi93o+lSnO0FUGAzvfkOKnwghr8yhG9TM2RPYOiJV1yYAUMnedsqqUOvU7NnC7/HEb93cYRYo99pxf0n8VhLSxFCz/tKeQ7Q7uq1/U9vDsRvUoYPidH875dUNqntKohsUIeQK6AxF9vgo4idC3gIKnwih+IkQ8rr859/4NYqg3pF7dYN6A8UJIYQQQgghhBBCCCGEEEIIIYQQQgghhLwOdIAir8+O24aEGKvOVeO1j0V18+atk5vbzMYlanSHAoAlOAYNDj/xLeWpG1R9bfkm3twdXXjcoaN8V/9OQPsdUnDayVosktwtSd2ponv7Wcrb2iLdO8ztMIJbCSDlM2qJv6WdhnenBb4PqYexmc7xPKFzeipxFrZecIbSiWNHdLyyupKrY4e5dOTgBpVzcR6q22BdgyNRi7L4iO5DVuc/pc/+FnusDe4aYG4qa271UqRFidg2sf2IDlB04PqQuMueSB95t4R+p4tc3DoBtXjO5gYVI85gTk7u7ITBDUq8PEZ3lm3jNtuyOF/2tXWGaCs1F4ty3LP2VUr7FZydnGCcUT5ncLTwr1udj1DaeGja+E8NX68ds7l55ObCdugGdQUXY+5irK5UFyjUcx3Xi5F34V5EQ8xdH4cn/XoxAk/Qxd75b7dqjdbVMD+JFjSnuuh217kLXhEtSEc7Qsgb093T2f31gq5t2jx7jU6enXNsuJmPzxbRgVXUd1pWaw5QksSbzmhki/BsMO8v566JW7fFuJXtPDfT0qW5QJX1+nfOjvrOWV9vjk/ukhq21XX1ex7ewxJCjvjOn/0JXaDIh+SbX/nNm4vBY/zd40D3J0IIIeRtMAciOkG9D/a735MTFAVQ5MXoBpzT5s/c/WCkDSzGwcW3EECNEW5j1E744/vmaGbiqC6iS3pB1Loei6FCdM17ReLtDlgYWUsMoH2n3A9QjHEVJhaKsQ8q/WDF9ixvgx/UBuu1DZq3AfswPKAonxtOYxQz+bTqprwTSnViqHBujwasg8ipi12LsUQ5YxOXyJiiji46JWurf3Wgy8+HZGhukV1OjTnxCKpBuNgJnjRTgPbRkBa9aoKZTTQa0AlaRiFMWS+KnoIQb1jmlTMKm1CFUbNlnYBKNjF4URQ1i8ixBNBOXBXX9Mg6mw5tp4ueLgzoti/RRKm6Hcyd9eAClN9s9Qb4shjqWkzwFGMMu6jCJkSS7nym/lwH4ZumYb0ggvM2JqVyPmPs3WJit3Y8KqFvUb0co1qnZc3hfkOxifEEmvjJ7itCexbLP2q/Qgh5R+yeal37aOMQj4fU+gVvn0P8ttpNe3y2EN1GbNc+TjMg3j/VFzes/1OEFxjaSx2l3Y496yAafoE4vC5C9gXi8FxMxjg8QrpoN3I97xmJ982v/jq+/nd//KafSbZ81Og7ExzdmhCKEELuHUbfEULIx+Ke4vAYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5W+gARV6e0XHD3RWa60LnwAEUR4Xo3PDShLeK4/xGAjjGY0WHqJk7VG65CmqRDfGt5QM3qO7N3RCjdxMxBvZ2tDnwuMtV6p2OxvgKQ5ZmsbTGd6czFGkngnAIfpAwL/4/9K4mdT7UGXfcCLF3ssZzX47X3iiXrF20HXyb6ux0ybHDXJ3GeaA4cqztTfgSiceYol1mUYz2e0WCU4DXwyNnt51yOnA9Jp/S59bXDDFosizeP5V5cwkKrkDmBBSdgYLbD9ztJ7g2ASU+Ttqytj9U16fJMmDjBhXnZ3F45voEWPcztJ2+Y4Q+rvZHvt11jhblS9bJRQ7dLPYifdBF3aV9N6jglnfIzPEJ6Fyfupi7GG1o/y7x3IblqXeRssg/pLYfi8BrEYltOjpIFbfB3kHwKEa1rJf7/mVdPU7WYjzL5qWfif1JjMNje0YIeQ86V8/q+OR9w7K0Z6HZs4X3DeGeziK2gdJuaogyzgiuhBgcn8LnqrZ4vH53wczQjnR0hMJOHN72SWbjnlhdoMqy4zi8PQfFmQsUAMbhEUJeBHODYiweIW8L4+8eA0bfEUL3J0LI+/Cff+PXGIP3ztyLCxQFUOR1uRQ3FMVOMQ7vpbFBw9RHkHXEuK063/2NeiKS6SIbgF4QteZ9MdT4h2uL/QqDmG/+B+whsgIIAhQb3F1zO58ibdAW9Y/0LnDLPnBcBh7qJhkwEZRt1yNtmwX+l39NLYoCkDbggRJ/p8niMdpPLlkha5tGV95GRqLIKYqhxIRS1w5Yh0g8jWKoSSxR+blbXfzogxS7UYxhgF+A/XoYr90oQMv5spiCPAxdDKuJnJalTacqzrU+pkbi2TZRFOPxdnEeVcQU+7Q0LoMv64RMsS8JwqYx8i7Ox2kJ3UkZ6B2mx3k/7iYiLQOxRwO6ZUlss6PAaBzAvSrSR2Qjlt0VQ9mPEmNYjzDBk4mo9mLuplGFQbA0RvHasqXfpo/AQxNOxXO9SBPNWoyqfe9LMap1vU2MqoucwrSJaRl7Rwi5Mbp7uhB758J2YP5scRCxDZR2U6W1naLSni/qPXv5HAGyugBaB60VwjZdX5w6uVY3vY3Dm0t+29ISh+efeyEOb09APH5aLJ/F4ZXo7smLA4QQcsB7xuKRt+Wjxt9FvvmV32QMHvliKH4iHx0Knwgh7w1FUOQaGIFHCCGEEEIIIYQQQgghhBBCCCGEEEIIuVvoAEXelhB5t3FhmLgzvBgS3p3dc4DK6k5Cm3VGd6i4XhfTEByhpNl+dG5QqG/uDpF4wBBjUCOB3sIJqousyNocqWrUhH93ydBsDiIBKQ5XGh2vVvtO7U1nXZoLVFnWx+GZ21KLQ2zL7K1r0fbKtmTtXE3iC9td7F0Xh6ddPB5yMEnJLRoPOT/fsSNEOXlUh7kZeUwR4++mDE5k7pQ21EO31LHfP8YxRre28VzsXf/kLnHXJ6A50IWYOwkuT+JOQNWBzhyhgOb+g+AKNHMCWiQ4RtRpq4rBCaj0af20V9no+iQYovHCl+sc7RBc7PryErUW5mN7NjjiTdvEEAlk38v6APX/lRXFf5OtI1TENxn6xUM3qCdem+4YklIsbP+Ojl52bPF+I0bepbR1fQrnPdYHDQ5hpb7UncffX7X9rtZ/HMWo2u9zEKMaY+4AMMaTEHKz2LPF6OwJ7NzT7UVs+3pDOyrNpbW4PtXiVJ4T2v23BNen9gxRlls7jhqp1/lVbaafHoeX21d8xTg8L0vicX+f0mf2C4SQJ/OdP/uTV3WB+uZXfx1f/7s/frX9E0LIa0HXJ0IKdH8ihNwKFsFGJ6j3wX73W47CowCK3AZD3JCeXticzIUrw8fGAdcjkdQojjLx0iiKMjEGsBFDmXCorLuNxAP6GANZsInEe5M/ZGsQ89RjxzqJU5gNasd5W22MTXIRFDDG4XmUhX14NxARPhdxxTgfflcNxUHY5IKBEHvngyshls7ET1EQ9ZwBaxNQmfgpDmBzYKKnE+LV2BS/HmI9TOLRWS6CmIgnOsGT5hYbBZR9UYR213xKn4NYJXncTRd7N8ThlXmLLgsxaSmFSLMiirEYz04IE/uqKqRpy9BEMUHMpAl9PJ7IPAJPtiIobys3oieb1n5eg7CpE35aWxe2szaw26auE6NAjRSCSDOOI31c1JV7AfGRGArPYIwk3Iu5k2FZvN+w85xQ4+0moqd4bpN0IipdpItKnfYntS06jFH17S/HqLqYlm0YIeTWOYrYBvyebow2Bkqf5M9fQOkLLfa6Rt2VfWi7YayCJ+u/FO15T7X1NCFND0hBBFWPKdyBdtNHEbKRJoIqB/4ScXhTmbBqF6veolcZhUcIeR6vLYIi7wPj7xqMwSNPheInQgghhJD7Q/Spr9wTsoM7caQF8lXR1snp1AafvzoBp1aOlIBT/YPt0jtxmABKl+Vlghp9cDgMUo7Et4pxsH4c4BzcZiT385gMYhYnoOASFN2DVLuB0OgYFAc/X1M48yl9BlJ1T/nq1DuoLEs5j0A5z6cgLFiSO3FomO7LpblsAHXwuQ1ea+oHrG29zk1lGVxWEsJ2QQiwju4nTdhUlrVBajExTdbi1AGUgepVIS6YyfMB63r+9FzXyyvw7bkczzBgrd+ey3K87jl8BKweelsSXX1OJ3d3KdNL7wJjorPzGTiXc4Fvz+Uc1Hmei/vGxE+duKmyabOiy9OyFOcn28basCiAOi19O5VCn5TE19NFgEWQbT4hrIfWfi1lu2yuSkncCUITkBcJ28CdokRx6PoUy49cn2x65oTn67koqboWuTuUhmn0/Vse+sggNJZO0NP3a7LTfzpRWDwjhWHhUdhUmbo8ybAdsHV8qn0UMIieouOToDqBNeGbnNtgvfcnqwJn61sy5Bz6jfPq6yFn4NyEmZrbPQHW7G1WJ6C16Te4JyCEkC9h+nw4uaeT+ozY9c3Lsu2brZ89teeLfGpufnoq/bK7Lp5S6HMF+dT3zQCQl+EZ4jluipPnjt1njWtetsi57yfi8+J59XtYu78t5efNcyP7B/KofOfP/uS9D+FD8JpCKDpBvQ0UPh3zlkKob37lN9/ss8jLQOHTY7H+g/N7H8LdQ/cnQsitQheo9+VWXaBe2GaHEEIIIYQQQgghhBBCCCGEEEIIIYQQQt4ORuCRtyWHN1wvRBwAJeZAJTWXoGcgCn+NV2GfOdlfiFUoK4eIg+AOJRpyFWxZ/W4W92PfyZ0lzPWhrj+LxPNtwpu7XSReLQPeIA5viKvwaIUuyij7d7g2psHi8Dz6IaRCdRsoOnmmqPZ1QOKqMX4oTqN7w1qio0l0NVlz50gSHU0k567Obt7Ett8oB0evrNCwD0aufQGzOEaglNmb/habMnGBIY+Fu0gAzf3JHCSC6xNSanXF3OnqtKTebbCLSYuRd9EJKLoEpSE+LUbbpeZOB2lOTipSpv2zECLwYjRe+c+7lwuxd17eRdhFN4qtS8UYBVrW067firGgnevTqlvHp9gvjk6JRhJ3FfR+sq7TxcjaNtdK8+O5s/mdmLsuqjCci658GZwHR9ensL2mtt3G+XGnP9l1j1xzv/2FGFWfprMHIeSe2Lun0wyo+L2zAEO0XXvO6nLrMrzDlPjMVp/nume4LvquPhOOcXho/bbvH9iJw7Pnn5eJw4tR4ZFub1n9vkQWhdozxbK0Pnzy3Gj3TuwvCCHPgXF4hJCPBl2fCNlC5ydCCCFHmAPXrTlBUQBFXhdtYpAiCLK/+KZ+ALCu2/3blVtcwdNNy4r+KfzxfPyjtLaJ7o/lcb0gjtIx6semRcsfyesf7TsxFNAGT9ci/vK9i5RIPKD9Pmh/uHbxUTii1/yD9k/yj33fuq6dmElEWjRPYCYpk7CsLw9/6BfxQQldpP3hXxSK1Pahg1AqDXuXMB8jKyxSIggEUMVQdt7iAL9FUfh0iCTsBrljDIXFFXHA+kWxeqgmxFjgv/8oxPP2BKAA6kHoxE6GCCB18C9JETSZmGmMw4viFxNJmfjJ+pEYe5dCfE5Kg2AmdXGcPmaa+vkuqjNMozZzURzV1gtiqDY2Wla7EHsHNPHTUexdK9+JBe0ET9oJoqaiJ/SiKV82E/fMiL9rCts8hyh6uhRzZ/MiTWTVlWMaxVr2Da8Pfm6969d2H6HhnmL2e836k1CuJoaaRN8C8PaQfQkh5F6wtmpzT2dkBRZsX5IBOqGs9xfxJRkXPWkRS5UlXVus/r/wL0xL1bYRbZG03YoZw3NHL4iSOr0VQm1FUGVJ8i8huYmgyrL2koh9/7KilHuXOC92/6IuJtNwL6T2u+j2uY0QQp6CxQ2+tBDqm1/9dcbgvTKMv7vMN7/ym28ag0duDwqeCDmG4idCyD1gwhtG4ZEII/AIIYQQQgghhBBCCCGEEEIIIYQQQgghdwsdoMjLcyHiAKgOLt02vfuDBKcXeyvX9tdF0lxBiTUwF4e4o35SooOFRRvsuUPFt49jZNoaXjlO4q5AiuBAJDKNxAPQx+KhuUABfazBa7/RO76t7W9qh0i38eefuUDZehsXKKsHKfk52ThDodUXJGnnqfuQEnmnfnxhyeB2gtExxdyhct6d3kYTteim5pCy9o5QdOx4WYY4RmBwIkvSYvDKwjc/RPLlbByf/Hw2nba5Pvl8iL2LcXgl2s5iYlrMnbs/ebRdm47lHpG2tL6mc/8JblAQhMg0DM5O4tOwGLxhf9ENCrXZuzb2LpYfxd6V8nG94KKW1eM9RdG3g3uuT9ZfztyhZrF2Rrg+O4el0cnpWgbHp8OYu0U225nrU5mWPsZwka3rU91GFMFZMux2cIg8/L1m/YlmxqgSQj4Go6vn6BIc1vHpqUsw0D2BmIuvu/T1z3pj9F3cjT9/drF3mMThjY5Q2InD2/ZnZQ99HJ49x3TPQirtfkW1zMeo38V+v9ycLtGeG4Fy32Tf99Xj0wkh5BmYQxGdoF4WOj8Rsg8dnz4m6z84v/chEEIIIQ/Pz/zRD28qBo8CKPJiXB1xgKEMKIOVMaYu/kU6w+dFwx9C5yeZAAEAAElEQVSXRXzg+ZAgWCp/EB/FVnU1SIhPADD8wbxFBIlvpBBgDccmw2Cxf4iUSLx6PFLLAHgkXj26SWRc3ey9/qA9CtosWqHG43WrDseMYb7EUKj/Qb8MFm9jH9TGmuOPYdPBt05UPa5o/OCjwf44EL2JvTNx2pqrEKDO5yCGyrnFFta4Ij8/HLB+Mbo4xlGIN0ZrurpkvILILXJJ8CR2XS99pxEj75BSE77FaLtlKXF3QGlrfJ20jb3r4vCkn46CnBCpF0Ux3XqC1h5FMZT04qiyXlgWou+eEnsX1zmKvevXC9eNt4+5tY8m5LV2MAOSQ1sXI4piFKUtt3/jdZi1FzVZfxcHcxF+uyxdJKEL02y9UeQ4jbOTTXmLLpRBgBYFbG07jXF4QSgFADiHG4RO9NS+t3T3Huh/r26bbX9yFKMKvHz0LSGEvAl7ovYveEmmlEURU9kmxuPZPYWi11m1fQ4fE/vzaRxefOJp09s4vPmTUVta4vD8mAS9oD/2ixaDZ79JvP+J2P2xvTjj/Q6j8Mhj8ff/4l95NBt5G77zZ3/y4jF4hNwC3/zKbwIAo/AeEIqdCHk+jL4jhBBy7zACjxBCCCGEEEIIIYQQQgghhBBCCCGEEHK3iCrtMsjL8il9BlK14v/qBDkVozFZFuCrajqWFsgpRBadlmbzf1rKPFAi0k4JeqrLkuxO79oRIUTVTGr7LMbG357VbRm66Btt66gCq4ZlOThxBPcgcxaKThDRdcjcHnJu8WoA9HzunSAGV4jXcoT4lD43x44QMzWNn5o5sMTy6sai0dlj5sBijh3RkcXcVJbmDKKCbUxR5aLbiS/LbTr83u7+dHRuavmlcwPQseO5uFOQSHP/WZbWrnx1KnXM5k/N2FDPZ+BcbY7XFfrtuZTZfHDt4vl5eTYuTxERbOLtgLnjU3T8Mfc4kbJucGbytimltp/omCCyG3uni2ymNUTdeduyCPJi/U5Zt1uvfuw4nZfg+tQtc9MLd3m6NvbOpy/E3rX1dmLvJo54XRTo4PrUbTNGvNn00a3lzN0iRuBZH7F3noa4y2nsXbccvetT6Cfc9alur7F/EgzxhrW/Oxe3jmS/37l993RufYacM+QcHATPa3MUXFfg3JwCW7u07U/027osr2ynCCF3jd8XpKXcv6Hct3XPiKf27IiU2jPhkrpnCj0lqN8XhmfCJdVnxNJm59hPd9NlmZV3/fQiQ9/cuzEe9cc2fak/buv1/XHsN3y6PoN0rrShP1HrT/IK1D5DrW/hMwl5YOgA9X68hhMUY/BeBsbfPZ+3coAyxynyMtDliVwDI/CeBt2fCCH3zM/8Ee8NboFbiMJjBB55fUJUgQ++WmRVHDyN67sAqUZd+bxsIg6AEjWwiagxcotBkHFMVltMgaQQaePZRUEcFT63xfBpt46IFHEMUOLcLCovpcuReAMClCjBGssnIXrJYw3q93vNWIMuhizE3mk9jrEcYTkw6NKyAksq0UdhHcPLUwKStkg85BYJgRaTgVTCJnw8XLX9RhcG+yXUPY94yk2M5uKnOMCQw+B1HMjOuYu9o7Dm5bg6WjOKNIJIpkVdFRGF11mEbRgL8sVMxU6DyKlblGQb24K54EmicMX2l6Tbvywx6m4rugTQRDVHsXf1uEtsXdguiJy8e1ikF9+GyJwobNJUliHMx2V9tN12oLUti+U2qNoGWsuybexdWU8vx94BTfw0RIHavrs+e82Y9uFBKDVq7CUKnVJqwuNYXvuImYRKkFw85iJZ6c9b2fc25s6XxZg7CeezTms4v1FE5b+liaCDaFo6IRjadIzG24nKi/c40LzpTxijSgj5UIR7cYh0wluNUeW5PruhPpd5rLqiNOZ1F/Hxrqw8ZbNe7MPHSDtrli/E4fVPeNMnoxr5Lb6KP8eIlOchwCPDuz34902Qxfrc3O6tVN/0eZEQQr4UE+5QCPU8KHz6cr75ld9kDN4dQMETIYQQQgi5BgqgyOugQTRSi0SklasUQZStH4Q+nZOECYx8kLQJV8ofu23fWgY4bXdL++OypPbHc227aeS2v97xaRRHBVGUHw+CfUcV1phoR7Q5C6lC/WAXiOQm1lrz4R+01X6zZWl/fl/bH7AlCVTFBQivIbjpRCj1s7s/8y/LVASFuo6Xpyp6qwKEuA+oNuGK/6G/icn8Z0bcqE6ntgsf87402O9CpzgoPThzHbg+zd6oLuu1/VH89IqMwkoXFAbBTRTgJO0FUeSL2AieotDMinZETr48ujQZJnhKYX9R2Bo+pxM9pSiAio5BwzrBWWjj+hQET9FpDqHelGWtvBM9LehFTsGpTsN6UQzVOz6Vts+dJRSv6jIxuj5106MTHtDaRJuO7oUmVgbqIGtYL6DdNRmErdLOhfURw3Cz0wljoyDK9mOfE50CB9GTdnUKbb3g9qXhPCGcC6j9N7lnQRBDDa6SGwFZFN4aefi92J8QQh6d2n9sXpKpy/Zekhn30QmLxnkv3z+Gfvsw2em4pV+YEe5R4j7KtD2ZboVQ9flStX50e5aUJXRK/mwcfg/U9ZfZw0+avjhDCCEvzXf+7E9exQUKKEIeiqCeBsVP78t/8//46r0P4aGh4ImQt4POT4QQQh6JuTUDIYQQQgghhBBCCCGEEEIIIYQQQgghhNwBdIAiL04XmZZ1G1cFtMiqL4k4EG0uGgqotmWSpL0sm9BcmspOuheAxd7cVe3LNRyvtigFhRTHKfvc6AYVHR9qJF75HbK7VkB0G4l39EbvzEGlxhrUr1PeR66ORJ/S51dzirgUhxfdobrD9eiy8JZyxedEmoOImkPUJAJPmwOLxwzGSDyTdV5wO4mRTxtXE6DFO/l8H3sXY+50XZs7FOOKXo8jZzmLT4zOcikByVxWUN7SD+kfdu2/toPao9C5Pg2OT96ODu3V1OXJCFGFh45PIfZu4xgU563tlOrgZJ8Ry1Nq0u8x9s6dnFLvBLTIxs0JaC5P2jkLxeMe1gumDu5o1zlA6dYR6ij2DnD3p8PYO8Dbw8PYuzrdxd6F6S7yrsbcqbedYVn9PC/POpzfduwxotIifGZ9xMy0Q5DcBQooDlzizW+G2oleivtTiycco/Jsh9K7PsVqmLFxeYqOUG069DVdtN3kXx1+I6CPwyOEkEdFg5Mqwr0cAHMJBobniV3np2HNyWrWRm8cBYfy6XpyhQsUsBOHZ88rQxy7uZiKlC7P9h+fNxfpn4M0uFaqemx456CYcn88wz2v1m1e81mRkLfk7//Fv8J3/uxP3vswPiz227+GExRdoMh78RZuTv/o936I/+V7v/bqn3PP0PWJEEIIIeS++Zk/+iH+82+87z0vBVDk7QgROR5ZdRRxUP+VGK2zahDCNOGLmkgqiCB8Okn4w3J/SBJFTxORVBNIhMHO3EQ8qoMYCuhiDHwgFKlE4tl3CJF4u3/QDjFx5TvqNNZAlqV8rg84h792vwJHcXguyhrj8EzAprmL8gMQRHHJv/t2gKIKF+q+fEAg5xIVETdwfZx2g9Kbwf44qD8b7K8RRdrFP21j70z8FAVRHFR4eS4KK3eS1lyEaEIaE93YdWPbv/J1c6/siZ4OBU9DpF3ZdBBApV7Y1H1GEEGJSNtfSsN6vegpRtj5ul0cnvTrxQg8QRBNSRd114mcghjKouyasGYUR2FYry2LIieviDoXRPn0EHvXyo9j7wA08dNR7B3g7aGECLwo/GztXu5FTzH2Lsc4PNu2fkeLOKy/c4yonMW9GlFs25cPUammt1MJxxaHoa0tqNOdAArd+fTfBujuTyTG4Np8jL2bReN5ZGDbj8b1tP3eFNQSQh6V7hnCX46oC+NLMhGPBu+Ly7PURFw9Mnn2A+BioFLWP4aWZ8+2XIfPnvZK0zi8Jojyz00SvpO0GDygux8SpBK/jXAvZMtzvDeSEAkvnbC4xKm3F2be6lmREEJeAot1oxDqGMbfvSwmTPpHv0cBzltD0RMhhBBCXgIT3fzMH/He4qPDCDxCCCGEEEIIIYQQQgghhBBCCCGEEELI3UIHKPK6zCIOrHyMOPC3YbV3lYhOStENKqNF6Si62AB3Y6rbZI85Gg5PJUTmoHuRt3sjV6XtL765G9ygkOu7vgeReFasa3CmScnfCoamLjyhRAeZY83cIcOdh96YWRyeH3uIw4MG1674FjLqd0zBBSy4XqmV1XX63yi8ET2LxEP9Z+Jw4tPB4WTP7URznruaWOydrRecUej+dENE96AavdU5QtlqjAWZ8il9vuj6NHN8mjv8TFwaunMzOD6Nbk/2bwrTo+tTdIpKbdpj7lIq5z3G3i2hPsSItBh7l9C5QcGdnKQ4DnWuT7a/6AZVHaSCOaC5040xdwjROJdi70q5Xoy9K/vSuRNend60h9ERyvrwnIMzUXUzsmUaXKRsObb9kyxLu/ZW9A5hoV5Fx6Zue8xdoMo2eTpdP8CbcpHYb2uIQQTyqblDyXn4nODUFb/jGI3X9fvR9bJzisrddt004M4odBQkhJDriPF1XcxciE+XFJ7nghGxbd+7QNX9KUK/v/lUbFyggBaH5xHdzalRBX4fIqrQJL2fVHuALS63daMSlxfugfwQ4r1u76zYOULV71++E6OfCSH3A+Pw5tD56b5hDF6Dzk+E3Abf/PPfeO9DIIQQ8mCYC9d7ReFRAEVehcOIA6BFVuUwGBii7WwAVyWXeIDV5qMYSvwP1faHbo9CyBr+yIv2R+cFyIu0gUy0P2aLDgOQURylMTKhiSdk+Lt3+eN0E+D4IpEweprLUYY/ind/UfcvJUUQ1M0vbR3b3mKR3uGP2mMc3iymKA54jwPaJcosfL+4XSgrkYbtN/KovJT6SDzkLmrrcLB/Fns3G+yP8U91vRhRZOInDiDcIEFI4wLCcA0xFmQfEz/Zb7QrejLBkwuTEjaRdrNyoB/Im8XbAVVEJdtyHIieJEZmYhOB5xFnKYqcgpiqip+msXdR5LSgWw9dtNpcDAWgj7kLUZ2i6GLvoDiMvWv7uhB7BzTx00HsnW0zFYLW6a48ip6iKDSyrqWdt99iWOzXoMi2f7B1xm2G5a18iMOzHzaj/rh1PUWLNprcK2i8Vxk/xMv1eN7KxmjfaexdL64lhBCyQ4wSjYola+eBFo1nfWYKz4fx+Qnx2W7oacam2ObTrFuY9Eq5FPsti7R7AtEmwvX+Jj4KeWx7E26pSNE1+Us2EvbX3wvZc5Xf89pzM6OfyYPy9//iXwEAvvNnf/LOR/Jx+c6f/Ymfh9eCcXg9FD+RR4HiJ0IIIYQQ8lowAo8QQgghhBBCCCGEEEIIIYQQQgghhBByt9ABirwt/qZtdXlya6bgdLT2blAeg+fzdV+i7c3d+qavSHiFNr41a9NJtg4PfmjxjWCU5ILgDmXLY9yQSnvDWKW6agyReEAxevC916i+GNvmrhXanFBUtcwvLSLOv28XcZDe/a1ei8NzB5DB8cNdPoJLFAAgzWP9bB8eiRciCKHaXH2qM1Tn+mHnNqN/M3xwOzmMvavTnSNUiLkDwIiie2GMBamxmZdiQT7qOTX3OHd/qtfu1PUJKMtHx6cQe7fr8hSZOT5NYl505gY1RuKhOT1ZeR+BB+jSjs+b/aXVB3N1Ooy9i+vFqDx3g8LgBhVcn4bYu65c43ywEdSwzardOpdi72ybi7F3sXwWezdpDzvXJ98muh7lsl5wXDK6KKIQmzpzghrLbL2NE4dZTYoCa7vWo+uHXrhX0LT9NNl80OzDse/gtHGYjG5QzYHL3QU9S5cQQj4gBw7BmkJ7OnN5ylrv9Wy78BgZP2PSXM/Wi46+Wm9x5i193yuJSjtWlRDbHtazw4zuUP5cGe6hkgJ5uFfK4f4nPCsy+pkQ8sh89Dg8Oj89Fv/o94r70UeNwqP7EyGEEELIx+Bn/uiH7xKDRwEUeX00iEtqkYiUQT4bOF5zP1Bug7aTP3RLiqKnmB0UdVJtWfkjb10t1wFqW2+ZDaua+Aj9X7z94Ps/qredxTIrKmUJuY1/2h+5LbYtt++uKbUoPk1V/LUd4L8k5HiPP2qbCKoc+9oEY8B2kFvbscdoLV8PKGIJ+y2W1AbARUJcUBVCxQi8aGzn9Sh3gykXY+9CuQ/wx8F+DlDfD0MsSBTczWJBBEWE8FYxkreExd4BcPGTR+CNcXid8KjFz0knZtqJtQMmoqle8KQTYdNG8BTXH0VPLtDqhVEa9rERNsXIuguxd2WbJoJq83F/9v16oRNC39ILoLSKoKI4KkzH7q4TQ+lx7B3QxE9HsXdWfhR7N7aHUfRk19Yg9hn7BkNVuuCgXaFs+7mmcXj+aSKQ+mPGvlRtQNl/wON7BfnCpn2M03XydeUahGsfqf0hhHxgtEWB7r4gs/dv2EdB5vO+3v4xdOvu6VmDzntcRcJHxufNcq9R75OyBoF0jWWPL9ZYlJ+0R0u7t/KXZ2YvzNhGjH4mhLwDbxGDZzAOjzwa/+j3fvihRFAUPpHX4qf/8tdYv57BN//8N977EAghhJBXgQIo8qrEgU/N6uYM9oduH6h1ZRKqU0NUEQUXi/AHcqztrVZzd7DxV0nB7SE4P5S3gPtl7vIRBkWBOhDqf2PXtiw31xAJAiXJunGESuf6B+3UD/SW0V4TX4S/cNsbvkD5Q3eS4z9qAy7kuIU/asfBWj/vYTA7CqGA+nbzZD+lrgTxF9C+05L8N9kMPAQ3LQBt8F/bwL+7ohy5Pll5EGt1g/2hnAPUN874Vry7E/Vvxcfrx0RQwMd4M37j+gQ08dMgiCrLkv+OsqSubbL9+L8zIdO4HiaCp9ERatimCJn6z5qKngSd4Cm6SHUiJ0HXF1xyffLp0HyX6SiOCocdxnNN6FRWRBBq1mVrW6+JcJuYSbIGoaxedH3qpo9cn4DWHh64Pvn0IIgyZtfLrCy6Bs6EstO+AcNQdnR4lNyEeKtCrdO2ewX/zcK9goR+pvbhncMjIYSQ12F4QaY90+XuOa1riQ9d9i6Ll6Kb0zXls/UQhbLhWREI9zJaRU4u9m7Pkbr8/9n7n11ZluzME1vL4uSgulmvILGKqGQmOoluQIDe4DzCBXqiEYEC2OhG42bdIrqQmSAIJlECcZkXBRTAUY80Uz5CvoEAjeoKLGaB3aQ00lgSCo08YUsDs7XsW+bmHrH3jv0n9v5+wDnb/5h7eES4m5mHff59Eu9Pxdr9pxdTgX4NbG+SHaGwf4XOUCcQjNH5lHww/uFPvpHf/5tvX/swyAuCbkgfQQxF96f3zUdxg6I4hdyK/+Vfra+VeTnPOUIIIeRt8BouUDt5NIQQQgghhBBCCCGEEEIIIYQQQgghhBDy9qEDFHk5DJwkpD/pa8MuKaIPRIbbT7FwuGgrd9ygqpeV2J/gJiKwzbQO4grqaSzHmCLcnym4d2CWjngZd+kYriEyFreHdIskV6oUaYDOJ5ee6u2f0fxU71vAnyRGlw+p1mKGepmIxJPJ1aPk2AYVGQ4zZuHqk+KPfJ/omIWxTuiYspnfdzvB2Dt0O+GT0ndCelq+xeCJyOb8ivOwx+HFM/vvPA5vFXsX03PsnbtpnU6ifj2Wsu/YNLk+2ezm5FxwfIq6beX4VLb7SK5PGHmnInJScGkCNyd0jSrSqvOD2Dvf317sneFb6DF3EW0HjhGzG5SeZTgjYgTeeTRkWk1kcoOKZmgVe9enL8XeichwfzqKvcPlT3DCSw6Rk1PgbtsgMs4Br8tx/qiv4J9zj8wdxYYDFEbmLi2oCCGEPJldh2CRVo+fFhtV2zy6FVGnL1Rh61my69NmGu5KVEY7ojpcCVWb+2CUmdZ51Hu7We7LLTkG2wkcgksZ99DpPvK66GepJozBI4TcO//4L//1u3WBovPTx+K9xuHRhYfcgj3Xp2u2+d//z39168MhhBDyxvn7P/2p/MFfsQ/ykVEz/KWOkOfjc/lKpPTB9R98Ev30aQyu/+DTWPcJopY+ndoPuz7w3udFROxTEfs0BuHrpzIGuj+p1L6NFYlyVtqPxvWTpnmfrhBz1KLy2jzGF7XoA9tdjvFFEVl0HoPc5VxbJI/v40tN0zFA/aWmgWk9V5EvLiSqYl++tOkvX9pg9O/avPV5EXkzUW0RsSWyEVXENEb8qWbBhZYWteXlMIoLzw+M4ip6HPfkn9GXs0jtn+vvvmwH+9/YZ/mRifOonER/0PS7UY/0efnU6pZWrrQ6Q6R9d1/OW6GHyIcUvh3G3uFyvNZcHFXGdLseSxY9dWwlhiqLQcqV4GkpbJqWw99D0RMIqCIGr68b9b/GQKVPH8XetelJENWFU/G6nXLOQicXRLXpuc3IoqcRezctj+m6jrqbpl38dBh716cvxd7h8ltdDysh3uZcFFn3FfwaP+orlCLi/YCTRrkWb6iwXKWeQHAX7fbUnn+pMD8+V/1SW9st0j7j3mbrl3Ob7p+zffnS2m6R1O7Yly+tLe9t0nupbwghZGbu03nf7VKfzj7le0SRfE9op9L/6VgH9XzFOr/v2opKPY0+QUXh82m06XME3nyvmKYlz492e0yXL02cW86Ldn/V1n/xuNudtgbFzb3Pa3HveBbxe8XzedxH3kDQTMhbg1F4r8s//Mk3r/ba700ERfHT6+GRdK/JexFCUfxEbsFjxE8zFEGt+cc//tPXPgRCCHk2KIB6m7xUFB4j8AghhBBCCCGEEEIIIYQQQgghhBBCCCF3CyPwyOsBEXZa4XFag6g3j7eJqDvIGpgibdRsRCBUiQgBjNfzKDu1xTrRsWvpT/5CrFA8/VtlOIpUidiCdvg64osgQqkdYnfRKNr30VfA65hqcz8SGW4pdZr394euKFqGe9IbjDXAp4kxEm+OsHOXD1NdR+KJNGeQaf8xr/hdl8O4p3A8sRqxSWYjNsndTt6j+8+HxJ2KfFZkE58Yy8/ncS6KvLs4vEuxd2n5KvYOl/cIvKjrMM4O66yNY9N0FU+OT8vYu7S9iBQop9M6dH2CyDtB1yesoycnp+wINa2D5S0F1dunsY3KKOdxqtkBCpydzNLy4SwhOSoPYu8i6q22Ousw9i6WX4i9g+WHsXd9+S2vgVUcXrTMp9NxX8Hf40FfYROZC/FDo5hGDF7fjBBCCMnt95HrU5o2WUbliSTHSTUbfZFq0W9q7ZaXb42VukOhaY5PdycssxwFvhP9LGabfq6375/LV3fdxyWEfGzQMene3aDo/kTuPQ6Pzk/kVtzC/UlkOB3RCYoQQgh5Xf7gr371Ii5QFECRl8VFLOdz+8HVB6nP5xFZdK5ZBGQjAsAK/HoMIicT7T8ao4JJYxqFTe0H5cW69MO1ialGBJJUEEOJSVJOwCi32ohNaoIq36GGUEpURcv2R20RaT9s2xAIKIoJvGxs49NFpFgWRL1h5oFuH8jXonnAG+IYIhKvMyRrHRcDnEr88G8ix3FPi/gzqXU72M9IiHeBncqucG7WOeBAEAoK39UAkYKwaRU15iKnVezdaQguzePvMHpyKVjSXTFTrBdZlokqdkfw1LaH+YXoycvYaRxfiqwro7431Yi3m49TbJw3evbX9UMaQllRqJ9cswOC2r0IPOmDpm3/EH8D4kypNiLXqomccZ1sYu/avurl2DtffiH2TuR56kPfp4tk8fo87Cv4OuwraB2DyGdr7e8Z2hMUQft3USyLojHHkBBCyIdEzyB09vvGECeDsGkleIIOZtoHxKfLuPVrAlxvf1VH96OI+EM8Y91CbF6hTTx1kfB0v9g2Gf2p6Of6vdQbeHCGEEJugQuI7k0IReETQe5dBEXIU7iV8GnmH//4TymCIoQQQj4AjMAjhBBCCCGEEEIIIYQQQgghhBBCCCGE3C10gCIvRnL+qSZ6kvGUKzg3iNZhvYGuF9N8irTplv9huAQuGuEOJd1laErQWUUXzNE39QRP6+rYn6lIOY/l1h0kRKS5MvnrqESsjnR3qc1TvSIi1cYTuUV6VM9wMpljDdr2dUQB3gno9OFPGpvpxpFnNxIPyqnI+CzMIppLRY7jnmbHE9/e992jpe7a5YcMVJcuUCKyjMOLc/EdxeH58TYXuq0TE8bhufvTXuydYQSeu0D1fS3dnHz5Sna9cnxylx8FK6WV45Nf+lAuT8O+iibHpuQONQzm2kuZhDOT6bB9UhFwedJpHs4PeJ3YH8TeRbtzHsvFI/A8wg62kckNKjtOQLtYK8Tj1a0L3kHsnchweXqJ2Ls9vK9g/n4v9RXmyNx+rPE5qI3Pqe8j2swCjo4Rkdtnn+8tEkIIecPgfWSKr7MLrk8V9zHal9TuG7Y78Hoy9R2KQrslsusYfIL7w1JGZKxpul/U0zpOPBxPI/5V765/S8jMP/zJN/L7f/Ptax8GeSP847/813fjAkX3J7Lih79sUXL35ATF+DvyVJ7L/clhHB4hhBDyuvzBX7X+4nNG4VEARV4HqxGDJ+KRNEMtFD/eikzRdttBTRHpQiEY4BSNAU4FUZKZpQgBtWld/zk4du0HiHFIJqNctbHc1xU4PI/gMYvp9n4gHq/KED2pjvfqMQYYa+AU3YqevBwkFzTBV1v+FiO78Hg89khEWsTTKhJPZCNgaWI6/0KntUdxT4tYJ4x7ivORvB9K2cYnTvMrIdS7i8NTiLY7nYaAEEVOLn7ai72LbUoXRIE4c4698+Xwd5MuNgueZrGTbzsJnlLk55HoyddvKpC+6stYp2IpHk8FXieJnGwhelLYZrwuDphqBWFTitKxHns35qMdQwHV2SDazrrQCdtIiMdDcdCl2Lu+/UvG3h0yReaK9DbSj7XoMjJXpLfN/kEWHTF4IiGY7pNpIHsjmF4pJgkhhNwXC0VrikSXfFspMkTQKfKuC6OwPV8Jm3w5xt7lODw/rr6vatt1gveHkh+YseneMYTnOu4XVUcMXsxPam8/hvfSvyWEvAl+/2++lX/4k29e+zASKCy6FzEUITOMwyMfgecWPhFCCCHkbfH7//5b+Yf//nnuHxmBRwghhBBCCCGEEEIIIYQQQgghhBBCCLlb6ABFXhSMPosYPMeffj1JivDZuDoUeDQWXJ7QuWEVayPSn+4VgUiBaR3GGCR3KIhISsZACk/W+lO4fd/g5qR1PLSrRVPUnaiN1B5wE/HIqGRAMTscSXvN5oYyIqkwsis+Eztvtn1LYESi2HkTiRfv6XzOn0lZRzq0wuCKMsU9bRxPRF4l7om8IKeh+R1+bxmVtQuUiFyMw3vL58vn8tVwJ5ri7xSdA3o9Eu5PR7F3sXxErJiqyCnvvy1v+185NmG5KAsxeui+NG8f5g1l9W1KjqfprxN1cbJjkDStVSbXp16vr5yh0jy0B/B+FKJx1LLLk6LL0+T0NOLxwP3QICbP3Z8w7jPVe3VML+pBkbUL3mvXg8vI3H48Bv2BTWSuv1/oN0i13MB3x0iR7gDi31SVrWPkos0lhBDydhn3en1BqudtRL3JaJcN3HtbOdm4Pvn0kevTyt1xtY9wGtyUs+28vw3sG6m1GLy+wl041aA/5m6H0PeNfgm4K/t95HuJeybEcQciRuGRmbcYicfoO3Itbz0Oj9F35Cm8hvvTP/7xnzIGjxBCCHllfv/ft/v2WztBUQBF3garQU2R9ou0D9xCWf87hEx2OdZGZESrwY/VGG03tpliEGDeigjmBMT4qA/GY9JT/DatYwAdt4mCNs3LWDZFR8U0Ltey+SH7HtmLxMNPCOPwxKyJNyDSASMcYhmKAnxwfxF796pxT+SQXQGPyL74ZbV8EkGJbIVQKxFULD+Iw3vzg0QukjydYqBLMOZOVRRFTqqHsXdtuW4i8CLuEwVPOHAnIFySvDwET1B3jnKLt+Rfwnn1jU31gIqIWDp/lhFnXSQVAims1xfCqGhDkugpC6Pati5smgdJs+BJoY2LQdJzHducJzFPrUP4U6soTI9ydV0P9tfZiEDfUj1oINYSGYK98zli8MSXh5p4iMdCND0LpkWmiF2RlWCaEELIG2IWt/oyf0ClR6JvxK0ibVm0saMDsInDO1u6J8zTl0VPc1Se1Lw/fN0UlYcP2cwCbrPRoSijrTIQslsp0IcoWexfLfpueto+PPLu4p4JIeSAtxSJR/HT28IFRm8dxuGR9wRj7wghhBAicvs4vJsLoMLBRd7IwBl5u+wNatqwSzLrP18nZ6eDH76PXB1E2lOy4OyUfnT2dW0PC0eoKAYj2jgY3p2cwvHExo/OuI3siaCk/aDtg7aqTa9QRxkXFijuoBSRUidnqvsnOYCA6xOOBejptHXJipXwfVodn2sXy9H16Q7ZE/BoGeKoWfw3z5ciM2mAyDeDdcvlCzeotzpI5OKx2fmp/dEhFIPPUbS7BszzIlnw5NMx+KbgFDUJjVQjePeiSBPdFW6Een3t7YnKQiDVXlyLLkVaK2FU6HWT6CkLo0Sa8EmkD5aiA5SLt6yvOw8xsL//7B4xGietvW7rDlB6rtkNytvYWpf1oMhaBPoWzt/ZMVJEmhMUCJ+XgmkZZWJ6IZgWaW1pCKL7Z7xyCiGEEPIKQPvmzn4bcavIVuSE4lY5ELZOXQwUMyncV417xWPRE7o2Lt2dfB8oeFoJnabjUxBExyrvW5x0zBST0fno+/L+1gnayOnhEZHj/q2IRDv8lvhn/+6vY/p//R//1SseCSHknnEB0ksLoSh8Ik/lrblB0f2JPIa3IH6iCxQhhBDyPtmOBBNCCCGEEEIIIYQQQgghhBBCCCGEEELInXD7CLxyai4DQjcoso+7+yRXB6eayAmmaz2OtRGJJ38PY236ND79myIPJkOprTvUeLkUm5fcoCS5PrnLiQrEFvTIu1hXhhsIxhhIMZGKTk/a5j8QyQHEXZrAlcNEUiSeioTrTIt72jqhtCgoxt7dPbODkbtDzfGQWB7iIXVygsK4j/QysG6zfIoLwafn31z7pyPqTk8niLM7jc8SY+7884o4u+EG5bF3MQ3lWlTecIOaHZ/C0Qgj627o8rQEzgMttus+Fc1Md4ka8yJ+FqycocKFIdXzC2codBSs43NQcIOSOtqh5A5V63raWhs53ChsxOGdz835qU8v60Ev99Zd8AzeU1+kqmvHSJGpD2AXo5JE3DVE1lFJhBBCnpfZ3U9EUlb5KhJ9VUfb5Os5z8fyPKsmw51xirlLTkyXXJ/6vtM+sN1ZOT7tOD1hnHv6O7+Vk99vFrH+QmqtrxYR86YpBvrI6XQZh3eSNw3doMge//An38jv/823r30Y5A74x3/5r1/MBYruT+SWvDUnKEKu5S24PxFCCCHk/XJzAZT+4BNErlgSQ73JQTXydjj64fsg1kbEhUw4v421ERmxCCGggYgDK5J+0Jbpd/UkjppET+KLFvO+7zEY3gbRMeouovtk2t7Xw3zgwoQ5+q6oyBmOO96r3u11iHF4YucQrbmmIKIaNudOn54G+EUgyuGtDviTh7EQ6iQBTwgJ2x8TFV2YIK6GyY4GiURGXAiKqMb5VePcfenzLK6ZRfydorByJR7z+LtUDj7X6TPG2LsQCJlFXeSxcZdiXm4OiJdENUWl5nL7IqmIzhNZCqOijr1GGCWtalJoa7IYCgY/K7RpZ4OYuzEt55oHgc9Q75kNwVMXP831oIj31d6uCDTFoVa7LJgWEY9KEmmf78WoJJEumNLUD6D8iRBCnpkeib4Rt4oIxpNHM7onTIUY8za/Lhb3c/PymkVPq5g7335X9OTtuQueMMYWj3MSPG2ETvN0HQLyzbrNG3QReukirBJvYyX/Xgn9RzfOttHSd8A/+3d/TREUIa+Mi87+4U++eeUjeRgvEYdH8RN5Ll5TCMX4O/IQ3qLw6R//+E9FRBiFRwghhLwjGIFHCCGEEEIIIYQQQgghhBBCCCGEEEIIuVtu7wA1W6VDzNSbiwQir89RrI1IPPl7GGsj0q0a7DDWRqS7PsDTxGKan8KFKB0Rza5PY9cjAk9kPGismpw+juLwDMxUEhvrmZ0ArmljTY4sI8YKr8fmJnKWewXrjHADOZ/Tk8uqOhxPAHQHi/g7m62zyLtkdjBC5yKPCZFtHN61T8nH8u4CFdu7Kw247ryaA1uPv/PjkzLi8ES1Rd/58tk9CyLxPGJFVEVOI+YOY+9StMuRQcEU8/IiFO31NB6IT9h47+4SNblCicjaGcodH8ABcOkMhVGu5+FOpOjYVE20R9hpNZEUddf3U+uIuau1lXfnIxsuSHZeuODN9aDI/daF3fnxRaKSCCGE3JQUc71y9xMZDn+4fPH4lhrEoD8G23d9QifhFpN3wfVJZPSFbOwv2vqV41Os23F6wn2LH9cVfajHxj33/ouCm/eL99meCCPxCCFP4SWcoAh5Ln74y18xDo8QQgghRET+/k9/Kn/wV3Sq/KjcXAAlp9OwSje7GAkkQjHUR+VirI1I++H7FrE28UOz9h+h+6yMH5AN8otcTzXmLa33/W1FTjivYhBtJ1BuQwyq27RsmkfhEwgV2j8XMYy4AtP3OZC7O2hiFmITFYGYwDqinyYhAOufj4mdRgSeSV2KoETWg0S4HpdHTAvUUyincCHwS5xzn8tXUUfoFAOoquPa0Cx6ktMUh1emekZ6vYLCMpEQ7VwaILsY8/IcpPg6zVF1SBnvT1fReSJLYdQsivJ9bIVR+J57eRA5uRgKPyMUR2mFzzji8GoWRJ3PYiGGqiNqtQuANvVg3/fd1IM9KkmkX1uXopJEDoRPU8mV1vgRp+ZhbO1Ka7aIrfX+xr3G1hJCyD1RvthG9LQXcydyQfQU2wyhdxJDCUy74GlH6JQE0iJP6y+dRj93JfVN96/ep9A6VNyzGO2OoBiKeAybx7IRci23FEIx+o68JC8Vh8foO/JQ3mL83Vvhv/hffvAqr/vjn30nIiJ/+5dfv8rrE0IIIc8FI/AIIYQQQgghhBBCCCGEEEIIIYQQQgghd8vtI/A+fUqxd7uRQGCpzifcSaLH2oj0J2wvxdr0vwrbtXmNIuioge5QWnQ4vcDLiKxcoPJLxiG4QcrO/NjBzna4HB1XanMWcWOnFss0YqcUd1CKSKmj3EdidgTxOsdMdPFZtLrnjhxPyLPhkW4q5elxeEWHWwC466RYWJGXjYP1ysPj78qYDzeoU0kxd1jHYCSencD16QQuStWk7NXLR+zFvNwacNIz1eaQt1cuHJsml6gyIkaXzlAK8767hTNUmg9nCdi89mi8cHeapsMxokJMjzX3J68D65jG5eGCB/2ze3LBm13/RKBPeRSVJLKR+j8mKim5O8aOFgVvFVsb3+/9xtYSQshbx+NoRY5dn4YT0xWuT7j9wtlp5fi0cXqap/u9y836Strji2XRlNlwEhYr4976nfDP/t1f0wWKEPLi0P2JvBbuBCXy/G5QhBxxL85P//jHfxqOSIQQQgi5b54hAm+MNB1GAp0kDcQxEu+Ds4q18eVzrE2Kths/NCfFEgxKp8HOHpMX82YiKfrO44L6YPfi9+gkjNrND8jzpiohtVLZDMp7dJ9UiM/pg/VSUejk7wNeaBWr4+UWsTp+rb2H68xjFDH2Lr4a1Sb0IGSPEPcM4dNj4vAiLgQUdxh7l4TAIss42Ge/HlVHvVogMhPj7E5THF7RNB+CDbM0aCgieWDPORo0m2Je4jBvNNA2xEYwuFkk150iIEwBwZKLpKbovLZf2LYLo4a2xWAb2QijdIpsFemDrTDgmj7bWtN0xNzhIOi5TvPnHIcHMXcieO5RBPokVhG1Ittlc2xtiq79OLG1hBDyJsAqGiJ71WQreroUcyeyFj31cnLOMbab2Dtfjn+rbZf569Y8/ySgrbFTyX2ecx3T9lC58H3ASDxCXo7f/5tvI4LwnvnHf/mvbxKDR8hr8sNf/ooiKPIq3Iv4iRBCCCHvi2cQQIHgYHbEmMRQyRXjNQaEyatz6Oog0n4IPgkMEE8/yvblBgIikUnkVK0Jidqa/vRu30X8J/lHcXPxnsJ8Xi/SB8N1TKss5v1lXW9Q+7rJ6cl3rJv9jYHR9CP0wlHCy42B1ZLEF+2H9fflKOEiKJFWjyg1T+RKrF+DWpsISkTCDWoWQYnsu0H50/I2i2t6+dkNKrkh9nW3EgHHflRHHePgvE+XLHqyabm7ZImIaD1wmTNbrtsVND2z+9OyrgQXPREXm0wCKZEmklo4R8V+J2HULIrybTbCKNcvqWTHiC5Y0toGTNNn6Z/5uYIb1JhuQrLaBHg+v3B5Cvcn+2gWgbdj49qIgsI6zpVD10aF6wtdGyfRsl+77020TAghL4EaiNfBiQldgFGTHM+oXBI9mWVHqIXoKbYH0VNycfSyffskjjoSOs0OUFjuWrAf6OJsg3bJl69EWI95vTvAxVAUQn0M/uFPvpHf/5tvX/swyJ3iLk4UQpF75paOUP/8r391uRAh5G748c++k7/9y69f+zAIIYSQm7Ed4SWEEEIIIYQQQgghhBBCCCGEEEIIIYSQO+HmDlAKbhIpEmh2g5pjgXYcMfjE+wclouj6k7B+HlnZjQbYuIiscurc1cmf9E1PCFtE38W65Prkx7QTBqDbqLtwjIDD8DIbN4mYmWN1FjE7q1idWFeGWwnGVhFClljRUcWchguUiBzH4U1xIYsQrFFWen02x8H6umrhznOTtk9LODLq6dQdncbT/Yr1QoF6JcXkKUTdXXjy/6GOTnsxL8/BHOvni+cydUxjvZmi8xbOUJr2gXUv7L+MfapM7hEQS6foGFFrcj90p6gUh3c+i9U6nJ2qhdummI0IPO9b9XXsWz2QVWxtOHphvKTtx9am+WPXxrgi3qFrIyGE3ASz0UYuYtDjvk1G+67FRL1Knboeu65Pq5g77LfMrk++/Xnq50Bbf+j4tOe+tLrXfShoArnTN8p9QbjvfuePzf2zf/fXdIEihFzFP/l/3T5IgZDXgJF45Llh9B0hhBBC9jj/F8+fVPI8EXgp6q79WpbEUNJjgaZIPJFpQPh8pgjqI2EwoNsXtXOjhpLIzPKg9fRD8BApjTMJfxP3H60xHi+iZiTrrKL89DKzMGoWOeV5H+DEQXKRpMmC35kFtvFYnRg0L5IH6D2+y3fg0QWlriOq3imfy1cjxmGO/CLkCuw0Li6Pw3Ph02EcXgy86Ygkk96+YeGI2rMk8kWhg54kRZfdKhLPj09xgEtz7N1GUOnUB1Qkq4G9I45iXm4JRt4VHeKUVTmoe3PUnUBdvhBGxTKIM10Io4bgRfYjc2odorM+L9LPHf+MznWcK7VPgyDKt4nYO582Y3/qkSxja9X7sNDuw3mUhFGrv1eIlrVoiK7ZHyaEfEjmGPQQCduIQBfZxqD7dgXuCavleyToeyh2Q1aiJy8PQqml6CmVg2OH406vj/s4EofDPuyJfSZNfZ6yFUb5ulPZtl/vGMbhkbfOP/3t6XIh8mz86BffvfYhEHJzbhmJRwhC8dN98uOftbaOUXiEEELeA+/8WT5CCCGEEEIIIYQQQgghhBBCCCGEEELIe+b2DlCfTsOJAJ/SVBVD54VFJJ7I5Igh2QmDT76/X35Tfx3fs1UbkYgi7WnY1cNu1YaEz5+yRcumcEvaxiBogfl40hZcF6Y4vF54C1iWmQ4XqDTfl434I+suUFvXkGWsjj/djE4js5NJUVm6PhUVgfScd+sm4fFBp1NEa0opw/Fm8RmwXiFIc4ESEanhAiUi+3F4qmJhGTc504kk9x+LNrGmdRGJ1/eR2r5HROIduqGVqb4oIw5v6fr0UHeBPWeDK7bZxLzcgjnORbpb3szsECUyxd1JiodZOUNtXKF8H3Md7y4/+PJTRI6eh+uTnGv+jM7w3djoPyVHKIi5E+nnUd+Gdd3TSLG12IarQLTdsWuj4k76NagnE3MHzO6imiKi/fXZHyaEfARsRLkuY9BXkbvLGHRom8OJaS7j073cnuvTHHMHcXuKx4BOTrPr0165+T1BPyw5PUG/8KmumTl6tfdNdds+iVl2g/ogMA7vffMPf/KN/NHXdPJ5Sfzz/g/ffVw3iR/94jv5j3/xcd8/uQ/cDeqSE9Q//+tfHa4nhO5P98+Pf/YdXaAIIYTcPbcXQKk2EZRIHrBT3Q4IT5F4Im2ABwd+2o99oF4gHxv/QVnkYgxCEjnNMQjxQ/eka9r5PXkuFzqrVGgleorJIYwq7dSPdWUc3ypWJ103IaLC182D+ilCRwsMsp7GNSXyLq4rF3zoSuyQftwvrFfIMRGF2VQLMd42xeG5OlO1gsCuJqFCAkROIQKeIvFEtm3fUSSe4yKIWKc6BICzGBBi7xTrjKKpTl2KhB7CZiDvYJBub+DyFsxxLvjXmeqN9N6PovMmYRTW0UnwsorLm8EoHR8s9X5TraIwPQZM6xDVmSURuZiN6fN5DJaSpwORtq3dGQPghtfWkWgZB5IjmxfbKkttOD4UwHaLEPJuMRDyCvRTnhCDHgKmL6O/ZqpJ5JS3n/Y5i576aybhMh4H3qN6zO8lEbPINtou7tPq5j2mdY8RjGMUMrRhIpLuHfUE7ROKoQgh5IPC+DvykcBYPJEsiPrhL38l8k9e+ogIIYQQQgh5OB/nUT5CCCGEEEIIIYQQQgghhBBCCCGEEELIu+P2DlBfztlV4bR4arA7YtjCDUFFhnuBvOPILnId3f4/ogu0Ngulvm7zBO7q6dQpBmEzH8vzrJo/RSyCTxLjS6iNw+nFtlF3snKG0rbe16VMpBGbtJz3ZbgRzi/cJNrr5Gise46B2zjedKcbPZ3Gk8qn03Da2bixsF4hO05uRcMFqpXRHIHXN7JSmgsAMGoLGdfjuQ7npb58jsTzdRH50t3tcH+WouVGNJ7Aa22uheRKA/UC1h1fMB9yrowewV49vGIv5uWGKL6nMmm+Z5codOvxZSIPc4aCfWycoVaf7VFkzrnmODx3x6h1ODvV/tm5e8T5vIzDYx33dGbXxuGWYfHVtvZ8nD92gnOolHGNWz4v3W3DrDb3Nn9N9ocJIe8cj0H3fs7FGPRw9ZXcfm5i0CHareb+VbBxWGp/lq5PXj65NE3l5uUr16eV49Mq2g6XVyjv+3gM3qSUsnUDhXvHiGWd3aA+EIzBI+T2/NHX391dDN4tnZ98X4zCI/fG7Aj16T+3v1/oBEUmGH33vvjxz1q7xSg8Qsi98/d/2tqnP/grxvh+NG4vgKp1P3rGxVC1x4f0IpthTx8geoeRXeQKVjEI8cOwjgHEtM2e8GkqORfD38sF4xN80HK7ezWL9bjPEDktRU/aYnMEyuAuVglNLlqAeDz/bRoH063oxcFUfxPvIU7HY+9EhuAjor5Uxw/6BeOGTpt6BQeY71UIRq5gHhyLeYkLXM3Eg1WsC1dMhtAyIvDUUiRKEkbhS4qAaFPzQNUqEk+kCWZ8mx5ptonEc0II04+ljPM8XQsQhxf1iXQBDRwTCjY2IqGHMg/sHZY9iHm5EZYEodsBw+V7hxi7sW4rgtJFxW1ebiWMwn04GJFTa47MqXUMnp7P7Xvr07i8ReKN2DuMw2OddnuiufWvU6GxLwp9Ap3OLxDMYZ/YLLdV6cUs1wO+uLdb/H4JIR8GFwmH4nQIjjYx6Jg1LiBYLZZFTs4cyVth/ZFQuU778HLnui96OoOIeY7jg2i7Jo6a+i0odn4CejqlB0PkLCMyXXW0RZMYihBCPhLPFXv3o198RxEUIeTdQfHT++XHP/uOIihCCCF3yc0FUPblS0xvnBdwUBF+XEvuFgvHGvIx8IG85VPAfn4cPQUMoKChzbe/5tP+A7LAU8FFh+MKGE359rPzk0he1pydZHJ6ikkQRmlyh2rXCIqcxo/vaQC1WB48xYH2vcFULW07kbt3Qdq4PokMwcfCAefICQuFYCpjIOEePgeyQ4VBpqPBsRjHgTqiWlwnItpELH6p4NhTBQGCDeGTSc0iKFUxHYNbKIRcOUKJ9AGxI0coB52hpvpw91oo3fEA2mfEUn3xSFcBZ8/J4Npt6pXbXKJs60BZvLW9977bf2krx99JGHW1W1SsuOAYga5PIXKqS5enVm40VqzLbgy02aajndVioLfWIaw8jU6AnTRcoETatR3nymnUHdEfXrTbq3aL4l1CyLsEhNQbF+BZrOTTIUpq4qd8z9MnqmYhPJBcn3D/Lnrqy5JQeRZH4fIj0dMkeFo6O5ntC53O5+wMeiXhArxa52JbcMmaxVCEvBfcheiPvn4egQvZ515coJ5L/IT7pwiKEPIeoPDpY0A3KEIIIfcIH+UjhBBCCCGEEEIIIYQQQgghhBBCCCGE3C23j8ADh4k5emY3ZqeA88ITzSfIBwafqL0UdbVygTGDuATZRN2t4/BgvkfirF2fJmeoMsxeTCHCqkJMg5oo7g8cScJNQkSklOwmAdeXniC6oMfAYZzOW4+XDNcnkaWzjTvepKgvd9M4nYbrE0QBunPGUayQCB013jyzO0BcUJfdAeZ9wNXZnrj/VJJrnMA16ZWHVhFzszEpLQ6vWzKp1uEMdK7gLNddY6Yn/Ns2uh+JN0WiJEcopJSxDqO0zud9Z6WSndJu0gYvjvuIZczLU/EqDT+TmYP3vhedd9EZCiM4YXlyhprB8/U8HCOk1t3YO4y5s/N5uEMZO1HPBrbn7qom7tTYyxQZjbYNhzFVFSsFIpVKcnMabpZl025j+zS3W+he6LDtIoTcJQZtXF+0ikGP1hTdO81EvvR2sJTWh5LYSXahXrk84T59ObTNh06NuA9witp1fTqft45Pe9F2U+TxOO7HRQfHfe20P3RBFjlwgyKEkHfMc7s+7b0enaDIvfLpP4t8+SevfRSEkJeETlCEEELuidsLoH73ZTd65qYxO+TjchB1ZWjPfxh1NQYok9DBNwcdVdv92GY3Ds81fTFI2qPu+rJZGBUDo2KC2qUUjacyrqdpMDUNtFeYP4EAZBEDN8fgtfenb0r4g3F37W8ZIjGPvevrU9TXqQyhE4osTzkrDAeOGYd3RxwNjnnUFA6OtQU7+0Lpm2zyQKz49TleVkXEwjixhqglIvB6ZWCliJ6xkujltA1YpUE5H0TTPFiXIvFMI/5TV3Fx2OY6qwG2FWcZgskbDW5d9bp5g/2Ylyeip9N+nO7ee3dh1CI6byWMWoq794RRK66JzNmJvXPxEwqiWG89D6P9tR5pOK4/Fza1agVEzCdQTRWTlK2L7fQcYXua837X7VaIo6BeYNtFCLk3flN/HX1/q5YjfjEGHePoQFCuPi8uqs4i5HzPtBA5ORGjtyOgd5Ey9nNAkJ8E4EeipwPBUxI7HUQKP6aej/ur6cEXs/G5HIqhCCHkBnj04FuIwntp0dPeMVAERe6VT/+5/aUQ6mPC+LuPC4VQhJB75O//9KfyB3/1q9c+jLvi7//04W39W/qMGYFHCCGEEEIIIYQQQgghhBBCCCGEEEIIuVtu7gDV3Aj6DEbPXBuzc0VcDvlgmMVTsxejrlbRV2let/Pg9hRLF/F32fXJn/bNDjKbqLvk+uQuMM3hQd06SrfrRLpz1YGbhJ3ckUojBi/mIaJJT36sNWLwRN6m81FyfppcnxyPvYvpOfaulO02sjH4OYwV8uV00ng7XHQH2BqmdMe3vCiuXZmub5gWM6n9PLITXKsC54eM+keltGv37NegtUg8ERE9tUg8kdYOriLxRDaxeM3Zqh9Divccbleb91xt3yXogJs/3X/l6yb2Yl4eSbjbXSq3eu/dGWrjCtV2vHGG2nO33I39ncHIHDOIs5vcI+bYO1zeP/P3Wl9h26BlOk/n+QvLn3ye97Y9jsMM3KFk1Dk2+hd20hGVKaPdbptDhG1vy0Y9s3nptry3W1GXnCRd+4zEI4S8Cxb3gB4XnGryaqP+TLa6fTcRNa77Lk/T6w6XJ5g+cmpMUXh2nevTyvHpRm5PK/b287l8Fa5QR25QhBByS/7o6+9ezQXqLTg/IYzDezv89uftKfcf/vLtPLlOyFvjPTs/ubMRuQ78vOgGRQgh981j3J4esp/XcIa6vQDqy5eYTtEzD4jZwUE+8kGZoq7inHlA1NUQKQ1ZiwuZQs9gOR4PB8215rQahd++cVl62Y3oqW+jYzreSt836hm0jB/mTXV/MFV1GlzXEfewitNpO48YvNjHgfBH5PkHTnGQNo5dJMfa+TyKuiLu77SNvcM4PNx1/7saUF7F4bUBj+eJ5SKvgItJ8EJ2rYpaFkbVJkAUaYNmthJSqGQhbx31lNUeidf3bd72eSzeFInnu4tz/NzjPXFdHcJPmwfZ6iSG6e8viWR2hEXPOrh18LobDmJeHkOIUw9e/+i9b6LzVsJukUNx99Wxv4+JzJmEbh9G5KJQ359OrV/pnz+2i2mba5dtF9lqWY+8GwPqFmKrJp7uBaHeUCmtXvBrv5Soc8RKEiPPh7Q6R1V6HwhigJOgGc6puZ39MOcKIeQ+MYh8FbgHnETVeO8iZYr/xn6b6hBFpR1MN3F7sXciWag8i56wDa9w73mN6GkheHqNOhpf80gMRQght+al4vDemuCJEELulfcsfiJPYxaPURBFCCFvl1uJnR77mi8lhmIEHiGEEEIIIYQQQgghhBBCCCGEEEIIIeRuUbMb2S10Pn/6b5exVSIjamb55D0yuRygowWfXP8YhGNBOYn+4JPop2ZWpqeTyA+6cdmnsVxKEfl0EoMoNHcAsk9FLFyBtM/3dUXFPrXzsZ5GrJz1aeub4bp6Gu5NdlKpvYwVEVGJhD49j+lyNljepovHZZ2HM4xWEf1SY7qc64jVOpvo2ddZlJNa2/R5uGZ5OflyHk8tn8/NoQ3KHUYq9eUit30aOblRKLiniKS649D1KeKodBt75+cARk7V/PlYHU+Xy7kmN5Vwsfsg0VL3xFwviIjop0+5Xign0U9+vZ9EfLoUsU9j3koR+QR1hLu/9Wn7BHUEuLV5ZIoaRt5Jc5Czca3GE/3nsVxqbU5R4CQQ52WtI47FnQf24lec6Zpu0+AMtIjD2zBdgzdlJ8rliFtdZxt3uRU7712LbvovsQ7rJWflbpmcoa50TaiWHST2Ygw/WL/oc/lq6Q74LNf+qaR+QP0EfQIvdxIpX4bbl1Zr8306ruOzjbb9XLft9hnqBawHzhXabWifsN1y15FLkZdXxivNvPdzihDydvlcvhIpvZ7/waf0+0FyiD0NB0A9lXTPkFBd//Ywuzwh6N40uzwdOTXCvq91fXrL9e18z/ab8//19Q5mwT/7d3/9rPv/X//Hf/Ws+ydvA3cgIm+HW7lB4Xf7u9+7yS5fBMbgvQ0YgfdwvvyT1z6C67mli9E//+uPca68d+cnRt+9DnSJIoS8Fq8Rx/aavIbj07X8/r//Ns3/w3//zc32ffMIPKnnZfTMo2J2KEAgR1QbPzb3uCgfeLSCsQUQZyXdyj/Wj1g5tSlqZk8vMJWLRC3fHUbdLSPwtMVixQ/1QxxlCiIgsxGDJ9L82nznNuKV1H/Yjzge+KH/NEVCzKJEf6vn8zoOrw/Ir8QER9fjofgARAd7QgMXGcSgxyx6mgc8cDCkD3wYROBdGyskZpvPwQcwPpevWAe9RcxaFJS3N5hdOQ9uwbz27Xy5RrRmv6YxEs83LzKurYrXiSwj8UTa9Wm9nlIp60i8VrBF4vnxoGihTAKoLx5N4kKpIZ7YEzLunbsYdfIcvNY1c83r7r13jHxxMB51JuqMOTLvytjf8bq2P4C6M3j6YeokF5O5OFakfb4gSFOo/3HA28o0+F2m7wrbFpHcbqdjGH89Bs+3M2zGoMmdI2xdXKVSxATqhWnz1RmDMZl2rkNhLSMSrxVRqL9EFI/tUixlr0uuEhAe8GHOS0LI8zBFoYu0ttbO51w/+v2dVRAd97o1RYUvhN6zyCmtg77VHJN3FE+L3KnoCdlE430gKH4i5PWYRWlHgqj3KGDzuD4Koci98ek/i/z25+vBtZcQCb2WQOfS674HgdR7Fz+R12MWnn35vetHj//Tv+F5SQghR7xl0ROCgqdZDPVUbu4AJbLzA9ljXCb6j4X38iMhuR0bBygQwoTr06nAdHd38IHoUxluD6fTcHs4aXN4QHcXWBduD6U7QPXdWwGnp9NwhKngEmWlOUPE4OeuA1R3jOi/k2s1UZ/Gcl/qcIESWbpJeLlwgRJJjhErJwkDR6iLblC+bnaQ6OV2ObjeZ9HT0hnOHZ+uecpbNbk+2Y4DlILDRnLV+HIWqf39/u7L9nNYOGywTnodol6YxHH66VM4QrW6YLhDxXngDnFwTo1r/yTiri/uAhOuMMP5pX7SEDw2l6c+7e5PkyNUmx7XrfQysyNU2wcMjrnjEwq0Fq5u9uWLyJcvIr9rrmXoYGa/+xLnNc/Xh7HbhxHZ1GsX3aJw20vMda/IrovXR/hOj653ERnuT+4UAn0A+XTKYlic/zSufSlFakw3R8gaDpECdYTkegDb7Ypts0G7Dw6O3RkKXZ/2pgXa7U0bDnXH0hFKZO1IsjdAPxNuU4+8NbimfwB8hPOYEPJwduv/a9xhHWy3V06MeyInXC8iyZnRhcqPcNxjffc8PIcLFMVPH4v3KKAhW+7JAQqhCOr1oAPUw9kTP5E19yKM+gjiJ7o/vR0eIoC6FgqlCCF7vEcXqHsRPb0Uz5R7QwghhBBCCCGEEEIIIYQQQgghhBBCCCHPz7M4QK14rG06n5b8mGye/D25w8OB00tyeDhlB6jZ3eUEjlDJDao7PJxUpMhwhDpwfaq+75NHZPVDBwcod30Ske7qBPMwXb5YOMKU7viUnSXAAcodI77U5h4T5cDZ6cj5CN0jcDnGMB05khw4RBy5oohMzigYE1Wmp7XhyW4t4OyEsRbgCGUYgQQReBtHDXDREXDNSZ9Dd1x5aKQYeX4+l6+G68sPPrV6wc+pC44w9mnMW7hDbV3hhgPU2g1KwNlJbTi8iEi7hj2OKi237g7l5+Ls8gROUfj3y1m0x97RAep12O3D7LjdXaoDdzlw3Pto3+PsBCkim/7Axglydnzz5afs+rR0gdxc+xrt+9wfEOvttfT2O5zcLC2Paz/a8zq2sdG2pzrB22qR3IabjeXWYpiGC0nNTiaTc8nGEWrFqr1/KNc6SB24rny085wQss/n8hXEnJ62DrIrNyiRfg8x3P12Wbg8Oct688gld3J8EmF99lo81hWKzk8fEzpAfQzu1QFKhC5QrwldoB4GHaBuw1twhvoIrk8IHaDeDs/hALUHnaEIIc69O0HR9WmfFxNAEfIYXOgQg5+z0GGOunLREwig0mDnp7KMvBERqacSIqcmlMqRN0P0hHF4UOYEIihpQqcRkdMETbg8RE+zGArL9Ri8Vg5FTnkg1WPwfF2KzJmjdDD2DuPwMH5rJYZqC64eID2Mf0LRk5fDAYouKlAfwMZyGHmnTSQVopRSUhxeULvoCT+HLyBsOooFxJgLxuG9CTYCqIUoYkyDAOoEoohLkVhJBLGIxFK4bm0nEk+kR971A+/L50i8to+FGMrPSwqg3iwPFUZdZDGAKvLxvsO9Qe+V2FG9rT9N7f50rQ+hU9nE4rbluom8DDHUFIkrctBuV2ynJwEzipjrdL2LjDi8VRsOoqloy3F+TwwlcjjI72za+4fyEAHVnlBq5/wX+XjXACGkgQ/FiJYmMBbZF0M5eK+xw6E4dC869ED0xHqKkPuFQqj3zT0LoBwKoV4eCqAeBgVQz8dLiaI+mvBJhOKnt8ZLCqD2oDCKkI/JPYmgKHi6HkbgEUIIIYQQQgghhBBCCCGEEEIIIYQQQu6WT699AIQ8CxgBo+ia0ObdncVER3RNsTbv29t4YljNxGzxBPEsTMd5lYjDExWxiG0zkSKifX9W4LWKheOTaY9R8mNVHQ83FxnbWHOn0K5nNKkxPR/a/A5iXrW5Roh0uypwuADHCDM7fJI6sffk9RxLEZ/LcN3R7uwULk7o+gQReFamcmVM2wm/P1hu1uYhIs9Lzl+nynjyW0+nsb6aiD0xKog8DQOnLoHzzGpcG2Y2zvFqIgXrApOwZrIRYeX1Q2xZRdTLqY5r4aTjHOsvGS4uCvUKHKqojNeJfY9jjUisL1W2ZyN5i+y5PXwuXz26jvjoDhLu/hROT6fTmC4luQEqxp6q5rYBltsJI1V1NJ86pqVM86rLNty8bYd2e2w0nOBEZRO9NEoV8cpAq4TDpErZtuHxusNpRH15tNujr6CqYUVp3hfCjsVOMmO09yK7LlFHXN0/MBsf0XwscwRkbFOT29pHv0bI2+axse/X8tHOf3+/3q7G/Vi1cINa1VjebthRvbTn8oSsomnp+kQIIYQQQl6IPWempzpDfUTHJ4fOT2SPf/Fvx3VFNyjyVvnJN89fh33/7cdyH3VXpbfqBEXXp8fBCDzyprkYgecxWD3eKsfejegr84HQHnUVsTafRkwOChpa5B3E33wSqSeIwum7a7F3PuA6YvAcH3NskXf90M42xeOZFJiO5V7uyxgkLRHPZiNmp+a4rL1pj9Lx6LwUh4fRN2ZDDDXH0Vw7QDqLnGZA9JRi7so06BsD1iB6gmkpJYmorJTha1fKOPazifrgxtHnsIrDg9g7jxeLeLz+eXHw4+WJAcZeP6jHYZ5OrW7wdXM8VsTejfoiRWL1+gHrBfF6YY7JRJ2hLSLxNsttGYkX0x5r+aWmWEtG4JGPAMYcpdg7iDZaXt8YcxkC2LKJwU39gNNoT1LMHfYDThrtSY7D64JH1Ax/Ge1xiB+rbaLxxvyFODy/9quIQtss0G6lSDxch3GavWwM8u91+b1tf8otwZX9g92ovaMIPUZOkTfA1cKmx0agXgNjIvP3gA9RAFo0ReRdZE98KbL8zD/KZ03IR4IReO+b9xCBJ8IYvNeAMXjXwwg8ci9Q/PR2eQsReHtQDEVegpcQNj2VjyKMegtCKIqeng4j8AghhBBCCCGEEEIIIYQQQgghhBBCCCF3CyPwyH1hFg4GmmJdytb1AJ0Rpn2kMLhYPzkV7YnON9vvlJsi8CJdTzVi8ERaPJsVP1ZtcTrSY3FUwn1GzcKBQvFlTVpslw53iqM4vPRu/cnpcx3TGGNjZUTopIOS3Rid8f630XZjlY4yi/iicHWCcv7eWwRS3iaiyDAC6aThptUiig4+Bzy2af3YwEacBpY7n+Vz+YpPg7824HCi6XwtY/1cP3hdAvWKnPv5b+OadFMThagrg5hMO2nbh5+vcJno2cZ5XBeReO74xsg78oHx2DsRCfcnTVF34OQW5UqKRN20E9AWtBjVEWGX4uy8iigt/i72sZmWsX0ZrbAaOj9qXMuWWpdtCO0yDs80t9tq4VwVrnL+XjESr0I9g3WdL8fovBW1jvb+oTywf7AXtbeM0Iu4YojLc6eWvg9G45Fbs+v0dKWz04Pdhx7CyqlocS2IvN/rAd9XvOcpctZMHxblecEB771+loQQQu6LH/2iuQLQCYoQQh4OnZ/IU/BoPDpBkVtxD25PK+bjfq+OUOi+9FJuUHR8uj0UQJG3j0EMmYB4xsZgm1keatz9EftK8ZLadpXHVtlBObVRoBZ4qQIbll4uBFFjWlEoVZqoYgzi4vsYY51SpgHUOsqqFDFfvhBCDaEICD5mMZQIxONdP0C6FDltCy1j7kak3WIfRSHmKAulDAa5RTW998PPYXVoIm2QyQVpqjForqdTElC5CEqEgyQvTq8f4vtQHYPrpkMwKdIGw0JsiMK+hRjKRUoFLnLTmMZrP8SJqEo0OKtQd6Uq2isT/ULRE/nYbGLvRIb4aRJEtXVlTHvdfzoQ0fblNq8r0zqRVkl0EZTPD9GTgqC5T0c7lSSxMa1iF0VQ/rImQ6ipUsS8w3EeMZkmNVRAqrW9h16HbcRQTrGt+HMlCuh9gF2B1BHX9g8uCKVCGDWJotrhjT5KiKG8XziJodgGk4eyETztCJ0eImxCAedNWIkBHbwWonz9EOLAvff1uXy1EUU9dl+EEELIW+NHv/iOIihCCHkAFD+RW0EhFHkM9yp2ugZ8bx9BDIU8RhhFkdPLovaox70JeTk+l69ESh/0+8En0U9Nt6enk8gPuobvU1/uIplPJ7FPp5gOwcyn0v6dXEBTwj3IPpUQ3NgnlXrScIaon4bLkBVp66QJjXyAtJ40zVsa2JNwI/JpH6TUKlJinUE5y+XOFg4QWqfldYg59FzHAKiNbaTWNl3BeSEGLi1tk9yz6jT/UHDgWSS7Qe25PPnyxWC2lTLCO0vZip5CGKbb9776HM41pvVcRb6co5ycz2JfvoxyPsh0Po/BqPNZ7HdfRGpbxwGUl8XrB+11gX76NAYef/Bp1B2fuojC64Uy6oFVHeHz9dNwMGv1Qi9XWtmYPmlc+3h9ikkY1bVrGq7jL+O81HNt519fLmcT7eebfDmL4nnZp+3LF5EvX8Z5+bsvcL6e23kqImLG85K8OVauTzE9uz75tXo6iZaSl5fRnqNQyq9PKSW379Duy2l7TY82XKMdt6JSYdpOeF3n9ny0zVAP1HH9b8uBALNO7bkJtE+5LZ7nZacNT4KoI3H4JZHUHtf2D6C/YavXWjmw+LrzeWxTW7mo3/p6kdw2s84jRyTR0yR4OhI6oTjzEHduu5EAKp3/eUW+FpzJKQ2vLV4bhBCy5o++fr8DEx+d3/3eax/B7aEA6mX54S9f5sn/e+e3P+egHnlbUPh0X3z5vfsapqYIilziPQufLvFexVDkvrjs408IIYQQQgghhBBCCCGEEEIIIYQQQgghbxRG4JEPCcbZ+bQYxNVUEy06Iq7qcHZK21teNpsXxDYmQ27Yp+N1daecaHNugEg82LPMUTojgOdCHN4codPfr+nCDUpkROjMb/jIIWLP5QmX+fHuxdxp3oeBy9OIBdTuAjVe19J2Iz5n/hxSFJ6/L4xT8vjBhQuAx97FfFGxfhCM4HllwF2kXT8jnknMmpOXSEQ+iUg7l/GirjLOnVQvSMTXiWL8VLtWh8OMyLhwBc6vRQDWMn9RJeXmxbJ5kUd7Dacbd80xf18iD46BIeQ5OYy9w+WL2Dst2eUpObkVcGsrI1I14u+8rUFHQYy28/i7aHMl2hMrAi6EPcEtPUKwjcB7SBxeithVTfWRt1WmJnKGegmjO89Qh/XtRKS17diGz8yxeV7uIY9HXNs/mKN1o+xOhB7W30XHMXY3KIX9QXcq2mbG0pIVWP9427lyfNqNsCvlsqtTwXb5Ng5Qik5pU0xkOh5GRRJCCCEfgh/9ojkK0AmKEELW0P2JPDcehydCNyiS+cjOT85PvvmOLlDk1aEAirxfHiNuKD5w0MURhgOUfZ1NgxnzOJ8tlsOgqk+H8MeGyKkNlIzoGxRSrAdQx3p8KYvRyyrajzdEP/29WykjFk4ti6FKjtJZRuhcGiDdEznNZRYxd+LCjrItt4m8O4HoqYwIPLXpc/Ax1hOIwUTa5+MRSmbxebkQCoeyEz5wfDrlIe/zmQOvL41BPKFA5Mz5PAQR59qW4yC8C5gKfLu9HkAxZNQfSZcwBFBNACfpHAvB3RdZi5xEtkInnc42XVw3U2ykaGkiRQFBFCFvlEuxd2n5UeydyBA/xTqYBsGSnFq7EGImEC8ZtBlWNLfNKIZS6A54Gy6yKYdtuLfGPr3bhqu6ZrltUWF/mHZVR91m1sRQ0S9BBXYd/ZWlWhvBOvAxEbcP6R/sCaWOhFFdHW7nuhVDQewdCj+jFu2CD7bHZBN3J7n+ifkU17yIsHNh0zWipminryx/RBJzq0iK2B7CJqkgAO8i76iBUAzFfiohhBDybvjRL76jCIoQQgAKn8hr4GIoCqE+LhQ9baEIirw2jMAjhBBCCCGEEEIIIYQQQgghhBBCCCGE3C10gCLvg2rNLeAx7i4F3BrANCF5IewYI8zlNtv55gX24dM7rk8jZscLZQeJdjj7UToCcyZlOBVJWUfoiLTPC92gYte2dYR6KLPL07wOpueYu+HsBGVVc+Rd/xfbubNHnT4HjAVUcNIoZbhlWNnx1XJnDne3GJEj1uOa4pOpJowcezl+U38tn8tX8d3oSUYEDLqTeI7lyoXEhvuJeoSeXycYlWcaRguq4FxSLWLwRIaTTCuYj9c0n/bp2sBIvXHKtnO+n+OKOyhFpNRRrqgInHrq7lemjLwhr8rVsXd9+aXYOxEZ7k/JEUq30x5/V7ANAZcnv07c2cnbENURTwvT4SYV13HuY4x2LvkRyW4bjlWRqqjaNhJPRGR2eVIdkXHubim9j7NY7ijWfavYvIdwbf/gyClqrpOjzh51b6uHF25QIin2DttiPYnY776wPf7goOucaIl2ca5/UrTdUYSdHqxLxbD+eeLzRuiGtrlO6rCnO8mjoiLZNyCEEEIIOea3P/+p/PCXv7pc8IPjn9Fvf04HFPI60P2JEPIa0P1pH/9s6ARFXgMKoMj98QRxw7yPpE6wrZBoT/i03n5Vrv8pOmKqbAyw+nzE7KQxEhc/bQdT11E6i4EYlYsROu0YshgqBlLNnj5AOouc5oiuSzF3sZ2XX0TencZ2IRSB426fJMThtcJ9HzZ/8G1ffbsYZCpF9OTnXh2D8zIGkkSkx6G1fXNg6QVxZdL5PAb5VMdya2KBOKtQ/NiFfm2jVl8o1DNDiGRxmbViQwDlMXgivTqCiJohhmpnop+/Wsa+m/ABzsk6CQfrJOYQGSKIFLXTY3soyiNvhAfF3omE+Okw9q5PZ0GU7k5j1J0UiXbCVFLk3SxejHi8Lo4a5fAdelvdQUHiJg4P2nAd13FEt567sHKOxIuZSQwVbbVGWx0Rvn3fWnIbbpt+jxyLpI64tn+wJ5RaCaMKTJ9DcZrEUFbhPQj0kkDwYV++sD0mjS5Y0h+M295l/YOCpp0IuxSle42wCcs/+vjh/Pdl1TsPJYuiHhoV2ePweG0QQggh9wtj8AghhOIn8jb4F//2V4zBI2QB4/DIa8AIPEIIIYQQQgghhBBCCCGEEEIIIYQQQsjdomaPsXQh5OXYdY/49Gk8zX06iXz6JPqpz386DfeHT6c2LyJ2OomcVOzTiNBxNwlLy1scW3VnoZOK9V1bUandqKKVGcvtJLAOonROIx5Lq4iex0PaWnHaNsvTdj59hpiLvtwj7FK55PIkzakGnhQP8wZ0yarg/uDLJ3eI2PcOhy5P+BfLrmLuwqUDXTnAyaNH3oWbB7h85M/LYLq2z6o/Pb83LV/Oouea5uNJ+lpjWs5V7MuX9JR9mu6fE5+uf14iYqucol7QT59GxM0PPrV1nyBmy6fRVabXHVEXlCKS6gVfPiIb5/oin5Mi5cu4tsrZRL/4tWqiX+r+dMzXdv6JiH45b85J6+uknkV+96W97vnczkvpMVD1zHOQvBhxPYrIg2LvvMyl2DtYvhd7F9fgqS8/QTvR19VPEKFa8nxrw3s5bM97W5/bGp+e2nDLy7ENF1iH02oyImltas+9LbbefhuU22vb8e8Muj0eldvj2v7B7MoZr2/bY7RRP6Zl7gZlzdXGvB6EdlaqRb0n5zPb4w+O3z+k+sfvEzDyzusfiLY7jLBb9GUTs5PUUx2gZifb1XUj0qPyuhPcuTb7uPO4TsKt1GxM+3JeG4QQIn/0NZ0j3iu/+73XPoKXg05Qzw+j8C7DCDzyUtD16X3x5ffe1zA1naDeP4y+exx0giIvBSPwyJvnN/XXMZhq1UQxWspFQKdpo2pLfzOd41+eER1jmiICMTu2Pra2TmHEtP+LgZQUWhHTyzg8iNaJLaqsI3S8HCyP/fXBzTlCp73Khc9xT+S0U2YZc1dwH7CND0T7ILcf7gn2gZ+R2Rgj8oi8vhOTmqcjGq/FisT8aRx8iyXyaDxLMWSMHntDmEU0jHo0TKgY1vFKLUJmXBsK+5Aq6focqZHaRAcRl6Xp4o9zQ6xd4hClNQZSBaLtWjyWj8W21x3ijXGt9oHZUkc53wecdh4D5fUoBzjJc4KiZdEiWvTq2Lu2SbkcexfLVVLsHVwnYxsVjF9F8aKAuDbakriOsd2B5aWvW7bjKvnin5e7qBdEzDoE0tbj7zaReNLqGY92Vettuu/CoE0uo73TiPfcttctfhfa81UM8CWu7R9MQik1OPBpW4nPYog5Wv3t9WMXhsbOtIk9RETkPCLwuvCF7fHHIwSYLn7C+sdjYj99Gu2lao7dRMFTirybhE9HwibsA5dHiqDw/MdlZazLEb6jL3MYFbmIw3NBFOPwCCEfmf/wXfshnkIoQgh5Gj/85a8ogiLPCoVPhJDXhuKnx8M4PPJSMAKPEEIIIYQQQgghhBBCCCGEEEIIIYQQcrfQAYqQlwJdJmaHiHA+goJexo0N0nZ5euMCtXKfURuuEbGLI8eI7go1O0I91CFiz+XJOYq5A+eocJHSeVpy7BG+nLtRFM2fKjhfKGyjqi3yzLe1kj7xeMq+FNFT37fV5hzg+z8Phwl33hHhU/Uvho14QhMZMTbnc3MW604hiq4OZuDAUlv8zdnnbcRIolOUaVxLqt2dxE+W6q8uyWHGHZ9Mx7pwT6l4rapIMZE6zuvhDjW5UVRJjicjwqfQ4YG8GEeRdyJyfewdLj+IvWvL9TD2LtqW7vgU68DZyaa4yuYqKLA/gW3ArU1lOBFuPg1obSwv92u/xeT5/qBd9QYKXd4i7nZygypQLsXjgTud9LpExjqc1OS69LC23R2kruofTE5RltxrcJ9w8EXXblDzvm30frw99nJsjz84Wraxm9h+Fq+fSrhAebnk9jT1Y52rnJ18+/Kw60tExvlfwLFVJPVZ2nuB6wmcLae7jXFIMq6NcEnz/dEljRBCCLlrfvSL7xiDR94EHhVIJyhyK+j6RO6Nf/Fvf8UYPEIIeUUogCLkhfCBVBXZiJ5WAxSbKB2Mt1rE4ankCJ02LSHkENV1hE7fxWrAtI1FQrzGY+MDUeQ07yZF5cEyED0ZDhzB4LWUNqidYopgv4bRiKBHaZ/5yBeLzQwGizEqzTc8wTI/7tOUv2i2EZ6ItMEmDro+H/65fi5fRTyhnmREMvmAofrFUcZ3e65JDBUxeH1eYR8xWK+W9QswiG8gLtRqUj/5dL8mp6g738mI0MsCLcNB23kgFgdntcT5u4xl5AAnuSGz6MnFd8vIOxeWoshgFXvnyy/F3uH0TuzdEEP1dsKrbxBD5Wg7jXi7Nj/WiUoWQ0E5PWrDbVoTjdWoP6SCCLeLnEKQaSCMBEFQi3MboksTEFMavK4LrebjENnE5vlhXUsIqC70Dw6FUithlAudzpMYqgs7Ymuv976cr26PWQe+fzCCU1HEJJJjN1Wb8EmkLcM+XilboRPsJ/29JGy6Ji5vd9ssegqqNVGUL78iKnK+tLFvKjI+K8blEkIIIffPj37RRAIUQj0Pv/35T0PcQwh5fih8IoS8NRh/93T8M2QUHnlOKIAi5IUxlcnNaX+AYimCknl7n/bBRdiTgTii2tpBwsvhgKlrfnyAdMdB4pBLIqdp+dLlCQQhAu4dQxgimwHscXyWP6JpkCqJnvxjOKloF0aZ1OaA5W4jZm1eZAyS9f1YtWPhiUgfsOag64vgyr7zeZwCquECJSJi55pFRTCA6C5QIm0QPhybzja2ATGUX33xvZ/xOgPNlXa3NhwPDYHFON/d+WQIHwSEV0O8oX59u7jkZM0BRWTpSsYBTnIrQmSwED2JyNbxyefRMWXl+iQyxE8Hrk8xfcH1KaaLpPlwbyoglHVh09IpCq7Pud2BVal5VBkubv26V7iOh1DZxnLRJhbya7zKrhiqtUl9MxdE9YNwsVFzifKDmUjuS2uR1BHX9g9WQqk47lkYVXUITnUSQ837dKebVXssIlIstccirAM/DDrqFT2doC7JrnNJnPRpzNup5HXoGuXL4rW215bNy8q63EWSkLG/HLqkeZkrnNKmu4m0PfuqhBBCCCHkufjhL39FFyjyKCh8Iu8BukARQsjrUS4XIYQQQgghhBBCCCGEEEIIIYQQQgghhJC3CR2gCHlhLGSHW8+I9RPaC28Jm5dvI3R82h8gN9V1hE7fRXaMmF1uYP6h7Lk8TW8vLXfnDXTz0O02zbFjRBuJiug5rxug+8T4XNAZSqWIeWyIqlgp4UYhVpKhVHyOpVx03hFxxw66Tjw3v6m/js/YqrUYPBERsxGDJ9KsVTDm0N1E3A0qyoELidk4P1A/rCpWJeIlm7uLOzJAnJW7yISDGVyrBRylPPLOnVXq5EDhrjIe2ZNiGqcIqP7+6PBAnsoceZecnSS7Pm0i79x1RcuInZrj8MLZqVyOvevbX4q9E5Fwf4r2AF2eTpLKoRPbvhuURAzeTGrDZzuo5M4Iqwy2ctcodEjacYMS01GsO0L1TUb9g25L03Hl2Dx/8QdwZf9g5RQVVdbsDFUk3oecIX5Uaq5zRQ7b4/YatZ1f/rmwDnzXRP3kfV0HI2QLutZNsZuq69jNye3Jpj7trrNTcj7Vxz1y5N2SVUykr0NHqFVUJB6S72PHtbS9VuurighjmwkhhJA750e/+I4xeM+EOxoxCo+Q20LXJ0LIW4bRd7fnJ998xxg88mxQAHUFadDvBvDH5A/OZuA0y56WUTpzuWlgdRWhI9IGb325i6HmCB2RPGCaIuF8gNRg349hFjnBbpKwaYq5i3U67QMGoiMuL/YLg6kyBoHjUKwNKKfPGQab9RQv1AaI8MtKQhMQz1wQnvhLqAxRFAeWXgCrLfZO+ufvMXgiTSxxHmK3GKzsIinzC6doxC/hILwpxEep4WXXBg+rDy7C+dlPghArgiCxnde4jaSIPhd9LGMZpwio9tY5wEmezix6miPvDkVPIiPyrs9rgWg7rEc99q5PX4q9E5EhfjqIvfNt9mLvUjmPygNBbRZDjeU2RbamRtkvNYitivg7iKQdomVc3uqWEW23L4YSkyEQ6oIoP5IQgJil7kISQ9URP7cRSR3x0P7BQiilsA9BERYKO/x9SRcnyyQ+PWqPRdq5WkZs6UZ8Td4nOoRNEX+XIjmhnglh1EHsJoqXsK8wr9s9Hk1/7crTUE3iwrQUUakidYiiQhAlso6K9Jlqu3G5c1913A9QJEjIS/Nf/U+3/UH9//F/5g/JhHx0fvSLVq9QCEVeExeKMQqPrKDoiRBCCCHPASPwCCGEEEIIIYQQQgghhBBCCCGEEEIIIXcLHaAWbByfwPXgyVg9dJSiE8cHocwOT1vfp+wLNZWbo2ZWETq+u8kNao7QiWLuomHoPmHrCJ0HMrs8LZ+A10XMXbhv5Jg7dHJwF6i8oQg++67gCmEnWC19se8b3a9Oml0nVs47IuE8ccl5J+J3+GT9s+P16OfyVfs+RFoUXo/BE+nXgbs8GcTInatEDJ7PO3oaVinn4SzSrdXEDRUUou3EBJxg3H3MXZ/ATKK7nsV0gXMRInxWsYx0eCC35JLrU6w6neKcTXF4BU5sj7zzedhGYPnKfeUo9m5scxx716b1MPYuT8vGEaq9rmycB9M8tjur9tKmv6IwbXCti2jFa9+SsxxWWS3KNTtCifTlsWuohyQfmpZRz4HJ1PVc6h8cOUV5HTZH6JnCQdRoZ5P7ni9ftcfgRCalJhcu8gGJOFlwBUNHJoy52zjSQf0TTlFjv/gaIhecnYo+2IGsdd/9OsH+bPsvnE2PoiLREW2Oy/X72u6SRoc0Ql6HWzs+PWT/dIcihJCn89uf/5QxeIQ8Ejo/EUIIIeQ5oQCqszfgJ7Id9HsS53MMyG/YEUdRFPX+sLKSPInMsqeNCCqidcaabbROGzQV6QMlkxhqjtBp5WxoqkzHYGgfIN2N0Dl6j9eKnBbTHnO3FD0p7Nun08ANjCQXmMYRYBeYyPTey9iPShGr9VB4Eod9IDyJ77lHrw2hmcb1zmv8GfHv4nweMXh9PqKzzuN7FlWRWvP16SIPrWL+PYOYSqqIx+CJ+HUHh6BjoonxJF7Lr1VRhUib/pp+HZ/gpF/FMj5igJPnIUEeJHryMqWM6+Z0AjFBGTFTLkjBcxQi8Lw9iti7Pn0x9k4kxE+HsXciIX7ajb3zJlL9XxZEbaZ13gd8kKpJ8Bh1Qu2XcB37iNhaVRAkStIHoRhKsO5wAfNokiAOTyESVzaCLEXREzbIO9qtPa7uH8xCKZMRvQfCKLVWXY+3OOozb49FZESW+vdb4T0QckTRVP9gvYL11F79s+nDHgmbUv92zDwkAi9ETmVcWGb9GnZxt0B9sRDtj6hreB+lNIGgCEWChLwCzy16upbVcVAURcj75Ue/+I4xeOTV+eEvf8UYvA8ORU+EEEIIeSkYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgi5Wz60A9S1jgcik+vBY4An7nXPTGp2h+rOJbMrFF063gfuGrFxeZq8odLcyg7KV8wROr4Y3KBWEToik2OEyc0cItIbwENO8SGw+yti7tDxqU2PQ1STcYAQS9Tiznxfw/nJ55efsdpl5x2REZuS5hcXeY8gQ+cod4X6XL7idf0M/Kb+OupPqxYxeCLSYpO8vtUq1q+ZOOt0nDvmF0dR0bM7r5lIn1aPzPNrC/ZjOrZp6zSkx6bDiUnMRlyiSisD8VXucvMQhwc9+XutEYMnIjwPSeJz+QocTspF16c22ctEtNTYRkvZuqyAI5TN7lAiyZnF3VeOYu9EJNyfjmLvRjmRZeydzi5Pmp2eFNeN/WEEXoq0tXztu0tLcnzq5XA6rv0q7TqFCzSaFlOYlhxX645Qvj//iPu+sH2/FTn6T3b7B7NTVHPI8z7GcIYy0xYf6uVEoo5Nsb9mvb5drCPkMbijWHJ6Gm1p1CvdnTRt19l1dpri866OmoM+BVYE4QyFUZHoLIdulkXpkEbIG+GtuD5dYj5OOkIR8r6gC9Tz4I5GjMK7Dv+c6AT1saDzEzniy+/xdx1CCCG358MKoGLA75qYF5E86PcIYoB6tf2eOKoPSocoaiGI4mD1/YJamix5wqWWZxexWhF/N0XoiPSoDIzAW0Xo9GkcMDWDwdjtgT2cWeS0ugymgSUXN41p3VkOA09VIMZuDA636CMQPumIQ+pF2zoXnvjOLwhPRHwQGgb44e1ZtYgu8Qgyr1tMBL6z8/YDIbfFasTgifS6+Lz43F3MdK55XqR9X2O0fojoahVFQ0XVSN5rA/r5Ck9xjhHjZNtYximSMV5rb4AThSYYjaclYvD89XkefmxmAXj0eVzEdCR6EhliAe9DnTDm7gTTZYigREbUFK4TadGSfgm54OAg9k5EQvx0FHvXlk/CJoy9m4RNc+xdHNMseJoi8cTbk43ICdrfVSSeb4OKxKohzjSRFCs3BE+tfVsJl2fBk6Kgat7XJB66JuJ2I/TAtjmWyfTWNV7bJAs/o/39MgmaUOQk8P7ivfW2tdq0jUd78Qe0jwKKOLVMJ+g8f7A8iZOSEFJjm03s8jXCJp3WH91KxnUyYnFzXdKEUaNXUUSibwpCbNXty0R/Y7Ecmn9G5BJyW+5F/LQCj51iKEIIIYQ8BIqeCCHviZ98wzrtufDP9vtvec9JbsuHE0DFoJ8P+F3jclDGIN/uD+kXUBQxTYMyS3EUPi3vh4iCKIqh7h8YgMVFuyKoeSzvkoOEl0Ex1MJBwqfHACk80Q4uUbdgKXJyNuKnMUidRE6badwJOGKoisXgkYYQqW0MA8IqW+GJwLKF8MRKgcHmkhx/mpDFRQHW3HdERE6n5LYjwkGml8A/z8/lq+ECJdLq2P5dqMhwlTn371nHhRNiBK3jvDjbEMRJaY5QPqioth7f1C4CABe2OJdPunEliysPVBDoSmYnXYvx/LXm89DFLcLz8KOCfaCVAFxdvHQkemobZdFTQQFUdoAy3K4MB6fZ5SmENO4A5ZfgwvUppi+4PqVyB65PYxra5LJTTrf7SKCwyRdV2TbwIEpywZLW1g7hfAiE6mjffPlK9NQEQfk1ZuFUOz4UF8nVpBZXx4soCMvagkkYhe12vA8dYlPp7x0/Fzju4YBjaT7WT+W8v224jpAnYCpin3Kn/RphU7ourr2PrCbek8A+ukl3Sot7x2m7WGA7y33Wr8/eFkR/YThESjWhMJqQx3PPwqcVFEMR8j740S/atUwnqNvz25//lC5QD+CHv/wVXaDeMRQ/EUIIIeS1mYdtCCGEEEIIIYQQQgghhBBCCCGEEEIIIeRu+BAOUHPUi4iE+9NVMS+wXXtK9oEuUBUezTcdUSl+SAt3KDM7doQ6cIOic8edAU4SfVZE4NltPw8qLNV8Ss0ROinCDt2gktPTeDUDpwVDBwYZ+4rDudJEYROTA29uOELkQrNTxEXXp75c8b2jrDPcnMZOtZqk6DGRjfNObLrjvCPF8gth3NipgL2FJpe5KCv5KXt05PlcvuI1/Fz0GDyR/tV6DBy4PLVsKvgOzzW5QaFbSdhJqYmc0fWp9lgaaddqOK703cRJpuCKso1ljMujwEbo9uauORFrozwPyS4pJurAATOtW7k+9XLJ9QnjFxUi67wc9KXM3aGKDPcyVRFwg7KT5tipKfZORML96Sj2LspdiL1Ly+f5RTnBKFdojxUc3rRmVyacl7RuKjc5Qo2oN3wdO3R92jg+1YXbo+9H8rKHoNgeVxtV5coZahGVl12tLLtmoZtT6stYd6aZ5uMtoxtUjUg8O59H7KnBC5G75zf113EPlJweRdq5cVpsVG3zGFD0BQ8z6mS4zh04O10VFXmAlmGVBl1R0TO067EWX2OaTw5Vul2+iMglhDye9+b6tMd/9T99J+V/E/kP39FBhpB75Ue/+I4uUOTVoQvU+4TuT4SQ98j3337NGDxC7ox3L4DCAT/RElE/IX5aDQaW+YdhHWIkEEpdTa0ximZzBMeOOEpB2OQRHnEMF8RQjMW7L6zIcvAxhjEM5mGgMZKu5midPTGUudDJRXaSomZAcZVi8vLB2sPHSVciJ53mx0svy2F0Xl7epyvswOADiwGpMcjaRCYjbmwlPInDnoUnfdBLpYz4sx5BNuIEQQgAb8mqbQaZQoAjMgZwGTfyLPgAKcbexWWiOgbGi44YvLYyBtDT0KKqaK+7PRJxXDdwHlbJAiPVMYApWaQxxzLitTraJGtiPBER0xGDJ3LxPDQ/x3gefji8LxRCp0sC8BAwLURPPj2JnmKAv0A5j8nDeDu4tiICDyLvXPBkZVsuCZFc/HQQexfTKnIUe+fTu7F3i2g8nz8WNk3ipaXoaSo3CZti3zbvby16akKiA8GTwTTqgB4aEef95x4vi8KJlTDKXEyMUXl1Oh4UM6WIvu2xjocHUCg1xUzPkdOwDfvH5MmgOHNPN6TTXzkWGSmInrD/GefypGnKImgbAuki7ZqBenkVkSul5muLEPJoPor4Cfmjr8d7phiKEEIYg0c+NhQ+EbLlP/0bijwJIeS1YAQeIYQQQgghhBBCCCGEEEIIIYQQQggh5G55tw5Q4YI0OR447v6U1l1yPPD5h8YD6HAD2Ww5u0OlGCZ3q+pP9LvT0wU3qPGE+/twg0qxPXP84F4c4c7yl4x2uPg0OJY7KptcD2BFfPG2cX1aukG5EwQc2HCssaXr03bZ4z6/Q5en5XLdlls5QPmlOTnn+MIRjadixcYOisGL23L7+EwwKq9rRq0OhyB3/4nrGN9KteGscjIxq1EPqUi4EYmMc9tMGWf5TOzG5JgN56TuymfV3b4A1XAdMa3jXDmbmNRxfsC0b9deU0QVz5DsBGVx7vVjiqg7GXJlG9e+aXMn9EixS+ehntxR6vrzkOfgfbPpC/n3fskB08uVsnV9Etk6O6FzJkbelbJ1fYp9ZGeoFHmnEpF4ptvYu3jNC7F3bfvZ6WkReyeycXZaxt7hNti2HsTe+fLD2DtcvnJ6EhE9j9d096dLrk8RlbeIkksOjw+JwouKxdr3530UtdQ/Ts5QKmMdROXFsfdjUzhWNRFxtzwziOsDx6d53mPv+uvYXJaQW4CnXzjXHdxjYH+25PnNrjHC2jevuc9qqnF9SRVJsbixXCd3qJe7/yHko/ERnZ9WvAc3KHwPhHwEfvSLds4zCu+2eKQbnaCuwz8nRuHdN3R/IoQQQshb410KoJJgZmfAT0oZUS8ibTDvaMAPolgeLICaB2AwkmMWR1WPwxtRRhGT54PjF8RQMaj/nsRQ6nE6ENtTyliuEFMY2+wNRMzl1sX2BEy7wqanMAt64sWmMnVMR3KitcHiPMAJ28C4oMKpmKJxJlGUpsHF68ZEryJETJrm46V0Ljfm0zpYr5Y/N4X3nj5PX17aSoU4EUORk8ePFM2RZzZ2ric4oDIdgMEg8KnAB65JhBllpdVN6Svr1zcFKM+I1VGPioz64zxFv0EdLec6vluzNu/FMBZRSsQ9tQiaHQFsPsNAvKFdtDSJ8fx45vMwxH0XzsOYv3wetmgqxuDdM6u+EMbeHQrA8VyZRU99+13RE4jypEiPt1uInlRimznyLgmbIDItYu/6vi/F3rXpSRC1iL27VG6OxhOTjWhJZCVe6tvXWfS0LufbJ3HUeUwPAZQ0UdB5IXqqthE87YmdFPuZj6FoFmpihuwkjNoIovp0EjaBkGtX9FRtOx9vDcVQVaTWIfA8n4c4ipArUegDhzjZT+BqQzQsMs7rqYkV2e/37mEl1xGRXtf7B2N/NiTVevXuCSE3guKnNe9BDEXIR+JHv/iOIihCyKOg8IkQQgghbxVG4BFCCCGEEEIIIYQQQgghhBBCCCGEEELulnfnAOWOB+hssOt4gO4Fp1NzfvJ1OzEvIpJdCo7ASCVcVqYyyelpuIvE3ntMnp3BOuDIDcodbOTYDepunWVS1EM8Ep2/p5SvsnDtWn13y2XHx3Cx7JUuUvFkt4DjRHd5QgeieMob0jDcfcJjM/bcoND9yffhrhA43eY1tskHun4/h6zeq07zi7KbaEDdLrciEZvjZYYJDjj3gNOI9Gi88YQ+OFCo5if34ZKUAgdrEjFM7vyj4Qg13NvUdDir9MOI67AM9zaDusngbdv5fN/X6hvEP8vP5av4LvQko948n9vn764O5xF32FxN3OVpcTl4hasW0U1ty7aNSdlxgZK0NyvaXB78mFQPz8MUvffE8zDKFGUc43tgdk9cxd6tHDCxDwSOmNmlKbs+YZxdcoo6aewjuT5BG76MvEPXp6jzFRyb9GLsHS4/ir3bK7eJvfOPFdrM2enpKBrvKPYOl2PsXYqIg5g7PaMj1Nb1ycuJQTmIWo51zkOj4lR7nB18h87sDKWycYQSkeYKhe5X6FZ1Hp0WhWmptbthoXPUiL0LJlcrg21Yn5GEXxfYKYbzNZxBpTmbhZsZ9jOnjn09zfcd8HIHt49YrySnNOxx0OaJkDfBf/0/fCfyX772Ubx93A2KTlCEvG0Yh3d7fvvznzIG7wH88Je/YgweIeRd8Z/+Des0Qgh5Td6NACri3VxIsIi92wz4edRL3y6tmwf8cAA8Il8u/ALdB1+s2HZgaSWOKvOADkSJpKi7YzFUDHofiaG6sMJ5q4NBIWhbfda4rGgetJ0HaqNcHuRPIjiRLLJBHihk2rBYvirbIi/6dD/e2BYjMGDA1PrXjBE6KzFUiJwOBFG+/GjZYzgUOS2Wp8i7eV7hO9R+kKuou4XoqS3Xfk36dQzTmPfXt8fPD8+5EJ3UJpDxyCc1i5FyFDO1SLMievL91VFPiURMzyoOjyKUZ8LjkM7n8ZmfTk1MGvVvFasudssk6ZKqaL8IrZR83UXqUt0RQfnesggq2oAL56G5KOvSeRj7W5+HYrYR4jGO8f5I/SFsJ/di71YCcOgbGfaTItpOj0VPU+SdgbgpiZ6iP4VCpiZ48m1ane3vAcqdZsHSNvYull+IvVuV28TeQVusVYZAAtvVPWGTiVyKvRvLp9i7FIdnaRsURyXRU4icWl8y2r+50Y9jsO36PXTUfO377K+F62Zh1EoQNb+cx98ZHPuqT+zLvR+8ib3zum3R9yYfmwpiOYwgr9b6hVFuEjmBYLhVQn0X0GXshTfYJITaiPtnknj6aTTh1IKio/7CZSIikHzrQmgR9gEIQf7r/+G71z6Eu+StC6Ewto+Qjwzj8Mhr4oIxCqHuA8bfEUIIuSU/+eY7+f5b9kPJ7XgXAigXyYgMkdOu69M84AdCp1hXynbAbyWmueQAtVKSOCtxFA66i8SgUgz0oDvUgRgq9nEkhhLZOEI5b+EH7kNBW3xnQ/AUn8fCjUJmAVuRMWh7JI5SncQ6ILpB9uavFUdhmWmQFQdW3RHK9xXiJHeAggFFfILc4IXbOtuUS4M2tp2/2RDi9NlcFEZFufxdpLJlCEd0aD5i3svjcjEB0RRcMzC43ra3mE/yFBs711NXZ8X1Ci9kNs69U5nm0WoKxDTnM0UoL8Bv6q+jngnXJ+mfuWo46yFJ0CYy6p9qYihGPZuYuFNUCVexdv02EZTM+0pLrIk73GXswnmoJ7igjs5Db9fwPNQyBAwgXAkhXrQT28+DvHG0bNvOPdenWQDubaSLi33d7Ox0IHoSAfELiJuS6Alfx0/j7vg0RMzTtOv1QrA0Xmt2cxrT+8KmudzS9UkluTnJ1M4mZ6bJ9Smmwd0oO0ihaMr2XZ/OUzmzIZZYiJ5ieXIancRO6BoF6I5wqH1fY50WEanYP7ZRDuqVlSAqtvG6zT+fM/SJYTrc91wkBY5QhmIor7trbW2nz9us+CDvHrONoHlc/JNAbk8wZ1PLP8/H8jw7zKQsudgdOUGVc163um1YLl8VnK7VsWxe1OtudwssJfVB2QcgJEPx09NBodFbEENR+ETIFrpB3Q4X8tAJihBCCCGEkJelXC5CCCGEEEIIIYQQQgghhBBCCCGEEEIIIW+Tu3WAQsei2eXpMPZudjxAd5aIcilbxwN0DApHgAuWPkdP1q/coTCCAZ5E1trdOrzcJTcotwiY3aCmiK0UifdW3aC6g0Vy9ErOTuDUha5Pvqz/NZhu814GnJOmaDx8Mjs5M8nWoSiWbVyftufIMv5ifq2+COOzTCQ5yRxH4I116PKE8Xgi4CJlw+YJzI3GggVHsXiXogD3nZ80L9/5zCMK0C+lcQnsuD7B9RPuE+AadRrlwvlCFZa34nF4BQ7ImmNJROJJFY14vTJc2AwceGRy8pk+js216ofAOLyb4p/h5/JV1IF6kuYa4d/BvBHUvRHB5PXzeVT26Xzw6ZOEC1RbdxyHF7FhGKGzOg/92r1wHsY8RJnpyVoMnkira/1l/P27O44pz707IDlizvF34LYjWnLs3eyAqePciW1KSbF0l1yf2rTm9vQ0tkmuTyrbyLuo13PMHdb3aV1ygNLJ5UkOY+98+W7sHTo2WXZ3yhF4Y1qSG5RtHaGm2DsRGe5Pq9i7yQ0KXUPV4+P68Y3+oi2i5Px9LBxwLpDqK9W2r4Wj5uwMtXGEinbaRlvanZ3WDlXTezjXPO91WLVoc8P1FKLzWHd9AKyG65eJn2/DPjX6ZGmbPeenqeRcDOqF1nfu5xx0cqNPjvXPyokJY89XL7bbr556k/P2eP+DZdJ90doJkhDSoOvT8/HW3KAIIRnG4d2O3/78p3SBegA//OWvGIP3hmH0HSHH/Kd/w/qLEELeAnclgJpFTy5+0aI55uVS7B0uhwg8g0G+PBiYfyiOH4Yv+Wf5IFOBH6bNxFCMgXEksyjKY/Jajln+cfxIDNVH75IYSmAcL8r1/YtcJYYSed6B7833KzCAuxK0qYrC95SEahizIzIGHo6i8kBwsxFFHQidNmUWIp9Loidctonc8XIoeiqSB1lhDHETbQfT87oxcKO5nB/CPChky8ljpvd5JHIaZWT/M8flVfp3C29+jrrz1SEG6DE7ca7Ah4fT/kGE2EQF4wMFxAUqRczjeVTFXFxiNq7HxVvdGebaxOHh22Ac3jPhA6Tnc68TewQMxONJ0YhaUqw7aj0QtJVNHN6oli/F4fXz7aSPOg9TDGiFeY9jbAU3cYy+czz3mgCBETh3gUKfx7/bSfStU//Hp0MAfsK+kbezMsqpXhQ9xXIQjhvG4eE2ZRImp0g8AdEUtpGaxUy+3VRuJWxalfMyqQ12QMw0x9NihF0WPY0yvnwWRMX0eUwfxt6FGKr1Eb0ucEGUiAzRk0iIiFKUXLwng3irSQx1DV7HQDznqBMFzg1dC6JEeoQs7BPeR3pPtY4+sB9rr+sMxVDnMyzv8XeMvvsQ7AqaRcZ5Pjd1vny6n1O/V4v59td8Ou6fdAgPi46+GiTt+fbp8vK6raTbtN3Yu1WkdtIopbbe7x39uhtlIkoXd1CKSKmbh3UI+ehQ9PTyzFF0zymIYuwdIddDERQhhBBCSOP7b1uf6Cff8H6CkHuAEXiEEEIIIYQQQgghhBBCCCGEEEIIIYSQu+XNO0Bd4/okIjki7VLsnS/3qBffd7gcoBtCm04xL3A8e1FfGo8Ju7vOFKUA7lAprgOjSfyR4/5Er0UW2gU3KH96XlWswgH6k7/VmssJlLvoBiWycYS6pfsMxva0aB7/vLuDxSqqByMMVVOMIboSJJenIsl9IJZJe1p6OFDo5Ag1rRNfPsr4/DLebV52OO9Pb4uoaD51FpE7MQ1GYjavk/XflfnYxhkKt3ksi6fX5+VHn9teZJ76scXT9MM1R4f5Usz7RrhcTEAKCrGR4CbStrfx9LzAR9KvdT3BwUaUZdaYrlygNvubl3cXqHl7xuHdjt/UX8dn6Y5PcbqcTqOurMPexao+wNErx+FhlOVxHN7Yo8eDLc/DYdmWzsOxjV6MY2zvyXZjcLRoxPrQfeyOcKcdbxPn2FiRbdsJ7lAbB0w/v0q57Pok0lyV0GFTZUQ7Yh2L7W3R5NKEdfa8TXaAWsTe+TFciL1L20BVvnJzGhF4lua9XI7Ks7y9jflN7J1IuD/txd6NciZ6rqNdqzW7PM0uSntRcli3+bJLYB/I3eXmdegMNUflnSDK2HKM4jaub+FQ5Y5PUa4O15vJycrg/bLOIofg+YYd6SpxUYczFN7DoQNpir7zc3LuAMOkQp9w0aEIpzQx6Be3lj/WlXHvaIox4ZadH+drlRCyga5Pb4vnisej+xMhD+dHv2jXDZ2gnoZHujEK7zr8c2IUHiHknmD8HSGEvB3enABqjly7VvTkg3XqcT5HsXciQ/wU68YAoJUyBBFTBJ4VzQN+OzRNBAw4zVEKK3FUlYjLs3kAS20Iei6Joc415scP6yO6SbS2GCXf7hoxlJc7iMdDLg00rb7nFFvoiz3SEH/Aj/NhErTNMYYw2JYjDCUNcGYxFA7gTvqVtE1ehtuk8gvhju389TIpBkhNtLqIAdaZbMVQNmb3IvCWgqi5nOQx0CSOeiKrz+1IBLUriqowPYucYhBddkRP/Rz3/c2iqdMo14SIfh7hG4Ex4NIP3D//k24EL5I33XwEOL8Vz0jE3jEO7/lI8TkQe2cio/455wi4o+9yLWgr6Zx4SBxeDKaiCNfPQz/F8DyEetNK2Y9jrDbaz5OJeVzU6SQegxfvNep/RuG9NaJNVR0CYiTaxm0buWo7s9BpCFSwXb0kehKRiLKL9i71p2QjemrHsxUz4Taxr759irPDdZOw6Sj2Lu+vH8YkehqRd5LazFXUXVtuGzFUisqbYu9imwuxdyLSxE8g7tGzRfRbE1GNPqJUWId9Rl/vf7Hhr6saTFLkpqg2MSXMx25RbDFH5Vk+j1AMtYnr80jPWbhV6+jTmo26udZoFxl/R5aEiHCKEK/WIpGjXPuTRE4hEvbtRj8zXTGLy2dVDvv12v+b50UkReWZ9vthiLoLgZZM2xNCDqHg6X44Ei1dEkdR8ETI7WAc3m347c9/ShEUuVt+/DO2q4QQQgi5DxiBRwghhBBCCCGEEEIIIYQQQgghhBBCCLlbXsUB6sg5CB2fRB7o+iTSHYL0MPZORIb7U3KEmp5WF4EIPIHt4Cn3nUds1WQ8MYxPFJs79Ax3qHiCXuEp47MNx48exRBPxV9yg/Inmis8+W4GT9mX9uS8b3fkBtW37Ye+H4+HXHCH6jvf/Z4Vo+1Kyd+vqih8Z1guOXoVbU5efZtwsIgYIPyu/SDy92l761TAzUm3rkawbuxr3nf+OFbnkTsYmT82XkfBpRsUnB7xzcxWNCtHKPFzEpb75iarB9k35TYcPHp+lcvTNJ1MJkyGs4dMn0WBDc2yxBPteibXp+EuAjuLafyQ/HXAkcck1Qnu8rOaTp+DrD+m+SuDd3QxDo8uUE/H4/C8ftOTjDoQnKGQ1XeJl2dePp0fV8ThYeydCJ7v7TwcMZngBHHS6VyG8w+czeRUhrMK1svFljF4bXNl/OJbRUtuS6MdbO2lwve5jonV3AdSjejf5IBZumvUgetT2156e6xjProiUO4EbabObk5QbrE8xd5BW5Dj8C7E3sHrrtycNtNmy3X7blAyReXZVG44OV2KvRvbQ78QI/BqzS436Pp0TcTcEWioNDk7xTLJLk8ikh2hyuhHz25QcSz9/aZjRccnMwl3pzpFSftr9u1ZR31wbJwfGGPbLv7pvFmcR3le1/NRbvvy7RZu9BJ0vtTgngGj7uZ4vBSHt3hpQsgaujy9f+jwRMjLwji820AXqOv54S9/xRg8Qsibh9F3hBDy9nhWAdSuCGYSv6RVk+BJ5AGip7aDJpCJwd1F7F2fzoKosW8c8PMoGIPBwREVk0UuCTMYKNL0a/csjoqxZxiMUtUxoNPFUCGEuSSG8h/6/TMTaQNHGPWgY9RwVwxlNQ0sHcbjIUfiKP8MLnzPKQ4Pv18UR6mO79YH4vD7jUFNGMDtgwhpkFTHOoEBWBxwSOt8HsqNMnndbuTbzvwco2cnyXFvEJe4EUMthE2baSwnYzoJnWD9PAb0mDi8jbhrfu9QThfHJgIDz4vjsAK7ASWKzdF2B1F56TUhKq8NluH+fPshSIlXifGwITa0k7xoHB5FKTfEB9fP5/E5n07j85+LL5Z5uZUIqm1zHIcX54FN53gIV/qgKdRnQx0yBAURvReCqDLqdRQqlCJ6cmFfjRi8eO9xeCaMwbsDVvGxSfy7Fa6EYBhi70K8BAJw077uQPTky1O7pqMuxVi6JGTq7S3OZ5GS5uVQl2/ETH4MF2LvYlokiYF3p+uYT9MoZkpiqC5ssrEOy22i8o5i73x/EHuXIvDOdRsdF/3J0UfMkXc1CUWOUDyHStmKomLdmE5CJ7NjMVT0c+pauOXxd/GezvF+7XwecXiMv/u4TO33eKCjRhtpZrnN3jv3QbzU5uf17Q/2o5swGfuMefdDQK+y6QdfeGsPZQinJuLecbEcmncKn8m9QKETIYS8LIzDI4QQQgght+Yn33wn33/LPia5DTcXQCXR047QaSV+SetR8CRyvejJt0FnoJXrEyyPJ84nB6ghctLhdODr0A0hDrr/9bEaUdFisAx/4QZxFAyqmYACBMqEGMoHxC6Joc7uIjIG2NKgkouhkrBpIYYyFTnBPlbuUMg14iggOT2JrL/nU9l+v2kdfBfwvSdB2wkH+DWdO8nlqWQ3pySMUdAV4GCuyFbwpHm7+KuLZTKXt7S8DST7C0lWzIADkVZNp86usGkliPLJHfGRwLpH6J/adnipXCFyUpvWHb3wJIZK28DAtsJnZ7NTFJwDvkM16e48PjhrcH7l11f4nkyK+MWrdZQNEcoiefRh4pm+zcINysU5dIN6Gu4CJSLJ9anVbafNcoH1ItvvcmoeYPkFN6gQLOnYN9Y9vW06ciMTEbFaW72K9aALEFA4is5QWsIFSmQMopI7YuV8YvBd44j8ofMJiJT8NDjlvtFS9NS3mUVP6HiShUhjX7kc9Legbb4sgNK8/Mj1qe8PRUu702bbtjTK2aEYSs+jXBJHgeBJk9hn6/okIiF4Sq5P7pBUa2wTzknJ9WmsM3idJg653MpbqiNGw53rGBBGTQL1i2Ko2elJZPsebLhc2XQuG4im2A5+PFL7XS3fj1QTWd2fVNuEwke7Ci2696kVrt1YX22IhQRupSZhZRZC5f7xjI1qb7N8udmm87HqRYrI1J4nt0cd98oUPhPkLd5bUPRECLmWH/x/29/f/d7rHsd7g25QT8NdjegERQgh9w3dnz4e33/7tfzkG96PEnJr/vDPv5O/+7Pb3VusbZgIIYQQQgghhBBCCCGEEEIIIYQQQggh5A64fQReGY/WHjk9bdx/0j7ACchjW0Quuz759BSNtom969N7LkFWcBuNqBcRdywAJ4Oy8x7qeCp4drzJ7lAKT/oLWIWozG5Qik/MX3KD8veu40n6jRuUP2W/5wblkXwH8XjIoTvUilK28Twx3ZefTqKl5O93L9KwqBiUM3AiQNcudFVCp4oU4dOncyRPP24dDggrx6fxFPV4etsW0zZtF/vDZbB/dHZKjhMmYopRirCjaZulIxTO+9/pK7zG+Wk+z3E+3J1sKrvn8nRp/RVsXJ7mqDt/j5Pr06gH+qP5eK0Oi7dpezhOke4CJSJShwvAaev4k44Xtt/ub4uKbOLwovpgHN6T8c/tc/kqxd7F9/SccXheFa2uieRyZsmFJ+0fbCr01CqciMQzaPvMRjQetqWltjbJz+8pEsfjfd6iI8CHxmpEgLXqTMdyG9G66fycXH80RaFld0F0A8Q4WTtpcmnCtnR2fUqOTcv2N7etuZ2WVG7rCOXtvuRtDmLv4vT395fa0sV0dXcn2A7buKlcTCfXJxnuUGeDbVr/LtaZJbcZdHzajb2D6XBOQtencFiaHJ/cBcqnV6S+mqX4LEPX11K3UXnRSdFjN6hwuarpuEfMXT9uj7qrNepiOZ+F0Xfk0aAj2sKRV7RHkofrk8T9nAncz6X4uxyH1wtvudq9abVt9P72tz+IPU2OzXR+JDI5ejs8HwghhOzAOLyn8duf/5QuUBf44S9/FY5ZhBBCCCHk/vnDP39+F7WbC6D0B3mXmzg7B8UvafkkhMFtL4meREYs2hyN5utQ8LQTe9ei8nB7AdHTzoDf/DmU8UM4/nytJn2QaQhUQiilY6DLVmIoEErtiqGkiuc9qNbxGVbbiqFiYHRHDCXSBpwO4vHSez4QR23w7znFCO58zyiWw9i7RaRhiANUQbQ2fsS3ohHd42/SoFweFB0DsoIDvVAuRQLptA8sJ3kb/GurfQiMk578e1/H3LV1eazGV+KAdXuhaTsUUU3L5vXzuqXgaa/cwfzFfc48UAgl4tfvEDkdReWl1wERVbtmcH9YMNcDYyhqG4e3ErykY93sDfe3s7zH4aGIinF4t+E54vDWY58gjtNWEYRgSUaGo0kZx9BPSYPBymhWi+R2RnUSJHjbAO1n0Ry9mgZFS4pcjDqekThvgiTYc/HMpegn/w6LbAf+kzAb+xjTwH8/x1LVXXTEhHr7uxAcCUbgKdS/fZs8P7bfRN5hvbx6nQJl533MVfkkZkrTIW6Af9O6LIYyEEnZEEGJZHEUiKG8LU/iqBA2LaZXsXe4/HyWXdHTJHgyFErtcZb8kIII9NXLEAxXEE9oET1Bn/MKMZR/fvg+rMJ7qCDSm+Pv+jzbPXJIhfO93/v4dWfFoJxkkVO1cZ6LrvvRrfCSTbmJvdi7zYMJ0y1yzKT7Ph1J9HUUbtG52B+AOEvqBz88n8tX6Z7c0Z3fPAghhBARiqCeCuPwyL3wt3/5tfz4Z88/YEnIPcDoO0IIeRwvIX4SYQQeIYQQQgghhBBCCCGEEEIIIYQQQggh5I65vQPUp2mX85PiImv3n7QTfJp8dq04cH3qyw0j1Aq8Djo++fRe7F24QWl2FThNkWnhXtCdOtD1Ca0FwDigxQcNt4BwYdARK7R0g8KclpUbVK3ZKaSUEZeitnWD8mOY3aCSE4SOcnM8HoJReQt3qCXJXeTge0anJ3DqujbSUAo8Ed1dTfD7HeeOyBzhc8n16aLjky6ml+ssr4PXidPoBI+Nz25Qs3MRPpEO1k6zI9TKUWov9udw3ewAhW/pyNXpyOUp7cu26x+J+SWCjiIYlReuIc2rJz6j0yinAk4ocUDb+qztIcfhuTPKc8ThoUOPb8s4vKdzbRzeqkVbnRkK69Jyd9MpzUkluYVFG1pHpVC0x5z1/Z2gTcIVahGDJyJbN6g4AKwPvZ0e9T/jcN4B4TRUU7u/cT5xY5SCrk/gfGIi4Soo2dUEnaJMmxtUcn3Cuhfaz+TMmJyiJLtBzZF3q/2V7TbJAUrGOoyyS23SPD1F3mG83aYthP2N7eFDgjg7rQbuUtadaWxTLmLv+vRh7J3HINYaLlBtOxvrZscnsxEld0C0M37++Ca7scYmZjXmD92gsP9+Hv3UFHnn7y8i8c5jHePvyAq/N0tx4BUqhdRZ3s6n/ej+fCzPs60vPnp22bEVC67nTVU0KlsRjLdrLk+j3o77UdUeU4n3Vl6Xsy0nmRR5pzocvE/X3NATQgghjR/9oj3JTSeox8M4PEIIIYQQ8h55Kdcn5PYCKPyhbBVnFwX31y2FMLFNX7cSPeE2KHjxfRTZCGT2Yu8iFq20GJYclefHI7B9WxQCJhyDmYQc5gOHfZWCMOlIDBXjOjq2R4WLShFTy5F48Cv7RgzlA56zGMopfd978XgIRuWtBg0WKH6fF75nW0UfQrzhJtIQpjG20OMMUcA0BkUxjqdPh0BOYJsx4DoLmVLUj0p+ncX02G69vzbSCuXGCPOIqTAV+ApxXCTRBmk1C5MWA7grkdNymwNx1EroFGUklxvb2375qWx6X48RQ+GAOo5fTVF57XpHORIMYPng00bOMtVnsbbF4YVO8Bni8EKcwzi8Z+FSHB6Ko5D1mZHPKDEbgmEzEcsCuRSLM18XeOpgDGic4xpxOCK96a2jnLdjKYLKI3GoJ7hv5oH/qIBAeLIY+FfYLtp909HOWCuL4ijvyxi8TGurRiSeqaRpjK+bhVGXI/A0lTMVEKXLrgAK97cRL2FbmNpFS+VyWziEsm0bi2mF6SSOOhu8DvTbuhgq2rUzCDGqZJHTQexdxMWdz1kQhaKnleAphFPrhlWL7jXFrQ5EURQ+AHE6hXjuUAwFMV3xvkRahJ9/DudzO+45+q6/J7ZxJLB27kcbrDpupgweRonyO2c3iJfa/KrMuL5NBOpQb1+3L9HuCdUPp+0d7hXiuKA+066BxnvHETcJPVLcXqSLqBZA9G1aJjLEjdKv/X6s7Eu+LyLyzuvloiF8UoyhJ4QQQq6EcXhPg3F4hBDy9mH8HSHPx0++aUKZ779lf/K98BriJxFG4BFCCCGEEEIIIYQQQgghhBBCCCGEEELumJs7QMkPpl1OcXZj8Y77z7wtWvZP8Twb1yeREZ/hzj2naRt0CFI5jr0TCfenHM0C0+5kMLlYtZit7SPC1t160DkgTBhUD92gVIczTXKDwid3MRLPLrhB+Ty6Qbnrk5fbi8fzY3SO3KGOSG5fB9+zf7/g/NViovp+5khDd2OS/t2AG1T73vK8H3j63icHiRStszM9u1YcReDtxeilswa3Q1cNE1GPsKjZFWbrYAFPnz/A9Wm5zZ4DlC3WyVi3cXpK81NZXH6FA9RTwTikbTSeSPoCFtMPj8Prrj4PiMNbXVMq248kju5CHB6f3H88R3F48Zk/Ig6v1fNe9/an8FcReDbaMY889ZhFFaiiT8PVISLvIiYH21/NcThl1CuJohs3CJHWpvGcemMYOAH1ReF84m4jBrVWirbrfQ+0KwE3pxHzq72/Mfopw1VSIVJPkzOKYDdi0eb69H7s3Wizj8vJcIPyfcN2Kc7uqB2D9lKnaWyPcZu1y6JJxOB5uYgjxH33/plH26EDV60pwvBi7B0sD6en2fVpdnwKd5x1g2umue8nUBdMZVNUntmow3bcoKTUfG/g78WPy8+p/pnE+zifhdF3BEntdDVRTPHy83dO9qq2fCwIIz3b/DjX3QlPxOvEfq2CUxom7cX2iz5wq6dy1F1yfowuQCsT63Y7FTIVsJ3lPuv3TwrXZEl9yRHNeTkqk7x9IvbOI+/AxTscvTEOb3bzJoQQQg5gHN7TYRxexj8Ld8gihBBCXpPvv/06nIoIIWtey/nJub0A6lPe5W6cnS/DvyL5xzUfCMHBkCPRU1++ET3FoAsIZE59+UHsXZQrCgNpsA7EMz7AhmIOjwoQmQb/QBwVgihpA1+HYqgQNk1iqPR5wS/rl8RQPqiGYqhWOF53Nx7PpoGCI3HUijJ995e+Z5/HmLtZ6FZGTBRGGuI5EN9zvC4MwJ4kf5+bqDwYifBDTeIlTQMWR9N5HzgSgvvr28BArQsVVuKllThqI1J6iOgJtrkUgbcSK4UAcB7oOZi/Whj1TLRre2ewaIrAw+m1CAr3hVv5hXN9HN56bxeO9CAOzwc9KFp5PKs4vPicL8ThpWUxGFtaBJ0svk/DKFdbCKNGpE/UezAwq9AmkPdNOi9XA/8nmHZxCQqYq0Hsp7R+hItVYIDf41mHTmoa/AexkOiIeWrxeuMcjW6DCcQ3tjpxCKJGX2slclrH48G05u2SKDeJlGTblmI7Nm0T8XZpGwNxlU37EhAQ4L4NhE3tQ4nI4lrHNMTXaS93GHvnyyEuzs7nLHraETzttQ2fy1cb8UN8t9Dvm6PyUjzejhhK6iS+aAfZ3weIumrN7wPeH9s0chPwmpzuq1ZCUJFWT0Y/0Aw6/ZKi7vLrTPMb0ZOLknIPc/dJkzkDezkPf306PXhS4ppUvIcm7xctIqdTEj1tIkxFKIAihBDyKBiH9zQogiJvkb/9y3ZN//hn373ykZB7x88l5F/827dd5zH6jhBC7oebC6D0084uk+PTQvwyl+3YJG5K+1g5O/UyS9GTShY8wT5Wrk/x+iWLZIaYBgbUtAmjDH4vRwwGytrgGQxS98JWLoihcIDM35+7/0gfJ1LY9wUxVPyAP5fDN7HnDpXf3LE4ao8HfM9j8F/iR1lTDWcnPwcMtls6evXBBRSxobMEfp8yl0NhUtlOx8DFNOga0wLb7JRbCaPGAKom14o0aJscJDQN1G4GYK8UPaXlOOaNrhcC24Cz01LohNusrpOD8hvR0zOKoOIlXFCI3038+I8yljbtw72X3KDGVq/nBuXiHDr3PI3ZDSqdEQduUP5dqcgQ8po1hzuB79Pr21JALJHPDwNtCJ4ETZDb65DuKJMEFyB0vUq8Oi0fjjHGc+geMGuuTzGoD7Yks4AZXYf6diLS+g3JEVJDn6KK/RKLtrgJqkbbJQovlURAmrsXJlkQBW5Osxgq2lfok23a2FHdZjenRTuYHKHQKWqeTu9juz90fPJpdHpCcTOKqeQ8CS7Q5Qmv4c18dn0SkRAHoVsSukE5117Dq3LhIgLCqI0gDsrviqGKJvFFe/9+7m2Pm3UQeTLgqHZJCCoiQ+Tk2xXolUE9kFrLRZO6LDeR2va08aIcLkvujlAXQx2ILsrqO4j7rEqx9Afgc/kqzhWdfpdJblB4f36abdMIIYSQ66Ab1NNwx6OPLoSi8xMh981K7LRiT2D0FoRRFD8RQsj1vLb7k8h1MhVCCCGEEEIIIYQQQgghhBBCCCGEEEIIeZPcPgIPY+5WcXY430nuP4hvMztG9ellFJq7Aq1cnzDyTkXkNEWjzbF3IuH+5O4s2TFIUiyawVtHJ4P2pK/G8ma4BE/71+vcoOIp3snuZSxv7gIGTgtHblCGzgH4dDMs343HQ/xJ6dW6S6SIxIPveeX2BZF37viE0XmHkYbJQcLLjY8r3L0mpwlfl6MPp3NAt+VWsXmreDyTvFyrRJwdun1JzU5MWnV8TRhZN8XXPcj1CZavI/Ds0DkjmE6h1XzsQ+Zytin30uB1HU/FF7wIfbpfh68Yh7f6iNDxyePw0B2KcXhPx2PHMPYuvqejOLxqoie/ABZOYejaByfiJgLPo/NOGvFiivvzGC2Pz0oOMxVcavLyi1Gm5G1j4AQk/ZyIyLPRB1CR7GiyE/+U3KB6FJSf1K3YcIByRwnrbQjGz6VI4IWLkribJSQ7JscUf5keW7txYZTtcmwzk5Phpi0VWbVxcwSeGro5CTjHjHZrEzlbbdq3f5bweZuldYrXYa2iHm1Xu/tTv6YN3aAmt6TnjovbdYXqjlDuBhXnBJRLblBnaW53eH+A9dEc4xedXUKuBOowrVARuIXv7ISHf9Ny3ZbbWDPl2REXCv3F1a3TyvZJ4V5Per0b1wm6PBnUm9qupYiYhHupouPeM+YXr1u0XZd+GFGvKx1E3wMeN+rxd2XMuyOpaBGN6dXJSQghhFwP4/CeBuPwCCH3xrWuT9cwuy+9BUcoQsjz8pNvvpPvv2XfkTye2wugPk326LPQCZetxC+rbVHclCLKJtFTX34oeooffyUJZkxlE3vn03aaRDK4zSqWJd7w+LMRkIDixTzqzORQDOWD1KaaBwbPYwDdTFsUTd/8UAwVg4FjdNFEW/yK9MHOSTiFpKg8kcWv+FewEMWtvudlpOEceacS54FBvMOlSMMkZtpE5Y19rMRQKGzyMkthE057OR+UUElRPzjSq1UFY3Iw9m4I5HQM3MZ2Yzo+3pr3cUn0lJbDoO0mUk/ytptjxdPCVvOW5uN4p3LL5S+MDb3SIg5vDILdOg5vFkGt94b721ne4/BwuI5xeLfBRVAicn0cXjExr6RPp7yu2ojEM918p7G8jMgoj8TzfUc5Fz+F6KO2mCyRPOg7R2rZEF/YPDhM3iwpmtFjyLxr5mKak8gm/klEPNLWvKIvGn0MUxv9A4+LcvFd7YPvrSAIqTXX89O60YbYEFAt2h1fh10S9ZfHdtarykm4mmLvJmESLt+0szvT+fgWfTzpfTaYbsKr0Z9SeH+xfRcnRr8ORE6KcZU95s48Hm/nWnWxEAqiXqKex9dwMdRSIDdtlwRRIvl9OP5+bizkIu+UlRDUl3v9Zbm3ttvWbcRP8/r2R8eln+qvWJf6tH7dao69g/sGjf9aHacV1mFUuUc3S6vS8/7GPVN6r7P4Gu+5tIQoBvuOTcx5FvKOcMGcyIgjFRH9BMIoCqAIIYTcAIqgngbj8Mhb4m//8mv58c++e+3DIG+UW4qfVqAg6iXEUIy/I4SQ+4MReIQQQgghhBBCCCGEEEIIIYQQQgghhJC75eYOUDY7QDkYgbcTdSYi+clvkSbRwvgzcHDKy728Hrs+QeSdoOsTuP3MDkEpQq1ocvLB5elp3empYIMn/T0Gz5cruD4du0HBfNhLwefqMSoRm3TBDar4U8fgzlAtngANFwGIx8M3FM9LQxlH956e9s0f+j2vIg2nyLv0veH3dGWkYXsdXz7tQ/G7FjgHciTiJo5n4RQV5wnuW6CcT3b3p+Q6kSJ8/Hv382WsS84U6AYF81e7QR25PlneZhO3J1BW0AUEtpvKpOWrciKv40Sjmv2coM6RHCwX0+s4vO0T1G0P+3F45u5QN4rDC0ciEYhe4tP8TyU57xzF4XkEj2qLGumk77OUcZ6fSnb38uWl9LisHolXaySapLibKQKvtRUeh1fH8lWkljuv1DpcWBg/dZ9cin8Sac5C7u4k0vsUo8My3Ep6ux+uTwINI2wikwPK1E6kCDzso3gMnrTp6FvB9OwUtakI69hmbgsV1smmjbQ0P0+7Y9PYn0H7udNedjeo0QYaOHCNDyLi72y7rl2Pk3NbXJN191p9bbckrBdFRGY3KEfL2ulORLrblX8OrW6i8xO5RMTTzk54It1lcdogokDz4qj3ILquzWN9Bv29yeUsxYBKqlLTMozVjqg7kYUzFDiNQlPf1qfewnbel8334Oi67B2JAveEdP/5WMR983ABi1g8QgghhLw6jMMjhLxlntv9aeY53aDo/ESO8Hi2n3zz3SsfCSFkxfNH4DnTD63ph9SyXe9s4tDSPnz7RRTageip7bcJY0JYAxFnK4HMXuxdjsaDfcxijviBvKtdUAgC2xyJocYAoMVxa7WxK9UUhXBRDAXikvjRfoq828TjxRuD7wKjb/obsYXIY8NDvue9SMM58g5FT/B9XhVpCII2FyytIg5xmyRsms8B+J04RfOo9NFY2ezDdCtsisHUOtYlwZPH4U1iJF+3ifNZDDivRE+4vS62uSR4QrHTpRi8OAYEY4GgHPIScXgjuQQvapA7qZ8PeG2M6W0c3nq0fqzdxuG58OlWcXgYJxSDdKYxQM2B5adxFIcnIkOANonqHKsmehr1N6IiUK9bqmgU4lFT3I0Lm1w8USuIPEBUsYjUMhRfwPExfupOMPhuRUbEzfk82tJzHcu7+GlE7tYop2eLfkmrnzXF0QmKBFxwULT3bWQUrN5u22jvFLaPfpK/BxAgpNg82ZQLbTjGxPrrY1uY2lVcPtodXe0DXkfTe4djBQGVT0f8He7PxjqByDs9Yz9sulZhuWFk5RRz5/i1+hau000snoig8NZMkyAqYTW9r7fwfsg7Z0cE2sSZfu2i6GncC6X7JYN2WCTF4fXCmaXoScc9of8HuzGovgW2kSkebwikR2Er2u/1UPBSRzlCHIrgCCGE3Igf/eI7ERFG4T2RjxSH5++VEPK2eWnh04pbiqEofiKEkPuGj/IRQgghhBBCCCGEEEIIIYQQQgghhBBC7pbbO0CVoalaxpyJyGy9n9x/EM2PtG6cgHSUM5g+cn1K8WnovJPcg7YOQXuxd9kNStITuTJMAHLknY0ngJsrARaEcpMbVLgPCLgyFQX3guYGFa4fR25QxcYjwxhhpzKWF4/rg33AGwwXBrV9d6hLLGMQZfs94zp095q+T480FFXJUXS93CrScP4OcbniPuDtrc4HleT0hOeXoDNUL4PxemjAJbPjRHy/mpwqZpen/ai8fgzuWnGl6xOWuej65NsvHDGO3Z/2XZ52HaVemKVDD9Q/7ZIBx42CW41r5ilxeO5IdykOb3Ws6Ec1Cvfv+nQa66oJY/BuxyoOz2Nxoqb0SDyZvrtiYlYjHi+tqxYxJGqaI/GmqNm0HUTdaXKOgelVpFZE4p3HOsbf3QXJiaxai3+CCLtwFsJ8JncE8/MIo9omh0hRiMST4T6mOvobUq05j7gLSdFlO2FzmwEvhS/bX2z8tcW8uMPSeHt7sXfJ5aladofC/dXs2IR9t7Rubj/RDWqOtgNnpxSNZ3nd7rXaXdra7Ch3D9fqysHpc/nqsA2i6xN5NjwWFuq9UWdB5dNdnjDqLmJAJddtqd+1033dlEsrx31CuD6JjPg7vO+NODwdjry1z0efwEa0OrjpxrKYn47Dl8Ol2Zz96BpKCCGEEPIWYBweeU3c8efHP/vulY+EkC2zg9M1jlB0fSLkbeHxgh43SMhDuLkAyj5NSqZZ6CSyG3XWykw7xHg7lWl/sG2ITqYotJXoKfaFApoxnaPPNItVdiLTrMiIQIsD7LubB+9ggKzpho7FUK08yBhUxg/WJhsxVPxob7IvhvKIGWkDl5t4vL7vFI+XYu7gLcRg3QOETzOXvudLkYY98i5/hzB9FGmIwiTN320SR2nexzi2UQaFTuk8SuX6wAUKqpwqMguZIvZuju1B8dE0aJtETjsxQJdET7h8FYG3EjztRtth1M+8DspvRE54HNOyVyFOKUuCuCRrAnHUHI23FkHBjqc5j8Pz938pDm+9N9hfH6zTqG9HSR/QEmkD0RzQug0oQhE7NwFqX2ciIw7vfB7XiWqIn6Kcz5Qy2olTSZF4IlDv1eksMGvCJ5Ech+fxeCLrSK05Tqtvw/PjzrAaMXgi/RxzkUzR9t378h6DJ9L6E7MAQAREACiOAiFvxDy56A/rcu+zGLwO9kmm9sQuTCehlIzpuU08ir0b07IUR23FUFN7FussTSsux/Ydxb8QeRfxdy5WhLjJ5bUa4so6hJZTHN69XKv3cpzkzjkSgS4iX5MIcdpH6m3Zzn3QtGmrs6BfONV7a9ET7LnfW0S/UCWijF1w6i+kGxHV6PulI50eWEp9RM/NK2X0V/prUTRPCCGEkKfwo198xxi8G/GeRVCMvyPkPngL8XeXoLiJEEI+FozAI4QQQgghhBBCCCGEEEIIIYQQQgghhNwtz+8A5UxuT8npCd1/RPIDtFc4AYnO03Lo+hTLUyxZjkKT2Qlo5f6Djk+TYxCCjgVh5eHzV7hBmbprgsY2Bo5NsxuUO4AcuUEZug+s4vH8hTEeL8XcgQuD6MYd6ioe8j3D95Si5ObIu+X3hI48snFwWsbh6bwOnFXgPEquXzqdK5tylsvh57CKrOvuT3uxPbF53TpVHEflXef6hMuPXJ9SuTjPLZ3zh05PBy5Pq3Kb6ZdC8/R4+l7T+tkdymkuZD26ROSBcXjuBiIPj8OrFtGkesrRamK2faJfhE/13xh0NsFIPGwKRGR8F7M7g0i4L+lp1Nci0r/fUQ+qjemxcX+V7h4T8XZ9nYUb1DZSC11l3mqcFtknRTF6DJ5I+27B5WlUaGXreAKuKAruKXIebnK9k9Emq4SrpKgmV5LmKAX9HNg81fum2XQF1kU/yXL/Cqfntu9S7F1ss3GH2pZrjk+W2sVlTCy6Qc3RduDslKLxvEyKpQS3tljerlXDcn4IsD1dlQiR0XbNLngWHbl2X5S22elozk5Pq2JYL0mut2Z3u029B47GEZi7cXKCezoxWTX7GI23P7/zN6ZL3N+pTvfq5H0TbdUUiUsIIYSQNws6Jb1XNyjydvnbv/yaMXgflHtwfiKEEPIxub0A6nRgKhWxYyqy+ZG2b79aDj8GJyFMlIPtil4WPcU2kzAGymXBzHi9VexdKocimcX4obqgCERPe2KoJGyCzLkmiBrrNmKo2Me+GEpMR7FVPF68JAqi/MCmN1X9A33ED6P4PR59zygq2hG35Ui89XfmQqksgDr4bvE8WgjfUoSen0MLcdRcLomoFrF3bVrTAGwamJ0ES3vxeHkQuJ1De/vYE0Ptip5SDJ8tBVFOCJng9WP+CpETxugh+ohT7qFsYjlFBEWcKjbVZ6AlmOq6dj7AoNWVcXgWAqcr4/AMRDIniHXxOBMOaL0aGIln53PUvVqgTj6dxM7nfCYUr7+HgE1FmrjNrykcuCzT94qiivNZrI4B4VGX2zZSq89jHB5FFXeKDeGbiYB4qUZFFyIA7xMUy+cHjNwriKgEou1EsZhGDF7fLGmtVm3GHIEnIJSScahNEIp9KGxfsK1bCpsMpse+9YpyIYbyYz+Pcu11R58slkdsHvTXzvBZwrTUCvvDz7+CWLFfqxGJdwZRI4WKhDipzUURqMio507TRtWWHslqud82x27GgysQD+oRoNfWe2PnUNeJRNtuaikeL/UxoQsgvs0iHk+Hrr7fF03i6eKxdxUegiHvmkui6F6GEEIIIfeBi6HuWQjF6DtCCCH3wvfffi0/+YYiUELeGs8vgDoSOu2JX6btV+5QSQgD+woBypHoyadB9BQOQuKiGNhmxzEoCVxmZ6GC4pA8GGgKoo8DMRQO8rmLgu8PXRNmMdQYNNwXQ6HwZOUO1TdpP5i7YGMSp8Ty4iMATxBSXPie0/eEP/pP3zMK0FYip/je4Xy7xtELxVazM5TAuTK/7jg+S+VMJA2AzK5PIjDgioOxS2HTfjnBAVzbbncoeurHeFH05OXQlQpFU+l14BzGv3EM+cf15KQxL3shkkQpZmBAfz7t98RR6gP2Q8B3rRuUxppjN6gYwCoFrmMUxZQ8oFVUBMyehkhB5XP5ikKXZwJdedxty0zhe5YQQfWVQ6xyGiO1Vk2k1LEOBy5Xg5YulqjgAAVuUNbFF/6a8Rp9nufD/eIigOEkBiurDQFAtY3jQ4intUa/S8/WxNdduNPcVPxc0dDgtP7B6Fe0BrSvQ9comPa2AB1Tksgp+i6axbagFToWNm1dn3CbvXLR/pqXg/bMxjbYV1McOE7rLK9DkRnOn2sefPYP1t2fZuenXo7XKiE3Ap3b3HYuxEPgiic66pKyqNuurPfi4ReRdC+ksGx2hxr30yhysn4v2edVh1tvncTS+JpF1/2HRX/R62j2F++UyRntUBQtku7FCCGEkFvxo1+0wcL/+Bdfv/KRvE9++/Of3qUIiuKn+8SdgOgE9XGg+xMh5KX4yTffyfffss4hD+PArokQQgghhBBCCCGEEEIIIYQQQgghhBBC3jbP4AC14wI0uT1tI+y2T7yKTO4qe05AuM3k2LRyfYr9wj4ilkwuOQbJOgqt5Gi1FMsnkyuBSTw1u+sGJdvpeIq3wg5XblBhtDAcesw0udkruCus4vFi12W4OuDhuDtUW65PduV50Pc8uT758tnNKVzBUryhxDmyXLcTaTi7Q+XzbbyHbQSeLcuJTG5OU+wdLsfIuofG+2zKWd7foesTbL9yfdo4O83Hh+fogdPToctT2s42y16aeDgaHNnGMi+14w7Vz+X81H5fV+RpcXjan9xePdGfIlAkx95pCccgPZ3GR1tN3JmIPB/omPC5fBWOT+17HujpNOp/3MHk8NC+z+4Qho6L6C4j0p7uP8OT/+A0FdN9HeO03jHhpDRcnpq1HETenLMb1OyEorCP4Sxn4wTuzicK1Tc6OF0VgYfOTtn0KLcvi3bRpy/F3l0qh3F23l4unaLguJsbFC4H18TzeCMK0xF/l5yjPOYO3KB6/F1cr7xWCXkadVxrAo52Wm305UVaneGRtBB1t6r3RCRi8i7Ve+H865d+mV2fYjLdU0QUqEiKNG8RzJb6qGN/uu1TLOKQL/YXo0/B/uK9cTEacnaFFFmeI4QQQgh5+6Cb0j26QRFCCCGEkPvj7/7sa/nDP39dV8jbC6A+HZhKoXggzUOZMgleRIaQZU8Io+NX3RC4HIiefHoWPSVhzUYwk+d9GgUyomvhxvwZ4A/cGzFUDC5KEjfMUXkoXprFUENsNX5kb+ooODb4AX4Vj9cWW49qQyUXvJSLKrzc2N1VPOR7Xn2fR5GGVvI5MS9PsXdJsATLp0jDtfANttdpHyqb8yjeFoqFVrF3sVzWgqMr430uCaCSUGo1iNzFSkeip3E8OPiT32sMJJlshU5XiJwUB9dl7O9FgR/+tYyYkXn1LI6ahVGXRJwhvuzbpBMH5lIcXnvhHHWSRKUghlJtA1kiImVEq23iR8mLkgajzmeRCkI6aQOOsc6vJxe3wfcp0W5gvT1dL9VG7B3sz87nsbxaE1T0dYy3eSdMkTci/TxyIU1RsfMUq4hCAG8cio4YPJHeTqhPJtEsigRabFLfdZUo2EQB3k60/olBewIvs5nG03tf2HQce7dXDsVMqY095/YTxUwjdhaFTTbi7eZ1KCzz5S5QTOXqEDes4u94rRJyPWYjKrj2jm904KeKBa5Vhe0u1nsi0Zav6j2pCnWoPwDhBVGkNO7hQsgEfc6IU566fm3GpnnZLpv7i6nPyP7ih+FIFA3rCSGEEHK/uBjqrQqhGH1HyH3A6DtCCCH3ACPwCCGEEEIIIYQQQgghhBBCCCGEEEIIIXfLy0XgyeTsMzs97bn/4F+5wglIZOHsNLk+xTaSnqBdxdcdO0CBI8xDk0d23me8j2oj0qD2MhCTcOgGldb1SYOnj60/3RkPMG/j8eblbQEcMro+xYe1KXaZ1ecgi+9Zp+Wy/p6T+xJ+n2U6B9AdKpXz5VOk4cYdanEM7gYV8zYkhtlw62LsnU9fir2LckfxPrNrFDpaHLg+pWM9cn3q22cXKdj39DqxH5iPZTsuT8lVLD2VL88PODjFU/H4BL+IHLlDzc5QY/4gKu+CC1Qclm9Y22v6g/rt+Pq+i4ZDQYvDGzFp8tB6izwr7tzyuXwlYudRt0s+1cMNSlXkLCOWBuMOFfTN4Bwj0t1jPNIEY++mODw8JnL/7EbeXHJCcTcicIOSOtkvQZ2oyf1ERBXrzlE/tmgp6L943RjtyXBG2cTeweuk9mXp7GQXY+9W5Taxdz7t7k/JEWq0adEuTm5Qam2Zv0mFab8eI/4OIvEM3aD8+vT4u7heWZkTchGrw+VQZDjdWe31TL9eRaZou0fWeyKt7pvqPa/smvNvHFyvYyVeC+9doheozTVqzIvk+6fxsmliiseb+4tRF6ONFPuLH4N+XcR96sIVMpYTQggh5F3w25//9M25QNH96f3wt3/5tfz4Z9+99mEQQggh5IPz7AKoTcyZiCyjn1biF5mW7whhULA0hE0HoqeYXoueNuKqMr0P/03bB68eyvSZrN6vlUkxM4mejsRQQzADYiiTaRr2v4rH81kQRKVjPhBHPYpL33MSOuH0jrAJRE9zDOKxAErz8r3Yu6VoSrpQyrbrNAuRLsXeiSzER4cDuAfxPrNgydbrNqInkTEIfSB6GtvYiDnC800kCZ72hE5LkdNqH/WpJ9sTiMEozYNPe+KolTAKB6UOovLa63idOi5yhYG3FHlXTKSi0MmPhwMW90YSQolEJJ6ItCidqfxGECUSoigRGWInB0VPIss4PAqf3jl7QoDzeTvgGSKBIeiJds7bmpIjn0Yd6HqBsS7qN2hrrEhqT1IEnozdbYRQOL9oF8e0yFHsHS4/ir3zaUmCqFwuXsdyGakV2sJJVIHLzzXPu7ip5ugtEWnRd32e1ywha7BN9WsmBKAi7Ro8yehf1nqTeq9tPovfx/0XiqFEJfWNLXf9hrAp5l0gDfdwEHnXRE6jPjLVUc+v+ovYV4z+o2R8udeFUZdr9FdYD90P83VxKIoWgZtfQgghhLwHUHD0WmIoip4IuT8Yf0fImu+/bdfGT76hAPS58M/WP2vy9vm7P2vf1R/++etcF/wlixBCCCGEEEIIIYQQQgghhBBCCCGEEHK33NwBqu5F4M2OT7J19xHJ7jyxbFXuwAlo6QgV08Ph59D1aXJ8KvNTsA9k6YTVX0vjad28fByrdgchePL4yA0qHlrW5Jowou0kJTis4vF82vcThwVuC/55rRyiHsPR9zy+Jz34bse2BhGLs+PT1hHKn4iWvM1O1N3eeejuT6tt3CRIRML96RrHpkuxd236yngfm8qhO8XK9SnKjHJL1yeREXMX6yxPgyvZUZzdnssTxvJttnspkmOTbq9pdIcCN6eNM5Q/tX8hKs+X4evM7lnJTQRcvNr8yjKF3BNzJJ7IcJNwVo5QIhKuUCKS3Z4cd/+p4DBDF5l3z64TSvQPbOv4YIu6pDsYKWzn8W6KUXmmYrXVdzEP63KboWNfokvXJ2xnzP9LbVKfXrgiHsXexXJsF1exd+L7GhF2uZyldhHrYXeB8nIYc6dYX0MknqEb1PkMy3v8HaPvCHk8z1zvteW934f3alFpgVVUbdF2Xg9qKifpntddoPxQ47B1uDJF7J5H9G1cpKDPip/JFHOmUC5y80oRPZ1G36Na9FHInXIhHlJk/D5ACCGEkPfHa0Ti0f3pfcMYPEIIIYS8Ns8egZc4EDrtil92l+n++guip1Ru5YFVRQ7exaPY3R+KG2axg4IwCt/H6YIYCoQsm9i7mLZpHUyL/9CZBU9tWRZHtWXTj+VX/j66EZAcfc8758U1kYbLyDsQSqV1ScwkSzFTilXEMrpdF8zRdig4WsXeicgQHy3KPSbeZ96fzQO/WfTUlttigHkSPcU2Np2X23PFz7uV0OmiyAmEXLtlnoMYDALBUrHtgNGeOGoWRvm6S1F50sviYNT8WabPL4uj4vOf45Vqfd0YQfJgUJSEYigRWQqiRPKpIufziMqKDYfoafU65APg58D5PLoRqpsBz6iBqrXopLYiRz7NogCvi4q3IaP/EZuIwDZQB1qu2tUs9zOgPTKRTTsksm47D9tPGe3bUezdWD6Xg/o2xFAgbHLBUxxTbVF3/lmGyKnmeRv1tVn+YAzqdl67hFzJS9R7atHXU7wvk/4SIXIyiXsunUVPQzS1fUAGbovg/lDFhsgJ7qP6XmAfup1Pcey6Xa4lPofWz731nTJ5LX5Tf305HtKnCSGEEPJuealIPAqfCLlfGH9HCCHkMfzdn339KjF4txdAXbHH9hQpzsuu+CVvt1duIXjS7TbZIUiS0KMtHJPXingey/xj9mZ6IYwKQVS5IIaC37qzsxNOH7tDxXFuPpN9cVQ8SX381jOLH9CX3/Py+9x+z7uOXrPj05E4CrZJAiiB6bLdxoq15aAzQzenMViqSbiWBUKw/FDY9Ah3ixBAjYHf8Vp5MBcFcZdET23fthU9oaDKpu33REyzyGlVbjK8uJUD2QqbBon84Xep80DRjjhqJYy61imqb4+CKE0D43igs7jF1p+dL/cBwGrgxsKBjXtgFjosBVEieaDK6u73S+HEx8QHPEWakOZwwLOGlcmo46uJaY36TM/W3EtEuihg6itE/wDqRHAv05rb2a0IKnY9sCyOWrWLPn3J9QmXH7k++Xs9cn3SLmxC8anX3VpH3TvcoOr4jLtI1VAc5Q5utQ43N7o/EfJgnrXeOxu45gwxlN+WRT/uDCJGEDmFGApF8sDs3uSvq/Ef/BW/b4QdqMZxhzuU9H5tlShsRaP+btu461PdHBN5x8zuaCLTjyaEEEIIec/MIqWnCqIoevqYuFiGTlCEkI/E999+LT/5hvUeIW+Blf8RIYQQQgghhBBCCCGEEEIIIYQQQgghhNwFt3eAKprnVw75Oq2DR1R3XZ5ksXzhBLRdl6fjSf/z1nln6fr0HKYo+XCTa5HiMjxu/FwM3KBgeT1pjsGC95RcE9z5B5x88IMeTlHZaQYdjeZ9ojvUY7j0Pe9GJM4OUBcj8HTjCCXJHQq2nx2h/LUnZyjzaAyPzfNDNXhY1rrzk8gmjidHzsnGweJSbM8t4n3QzQnPG4/zOXR9EumOHzKcPSCeben4tBdnd+Ty9NLRdzKd0aoQb4LxH+5m0mcrPnY/OUM9JCrPDwAdoWBSDb6X7r61dMOalqUYJRvOI3Y+D6cROovcDUtHKJHkCrUqR8gSs63jQzR4NmLb3BUlyk31t462oLk+9WKlz/v+UvSdO05o7NKLjTILF6iDdhGXH7WLY/lx7F0uZ1DO3aAg9s5GGam1TRvMQ7n4XM9nsVovuvR5/B2va0JuwA3qPTVr166IKD5fpCpWx30bRtvJHHmnBg6j7h3V57o7VcTfwT1weOmpbPqf6vcoFVyoVEesn/dZwx3q8fdy5M7Zi4f0e4PCc4MQQgj5qKwcnFauUHR6IuR9wug7Qggh98jNBVD1tLPiAXF2x8uuFMKACMV/xSur2LFZ7APLXoQkehozLS6hT+v0eeXf1aGciZUmhBLpP8bj+41fM9v0XjyegzF5Y5mXy5/XTT6yg+95P+4Qtp3XhbBpfK4uhtqLx0vRdnhe7UTlRewdbBNvwwQGT8eARwijYJxlJYDaCpueMd4nibVgYNd83YHoSaSLpHZET7PgaUfodFHkhIPFrxHXpiBsKnqlOGorjLo6Kq+/Thvc8nLwmot4pfG5Tp9R3fm8puUGnzEH1u8Tfm/kwViNAU6T7YCnx7Ep1oFdLBACYJG1yKlaH2j37UDYFP/BX/E+ydhmLw7P+x5H7eKYPm4XY/pC7N0od0Xs3dkg5q5PY7Sdv6lzze3l+ZwEURSpEvIMPKXe88qgaPSXTWoIn0yhr6zW7vWS6KnvDm72IgIPbtZGrKiOPrpO9xpwH6MV7gmLpqg7UYP7zdydTP1MpKgsY++KioDGWouGcPVz+Yr9kDtkNx7ShghX9+4lyIek/G+vfQSEkPfCf/wLDqrfKxQ7EUIIIeQ1+Mk338n337IPeW/83Z99LX/459+96GsyAo8QQgghhBBCCCGEEEIIIYQQQgghhBByt9w+Au+0b49+TZxdm9+6PK3LjX3Njk9lEQPn862c7a6L/Twjq89CxSZHI/gc8L2jmQI8mOwPDkc8XpGIJDQB16buPrSKl7HpM1m6LsjaHepRNlCL02X5Pet63V4EXopFXLg8rePxDvZXZIrKc1uxad8i2dlpdn0S2Xz+q9g7XP5i8T5+PGeD92CXXZ9iWsDRAtZNjk+HTk9HLk+rJ5BfwgkKIzr3IkL23KEWzlBXR+WJtM91jsrz3U0uW4fxSrB81w2KEPKhcJeOz+WrcH/Tk2wdH7xBsZKdilZ/nZjX7Ty0i7HULBxEYl3qf/R+DVaG3o6Cs8o6TtYutosiMtyfDmLvWjl7WOxdn5ZzBUeoMd1cEt3lqQ4XKOmuT3P0Xd+GLiuEPJwn1XvnKhGD5/OOnkbH/gz9uN6HxhoxoujOcG2LR9n1+zaFPn+7uYvl6b43/nMnJxvbz33H1S26ousULpsXgYOpFpFSRE8nPzrov58325I7Y+WO5svJhk//P5Ev/+VrHwUhhBBCyNvlb//ya/nxz17W8YHcDsbfEfJw3J3oJ9+w7iPkNXm5CDwEfqjF+bZsMT9tN5ebB7aSsMlA+LNZDvue52P5M4gFpqgBFD2leALNP2LHD+b4w7fm7QVEPGLSo2eki3ngR/W9eDyB6emviVwljnoM14rjjiLwNqKnhbDJRU0jYmwSMKEAalPO0jrfd/r+UOhk0qLvREL0JNLLTOX2B3CPY+/2yj0q3idtM8pcFD2J9AHbtegpCXN83Z7QaRY5ra6/eZvnFPQUOPlURZdKpH5drcRRszDqAVF5Iv2cxqg8eD0RGDzzz2T1uc7xSjZEUPZacYKEkLeFD2yez9sBz17vmU110VR3DJHSGMR3IRO2FRiPpyjSBr2Bbzu/zCyMwvhWNWz7ZpHTcbvo05di70a5B8TeiYT4ybdJcXjns1iIoVr9bFBnm8dync8cgCbkluzVe+dz9P/sXMdy1XYd++a+TERUq1hplZeaxTXtsXjRr6vj/k5S5F3v80E9NW50ZRtFF/3EuY+4815noZOmdzHmUfyEfVjV0VEtlgVR5F2wKw50+AAFIYQQQgghhBBCCHkkf/dnTRz4UlF4jMAjhBBCCCGEEEIIIYQQQgghhBBCCCGE3C23j8ArO0+DTouP4uyOlsXu0A0HHHQ0IrYW61aOT/7U/soByV/rhg88tveET+Bm16dN7B1Oh33BQTl4YFgKOCgUifdqRdP3ZJNLVjyXPDtB4fS07CYf0cIFaj4HskuTbrZZuTmt3KC83MZFqkzTsZ3lOLzJKUpE2vmITk8VnuReOT6t3JySg0WO7XmxeJ/u5uT7uuT6FNvsuT6tnIkuxdkduTy9pGsRPnGPT8KLHLtD7cXmPSAqT6Q/bD87SkW8iY7PoTt1pc81ff7reCWple4ihHxwflN/LZ/LVyIiYtW2jg8rZ89qre2DtiFZNkV91tqP4fokou6mKFCHpfi7HIfXC2+xuS3EdhBcDe2KdtGP7VLsXX+vD4q9i+UQe3eGiKE6pmN51NnnZRwe4+8IeRrLeg9c7OL61irW+2GpzyatfjCvdIrGtW9Sw/nJtNeHvULa3NKG2570ehMcmbwSq+jepONeZbOvPLuJwYP+ZziBejQz9kGLO/hhn7WMfHl2FQkhhBBCCCEPwGPUGIV3PzD6jpCn8/23XzMGj5BX5PYCqIMIvIfEnPnyWdy0FDa56EkEhE2LcrPgCcbrfNu27vnEFfMP3yjiUek/lItMMXeafsRexePFvqYIvBQlEz+Ym2AknhQZg5PweZlMn8VKHCWjfHqfFz7CVZLYUfThKi5xGYd3IHqK5WWxncg28k4lYu+SOKrAWy6SRU4gdErRgnMEHsbx4DYg7DsUSj1jvI/AwE9E/RyJnnybPdFTHRFsm2i7PaHTkcgJ9mfPeK06KfqkwKjTnjhqTxj10Kg8f40UMzLeLw5Yae2xdhGjZOvPeBGv5BiIpji4TgjZgHVMF2B6nR5tpchW5FRtxPFKFganGnynOp/Lhc7K/8O+4NQu4vKjdnEsP469E5Ehfroy9s632Y29O5/zchA6iUhEEYkZ62ZCngOrEYMn0vt9LkpEXHh+zvWgiIxlIiJ6GhXV2e+wuqhRyrjvgz6+SL8HsSGuSjd0fdrU8k0S3CNpv7+LYxMDQf2o60yhn1ksRS83cdTqJo18WF7wnosQQsjH4j/+BQfXCSHkLULxEyGEkPfAzQVQ9UAAFWj+O4tdNk/zXyt68ukqSbCR1sF026el7YLn/o0v9DyWXIeyw4wvt7xuEvqM6fZeQ2CxIzhTF0aBI9RwOprKJVWS7IujRNJndvXHt/iN3fAzmMRx2QFK0udwcZ1I/qx9fjltyd1pdn1KwjI8p0zgxSYxlL90zetQHNWW7wibklDK8nWy2c4HZkF09BB3i9nJ6Uj01KcPRU+zGOeS0Klvv/yxvZqEU9EL/Bg/xHfw9DugLl5ycdSRMOohTlG+Hp2icJtUX7VB9yQwA+eRJHiyMSiP7iJ0fyKEBDtOKMMKcaq79+pyw0H8xXws3z8GmfshQHJJ3IihfNoutott+Vxu6/rk+3uQ6xMuP3J9EgnxE535CHl+XFD4uXyV3e/gGlSRELbbuY4+n0i7xn0TkViuWsV6n7A52sno+4FDXpI46XCQauu0CZr6UYSWvrtEhUuTjJ1YGfWeqYhOTk/oQhX7u/rTIh8Kb3dmYSAhhBBCCCGEEEKuhi5QhLweeyb6hBBCCCGEEEIIIYQQQgghhBBCCCGEEPLmubkDFEqqljFnIkvnp3hS/yyTy9M8v+/6JOLlbbmurZ8cn2YnKJHsMPAcBjM7jlctksBdmcb7a8vlMB5PREb8nb+XomMfENUW+54i8cYBjXKmktyLcnTNvivDg5nOFYyo28zvOIftuT4tpwvsA6Y3kXcLRyl0ycLzcI62QzeKdB5uzr3JqWJysMhOTza2SdvfON7Hj9udLY5cn0RGNNKe65O7YGwi73bi7NzlaTcGz/ddx/RzULQ5P4n0mJBtkfZUfXaHWsbm9Ti7a6PyRLor1BxFgvuenbUwiiV9/v2EgO85XoPxSoQQZxUFZcNSxOvpqJX26ujZvWmnWIqzm5ZfqtkjdjbaTJPsBuXt0eV2MZfbaRehrnxQ7J0vvxR71/eNznwYh8f6mZBnxMCJTUT01OygZhc8q2tXTq0m5hVQGW5OJlVUilivdBRvlFWjem33fypY84UDqYFrnd+nxT1ivoVLcXh9GSEP4Tf11/K5fCUikp3RCCGEkBvB6DtCCHmbMPqOEELIS/B3f/a1/OGfP78z2stF4M0/wKZBK0kip1kANQadjkVPPr0RNq327cthhA1j89Kh31BfsRGFgYBJQYjUkmZcKNGXH8XjiYiaJtHOnrDJZ2PSQNRj21iFOTauF0vb34JZ0ITTq3UXI/BW20/CJgHR0yryLt5amQR7OyKnpqLqZeb4Ojx3YTs8L2ehVDrP59i7Z4738TJSKwwWg7DGRU8ibUD4GtHTHG13FGeH62bRDu7vOTlLCJg20Q8RNVk24qhVbN5Do/JEJMfleTl/jaIwICbiMXjztKEYygfaXyA6kBByP+xGQYmM+nfu31Vb+oiqWRZIPxfRRkL/b0cMdaldjG0e0C5eHXsnMsRPB7F3MT0Joih8IuR5ccEHxt4lEahfjxIL21/s66Io/Tw6eC5+cuGTKfQXdVFTguhp9BNtLFfrwni4dyGEEEIIIYSQO+Bv//Jr+fHPnn/Akzwcip8IeT6+/7ZdX4zCI+RlYQQeIYQQQgghhBBCCCGEEEIIIYQQQggh5G65uQOUnfYfRU1OTuBgM7s55eXrOLul65OXmVyf8HU3jk+wD3SZuaXrE+Kfznhi10S7k4yBy1OLnuvHVuViPF5b3t+3OzhNzk6b5b4P2F+TxMHnlWK6xv7sBMeweqOXPr+DJ5Z33Zt8u5UD1NF2s4sVrDN31xJZR97h28dzTGB6dnzadYeC/azOWVgX+9txh0pOTs8V7yMyXC7cWWjl+tSnL7k+ibgb0RRttxNnZ+hoNINuGc9MxKDMDlD+0qVkd6id2LwHR+UJ/J3i8kS6OxQ6bqEDF0Ytwedq/XuJz+18Hi5bhBByR8yOn3t9yebeJNC2bttFEXBFfGi7eCH2TkSG+9NR7B0uZ+wdIS/KbuwXXJ8qIlK09WUFnD1FWr3gm8w7V7hpOqPrUxXzZ5HU70XHZnEfY+j46e5P3j+UXAfODp/PdD9LCCGEEEIIIeT+ofMTIS/H999+TRcoQl6QZxBAyRhkgh9yUci0FICkQatJKJW2OxA94TYL0dNK8JSizMTL2bP/YByiJdUx2KY9GkFEtGhE0ZnK5Xg8L4gCJhRlKC7v/+1Fzm220W0ZkxQXZyqPEo0toxv24u6mdUvB0xyJ59skYZMlQVSa9v35gEIdu5DluYLLdXsu27acT+8J++btUeg0XmuO7YFz/kbxPmka431m0ZNIW39J9OTbTNF2u3F2OCi8x/ksNsXj3RItelnLdzplcdQcm/fYqDyR/bg8/4sCKJERe7cTtSS1RsSSiHCgnRByv/S+37KPWLOwOEXIYtu8EAU/ql08ir3r05di73A562NCXhGDa1VACO/Cf/W+lu7ePkXfUVVUq5j3C82iy5aE7DXdcbUHXM6jB+qyKe2lhjgKXhcfouj3ubEO6spYTwghhBDywvzHv+BAOyGEvBUofiKEEPKeYQQeIYQQQgghhBBCCCGEEEIIIYQQQggh5G65uQNUjukaTkqryLvZEcq32TpFXef6lF4TnoBNjjeTi0/aBzyFO97PMzwiC24xWgxcYGCdO+VId6E5isdDNyjREU1XxucvBZf3/a+i8kRgG5/vLgUFnnQGtyQ3lJpj5h7Cxglqz+kJ1s2OT6ns5PpkxdLyKFfwKW1J5+vGPSwOSCQ9cT27PNmi3Hzupqe07WAbS/tfuUGF+9NB7F0r98B4nz69ifeZXZ/69hddn0SaI8YcbXcUZxfxQTvX4Rynd2PMND1Bj0R05WodxuY9NipPJMXliSzcoSCO0PBztrobtdRWj++NTiOEkHtk1U6nPh70K9v81BaKt7/QR3xsu3gUewfLD2Pv+nLWyYS8Dn7tfS5fpdi7uN9RHdd0J90LSRSMesS0tnuwXn+YVNF+g4XTvp13nVvs+dbmydTdZscr471scordubfN9Z5MDq4wTQghhBByQ+j+RAghbwe6PxHyOnz/bbv2GIVHPjr/5P/9/L8/3lwAlQQXSdh0JICahFJJhIIRXhdET778QPS0ETzFMdkkcoGZW34PnqXmIoYq8IZVtPgP5hCdVe04Hi/eU/vB3U4S8+N3dXhNPI6Yntf1KAaTvA8QVAksliJJYJUERjqWPxgUK/mxrcRRs7BJ7SACb9oOBUwQkZO+9zSwqltBlO8Oz99pMHYzvXPOb4SBe+WmmMej2DufflC8j0gM8i7jfVDIZHZZ9OTb70XbreLscH87POdg8efylYitY/jMxvWJ7MXmPTgqTySLMWUhjkLBE35G1Y6jlmzaMSGE3AvRxtokjMeYO8t9TpMhYMI+4iSGSlHJj2kXV7F3vvxC7J0Io0gJeQv8pv669f+kCcY17qta/3X5jAfGEp+rpAdazqPPpVLEeudOpcS9nd8P7u9bRjm8p9MWg90mRz9w+1DGJHIS2GZ68GcZdV3rpr9LCCGEfCSeU7zzo19wAIwQQsjLQOETIW+D77/9miIoQp6Z2wugzpODEwhKUMh06Ow0Lweh1JHoKZbPoid80v9I8ASDas/+I28ImHTokuC3cwVhUxM9iKzcoeQEjjBiWczUHaFEpLs8gWBmdoTyN59EU2NX2/mx79l9CQ/B4LDRaSoJkHB+fs2VsxOs2wie9rb11513k5yYZHtOmW7XybQNLpv2sXGUgun1E9u47+sGd/26WDpFweDug90tYvna3SJETyJDgHMgehKR5HjRNoMP8MDN6bUGhY9e1wfHZoHU7Br1ZKcokcviqGrt83PHgY04bXIa4WA7IeROwf5i6v/NbTiIhLO7qE190yx4ekq7uHJ9EhkiJ7o+EXJnGFzH0sXs4A4V93PnOvpuqkM8KYv+nyuq1ET8IQUREalifsOicI+Bpqna/kMHqGW9h/e+Mj14YTL622bZESo9ADQtd/F87a6jdIoihBDyzngth6Kj130P4ig6PxFCyNuA4idCCCEficd48hBCCCGEEEIIIYQQQgghhBBCCCGEEELIm+CZIvD6DLo+JQco2123irxza//NE/2T65Pv6yrXp+74FC48dVoni+lbocMhRlUhLg7cnIqM41aTvXg8NYy8E7Gim0g8EWllDPY9R+LFsc2uUbDOJEvm3NXH3aTKtpyapAi8+IyLpIeW4WXbsjnmDl2yYn924Ag17Q8WC7glbWLu6uT4dOT0JNO66VTZPm2dp5fXRroW5Gp3C3Rzak4X8MR2uFvUB8Xe+TaH8T4Yp3HJ9Sm2h6fIp+vrnlww9o51js17clSeyLE7lEyOT23B5nMXGS4k9/Q5E0IIgo4mHpUsMvqMPp3jbS25K6a2a3ZFfGq7OMfe9X0z9o6Q+8Gvy8/lq+T45C5QIq3vFX1xrWJ+DzHtK7lAqYr2jr6VMtx+TUQNrIAr3COJRL/Q+/rRT8R73pUbLHQN872BjGnL9eAqKi85PlmrA5OrK6OVCSGE3BH35Ei0d6z34gx1T581IYS8V+j8RMjb5Ptv27XJKDxCnoeXE0BNA1ObaLvx+3FeXucYE983CD5s3teO6AmFIf6aK7ETHGtafgu0/QweP1wXG4IGk/HLten4sbuLeZbxeAV+Zg/xzxyJ11d6dJZojsSTeR8G03ldEiyFGMpyWfil34osI/A8QS/e+iRywvg6Xc1LGyiYI/CSNmQRm7cUNq1i7mxnHj6etE9Zl9uftrRvmdfJwwZ39QyDu9VGpAac836+Xx3vg8svxfu4AOdI9NR2kK6n9zjwO7+nW0TlRZmVOKrtLH/mIjlmEARn7/EzJ4R8IKZ2VRdtKcYkex9zREOhSAD6iGcXAvT5p7aLIHJy8RNj7wi5L35Tfx39ODufk5hJVce1D/RbnIHCAylax0MsZxMTj8orYlJF8UmT3t+zKqJRafWbsdAb4f3E4mGIldhT4D4XhVAi6UEJQXE9ivgnQb/BNqzXCCGEvEX+w3fvb+B3Fha9NUEUhU+EEPI2oPiJkLfP999+TRHUA3DhGCGXYAQeIYQQQgghhBBCCCGEEEIIIYQQQggh5G55VgeoI5enjbNNRIAtIu9W+zjPy+FJ1kuuTyJg+T9eNz/xOr2vJ7pAGboyiYi69KwO2yJTFT2NuCyN5bKJxws3qLFLkR5/N0fijffXp6uXgWNK++hLPSovRecJvHCfdGcnjMRbuD6ZZkMqjKxDlyeZp+e/y+n2mrMjVOzbMRGtunaMOHKA8vWwn+WyuTzub3JGS9cDTN/U3aIuHJ+ujffx5Q+J93E+mOvTEU+NyhO5zh0qfeYisooZ/GifPSHkfYGOTd6PTP1HbGehH5gijzHuCWNhez9Q0fHkVu2iL6dLCiF3R4rDqyYa91mW4vESYXFrrX6Y571Yv7ly9yfT0ZcflR3WZ303cQs33KVWbrAYCb9xuxO4/105H29i7/p93lyevCs+l6/ifNWyObMJIeRueI+uT0e8pag8uj8RQsjrQ+cnQu4LukCRj8R/89/96kVe55kFUPhD7CT4qNNAlf9Au4q8s/HDbhJ2gOBj/JArx6Kn884PvnUaHBPZTj+BOQohBFaqYiePuhsKHtMRWacedwDxeAKCiCE2snUknr/mJtoO9+cFbVIMwevKJI6CaYzEa8fhuwaxEWzj4iWMwPNtVmKo2MzGuhR5t/mrOV4Pt78kepJp/WrdShi12GbzuuLnXn5dXPdsg7td8HR17J3IGOS9Nt6HoqeruTYqT+RYHDUK5c9873UIIeRumdrvrdDYNtMhEK64HfQZz6PtVBAGSK2wP3t0u4jLWR8TcucYXO8ioqemhvJ4PBERKSrW6wvVfrPiYkrZEbPrqVVIfp+qmu5R8fbJVEdfXuD+GuvAmufTAxCbh34W8/52kxhq3Cdg/RbLyfvBn9Q6neIcl0LjcELI2+ejiZ6u4aWi8ih6IoSQtwPFT4QQQggj8AghhBBCCCGEEEIIIYQQQgghhBBCCCF3zO0doM7wZD24QW2fxsenUuU42iuezpdk5T/cnCSeVtX+5Oqh61Nfnp7097Ii2ydhb42CdVFRUchqs7CclxaPB8sjHg8PCZyXzGQZiSciLfIuHJtUVMBKqYzpFlmHzxmPP+0LkLEuOUxN03EM0zbwEViRFFOHBlezA1Ryc5rdnvr07AiVIvBmx6eVA5SIbByf9hygsPz0fVwTlafTMexF8t3a3UKqXB17JyLD5eKB8T4idB56KEef15E71LX7IISQPaKOUd1G3uxF4Owst9lF8obk9tKS+2GKXYZ+YZTBPh44OyX3RMvrYpszOOyZPaxd7MtZPxNy3/ym/rrF4EHsXdwxnU7hlqTV4gbYqm7i8SCAPG5cVKtYKeO+rdaIxxMoZ1VE1eDGaNwnp0h4r8uwrpsjsaPc5HYHLnjJeXRyITXYhvXbOybOUcbhEULeLnR+up5LTk3XOkTR8YkQ8hh+/LPncaEjA7o/EXK/fP9tu34ZhbfGPx9CruUZIvByhNcQQEGUV4+b0/PYBqPy5si7EY83RB5tf7gcBB+XRE99enegC/Yd626F/4DtA4dVh6V80fHjYoWyJ83xeCcdP4qrDaVP0asj8UwUfiTXeL92woL9eykojvJVtl2Ouik8PNwmhEwtGu/qCDzdX+eHuhFhrYRSs6hIFqIn358dr0vbzmWmcq0snqMXRE8izzK4qziYcSn2rk8z3uf14edKCHkRtGwjb3Q0zpsB0L0B0U25dTF74PJNe4nt4kJAH8sxhhmiZgWE8CGKd2HwJhaqCxpcDHVluyjCOpyQ94KLoEQkxd61+68+d85i9fkWJQQl1cT85ri0WDsTj8orYl5RVYEKzO8Bphfo+5NJDLWq6zYPQxyJPSP2znIcHnl3HAqhRfbF0IQQ8kpQ9PQ8UNhECCH3CYVPhLwfvv/2a4qgyLvkv/nvfvWir/cMAij4jRZdnqZBKlwnWM5k4/gUAo4z/JALy5OT09kui5769lLHj7wbwdP8I2994o+9SYg0uT7Fa4CFkSoIjFSslO7U1H8U9wG6kyaRzdIRKpanZ45hgBILwvPMpn1fc/leLJZj2WkXBc6HJGSy7gClse5RDlDzNJhk6c5XNrsv7bk8XVwnYx7/DsHR9Jq75adtXmNwd+X6BMvpbkEIIe+Tz+WrMSBfoA8ifUA/lpXcR0l9gmkelx/Nx/LVsu3CjWOiSHYahT5iapNR8A5t39xf3DiAujA4lasbMQDbRUI+Dn5dfy5fhQuSniQJITe1V9zIQL2imvvhsSNplZmLmbBczYIqU83303ifcIY+P9Rhy4chKtR1s9hTpN0XxPIu9HRxFHlfdCG0iDQxtD+opeVgI0IIeTkofCKEkPuDzk/PC8VPhLw/6AZFyNPhL1mEEEIIIYQQQgghhBBCCCGEEEIIIYSQu+WZHaAw9m5E3rmzk8xPqYq73oArE0biVYimq+gGVTcuT4euT335Jt4Ey93a5h8fkkWnhFNJblCOFW2OUCIipfQnd5tezaSOmAVTsVN3apButzRF4k27Funxd3byF5OIylN8rrhYL+vHNL4zKbhcRNRgXrObA7g3xXF0lyjtG81uUPhRtXXwPlbRdpMDFLpNHUbg7Tk7WZ5HJ6ZYL/5ENRyGyXZeZGfb9bJXd7fw2Ls+zXgfQgh557izg8fflTEfblCnAk4QrUG3su2/CLTnbX52i2p/NjF3B3F4ub2E/iK2wbZYJxKuKCmGFvqIqb9Y6+hnpn5hbW4ovnzlhiJsFwn5cBj0l/siPZ3CCU5F2v1Yrz8U7wFrTRF6LWa01yt+7yfNmVXxmSXVeFlVuIfGCOw63Q/P98qzG+wqBtuGU5RhfSjSnK9Y170blk6QIpKibxmBRwh5A9D9iRBCCBnQ+YkQ8lFwRyxyv7x0/J3IcwigkoAJps8Cg0ouKPF1k1BqjryLeLxpoOo8loewqXZr/yPRk2+/JwARSdsYLn8i8cN3wZw6+GHRf3wEtZCB+MnXmW9fLH4Ut1rXkXgiyetLzcagpUgadLQujmozLVZhCKUg5k7guK3vP37FN4jvy+KlJEpK24AYCqPstAmtHhyBhxqsAwHUwyLwbFkuXmYSP+1G5cl2+Zsc3JUxmMt4H0IIeV98Ll+1CdXjAU/NoicRETmVPI8iJ4W+guokhprEUbHNWGQ6iaiRRbuq0EebRcxt2rJI2KCfuRK/YyRVKlej3FIM0MuxXSTkY/Cb+uuoRzH2zqSJoETaPZxWv/EVsaq5evP7vmpiWsf909nE+tMzKkXMK7cqvdPfN4d7A6nW4uz6/jAGW6qMe9u5btvM5xjstn1N9wKMv3s/uPjJz9kQQou03yt8ei/ClhBCXgAKnwgh5H5h/N3zQPETIR+D77/9mjF45O55DfGTCCPwCCGEEEIIIYQQQgghhBBCCCGEEEIIIXfMM0TgrWPvIs7Ol5uAMw06RY2nVSPyLhygZFj241Otk8X/RdcnkfG0KzjgRMxXcgqo6Sn/p9KcDYroyS2IwA2qSnZQOJX+vnuUnR8HxCKIlfGEcLdY2kTiiYhJSQZN2hb2/SnMwDGIF8yReO2YpEXi9dXNlUpiflgs4Xsau/IIvJjPyQ7gGmXH8Xg7DlBp3cSe69Mq5i5clWDdyukplq/mp9fZbmf75V7T3aIvZ7wPIYS8L1LczekUDg8RfweOD3pyx8mS+ihWNEXied8DnaHctdHb4zkaD9vp3IeY2ve9dhVMSNAxtM1D3xHbVmgHU1/SHRJTbKzH3EF72ePv6IZCCPG+8OfyVYq98+pGVYeLksTC9hediFXzvIiIej1sw/XYy/UK0s7jPlfNUj2HMdjq98ciPQ6vxvRRXYeur47H3/E+4L5JLpBzPyDuu3VE3ymfmyOEvA50fyKEkPvk//h/+msREfmnr3wcD+H/879jn5cQ8vbw+LeP6ATF6Lv75rWcn5zbC6DOMOiEsXcpDs+mqLwsjtpE3qVIPBQ6+Tb4Y23dj/maBR8oejrXMYCVovC6MAQG1R4F/nhYTMxfS4tIAQFTxMmUcRynLl46iMQTkRaLh5F4UkeMjdQxmliaoCo72buwCSPvRKxsI/FEpJWxIUqyYklQpWOTFG2nOAg6ReCl+Lpp4HM3Hm8WRGE/Vae//XWOI/DsynKL6Z35tr1tliXe4OBuW35m7B0h75AY+HoirA/ui82Ap0iOu/H4O+yzLITZIXIqmuelt+9zNN5CCJ3ET1PsXYq7lQvtKrZ9AutS+4ltoUzt4NRfXEUjQz9wGX9HYTAhH5oUh1cttEv+IEFUZ0Ujcjrd99WahFOtLu59cXjwxbxu65WiFs0PEeGDQrVuYrBFJN8L9Jg7iweH1nUdPgxBwec7Q8u2HwD9gyGW5mAQIeRlofCJkPfB/+GPnz7w9X//n396gyMhL4mLn+6Nf/r/fPv3Ov+3/8u/eu1DIIS8EozDI+Rh8JcsQgghhBBCCCGEEEIIIYQQQgghhBBCyN3y7BF4KfbO7fu7G1Q8vX8Gy/5qYcvvkXfp6VXbPuW6ibxLbjYL16c+vXF9wtg7fPq13kD97ekHpbQnfv3JyjI+I4/HE5EWkYf2RtW2kXh+3MWXN2eoiMSTMqLkRLLzkEmOnfMnfAtaLvjfORKvr4QIPDGF/cGxz7F3Md2+c4y2G7F3kqNvjuLxoJzpcJ4SMJNAl4lVfN01MXd7647i6vbcoDbbzdDdghDyDCTXp6ijH6mD7m3nykmK9cTb5DD2bl6Ojg9lcn0SGfF3Pn8CJ5OTpsg7g3Y85mN/Pj36A839KVlUDjDiSURkbqsNlsM2G/fEOq0XcEUB10TD9tLdTzz+jm4ohJAVVkd0tLR61bCecWenqsmkVhScdrWGw56eTcwrt7ONGLz+UikCGyLh073yfD883wtEpGfd1nUidIN9Z6T+ADo5Su4fyClH4hJCyEtB9ydC7ptbuD5dsz86Q71N7tX9iRBCyNuC8Xf3zWvH34k8VwRe/BArOfZuFkPBj8EjKs9SfF0WOkmLu+vr4sfbOfKu1vzD7ix6Emm/GOOg2PkcP04nwVOPLrgVejq1QT5/73PUTHERSh2DkyLrSLy2g3HcPf9tGYFn2gYofb2amJTYv+8iCaV6/N0ciSfSBhD9+2wDoeZbd2GTvz8ULMHAp8ffKbzwnmhq7DrH48EmHrU3C6IEdhXbmO2LmWDwdG9dnp72JbKdx/0hNi9Yb/dqg7sibRkHdwm5azD2rP0tY8DLB7Yeig/uzvGwVimKeoP4YOdu7B3G3cwDniFsmuLwiqZ5m9eJRBnD9r2g0KktnuNrDYXQIleJjrcC5/ncXLS5k+A3C4NttH/VoK/lwoMxz/ObEOL1wOfyVfSj4zbG68D5njJuZPp9Lc5XqPgi9tpGDJ6IqMB9c4q9lnw/XGs8YIQR8HEvADHYKHRy+DDE++AwBtfFzt4P8HW4nBBCCCFkh1uLnh7zmhREvS4UPj0/jL8jhHyEGDwKn+6btyB8chiBRwghhBBCCCGEEEIIIYQQQgghhBBCCLlbnjUCD634PfZOxN2gxpOtipb9Zu0JVnEnm5rs/ONpWHh6dRl5B0+vblyfRNp+Ztcnf6p/fjr3fN66XDz0c3HHA5/vT1Ga6jYeTyQ9ZWnV1pF4Is0NyvK+4zVNxfypzWILZ6jI3huODAKGDmabSDx3X7Ay3JyaCxLENpwkH6vL7NTC7UFNk5uTOziNaV+uh/F4uDw5R0ne3/hMJLsxobvSIuYOy2EkXV4+9rGd93M5l0F24/Be2d1CZDzxzae9Cbk/kvPTjusTxp9djRm0ZdO6ub2covJYl7wsG7eHo9g7kXB/0pUThOroE/T4O3eWFFWR03B2SnF2ZbhHmo5p2UzL2Abb80U7KyLDVdTXTU6I++20pbYVl+dZbC9ruING/B3dEQkhC35Tfx11b7uHk3SPGS1u0bhHVXfbA9dW80quaNwLm9qIwXPAHWpsX1NEvJ5HHYYxd1Z7HPwiBptRn++LSzG4cU6V1mcUkdYXwP4BIYS8AIy/I+T+eA33pxV4HHSDelno/kQIIS+HOyS9dycocn+8JfcnkWeJwBuDTi3mrk9XFEM18ZNb8asJ/ECbBRopAg9+vFWw4l9F3llsc96Inlox2xc9rQZwd+LKrsVchVNNtOhGrCQiIx5Ppti2YutIvLbj+EHSYxbiWEsB0U4R64InldJERnFweKASgiVzvZKvL5o/Sxz4lCFuEtMhPiogmupipra8l9+LvYvpbTl4mSSg2uzDJxcxOpej7eQ60VOatgtiKN/3defSqw/u+nJCyN2xN9AV8zHQVfJA6hWY2XYbb0tlEkVhVN4Uj0cx1POyOgcOY+/69GbAs/c3DKaldIF1CJ2gQS4Qgefxd366gHg6i56gTI/LHSJreFOTMLjFxOa2UURSDGyIAkCcn/oyuL89sfu0nHFQhJCrsCY2GqLhUzxwoNUE8sQlxbuDGEoqdPR7Hx8fWsAHhdIDRXNE/HncG6f7ZBBEzTHYGIfHuu7/z97/vFr3ZOed4FpxXhm7PWmDC/8HPemqiUWqEhmVDOJrGgo0MV9BDgQJGngsfaXCeNCDGghhZaYGPfLAkJADgRNNEhoKJ4ZyJzLqTFzQuAqa+g9EN+1R2aL0nlg9iFgrnhU79j7n3vfce8+59/nA+969Y/88+0fsOCee/TyPyWHsHZancX/Wl9ReJIQQQghB7kX4tIJiqNeBwqfXg/F3hJCPAOPvHpN/8I+/1wb+3n39dvSyAqhq44dXcIBy8RP+KJtdnnz5mn+wrTVEU6l85fhkIJqaRU8x347oaSF4+tIffePHRzs3MRSKWdB9yZ2hQLilqmtHqDYxbUehrAlcCkybHKDcOeqkMU3URq9jF2olRyjo4PSORju1nXcnBwUxlFZweCijvImk+pvMfRvDzUk3jk/JzQk6SWfRFIqjsooMOBQzTYKnXXGUrcsFx3MnraKW6Fo93Vt27vZ1scODkMfhsKNrJXo6nYZY5Uq0i5lEJLtGiGxcKUanr2yesxRD3R48pkfXwMr1SQTcHqDz07AjFIeLjGvqNJ7bBs9wd3+KaWU8qHEYHR3n5/eRSyKy65IIbqNtPM+TBALYTvxC509CyMfFn2lfla+T61P7XtXHzufhwHuuwwVKJNVNpjXm07O1707hgjzqrM1LQ/h9AN2S8Xtz/56MQieHQs/HJrmAilx2gQQh9Pjyr8kFkrwO/8sffdkPvv/nf/onN9oTQl4XOj8R8ljcs/hphmKo20LREyGE3Af/8/d+9125QFH89FiE6OmOuS85FiGEEEIIIYQQQgghhBBCCCGEEEIIIYQ8gds7QIHTk5qJeOydyXgL392fLr29Wi3F1ClE4KU3WVeRd/7m/vRW67WuT7d+0xXX91X5WsTGfng8XkTYdcINSnUdiSfSXB1wWrURiWc7UXvWo2tKP65S4vjpSScHBcmReOgGha4hCukMEFlnOlwXlm5Q+Dapy/E89k5kuDxBUt5wh7LJKUqX86UDhI5PMW7baUsHqIXr08aJae30tInswb9XQncLQsgRe7F3/qZ/ijyDiDLREWt2SIWKzytYT0zBZym4Qim4WZjIiMejG9RNSU4P/Xxq0eNrYI69w/JV7F0q1+4OBddRPN+Hi0k8l93lBJ7nViRcJQ3cpFr59AH3omN33aHsuvH0bLbsmDJdy18ahUwI+Xj8tP64uUB5W/0kUZcYttHbl6Ts2ATPz/H8Xbi++jBGwrtrMjgfj6hr+M7r35MxEp4x2A/N3B5wp+mLMbizE6RIK49nMx2gXoovdXw6Wh/doAghhNyaR3J+WuH7Tyeo50H3J0IIuS/cNek9OUGR++cR3J9EXkQABXF28MOu1vHjrYufMPYuReDhj7cY4YXT0o+128g7w2UWP+qaR/i8oOhpj3k7/kOlnc/jGBWF6KDTcSSezyfSOif9M51KilyI8lK6WGeKxBMRMY0OTZUiKRJPNYuhcAfKiPVL0XZF4wfTjRhKdUTbFRRQ6fjNXy3F461i73xYxZLoacThjR9sUezUxo+GbSuIimEQTdVFuW8DRsfyuRN1N97nCHbuEkI6h7F3WJ46tLpIBjq3QuiyR3SklvGMFWn1iFeEplkUBRG0LXq11zlyLIaiCOp69oRvMS6yvgb2OjsPYu9C8OTDIIjCZ320FXr8XXScTsMhhkrPedkqwn3SlWVtpfP4nojKplEUDY/2aAjoz2cKAwghT8PG99f43qY6xEZFRwxemzi+91UTK/jMFdEy6imdXxwSeGkIvjfHy0KL9j/Wb/jiEJ/Fj8XF9sBBDO5GCC2ybQ+Qm3Fr0dO126EgihBCyJfw6OInhEKop0HhEyGEkJeC0XePxaOIn0QYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgh5YG7vAHUGO/9qw/HnDA4z516+ir0Du351i35/e9XATaJWsOiHaICVlb8zvdUqch9RO74PGI1nptm9SWQ/Es/nqyZ6shwr58uKDAt7cH8SkRGJJyJSrDk/STvGKRIP3aDQoao7O4XTEkbbwbnZuEHJsJFaxuPBPs+OULEOiNrLrk8y1j3bQKCbUx/3jzfH3G0i7iSXN4eyxXr8swuU1Wn8S6G7BSEfnkuxd6l8FXlWwAFq8exIQL2e5qx1OAqmqJ4a0WfuBuX1z6Eb1PnMSLwL4PE5cv5yx4ZwjjyKvRMZbg8HsXcxrBpNAtPxfBdwgxLt7lDg7uTNj7bM+AyjvLdzXsiVcHe9q1jYRZl1Z1Jel4SQa/AYPBH/rtYnmI1nojspRkU4ObNC213NRnQ5fr9252Sf/1zX35uhPNr/Ph98h2Yd9zgcOoGCy2c4jK3aA5MTpIhs2wPki3gt16dr9oFOUIQQQp7Ce3J+msHPRjeoLXR+ent+/qNv3noXCCEPwP/8vd99yBg8uj89Do/k/OS8SAReCF7OdQg9MOau/6i7G3sHw+IiqD4e9v3nc7b1nyLvkpU/ROvc84+6uE9fla/HZ6i2jsQTyZ3QxcSsjg5wnFYtfrhU03UknkiLNpL+o3rPnrPoRAcxlMgYLiJSZah6VCOawVSjA3wjhgKh1Coer63KWl/AJIiK7XrUnkhaX4zPB2IjfroQcwf9+EPglEVPKHjaFTrBNtPyL8CtOndF7vM+IYRMKHRizZFnvXw38kx1dGpdEkCtojWr5agekRyVdw61qEjR0Tl7JIYS2UTiibA+clD0JlpEix4L30Tacxjicy92dh7F3ol0wZJCNI7C8xzEzl0oFVF3JcfYDgGVpHJCCHmXGIiSZLzI0b6j6nguiow2ekGRU//iUfty+B0aRVP+/dnGMzd9b55eCDIQTvFZ+xjMQmiRtRA+tQXLeIZv2gN7sXeMwPti7kH4NIP7RDEUuQf+w5/c331CCPl4/PLv/IAiqA6FT4QQQl4SCp8eg0cUPSH8JYsQQgghhBBCCCGEEEIIIYQQQgghhBDysNzcAUqqhYOTgpNMirmrIlprfksVY+8wDi/F2dURzYW2/qvIu8U0kcdxkMC4BLHzJhIv4vDg8ym8zRnz+Ugp4zicysVIvL5CsZPC28ka7g8qZdgbdZcoRVeHYQYVjkTJDaq2KDtzB6dVPF5f19IRSqQn8o2Yneb6ZGnc1zc+GxwcH5/dmfp0rQJREvN8/S86nq3WtVq3p8u9ULwPIeRj4E5AWrCSW7j/dPenvcizeBaAi88Gg3jbPt6Wl+wy4Y5QvkwMdzcozw+d3aDc1fB0WkbixeftPMqz/JbsRdyIyLHzl0hzijpB3OElt4eD2DsRGe5PBcdhGJydrMh4vpfx3G7ujljuy9ACihDyvsC4c3db0hPMUE3kJMP1qdb8LO3lVtwtt47lVt+he9S8rWLk5+/NjL5+OJZOkCJrJ1BsC3bH0GV7YC/2DtsA5Enco/PTiv/lj36XLlCEEEJ2ec/xdysYiUf3J0IIeVTcVekRo/DI/fHo7k8iLxGBd64gGskxdynyDn6wbfNNsXciPb5uCJ0wQm22799E3tlY96N2lO5F4qnkBLUQQ6lukmPGj+yWO7ZXkXgi7Rj7j55F27QYtyZ8EhGrtUXi9XWpjg5PjMIR0F1txFAQWbeMx+sLrQRRIq1D1cs9Jm+InsbI5udakxwTdxRzl4RSIHRaiJ58mY3QqX++OXpv3j4hhDwZLVkEsxI5ufhpL/Is6ushaNlQLTpec/01CaMwquc8deCqhtg2iaEE6u6YL0fiiUh6tn9Vvn7YZ/tzwM7OVcSNn88khJ5jDwt2eB53dh7F3o1lctRdEjmBGEog3s6KhojZxuUwzZMujZuzaiuJSLv25+36/XAeRVpUzJTRjISQL8efdf4sHV9yxrN0eubmGNr8vXvzHdqGUMpgfel7MwiiWJ/dN0dCaBFZx+DObUGRZXtgL/YO2wPkMo8iepphJB4hhBCyxcVQH0UIReHTfeLn5ec/+uaN94QQQm4D4+/um/cgfHJuL4DacX1KDlD9DdX0g+3s+iQyxE/4Y26IS4aDVLy96sMP6Ph0CXSEsvM5i4X6PHo6iZ3PuWOv+A/rdXSEiqwdoURaB2cc49apOlyRiljvHWwd1O7YpE0cFR3dktyhUAwVnYtq3blk3x2qldtSENVWYUPk5C5RIXqy3LHq2NSxioKlhctTXKPVNu5RbbuWBU9XCJ0UhXyEEPJEUgfY5P4U9XDR8aa/i5+OHH/68rsOUFixpc7XLoyCjtWoN0HIFGIocCy0Ctvqn0OrLR2h2rCkZ/1HEEHtdXbuOjygAHl2/VJN5/qws/PI9alvZ+P65MImEENJ8eX6BwLR09Ypak+1PDDdTra9xeaCuLZtp9xHoW2j47iE2FykPcPtLIQQ8mQMvtf2ova9qo7vVma5CptdY/E7ND5nUTQ1fYf279qr783v/Vn6HrgohBZpz6rZ2QmF0NB22LQH9lyf6AB1NY8qfpqhIxQhhBDno7k/7fHLv/ODdy+CoviJEELIS0Ph0/3znsRPIiJ8lY8QQgghhBBCCCGEEEIIIYQQQgghhBDysNzcAeow9g5i7hTfUk3D3bK/DydHKHB3Cut+Xwbi8N7rW6z+ub4qX4fzgNmIcjEZLlB9Yn4L1Oerto7EE2luUGGn0N2gbOjk0jR/C7VIc4sC14SIx5vcoGKZHndzGI/nExaOUH11sM0ekxfLQYoEfM7k9oR/fTenmDt0fcJlZ9entPyO09NY1yLSghBCrmDlABBuQNPb/YoOP4pv8R+86b/nAGWW4sGiDtSpPqsmFpXvwg3K2wEYQ6baIvFEouLeROL19YVbhgwXKJH34/aIXOP2sIm40TLO+xyHB5E3VvTQ7eEo9s6XP4y9Q5enk6T54hrbcYPyaYld96adg6ea512OS77e3QEtppVw0VRo8xBCyHNJjr7VmrOhU03ktFio2nhlyb9buMMyOC+jo7L5d+sdh2QDB6n3+Px8L4QLpMhlJ8heHo7KvQ2QnCDndqFAe2An9g7bA2TL/+v/9j7fYHU3KzpBEULIx4TOT1veqwsUnZ8IIeT98T9/73flv/z9+/ouR/en++W9uT4ht4/AuxB718prFkThD7Z1CJ5c/ISCnhg+n+HH2yGg+gg/4uJn/Kp8PaKCJHcN6uk0BEe4gmLrSDyRdhxDNNXEULFOszFfgailKt0+38VNmuLxQgxVR0e2qeSonkU8noiIFtsKoqLjXeIT66bzFKLypg5TFDrFuO/fJIzyznvFzv855i7NY1uh0zxcQTwwT3sO0w/ShsICpGgSMESZiAjoCbWoWD94HyFiipCHQ0dnVhLDYJSojs6tiDqZx0W2HV1YJyNVIrJUREZUaq8bkyAK4kw3Yqh4bkBlBCKniMWbIvFEWgcuxpC5CErkfdVVV8fe9fJNxE1BAdQUewgxOXGeVp2dB7F3IiPm7ij2rpVP8XhpWJJoGbTWOblWZf1MmwoxcTc+f9/vdi2iaHvM4/uqvoJo59TtM5MQQl4DEDml+NhF7Gz6Ph3ltdV7MB9+h44YPnK3oAhatLQXgI6E0CK9rdfjj/2ZPwuhRdbtgb3YOxRKkcR7FT8hGOtHMRR5Sf6r3/0T+Q9/8v7vKULIY+PCsPcihKL4iRBCCPnYvGfxkwgj8AghhBBCCCGEEEIIIYQQQgghhBBCCCEPzO0j8C7F3mF5cnbyt1dhGXd/wti7HSv/9+L88FRSlML53ByI3HlBZLhlwPFSfBtUIBKvTcxuUKeSY4oi5ghjYprrSIrH23GDwjiZS/F4bTuydoTq84VbSY/JGy5Q4zhsmGPpUgzeFHO3cn3aibkbEXgjHm/p9DRFSaXtPoERx9OX3ZMzTg5Rw4VLh5NMKclZJY6RnYUQ8vYkVyCs22Y3oHAEmJyAFB16IPrkwpv+Ue+piXnFbO6/JOEMhS4T0QZYuUH5c8j3S6Q989GtcBGJ59PC8fB0EtiLdxOH96TYO5Fwf0oRN+DiOM5zyRE3qmLhdCSba+Ao9i6GL8TepfkwKg8coHI0Xj8ImHM4A8/9iL2FZ6FBW8Gfs6bdsdIdzLD9UrSNE0LIW2LtOTpiYytUlvDdoo8rRNiN7x0Vvk9398SIxFt/h37k5+V7Zc8FUkSOnSD7cLQHvK03O0H6tLk94N8jj2JwiYh8DOenFf/LH/0uXaAIIeQDwPi7y7yHODy6PxFCCHkNGH13n7x35yfnRSPwlrF3Xn4+t7g7kW7F7z/e2uYH2hR7B6Ip/mjb8OPwVflaxM4RX6ayjcQTWUSkeSSeSLPYRzGUyBDD9Ei8NE16B2bF2JhJDJViZ3L5YTye7ysIojChr63TYj7cLVMd+52ydHoRCJ1iXRdi7hSu0WXM3bnPsyN0Uiyfl30G6RyqpkifJE6TqRziFFCQZprWSAi5R7TkjrBSNmKYNhHudRfCoOhDt3X0qqNr6J8MxKO6FUadRxSo6ajjNmKo3jlrItDRq5cj8WLLfZYeh4damUePw3Px09Wxdz7PfA0U7NQE0VuKv5mugRSDKIexdyIS4qej2LuYDyJqDYTKpjqJofruVMmxd7CMxn9tfp9XRJowsEKbQIfYbo7RW8YD98+7jL0ryqhYQshtsfEykIm/HBLKzRAWp3rKv2f4d4jzEBa3cn/ZqAuT4buGgWiKddZ9clEE3Z/h6WWmOQYX24ErIbQvM7cHVsL4qT3wkfmooqcZj8T7r36XQihCCCEfm0eNw6Pw6XH5ld/+vvz8R9+89W4QQsjVUPx0n3wU8ZMII/AIIYQQQgghhBBCCCGEEEIIIYQQQgghD8yLROAdxt6JDPencHaCN2ANHKTc/YmW/VeRnKBEIhJPpLsV9Pn0dNqPxEM3qNOpvXWMkXgLBxG1HpmD8XjoBhVOUpLeLj2Mx6tjGB2hBFwdsutRtobCqLwZnZyZ4jjYVOYxeCJb16dVzF0vD8eTVfxdX9cmzuJLOXJ3Kfk8jXNTx3FYuFu03Va6WxByr0S013B1S1Fop8kJCJ2BIN5EMNYMnX+gujUZdbTIqL7cGSocm8wuu0H5Puh41iuUz5F4q5rSHZ8wuhPdoR4pDm8Td3Nl7J0IuD2sIm5Sfa851qaU8YzE6MNTdwQ7iL2L+S7E3sWw7sfeoTNUsjlRdGmy4fq0cYZS8daNjY+Rmct056paxMUOd7ThlhHOY4yKJYQ8A/y+5q5M6snk4bo7LeTlpbsnJrdZj7kDN6gef4cuyuEORe6Ovdi7jQtkfF+HB94cg4sxdysnyD68aQ9g7J0/96f2wEeF7k9b/sOf0AmK3B6/nvz6IoSQR+CR4vDo/kQIIR8Hd1/6L3+f39lI4yM5Pzm3F0BdiL0TkSF+QkEURNvF8GLaI3RmvjVzJJ5IE7JE53D/i5F4SzGUtLiEFInnP7CCmMkt9lPsHYqhcL5JjHMUjyciIqV3rEPcUlBgee2fLImt1gKjjdAphheCpyniri2/jrmLcoxzXMXdmY3op3nac9Dph+lJgIbHFeN9LnbuyhAZPJKYgJD3RopEmTugcHwSOY14k35/RycWRKLM4slZ+AJiT4Es0iSM0kkUuieGkhq9vKp17Pu5jjqn9nocIvHmZxeWe/sA661W9z6gKKXHG14de4fl87kWydE3pTSx0iICz+bzDh2rq9i7sQyImRaxdyIS4qckiFrE3gmIocRFTkvRk4aoDoVQ6+M5XTnzuJetomJj2J+lGNP7cTuBCSF3gNn4Dp2+k9QRA7qKv+NLRHfJxdg7LA+BcxFFsfMiBte8DTAJods03bQHhlAKn/u5PfDRoPDpMhRCkZfgv/rdP6EIipA3wCPdCCGEEEK+FMbf3RcfUfwk8kIOUIeuT304CaLAjSg5PlVrP+byB9tngcfrq/L1EJJVS45QIlkMlX7eREcoLc01SHoHd3SaF0nuUJMYyjEU4/TO+KU7lGr0ObqAKgmlYhnskPT9hXUcHBsUOo0y2bo2zeKmXr7r8lSzg9mu0Gl2gML5rgWFD6qXBWh92jWdu+iq8rBiAkLeE36vokCmlFYeQtBJDDWJVEcnmEB9reDCo1CXdrGKeN1roBuZhFEqoxLeE0PVKiolFKhWysYRqu1De+av6m+VtQhKRJJwWouK9f25dwe7pbjtWtcnL0fXpz2Hh173Z8eHNthEU/AsPY1n7tL1SWRcHweuT214EkQlMZSAg5Skk5tETwKX13wAp4JF0wPEv+4UhW2MMbMVHU6J/Rh5m0eqgGCvr3ZyShRhO5UQ8gqkly1qc37y8viuV9N3aro/3SfeBjh0ferlm3YACt5XLpDeHpiF0DEffG9cOIC27eb2wEeC4qengWIViqEIIYR8NFw8dq9OUHR+KbET5wABAABJREFUej/8ym9/X37+o2/eejcIIYQ8EB9V/CQyfgYjhBBCCCGEEEIIIYQQQgghhBBCCCGEkIfj5g5QF2PvoHwZezeVi/CN+lvw0/rjcCgQOzd3jO6GgG5Qejql458i8cpwRDJwD9KTZYt9dIMCFxJ0VjCz/Xg81diOO1aEs4kNDxBTbfskHpcDnwmdTCaWTk/ObpwduEYdxdyh69MclRfbmNb9XPBlbnR2muMIIcZgdrfweEOzOt4qlmM3FYf3JSEvS9xvqjn6Dh2fCji5zQ5vOH+KFp2cgSD2JEfjDUcdEx3xoSbDGUpbHF6YS+y4QamUFl02R+KJiOipReL5PmAk3nRMwvFpPlhmybkOnaHu3p1ndvea4+182qrc3R4w9m4VcaMqgrF3J7weFs5OGGE3xd758KXYOyzfjb2DcsVrKB2f9XhzerQxXXP7QMt4fptCO6LYNhpWZLRJYhwczJJjYnkfkYuEkMdk/n7hD+BqwwHWnZXhO8ndPgM/OgrOTqvYO5Fwf0rtAPjeN57t2/bA7ATZ5sP2weQEic96aEvqc9yKHxS6P30Z/+FPfpcuUOSL+Jv/0eRb3x1RXL/44X06qhDynmD83W345d/5wd26QBFCCCGvAaPvyD3xIhF4h7F3Xr4Xewfl/KH2tsyReN5hZ6bLTmU9ndoPn96BjR2DWkJ8ZFZFdIhpkhgK4mXQoj8JcURyPF6K18uinfRDbJG8jBh06K4jlAIUOsVOLARPK6HUpZg7n+9cZSmAEmnL+/X/hUKoiCNcCdBADGX+A/lpNd8pr9TPee/kjeujjo6We4+WIuTdMHeOTR1ginEnUN+GqCXqxfbHpk4wFK4kgYuK2KdRX4QoyWTEdmoTSKpaTEtiKBRqriLx+kLWP1OKxZMsZkqHRHp9VMbzyaDT8GHFKUmoM0Q3q9g7EejsXMXeLSJusIMTr48kckLRk8pGHNW2OwubtrF3YztZ6ISxdwbXZArmBfGdxn+So/E0C6dMRyydVGgPqIni+vD6x+O9+hvDZXmtEULIW2JJDDVeQorv1oy+u0uOBO6b2Ls+vNcOSO29VXtgFkL7MqfxHExCaBH4nvxxrh+Knm4LI/HIc/ib/3H9u9i3vvsDiqAIIYQQQggh5Al85Og7hxF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkIfl9g5QF2LvRIbL017sHV1lXp7ZDSqOf7V4ExVj8UT6G6JupFHKcE04nUSKNScoke6U0IbRaUFKGW8pR3RTd+xYOUKJNIenMmz51ZcVSe5S4fzhkr56wZ0BnJ6cpePTTpzdbszdHIkHTlHJ6QmclL40Cs+jeZYOXGbDdUuaW0jE452G/jHcVESaexa6Y4Cbip4k3ceMxCPklVk5BC1c9mYnvTwuU9Sd1wnoCtTdobwqLRoPBZPstCN1uMlt3KBgv5eReCIiZws3PhNwhpKxvb5Lo07uEZ7x3DmdUuxdbHaK8LyXemrX/UFkOC3iMLp7eeydl+/F3mHkXdEccaMSThCWolLn5WS4L/XYuxi+EHs3hse0OfYurjdDh6Y+b7g+gTvUwhkqnv9ieR2xnm4btXCHak6SY76IivXl/Fla6pivQFtI7vcaI4S8U/aiyKZyg+8krJfuh6/K1+P7b4+5C9en2eXJ3T+9fI6/FZmeVbppD2ycIPt8GJEuIltH4xi+0Qe/U+j89PLQDYpcw577k8NIPELIo3BvMXi/8tvff+tdIDfGz+nPf/TNG+8JIYRkGH93P9D9qXF7AVSKAFvE3vV5GHt3P/y0/nh0xto5OvJcDLX6KSLi8USaIEh1/GBbLDoKXZzTlrHUgbuJx4M4HuyANLMsaFosE8KoOs2zxyrarn/mKINr+Ukxdyh68uvfqmyETrGtut+ZccQUR4gCtCSGAlwE5cOzmKDtdh0/uEuL11A41yhGMPgMFEMRcjtSB9klgQzEoKDgJcWjgKhFFIRNICgxiPaK+X3aaQig1GxUey7g8boAxFBShwbFatvWHInXd2FoY6VsRVAonJ0jPOf4zj4thLu+TyJyl1F4q3hDHedNdTrXvRxjTi/G3omE+GkZZ4fxdS6CA9HTuAaG2MjgumnbknGyn3UcxqD1dSlMy6In3wfrx2iIo+ZpIiLa2yQhelKNODupcCw9ijeNSywzIvVKf2Y+yDVGCLkrrhbAXlNOHoZ03iHmTnuccZuk6fudYuTxKv5WpJVH268Mf29vD8xCaJHWHvDNmPTvtj5uz/te+oBQ/PT6/Ic/+V2KoEjikvBpBcVQhNyOX/6dH1yeiRBCCCEPx9//J+0Z/zfeeD/I60LhU4YReIQQQgghhBBCCCGEEEIIIYQQQgghhJCH5fYOULWC640tXZ7c/Ymxd/fDHIknIsMNCt4CnePxRMANyt2SprdX3WnBrA5ni1K38Xjo3gTuFoo2E3NM3uwMhc4NR6wi7HxcJEfczfNdirlDZ6e0TE3bttkx6qnMcYTgwLWKhXKGq8bCTaUvExRtxwLuY3S9UJ/1fO5RG227dIMi5AboePM/xaMcOQTtuOpJcrDZTmvDArFjHmvmzgEwzVTUnXFqc4Ma7jqSHhCj3NaReCIiUmN9dhouUCLS6n93PDDbRHgOhymLZ01y6xF4bpned0SZn098furiPPl4/2vztHkeAdeuOOQQKycytnme3QMtWzG5c5JoO58wLoKDi/Jeui3JTlO+2Bx1JzLcoXAXPVJPKywDrmTWrzWFdeh8/ERym8Q3kI6/t1/s4jUmwmcfIeQCT3EAJO+H+bxPjlAjHg9cnnrM3Sb+tg+j82M4PnkEnj/7IAZXRETPHlfcvrtGk2zPJfkdQeent4WReB+P57g8XQvdoAgh94g7a91TFB55f/zKb3+fMXiEEELIATcXQFmtSehhIBQJwZOLnxh7d5dsxFAQ6TLH44lAN6cLY1S34hyR9qNuxM7keLwQRInEj7x9g7mz3qeLLIVREe9TL3Qa7EXb4XASM01CqWti7lA4hEKpaXtxXzyTpQANREzrbmjpHS1ZTBDz+fE8VwllQp9muB3/DNLFUP55d8RQIrzfCXkWO/EoG5EGzh9xYH345OM5ysy9IC1F42kWRKFAxSTES1aaGEpRbBIRqKODzSNKh2AJV1fEF3IRi0adXlrnXBvJ9Vm1eFboKQs/oz48nYbMp9r7iSiDtpXW2o+hNHFOH7ZaRb1TNDo2+98yVpH0SkWbWOo05vfnqjalWxuuPk+6KGCFsi2fdmEuRbEcztBETzAtCZlwviHqimm+HohzlEkc5c0Qj+UdnxdWsoqJfe/XGCHk9XiKAJY8HLuxxi5+CgHUEEdt4m4X8bciQ+gk0ttgGIN7ArFuge+KdXzHHRF44zu6vmMRFMVP9wXFUO+XlxQ97YFiKBEKogghhBBCCCEfB8bfbbm9A9T5LOKCkPM5RB/u+hTDdH16COZztHGHEgkx1OonjhDniLSOWvwRFtyhQhAlIqKjozHEUKgdWrmY9PEkirqGjbDpQPDkYp9LLk/o8JSEUjudou6e9ESOBGiro7DphkahWSnTzOCkgmIyd4Ty/Z7EUGNfJIuhYr2V7lDvmFnstoLn/IYUzUJGEG+kztIiya2mLQfLoAOU1ytdWGJQNeBwiExDDIVCG68fYZtRNIlc+pIh4JHaBTn+rLBpJ+DZcCp5fHLowe2JtDrzrh16uotg1LFax2c3G20rEJ/K53MT5ySRWBeTqcZxtJM2YZTCuYFnSFwCZuMaEskPDbT3Uv8P5Ux9uGh+Zi9EUMtSd4vsfbzh5pRETrCMqpjaUhwV0/qwFgNhHjirFBvXsrcpcHzlktjbLkfXmIjct9sYIeRN2BXCiOTvNP58F6EA6r2w5+p5Oo1nzekkWsZwlHv7Dq6JcH2aHKDiGV76sF871aKtoGf4nnvu5cndeLH7Dy6EovDp/kExlAgFUY/IW4iejqA71Pvl137zjy/O87Of/MEr7Akhx/zy7/yALlDkRfmV3/6+iAidoAghib//T35weSZCXoC//ZdV/re/Vy7P+Ercz54QQgghhBBCCCGEEEIIIYQQQgghhBBCyBN5AQeounF6cgzcdfhW/GOyiccTGW5Q4PQzuxOJTG5QZ8nxeO4IJSJSIMpIi0iBCDZ8C3rlDPXUN6RnpyenOz7Z7O7ky8R8BzF3s+vTyhGpFTwrXmDPgUtPp9ju5migc8i5xvGyU0muGug0ol4mkiPxFm5QcT5nNyjH3a4Yj/duSOcQXXhmeM6vxh0iNu4QItkhYlWW6lR0thnTshvUiDgzFXCQkhR7ZwUMncBdR01E6ojO0wqOPHXEmolH252jZkgfIcZMW+xadzNQAUcjG+4HZnY5oqyNDHc8kfuLKDNoM0l/xvlzo2hErKZnX63ZBcmyS5Y7IVoZLosqZR2J58NodITTeySeiLTIuzCa8rg5hZXAcBnnPW8wn/dVqV9r8ThJrk94HeZHvpXxeDIFdxW/Dv2aTe5SYyV20vU15gvNcYtH15jIfV1nhJD7Yc8JCGLvND2nsUK8L3cNcky0eec23Rxr3K8JdUcokSnmrg97ew3cPw2fY0XbvCLwHHbXpxomkFLraI/178Jp3Hkn1xvdnx4TxuM9Fvfm/jTDeLzH5xrXp6P56Qi15Zd/h+4QhBBCCCGPDqPv9nmRCLwQfaAA5HweAhLyLtiIoaCzbxbniOT+VpG1IEqk/xgcHQLZht9SzNFCGDVHuV1ijraLctsKkzD27tqYOxQ9rQRUneeIQGYBWuqG9s7Y83l0HPfO9OhUATGUVosfzFHAgJ+tLaLR0b4UQ4EYLHXe+DEWYTzeO2BP9KQF7t2Z+ZwvBFE854COTjA9nSD2ZKeDtBWkUcN7XbJwxIfnaLw0D0bnKaynwMpMxNSiKmiqFJC1xC1usAN9vNdOajaqxTKETyLSRDur2NOqFyPK/BjZfJzuAL/Wvypfxz2hJ0nC21YX9xjhOkWb+n10KqIGEbRm41kKwiiTuo7EazOOc9PFtNdE4pm4CMon3DAOT/Mwiu8iPlGzUKqN+/Vj2wi9RdRjuyzhflpdYyLruMU7v8YIIffDU4Uw6aUO1i+Pz16b7nRq10SIliDWuBQQM5UkiEJRu5xG7F0TSo02n55N1IXUdbz0o2f4/lpFFL4PC8z3XgRQ5PGhGOp2zFGD13DpmN+7+GkF4/Eeh6cKn65ZD8VQ5CPx8x99EzFphBBC3jeMviMkwwg8QgghhBBCCCGEEEIIIYQQQgghhBBCyMNycwcojL2z83kZh0eXj/fHfE438Xgim4i8lSOUSHdjQMchkeHIAK4LS2eo8kSXsSNnJpxWMQ7vOOZudjWa132r63924MLYuxSHN7uJGDimQNSdW24YOF2oT8P5jtyg3L1l59hpX/4wHk9k4wY1f15yJ5TTxvUp4lwmB7DNOV+4o31VvuZ5XqG6jgt1hwg81nuOEUfj4QY1ilqdmqeNmDsZ9cCc6AnuUKYyYjK1ucQZWPtEtFrJDnbNDshdkSbXonAqKrsRZVLq5Dp053hdeT6PGLw+nmbrf1VkfFaz5gLlM3kknojMsXirSDwRP8bThuZIvChPZyrO58U4vI0LlMA821Irkq697PIES0Mc4+wONZzPrLuuuHPjmCZqEAuoy2uszQY7UUq+xoo2F0vfRXffMI3nGOs1QoiIPM8JSIfDz4iRJfeOxxmLyMb1a9Omw7bbaeEC1t2fPB44DaNzYcmRxGo22mkYc4cReLU7G4Prr6bvso99zTH+7v0xOxjREWqf57g9XVoPHu9HdH5aMcfjidAV6r3za7/5x3SBIoS8K37lt78vP//RN2+9G4QQQl6Ze4y/+9t/2X5f+t/+3tv7L90+Am+KvcM4PHYAfRw28XgisonIOxBEJTGUyOhcLCXHPs3CqOd0ei+i7do+2kbs1D7GhZi7G0XcPYWf1h/HccbYu01neo/BEy/3afBjt30aP8SbSI7Em0VTkxjKYlodvdQnEEGcz5fj8Xw+xuPdJZsOndMpi54wyrKzOudJEAVC2Y98nncjckRAeALD3kEa0XSTGMpFLBshaRY/pWQ6zX9xWvHOMpuETzbETImR4Bb7oSBWsVOeN3ZtE7HXrzess4q2iLLYuVlkA+WTOMVFufcguEt1d7WIwRPJdTnS5sMDJptIPBEXk3kUXVlH4omE8EekCaNWkXi4qT4mAk/ti3F4ESuXPonMIigsRW1bFj3FbotMl7xrvvARpKU9q8Z1JMP/1Ib4y7xTenWNpWg8ybF3OmKJ9HQaR6VaavcQQj4mNxXCkMdCh8At2spliOBC9Fa259qKpnI7jfF5OCLwdLTPtFqKutsblnNtgqj4PrwTgVcX7bw7hsKnjwPj8TK3Ej1dWv9KNPSe8M9HIdTbcavou2vW/xHFUL/8O+/7Hr4n/Fj/+3/5dvWJC2MYhUcIIe8Xxt+Re+Nv/2V9cxHU20uwCCGEEEIIIYQQQgghhBBCCCGEEEIIIeSZvEwEHmPvCLA691+Vr3cdoVbxeI6eTsN1QWTfGeoJLKPt2oSt25PIxZi7t7rWfbtfla9j/5KbiLs8uSWLlfUbvmYin8abyabD1eqSG9RwFClwXGGbRS/G44lMblAih/F4rFteh+RO5G+u+xvtHueiOt5qB5eD1TlXuI6SV8x0nj/k+e0ROcktAGLvNi546BiBLk/hLCH9Xj5wh4plxihOK2dJMWnh+DS5PC3nwfJw25HsNuXxPmbbiDJw6wkXH9zniYvuPHGN3Zk7j9WIwRPp+wvRpkExMb+fTqdlJF4s404S4P4kIiMSr69P+wVhta4j8UQWkvmtC1QrXcXhuRPV7NS1H4enuL3k+uROTpYdzMpwvrCiKWJRqm2vMenrmuIWl45jPm8so2MHy6jP8J65N7cxQsjr4+5Pm3aTyNOcgMhDEee9bJ8hmtpq2clTTpML2NSmM5gWRpkQkSgio41Tm5PTbuydf4erVfQMDsY4/KDxd3R/+ris3I/euyvUSzs+7fGLH/7eu3eBEslOV3SDej1e2v1pb3sf0QmKEPJ+cIcvRuER8rGg89PH5R7j72beOg7v9hF4gh3YjL0ja+brAgVRczyeyIiMuFoY9RT2ou1EcrxdzP82MXdPwjvHsTNdte/76BBPR2z1I/ep9A7rfowuiaEwUs/XUeuIXTpXuRSPF/sK+7Qbj0cx1KuQ4ltQ8HQ6ZUHOL32Cjht4qK3OOQhlI/JSpvMMkXgf8twedZb59I2ACYQYc0cZiEiyGGpEpzgYJSbSxUwGZQblIrIUzMgQpMz1S4rQKyB+VG27jTPEvk5lO5/9GnHKPZHEq3OEqd8bIChPQkORdSSeSKu3XQxluo7EE2mCVYFo1FUknoiYlEVg3fbcrOPwYL4r4/BijWVcmzpdxy0Cb4jlRtyjDa2vSsTgtXEdhwnjFmtbPqquKnE8m6AKO6VLHHOzOs6HWarP7lZsRwh5PbRs2k0iTxTCkMdjPu8ubsNrwEVv2F6bY45F2jNZVeQ0nknmEYkghNdq8WxXE5EzxNlV2cTeiUgTP6EgCiPgbbyo8ghQ+ERWzAKh9yCIeivR00eHYqiX57WFT6vtUwRF3jM//9E3jMEjhBBCyKvzVnF4jMAjhBBCCCGEEEIIIYQQQgghhBBCCCGEPCy3d4A6n4f7DCFXgu4uczyeiESMzFOdoZ7EHG0nInO8nXPPbjQ/rT8O15zmDAITq4mcFgtVG3JIs3GcT9rfQMb4ogM3KIxM8HVAeXMXuRCP13b8ung8P2f9PNEN6gXR8ea6psiWU45w+fQphoO9cy7dH2bvPMtwZuO57RTdRORYWbhElIXLU3JI6uU6OT/FPN1JwE+VTW5Ps8vTwiFATVKdrdtZtsR+uQMC1jlbdx6LWDP4fKWIlDrmexC87sbYOzxk4SykejkST6QdBz8vp3IxEk9EWiweRuJJhcjFKiYQr5fIe7uNw5sdoeRJcXiz61N8FLx+0RRMBa4NGzF4fbsKjhgp8q6YSEWnJ297TM4sBg6I2o6Zr+NencYIIa9Hig2eYtAwDu9qJ6A5ppvcJYfnHds1mttx7taY44tzu83maf4dGBwOpcL3L+tuUPFdrUI8Xo+968NyruHM2iLg/fvv2vWYkEcG3ZMewQ3qnt2e3AXpI0ThzdAN6v2CLlR0gyLvEY9HoxMUIYQ8Poy/+5g8QvTdvXBzARTGtHzoTmrybFbXTfygfKUw6lkc/Mj7Lq/lChEHKFKqJlagIxsiF/Rsh2IoxfNQxg/wEavQtxNdAqt4vLbC43i8WQyFUYUUQ92Mo44cERnip9M21gMjuuZzbhXWhcK3Hnvn607BWdO5fW/nNMUM4rEWGSKMmVn4NIucXN8yizJAHNUEJUP0FOKSc7//IsJuLI6Cp0ORU1rG5GqlapEQxljqNFyIU+rOsXlQkoD1fI5jqwVC5U6nEdlqtozEa/OBSEdkHYnX1+GiOu3CqIjEkyLm+sYq4ifm6XF4OA2Gr43Di2t5TGqdwUO8q6bj2WU6REkVYvD6cRhCPxvJrdqfLxA5FLF3ZYg4Q2znQsRSx/4XFYFmSoi0Td9lvUUI2bKKDQ7RUxmxaHIqSUB+KISh/umx6PF3y/Ou2gRvXo7PnUnk7nG0Hn9n8PxD8bq3vdRstMN6/J2e8eWU/myvEI3XxU8W8XjjtxyBtvdNvmu/IIy/I89hT1z0lsKoexY8kTUUQ92Gt46/W/EeI/F++XfYUUoajMN7v/zKb38/hG6EkPcJhU/kEXmLGLzbO0CZsYOH3Jy9a2pPGHXr7bwLrDkqhdhEh/hI4A3hGMe//cd4U3iTeCGGMhQ9ze5QWH7gDtVms313qIUYaggDhGKol0BHx42eTqNzxsVPPm3u2MPzDudc+1+RSfgmII04n0ME1bYr49yez3FO39X5nF22ohNsHEtFQUsrSKND2KFQJskpZ3aGSg464Rwg3fXJVwKdahWGodMNx2P3wGnH10OO8Wsa3RDNdCEv6mKohSNUW6aOe1Nk7Qgl0jpZ4/y5wxM4QPnwCW/VuiOC8q2tRFDzNBheukHpZjYrsLibE4KAaXaHauVt+7aYltzQiorY5AiVBAiz+E5ivnHflSEmg/qrdSLfpp1CCLlPkmgcXJ4UnZ7QWU5Lazf1+bDdlIQwM3uCqIUA018UoQDz5VkK2XfOexKrn6ZxXDbE6pqnoeAd29ggbAr3J9tOSy+n+DwurAY3KAPR1L1C4RN5CVYipFuLoih0ep9QDPX+cGHWexNCESJCERQhhDwi9yx++vv/5AfyP/0LtoFfkkd3f/rbf9l+Y3otIdTryq0IIYQQQgghhBBCCCGEEEIIIYQQQggh5Ibc3gGKkFeEbzNfwOAtXnHHpBEzF05KaZmFQ4tHzpUSji67blA+/xSPJwLuMgfxeLE/e/F4Czcohbegr3GD4nVzmd1IthRJpmsHA5ER6+H4Oa/wxrl095RFjJmK7J9bkYgAe7fnc3GcvTw5Baz+wjp2x9E1x+muTyLtdtY67mOFaW18OD6pWXajgDokR+JhHSFXocm9ANbhdcw7dpTC6/qr8vWIvas2otVE1pF4IptYvGUknkhzg7KxPkTlOA7PxB2jZrJflYdgXhWH59danPf5Oh5/IwZP3NnJ3TLGZ1W1tsxqWrFxCfV16WncHEs3qJgXXTq83hvH3+b7jxDyblnF3sXw5Ag15isp7kxKEcM21Cr+dqpXLjrQhasjHeheikPnL2wf75131eb4JZLaznaC50yPv0vxxR31dlgfFoi80zO2oSq4fOZyO0MMPMRRi9kYJuSDQ8cm8lS+9d0f0AXqCu4x+m7Fe4zDI0REUlQa3aAIIeS+uWf3J/KyPLrz08xrxeHdXAD1LjuiCXkwMELJXMDgfeHR6T0tFOKkXKxm0XktRcS8o/dsWzFUHcvM8Xgi0iLyLsXj+b7sxeOtxFAQ1XBRDAXxaXisyII5kk2kdc74sOqyA09EWieel+M59/lA+JalEp353PZIPJ8vlunn81HPY+o4mzs7cXzRORadZklo1v7MMXez+MmmTYm020ohRgVFT02IBMMQaXeNyEkxouWZrIRWe515X7qte+On9ccp8tVjjVTWkXg+LSi2jsQTacftNIRMKxGUyF4cXu3TbhiHt1nTuONtPApE/LJGMd9CC2il7WtE4JXxbDHVMW/pK6kwzbdVx0qtaBOMhUCxiJQ65iOEfExWbSYXxWA8MEwbApeyHcc6mgLM+2eOi75GyD6f95LPbYo1Lprj8WZBeB9Wm9pFq3YSCp6svyTizz6Yz87n/DLJncH4O0Lug1/88PdS9BsZMBLvffHocXi//Du8T8kxLoaiEIoQQgghL81rxOExAo8QQgghhBBCCCGEEEIIIYQQQgghhBDysDACjxDyJDymQXVE6Ln7k5bt28NPjscTaXFpe/F4Kzco36dr3KCEkXjPAqOg4g30hWMBvq1+Ao3t2Z1iJuevOixTwh1KJqevPs1jOCLaBcof3tVrdg4oJbkFKLo5oAOA6nZcpMmbZyeIlTuUqhSPS6ng5mTtPIWTAMTPbRyfIH5ldl4a67P890tBJ4N53Mb9LdVyPfXAzJF4Iv2eWETixTSsN1eReG1i2s7KBaqVb+Pwxi16KQ4vu0C10uTltjPcnZt8V9FhyZ3M5qg7X8ZvH3PXJnciVHA81HSNW3LssBG/h/eZl8X49HG9HFKDtKiYaZy3h6yjCCEbdl0c5zi8E7hDrWKD3dERHDWtx3Hq59FmuuhAN9U/8Wxg/fMiHMZFo/OXO6aKrJ08F+e9taPB/VB1uHcWEf3ch/Fr1vz9yyza2VqndlIvj/i7iNmtI/ZuisMjhBDyfNwNik5Qjw/G9j2qGxQhRzAW7/H5ld/+fjqPhJDH5pGi73xf/6d/wTbvrXhv8XczLxmHRwEUIeRZ2Ekh8k5FFKLyVvF4Ik0kdSkeT2REW2E83oEYymLajhhqjk/bicRjp1DDO3Q2kWwi21i2VUeOyKY8UM3Ct3n9cG6t5qkhj1jE4UU0h9XHP58uwpiFZn3aXhSOTbE40VGmo/Ms8Pvkc92InkRkxM2h6Cnuzyx4StNE1p1kFZbZm+c5LNaDAswW6+KdfD3KxWbFyuOBMaeXIvFEurAHV+CReCKtQ35aP0qRcnmOwzPv270Yh7dd41EcXntueF0Oy6nGYETe6TQu/dmgI8pOioV4yhQ6qqtBxJC11fuob08Wx28WjaV7cHRyYz0l1UTsLISQ90ESv4DYJUTMIkPk5NMwRhhi7iI22AVLcxsKBZhp/Lj+iRqX9c9NScK3OJ+LuGgQvi1fEDgQsqc2ncff6TjvjqYIYJlETpPoyb8vbdpJa7G4wfIP26YmhJA741vf/QFFUB0UEj0qv/abf0wRFHnX/PxH31AERQghb8gjiZ/IbXnvwifE4/D+/M9+/6brZQQeIYQQQgghhBBCCCGEEEIIIYQQQggh5GGhAxQh5FmYqsgnj9Zwxxhw75ni8UREtNjleDyR7soxxeMduEGNqLvJDaqjIrE/2peZI9REGIeXWEWyeTnG4YnsRLDBW+wn7bZbIuouXRiJF9vUdG5nN5uYTWQTh6ee7gVxHfd+PnejU0TWTlsi2R0A3QBERMra5SmWAUco9di7leuTSLuvTMY9jff3yvEp3OB2XJ5w3bKY90upO+uayt+bm0FygpIRiSfSrqmo506n40g8n29a//49WMIFSkRuGodnuu/61D7bmC+7Po3hVbnfGyo2XJ5wB3X6tMvxnb8xXFp0nvTnoG6PACHksbno/pOiNJsr0zL2rpTm/NSH0RFqjrHVL6x/PIbT9/89PP/eikPnL2wfl+HItXH+wnYcuH219nI/b6fh5Bnxd/7q2nm0ZbCdo3Nbyx11+/BYpo7vSx5/N7tlirwLx0xCCLlH6AL1vnAnq3t1gvrl36FzxFvy7//l49/rjMQjhJDX59Gdn/7+P/kBY/C+gI/k/vSSUABFCHk2Hnem1juyFX5kn+LxRPo8l+LxfIUYj3dJDAXjEQWC8WlFRwdAF8jMEWoiOQ5P5H0IJJ5C6tRDAc6iM8/Ll5Fs/W90vpUyroFShvimE+ILPLe9I0aneWIzXu7n3K8pebDzqaNTNEWnrIRmIjkCJTrYcFxiOIuhQBx1SfQk0qPtdkRPs+Bpjl/BjzdHqtxS9ESCORJPRMRMN/fPbiQezLcSQeE6RnkTQcXwl8ThgchJXeTks8E1ZaBJ0ipiZazOIPauiZ5cPNBlViAAxPVtRFCLeDwtsB896lNRRRWihbq5Bwgh74erxC9Q3kRSJYuY59g7kRA/2Wmhzryy/tFTjjYVs4tt3btsF90xERG9J3yD8jj3IjkWeha+FW2Rh30dNrfxRHJbT7xNhsOjjZXaXbMQPU3r10rNL6eICMRKG68RQgh5Ib713dGp9dHEUO8h+m7FvQuhCLkFjMQjhJCX59HFTw5FUE/nowqfbh1951AARQh5EqFxwuFP2jpnondF4y30cIcSaaKKS+5QvTy5Q10SQ/lyIIZqHd69A/xcZeMINTkIRXn86F8/7lvy3f0pCXLmzjwvv+BIJOLCBBfLWXKO8XW2+eDczrskkwDDxXfVkuvTI5zPI6FZ+6NroRnMg+WpsyyOpYAwpAterhU9xbDAvbXTqebCxT3nJ8edlyiAelHw+v6qfB33hVRbO0LJ9l5biaB8vpUIqi1z7Aa1Wl92dvIt93I1kToETG6DsXKGSm5OcM3HNv36j+UE7iMUObX7wtJ96Nc53INFY98IIR+HJ4lfTkPcnJ7h4P4jqmM+kfY8/jzqtyEil239g+szrDu9fWbJBQrbRu15fP7Sw/Gh2Lh+XRK+nco49325ONfz9VBKEq/LabTjDNt0KISTSWAObbrkDDWPx2wohqrdEapfE+cznZ8IIeSVcTHURxNCvVfuSQhF9yfyEtARihBCXob3Inwiz+Ojip9eknJ5FkIIIYQQQgghhBBCCCGEEEIIIYQQQgi5T+gARQjZgm8LTzF1ETFkJuYeG1XETjocoaqkaIaYz9d1EI8X64btXnKDing71YhOw8+hqjkST3IUSIoI6S9v219//lBvyKdYlwJvrAs4ErWJ2zfaV3Ed+IY7uBeYSYrOEj2Jul1M0ebiJcdRXKLaXL1Ewmrm0vl0l6i7isTTkl0ESnaMWEan9PgbH27T258ceZddo57k+tTn2XN90vPC8alu50vgferzfSk6XyEE+Wn98bje7byJxIv75HxeukCJ7N+DT43DM79IR5W/iLYDVzfR4ey0cH1qy3f3pl3XJ9hn7XF5fX0xLT1P2s7FZ9Tt5yeEfDye7f4jIuoOmuD+Y+j8+BnamandBNHDVaZ2VgnHVMUcz1JET+6+WptDVV91uPtIq/esV4L34ox5j2B7cT7P1zh/KbqnQlvZiqZIRDuNcTtNboPQ3jNVUXdmwnaXgBsUGjd5uys5RY3Yu6DmJ7rBMrw2CCGE3Jr3Gn+3Aj/rPbhBEfISuBsUnaAIIeTLeK/uT/65GIW3hq5PLxd/J0IBFCEfG//Ru47oOBQqWMk/qGtB0ZONeKBeVvsP/1oglwiFF97JfRCP18qz+OKSGMp0dAigSEZCJKMHHfcyOpJUxT5/7p+hdRB5B8iH6ARQ6LhZCHJEpIlySo7xiM48EOqkThyYR01zBJ6aWF+fnqdOGNkRIBhcKwthG55Pv258XXMknsjrntul0Kzt7Ojs9Pi7S9EpLnJaCc3mKMLz9aInERmxdivR00rwhLGUAutDZnFUne/GJzCLwMiSvUg8FXm9ODwb96HULK6KeCa4962LnMa1BEokEC+1eWAHFdYnthVGxTjE4a0+NCHkw3MT8QuW+7iI6BlVKnkb0Z7CmLtZXI4xnNg+MBvL+H45Zlkc7sVdGP4h2rhXsDrvomW01/z8P1X4VooYitqLn+8S4qYx37gW4nlXWrtstNckt91CEDe11ea/KfbOv4vtCNcJIYS8Ot/67g8Yg/dO+bXf/ONXFUEx+o68NozFI4SQp/OrvwXil7/zPsO6/s7/+69EROQ3fv0P5d/823/2xntzH1D09Hq8z7uKEEIIIYQQQgghhBBCCCGEEEIIIYQQ8iGgAxQhHwmz4Y5T3T5DWjbQ/KawD69cXNoapjJNDhtusGGiohGbJ5fj8UREandj8vFLblD+Zva5DneRCm/CQyzexrmk6HC8+vx584a8O6O81zfkU7TLJUeiXj4cBsrakajPZwv3gnZcSzuPIvncojNUJ11tOs5zvH0v++fTY+9EusuNyCYSLx0DeVk3KHd/QseIGMaoFI+/K9tjvoxOSce8b0zBKefcXN3iuFxyferlu65PtW4dn1YOA31bwS1dBsJVjk5Q14KReBh71+6L58Xhrc7mJg5vvq/DvU3i2ZCj7fpW49xauJ2Ymmg4n0i/Lv3egH3W7f4SQsg1oFPjF7n/iLR5q4nUnUjlud1l22eaoeOTuwd5ZJrZWOYELlPSHS8LOJzCficnvnuLB34DsC3c/ubz7vj5f6rzl2GbDofdudNdn8DJ0AqUFxX9PJ64qb1W5dihE9phltpqHodXW3vYYxJt4VBGCCHk1fjWd5tzz3t0gvpI8XcrXisSj+5P5K35+Y++oQsUIYRcILk/vVPc/cn5jV//wxj+aG5QdH16G9TsVr2RhJB7I8VteXTHp6Z71F/6NH7U//QpyuXTiD6zTyeRTyex+KFfxT6NH/M9zsF6ecQ2nKBDp86RDQYCKBtCBltEdNUhnJKFGMp/3I/4pFrXIo1zHSKoc20/8rvo5lxHx9Rffw5RjJilDgGDZd5T51B0+pRTuyZke63IqcAwRON9OrVrADoA/fqQMoat6Ij+0C6a8XNbJ0FbP08xfB4dNElsc3Q+bZomvdMHrol0bit0BL3AOU4iM+gw3XSk9uMv5ST6CTpW8Z48lTYuEsfY4nzgPQhqkH4/xX1ySfTk8xyJnmbB09zhtgKP/w2aHprEd+Pz2ufPIj3KEu9p+/xZ7K8/x/3+nu7jp7J6NsTwDTt37aS7dYGdcueuRz/VT324ry7GRcROMoaLSJ3GXdOr1aT0qlzPbdjrD/0scZ2X87jm9WyinyuM14iq0s913DPns8jns+jnvoFaRT6PayyuvfO5XW9eDqJLMfvQ1x8h98YcfZbqQC++tn6E59GTOBCUJxG0ghAa2kN6HnVRaz+dI9Y5tYdSm6m1hTAeGJ/h77GeSufaUb0oehIRkVJa2+OS8K0/B1PsXYrDmyLv4JkZz8ii6fuUfq7wHMvD8rlfA/A80s/n9Hxq14NfH2cRfz7168SfV1LP7/K8E0JeFhftkNvy3kRQH10AtcetxFB+fP/Tf3G6MCd5Tf79v3xf9/FToAjqPsB4QkLI23IkevqrdxaBN4ufjniPYigKni7z53/2+y++jfd1VxFCCCGEEEIIIYQQQgghhBBCCCGEEEI+FHSAIuSdMzv8hAMUOs6gA1QZDjPuADUcocrVDlC1D6vJNnoLap14g3nlBpWmHbhBuRtQ7W8/93Uk9yAYljO84X7hDflw7HiH7h27LjCfPq0diUTaPOhAtHAkEpHmSvRp8Ua7Sj635+zshG5e6AjVImQqzLdzPmsVC3eoM5Tb5hzGsM8r4AZ1IweEpQtbirrbOknop09rp61pPvtU9p22iuZjbJLdtY5cn/x4Hbk+net2GZFjl6eF09YXoRDNiDFCInSAuoKNM5nI0yOekqPF1unCTqfmHLhyKQPXJzmp1HC96M8aNzg5qVjfBSsqFYatSJov3AUnByitze1JJDtAaTUpnycHKHTYOMM94w4b7gB1hnomOWyM54mhGxQ4QtFhg5C3Z3Z98ueJluHwc637z5cSjoboHoUOUOGi2eaLurOMCOvkdvrZnZ2gnoI666gttOcG5TxC3bV0eXIg5i6K4JyL7Jx3kd42wyjohTNiX+aSMyIOX3oulnNtEXj93JTP41zr59pcoESS45P6dxo+nwghrwRdoF6G9+ACReen63muG9R8jOkCdT98ZAcoh05QbwsdoAh5W66NunsvDlBPcX7a41Ecoejy9GW8hgPUpxffAiHkQ2NFxLwzvajYFHUXsR6mojpETlZFxDUNoZqRHvfRBlVVrFZRN7NTi472EHX4KvpfbQuODgHVZQeWShNBuTDAfH9FROy8mf9h0dFxEyIIFzeECAI6ceYollLG+Ak7hVSsD5qOYTmpWIVTK0X8hGqVEDqoFDGpIto7IbUOkcu5bs/nOS6KWLeotkg8X7nAds1Gh5bZWN9JNh2Aq460o86hoyida8QlcYxP22M+x+LYZlqfdB5xkC5eylGRflhQPDaJzK4RPfXlDddxJHLCjtW6mH4tpXdWF98uTFNdLkIyfg1/Vb6ODnCVVtdFvXc+y+pomsimXGFaXONaxUqJ2NJUX8N8ViXqf9Em3ovnRh1bM41buW1Jh+hJqo2O47Rj/qkWO3tpXk2fapThNab5nhyivFHHGK9JQt6czbMchDBLAUyfJwmV0zO4hHj6S0W95nVH6W2VOeLVoH48FdHeqDKfLq1N5uUhqPb1T9vbtIW8jpZoduW2kEg82w/FRXJ7gdSl7S3BunietIi5E7lC9ATrVWyfTbF3IjLET0exd3150/GMsKIpGjYiv73Nhm0yeGkktePSPOP8WYo8HgKqiIQ2bEgRQggh5C2YhUxHgigKy8ij8PMffUMRFCHkw3Ct4Ok9cgvxk4jIb/z6H16c59YiqWu2ifzV3/0bN90+eRkogCKE3I5V/49K9LSYiYjpEJuAS81KDKXwO/2eGEqliPm4O0KJiMnU0Q67qOc6OiXkuIMI34z3ThMzjQ6ZR3xLOjm/oGAgRAs6BCZertCphp39K0EOThNJ85iqCPQ5NbmBn4sKnXr9/PVza6VsRG1tvi6Q8O1W6MABkZNV2Bdfxp2BFmKoL+oAvOAksXJ9WroIzEKzvm7sOJuFZuFegy5Pk1PaobMWuHFdEj2JSBOYzS4RByInw3V8CWfJHZQi0EFZto5QZJef1h/H9eyCpyEIPCVxFLIRQYFgyVylVFT0bE3MKJLr6yqjLk/VensuKFzX6Ow0VH5tHSGuNNhxGeWbK2EqMLid0gA8n0x19KXXNo+LrdQmoUIZjoSEkNdn9/k8iWJmIQyKnvyZu3F80jKEIvX85aLe9NwaohbDdsTJch1jlgROsdVSsjgcP7pIbuNObSF/Nu+KoUSyU+YeO6LxL2Lh2HRxkUnQtpwHBU8iF0VPbZmSro8kVl85Ie65PkH7romltu1o68/PYBI0zeIon2fTjsP2njO3zUA49Yjfawgh5D3jzlqP6gRFkc6XweNH3gvuQkQhFCHkvfCRhU7IrURPT+WpgiVyX7yG+5OILNQBhBBCCCGEEEIIIYQQQgghhBBCCCGEEPIg0AGKEPIs1MAlxKQ757gLjw23JJEcS2TjrWUzSfF4sxuUmTsS7bhB1fxXBVJCPEKtDyOr+KZYfi70t+JPp/RmvbuifFW+fty3pbVk5wN0IFIdER8Qc4fOJ14+OxKJSI70UAm57Sqiahi4jJiXcIrpb7+r2fp8qja3mVhOxr6e63Cl8XkxEu/IDeoLHBAuRuksYu+0lE2MSnIS8PsJIwfdmcs/x7lCvGQdzgHdBSBF4PlxqHXrFuDH7pLrky+DsXfVjl2eYh1fHiOpp1OOFvNVzs5Q5CJzHB6aKh3G4YFzGsZQputIZNxEeE/jfKZxCal2t5O4ln1P+rrDQUrF1ETd3S0/AKb9hGeN2JgOkXfN5Sk7sMR1VEwkttPvucprjJC35NDpSWTjGLTnChROQCvXJ3S5FMmuT+Cc9GxXw/m5NTtCiYhZXbtB+f73v9bX48MrF6j+ATdtIV18pvQcnaOCdz/P+dgh6hnsRdZdXA4dvVZgWyFidQ9cn/oye66ohnHR0Y4by6XYu4LL4Liuo1zniMW9cSz3NlyKvfNryrbrIIQQctd867s/eFgXKEIIcRiHRwh5NOj0tOatnJ8IeQoUQBFC9nFxA0TOhehIMW5ORaq0zmMfh47tWN3JV+PCE4lOl6UYyjtR9sRQfRqoPsSTl+w0hDKrOLyjmBCRLnApEKEG0WUmArEnXy7keE2+Kl8PUdAUf7fpCMI4OxfjYMePdwzOghyftoj0aEKEPjCjkqM8KpwPy+fTe+DUhUy9M89kXFOiuhuJJ1YOxVBf1AEochylcxR7JzLET1NHWpsm0PHW4u+S0AkEYyP2RERBwCTnCnF4Uzl2ol0SPYmMYzUd57bMwb3xhZ2kWnQrVvRpKIwqZWcussLj8DD2blzzUxxeGZ3oivd+rblDXrXdp9IEfEMAm58nkWxnkuoBU/+v3Z/ROeyPJuz3xYpdx/JY5ViR8ZxQqAer9TpsiCl3Y/QIIa/ORvB0JHQS2Rc74bIiQwizJ3oKkZNtRU83EvXGc2sl5D2dshjqdLos4u9xeMu6a9UWwtjSRaxfigreWafIQjR+QzaRdZfAtlcqR5FZbgcfip58nikKOr0UkNpxo/23jL3r+9LGYZo3t+dGzmZ8pxU0lRu260KsXsc1ez6PckIIIeRGMLqNELIH4/AIIffMWwme/uZ/rPJXf+cx+jEofiKPwmPcUYQQQgghhBBCCCGEEEIIIYQQQgghhBCygA5QhJDutrSNL2puG/Am8ezy5G+Jl/6euRvv2PSiMiYyFAWXjuHmsXKDQmcOSa4+fVDaS8vDbaSIT1TTFJl2VRxetfHG+MniTfvYFrzhHxF/pg8Tg+fuT+GAcDqNYYxg8/i7snV9sqKpHN9qd0cikXb+wvyryIj30P4m/MKDK1034cSyPp/+aryVMhyQfJ90OBUprg8i8S65QT3LAQE5itI5iL0TgRiV2UlgHlbth8jdnDDqZIq8w3vcrDk/+bTzKMd5Lro++fJma/eLI5cnA7epZ2AG9U8HYzej7KmOESRcoERkPw7PrN0j7uxUNTuNuMtctXY/RkyjtWhLEZEz3oPDDcrr5HAEPI/IJxubbHVAj8Fr21JB16exL+ACFeN93Xi18DIh5C64NtruUjTasv7HZ/PsBITr92ffuaaI3F3Xp2e6Gq6eW77vtmqvoBOpbKut5L7XXaCifBEPHOvutkPJDcpUxJuFU9TtzNI189Y8Jd7WnUx9eIXmeZKT4cr1KZYB1ydw+RRoH7v701HsnYiE+1NMK7C/5+uuJ91rS62ux9W5q63t+AjfYwgh5KPzre/+QETk7qPw6P5ECLkGxuERQt4SRts9D7o/kS/hz//s9191exRAEfLRgPihERVWo/OjqY8sz7/6cd2mcI15PMoXRd5XVY/FUCNFT0cfFu6aqihkRDRZzfgcqwi8TRyejc51OZXxWVG4kj5j75jysmryUDF4OkQ32Dm46QzEjqAp7gOj7XK8HUyDzsQWKyVRbqkzCo4/itnqwfnUHPW2jMQTETnXcXlVS+K+i2KoZ3QABnPHG3SqpliVVexdH86CqG2nmu+3nEcUZRM6+b5uI++GqAuETtC5G6InkSFQOhA9iUiOUBHJHcAXRE5f0tn2Vfl6c995TKZUS53KutM5Tvbxc7Mbh6c6rhuJwvbXbIjq/J6LZ814nqiZmIv3sE5Wbfe/Ql3sIkQd4kQX08YjYOglm9DSb7vnHgRCyKsSwqcnRtvtCl1nwcyeKKYLYbQ/g+3z51GHnc/jOTeLfVH09ExRLz638DPOQt4h2pyWX5T5fC6CivnwRYK5LYQCJhdDpbq7jkp18UhdicZvxl5k3SX0eLmN4CktsxU9ifTnzix6imlleGu7+Okg9k5EQvwUX8FOmp9phBBCCCHki/n3//J5osFf/p0f3HhPyAxFUISQ14Sip+dB0RN5VBiBRwghhBBCCCGEEEIIIYQQQgghhBBCCHlY6ABFyEfBmtNLcvCwYZcR8RVpmT3np2nOeTZw5TAZ8Qxm+Q3segL3joUblIabjQ2XIXgJvUV8TW91++hZYuWqGq5THoenNt76js9u8MZ3X1W83V+GS5CBo4AWjRg8kS9ztXkp0FVBJ9cDjMMLNyh3H4I34cO1Ccrj7faTH5dxbEwlJLZWIBqvNDeo5AI1uXq1TbrrQJ9QxzxSR8yK1XoxEq+tt7kzHDogiGzjYJ7ggJCYXZ+8DI/rKvYOyvdi7+SzxwJacmjTMzg7rSLv8PPG8DlceOR8HuXVLrs+xfLgjDXVGS91P6zWG9e5naOuQdcikXG/+vz3eL/eEykOr5obrYUTStzFRcM9LLlq9HsuYimLxv2ZnPl0ROCJmojCMwTiDtv567PVPm/VsQ4/72BqSAi5P5Yxd+7E9NRou5XTk8ja+WfhCuR1ln0eTk/hagjPRTufD12fnvM8wedW2/Sxk2GqdzvLOLzulheRo6dTjgee20Kza5+vL9oRo628AeJQ0TXz5nhk3ZUuUApt2GhfrdYZ82gen12fRNp6pvlS+wzbx6WMtu8i9i6Gi+R1nEeDV+P7iaS/hBBCPjbf+u4P7jIGj9F35C15rsvTc9b5FGcon/cl9u+98PMffSMiQicoQsjNeY+OT//Tv3j68+Tv/5PnORrS+Yk8OhRAEfLOSVFG2IEtMoQdc2dFiH5ycYsbA/FPEjnJ6CSSqcPa5587pRWEMWpbMZRCt0786D86uWHrY5WuzSgy4tOkpr4ZVW1RFeIikrJdU7XWqXZy8VYdnXFmozOqL+OikHsTVXxVvgZh00nkdBqipzLi8OQEw96Js4j/2HT8zNPKNE2kHSDv+NE+HuddU2zVEC/1fYZrbGwXRD9S1pF47QO3SDzfNxRiXBJDPbUDcGLZ8bY4rpvYuz68ib3zj4QdrmbteMF4dJytIu/ONY9LE5BFlBnE4ZnPcyR6aiv44g7gW4HbDtEOdhb36z/qt0eKrrwHDK4PafVJiEdTB3jZvZ+wY1cUFLBnjKFsdbxFf7yNex/EsO36Hs+Qtnm8p2/2yQkhNyCJnhYxd1o0iZ4uRttdikZbCGaWz+Za27MQIm4NnqsY9YqCKJEvf+bNy18S8urptBRBxWfaq3tFRD71Y7tqC6X6F4TQKGbd+xB1NO6vbSM9hxDX7omZ9hecBHOapy3mWYqeYL6l6AleCPB5oh28iL1r28nj0W6T/v0EH5np3Ehu+2F7jxBC3ggX5Hzru4yMeg38ON+LEIriJ/KavLWYCLe/EkP90n9im4wQQt6KRxY9/c3/2H4E+Ku/k3/3eI7o6Wj5I0EURU/kPaH2kr9UEkLuhq/K1yLlJPpLTfeonz4NIcwvfRL5NMqjc+HTqQk0QCRjn1yUcRrOP5+K2KmMH/Q/qdQT/NCfhmVMw7eewTVKrImhvH9GbHQKaIUOgj7sohmcpmcQuNTugCN9/s81BCDJNefzOeaTWkU+n0eH/+ezSO2dYH/9eXSIeefYwi3gLcUgyfUJXJ40OT2d2rkXadfGJ3CDmt2JFteAlDY8OnXAqeikUrugx4qM6wbPuUg6t+k8n/0aAIFFXA82laN4rg4R1eyONHfs1bpZX8yD82En01PBTrVT2boKTK5PIsM5IG0POr3Upn2N67zC5104PqVr1j87CKO8czfmuX/R0yW83hORqPvu7V59FJZiSn9u3KguEXF3jIO65JQ7kd3dbzMM3xX1bFL65dyeAVgOdc65Px9i3IfrKPfnR3eL0c/nGJZaxT73lX/+LPLXbdjOZ7HPn8X6uNQzrznyIdgTPe25PCXR07XOTi50wnnkgmAmiYXa/bl6Frby/Mx4rXv3i9txn06j7v10GgIokW1bCMWsOM+q/VOnthDO99LMYqY9NtfHjkCuE4Kn2RFqWj6cT/dET77KLngyfClgcn3y9bkzqkh/Jn3Oz6Q23J5B0fb9XIcb6Pw8gu807dr259N580wSkfZc4jOJEHJDKIB6fd5aBEXx0/3xn/6Ll7LkfDveWvR0xLe/c51z0V/86TcvvCePD12gbo87bBHynnlk0dOKv/o75YtFT9eCYiiKn67nr/7u33jrXXhI/vzPfv9Vt8eAEEIIIYQQQgghhBBCCCGEEEIIIYQQQsjDwgg8QkgDXWQw8qKaWME3v9sfLRCHV02kQIBccnMaL4a3delwdtKxPisi1ZPBegSe6XB2Gq9Hj+2o5Eg+meLwHBWRkbXX3rhW8di7KurTyog4U8vOAXqyFoMn0t7A9y2ezy2SBI/jG0drrZxaYnhyEhjzDZcW/9wpni3iOkp+8x3fki/TW/H4JrwPa3dxwbgPiLRK5xONCFRbFJa0SyAmqcoyEk+kxWp5hFufJ9yh1MZ+70XjibTr+hoHBGTPeUB1P1algONNlfEGv0yxJ7gfK+eGmLaNvLM63C3SOhaOSO5q9oiuT0fgvaoiKbrSedTP9tL8tP54RAt6nKpfLylSsorVEd3UBuAeh1hKvx9TjKU7s/RKw6rEvZ+i7TzyDqMxa9TMsXWj1J+QNwHbInuuT5uYO3R9Op2uirZTnZ6rm3mhjeKchxOoTS6Jc8ydgUPkaz4fUoR13zcViQjStku57h3WQot2g49DOy7aQn0dNrV5No5QItvXp+ZtHbWPnsM1bk4rZoenqSyNe1tWdTMtXJ962aHrE0beqQynXN3G3sV+FUlRd4nZWWvltLXXRgxH03W0IyGEEPKl0PmJvAb37Pz0VNApim5Qa9ytiE5QhJBreW/uTyJfHnn3nG39xq//4attk5DXggIoQj4qNn4IbyIUUCLNP5Dv/WAe471TOsRDIuY9AtWi08t8M96ZXb0rp/+JDore9x29CjZ60nEZ0R0RVJ8WnfOSOlBUSohBdO4cq9AZcoJjobqJaum7mqLCtGh89q/K168flSKyjkvBcoigEpi2F9WGEVZSBMpbB493+JhKdIwZiJ4w3iOG03g+n21dKlLHJaBnEDrUcTlYlSSk8+ntI+no7OliqBBHHYmhntMBOLPX8YaiJ9UmKJMmcvKIrbSd+ExThxbuG96fKHqaI++8E+xcR0dvF0eN+foyHgH0DkRPCbg3UC5pdXQSvuZ9+7BYu4bizlUd1xviYqZzzeMi7ZrG+xHEVILPCawi8Bbpz4hxf+Znw7jXdSwvbRad7y+BRQkhz+aoLRLFezF3JQubnhRtt4oui3XAODzvxrOzbsQh+CyMZ+cbkcSn53Ou6VTH/tlo86gIvJwgkuJy1Ub8qHQhKlaSUEcbLj+zF5v3UqJTjA+G8auWW4ng5nUoCpgkXVMG7d6LoidfL4j9U5v4BNF4pbV3ve2re8+huXxPwDSV2+Y6d9HfGdqIb3t9E0II+XJ+7Tf/WH72kz94tW0R8tK8J9HTHt/+zvcpgiKEkGfyHkVPb82/+bf/jCIo8u7ge/GEEEIIIYQQQgghhBBCCCGEEEIIIYSQh4UOUIR8JAycX0TGW/c2rHbMsp/S/DZxduno8SOlz4eRRfHWOLjwhFsHODsZvG3trzir9pi02Cq8/Twtj65BsOdqNmLWZF7cRD2+wjSiKNSGo4CZtfHT0IniVhNma1eZ8/lVorUiZqY7JWjRTexdDJ9O4zOdTqJlDEe5R3VAJF7Es2FUmzstoKNRvDEvIzYvOT5JjwKBD7CIrWoHGa6PKOuD/pnU1pF4It3xwIv7degxW0duUL6syGUHhEvMzgOTY4Gia87K5Sk+8I7Twuz6BBF4m8g7X9bdnfoy6GA2RwC9SyckuB/CReMk6bPTBWpNimTyGDyRdB2pyLj3zzW77IGjmmkdEVZnuB/PNmLwRJoTXN9MM30ay4iMel8x9k6HqWEs7bc4mF2oSYprUrPkwLHrxkEI2bCMvFu0RQ5j7rAt426UfZnE3rN1FWEW9Ux2uklxYDvuOOiE+JbPhN26V2TUYScY9jhraDus4qzlU4mIYC8Ph7yVKxSyis17aY7cnI6WgWHTxXLu+IQxzmUsM8rlouuTL5/cT0+TKyq4pT7XfXDpZCiyH0E4lb9VtCMhhJDb8jf/f63Ngs5ML+UGRfcn8pJ8BNenGY/EoxPUlp//6BvG4BFClrxn96d/969+/023Txco8pL8+Z+9/vVNAdSdkaIjJvjjJPkSPELDf/DedJ5s0916fIZcH1kUQhEZwhUbHdUiPeoBI4vKGI5Vl65omSPxfCR3h4v3MKjZ6KTAz2PQ/1H6voUmS6MjzkoZHQpWkpgJUYGOg9I666NTHkUVOJ/Vm4gqlnXEHG3X9yNNExkiJ++QLCXH4bn4y4fLOC65U8jn0xTrkeI+FGNK8nA6n5rPZ0Te1XbShlhCo8POFK6pXh4SKo/EixmzGCrO9YEY6kkdgJeYO9pQiDQLnWaR017kDN6Pk+jJh1eRd7acDzp6IQbuPXeIhVjRDESglu9bEC++1+PwxcyCWjyuEbVUJcWqnmsSQ2Ek04hQNbFaRdGk1O/b2kSPvVCw59h01OtJaNtnS53FPghlCoLJGAdRQIqaxOhJQj4wlyLvdtsiOzF3OZYYBFBH0XZz5OwsgqpwY783cYhdiLNetDE2MWmfyhCLlxwFKFkz1ua5VfvoOSwEbis2IicUMy2WD8HTSkCXBP16WfQkEu1cfGEghP/QJraTiH7e/7iEvCT/8B/90e60//Ff/9NX3BPy3vjFD39PvvXdH7z1brx7XPi0woVKXyqEouDpcfk//H/a9fGf/ovVD733xUcUPs0wDo8QQo55z6In563FT4S8RxiBRwghhBBCCCGEEEIIIYQQQgghhBBCCHlY6AD1xmzcXCA6ItHdY5y7fhuZPDbVxtvyPT7jYmRRj4tLL4WD69Nw/GjlEUcCsXlabbg2mb9RPVx+LOIiRMDip89rYzmMOwpnIgW3qr4/6k5YYEdUTHI2W/aaCoeAUkRPvr7aouR8/vM5x+H5Z+qxY3sub6t7es/tqf2FaL4eM4NOC+7SpKrZ5Wkv9q6U5vzUh9ERKr0VjzEe/rb7CWJmFnEf7W13XGasD8+nqUE8lZ8juHYEz7NA+Xjb3yPxRHbcoDDmBd2gsPwpDggLTBWcxCbHJnBf2sTZ4TCOr2LvYtqO69Mq8g5dn5wpDs/5CM8Y/fQpxRzNMZZ+XBiHtyUcBSH2LupK1TiuUnTE4LWJ6fo3v+GLQqRdc3+K50uVUV/POwKuT+0+BWe4WF5TlTHHDYWJyewKNUXjpXoAXa5mF7Y9hxlC3hHRPrkUv7vXFjmKucP64jSVwbAlF6kdp6hzfX/36g3irHM5tONEZW4PzeuINaNDHnDUPnoOV7k5rZgdnnDZxTwtHs+3MUU6oxvUBdenWL7M7WCY7/7NGMg75Mjx6WheukERcn8cuT8hKwenlSsUnZ7IW0H3pwHj8Lb8/EftWDAKj5CPy0dwfiKEvBwUQL0Rq44Dkd55IJKirESkdVJPUVoiH6OTmrwgEGG3iSzy6VdEFnkHtZ5bL4hJGelDJrlzBPsrMP5MYWJpHTKbSDyRTYeCgICmxX+M+UbHtoFARkYMXtvZiKhQKWJ9ZyN+KVRd0BEHUXvzvaoiI44EOvtDVLHqcJsEjun4TGLIvToiOht92KdjHIyLn45i76A8ojtwGDsX+7oNOiPTfHAuBM6ZQSdR0puhgE0lCRc8Es+Ho2Oq9/dhJJ65qG4lhooVTqInKH9SByCWu24QRElJUOj32Uoc5fOuyhEUPEUU147oaYq8C6HT9Dzx9X2450lR8exPFDx5jCWKGvnM3eIiKJFWr4XYcxXJND9TRJIYKspEmmpUbURUiojfXEfPFoP7O0XgpQzUUbRkvu8uxVDO4wb3Y52ElIS8E74qX6/bGz4uIpto3lVbRGQdc4fjKHaaRVAhallME0nPy7aSC/fqA9ynT46zDuF+Lo6XAgSOb0yb2kMiQyiV1t1nm9pIm/bRrcAoZpHrfaz3RE6IC550u0yInvo2L4mexjKS2sHjRY6xHX1UER55OJ4iftpblkIoQt6ea4VPR1DsRN4aip6OYRzelp//6BuKoAj5gFD89Db8m3/7z0RE5Dd+/Q/feE8I+XIogHplkvBJth0HDooZ2o/JsnGS8fWxQ5Y8Ce/wOZ8PHTuifHbswI4O6Pwwg04TEIOkLhOT7MZ0kiRsGq45uuMI1VeS3v4HkctJYmtqw2lKqg3nKmv7ig4BLnZy55EYNh0Coe5yJSJDCNW3lrovio4ODbhXQ1SxeusbBSkAuilspmEdIdJcqVCUFa4JpTksiHQR1wXXpyiHzz4Npw6eImkchU1RXgREUm0/hiPUeBNeq0DHpew4QvXhOFzWFVBwrkOktxVD+eWfxFD9+hXpnYLVruoADNFVrW24js7UjejJl0cByF6HqwuWltMmwZOXiSxFTyKShE8x/sHcnnaZ7mURCTeoOELVROzLf2x+1+w5kpzP62eKSLtvfPE2sc9TxUpJrn1Hz5YQt4LroImKon9fMVn1yeviFluKo/aEUJsiFFjUqAfsfG7HwupmGUIeCRc/hdDpkvvkUVskhqEchScobColOzttRC0givG2aazouns1PSs/6L1qpzJqThRVTxVoM+gEEZWt57s514iZVkQ7FZffrne8YDG+d6AwyocPRU993Sh6asuMdvDy2UPIjfkS0dPe+iiCIuTtuIX4iZC3huInQgghl6DwiRByK659d5IQQgghhBBCCCGEEEIIIYQQQgghhBBC7g46QL0Sc+QdxlilN6cdcHMxs02U1ohK4ltA5HqeFFkk0q17FnE//W84dNS6jo/zRfpf1cmZqc0Mw+AHojCxDOcdNRkuVD2WIsatO31I+wjxhvYJXKeKZtcmeItd4W1yVU0uJGJF9t5vV9h3O1cB26LhcOL3cTow455eOkPJwunJQcen0uqVcEcAdwUtEG3nTgsHsXetXDexd2HAgtEf7gbl0045FmQZ/aHuAjUOkOF5x7fiF5F4Xqzg8qR1ODiZ6qhfF25Q6uca3aBsvI1v3S1mdoQS6afV7xNwfIphd3aqdev6JNKm4/gcZ+e4y9NuDB66VoBT1Mr1SWQ4jIFz1Id2fUJWDoySj5+W4SRG18WMH4tNJNMcr9rrRKua688Ua9mvz6KiZ0vPk+WzRVWsStzTsx+fxTPDXeK+7LPqpfvxQrlB/CWvIfLQ6IjSvRi/e9QWEUkReOH4NEfi+fBeBBouYya6597Ee/U63NHI3fOcaTDqxBQ5+gqs3JxWLL9fSHaNSt+9YZ0qS7eo5nx67PokMtq5aX3QDlZ+fScvyK2dnwh5Dr/4YXN5+dZ3f/DGe/L40PmJPDp0fXo63/5Oi3tjFN6AMXhP5+c/4vVDyKPw7/7V77/1LhDyLqEA6hXwuAgR2UTebToO4of+IWbQailKq012cZSGoOVD/khPns9eZJEN5ZBZ70L2zqEyiTk63kEd8XFq+cd97zTpeirFcoymO43yVSSeiPTYvNH5ZcVAtCRJdBPLq4519/VHv0YRsehFq7BvvePHtkZ5y64eF8aoilXsUIH7uAtWxiJjmV1Q6ATrS4Kn/hlFe/TMaXQoCgqoevlh7B0OQ6fkWCZ3QrZp2EEpsIzvG3T8FJ2i8iDCRDWOTxM5ydj3HonXjmVfqYiINkGdaycuiqFCWKqiKJyLjrwsdJKaI+w2sXd9WM4VBFEgXsJhs0mkVGUTZ+egYGnunEXBEyy7FD2JbMRUfFYsmIVQZiFOxvvdzmc+c/e4FK8qUdjnt/EcAZG3ly2jSdUi3krUFl3uIKZM28MHz7zfFz8ZIR8efJFDp7YHxuFtIu8O2iIiXYg9x9xNMWdtvkkYJQshlIjoZ97QX0pqk6UI4IHaEJnuiaRuTtqvvrlrdFd7Iqdp3bPgKcXcwbYviZ7afulG9JSefYS8EC8tfvL1MwqPkNeB4ifyyFD49OV8+zvfpwiKEPKhYPwdIeSWMAKPEEIIIYQQQgghhBBCCCGEEEIIIYQQ8rDQAeoFSW9Lw9vRKdIK3V2SA9RwcxlxZB4vcxov2FYTxuCRp7AbWeRUEznBcK3gwlNX/hoSK3GHns81XIFUiox8sRZnMtxBJEXTjXXBDL41hYnxtrn2SLw+VxFwhzJ4fRui1Xp8Rdp1HzCN+eyk18X6+X6Ck8nYVW0uPyISmXxwrHWKMtswR9ulnYY6omirR9BFAZ0WIHbGih7G3sUwRN21qDx0g4Lh5OaU34T3t+nbW/Fet03zwRvy7aAqDK8i8Xq5D9Z+znRcR4duUH6cq0WkXou5G8tItebi5ONHsXci4f6kEIEX14NZcmrauD7tXAOGy82sHJ9E6PoE7LqViCzvJy1lHLtiPQ6zXx/wzFUZx51xeIPDeNXzedSJZdSJqc668tkiZ3R9qmJSdoydIPb01FYazxh4JOE9p2ajXCQNE/KRWTnZxveaMuLw5FS2kXdHbZFYHqLxoO6V1HbYKffl9p6X5NmEu6eIbCz0oN3UGnavVGFe4+a0XK79WcXatXJf52ibDqexaT0XXJ+8fLMOv5Rv9LU92ijzhHA+XZTDtmc3abZnHhvG3pF75Rc//D3G4D0Tuj+RR+Qjuj55XN1Lrp8uUA2PdGMUHiHvDzo/EfL++Qf/+Hvy53/2unGPFEC9EHuxdy5+SnERKHry+aBj0D5LdMiK5B9vtahY/2WWP16SL8I7iw0iv7SKVV12MKtAR7WqqNYRJVdsRBbVKuqdKL7AFInn6xvluozEE+lilX7Na/V5QHQTOiWFzzEJrCDUSm2IZFAYsYn1g2HE+n5gR/6YOO5bsTKiy0R6HJsLYbIwKjEJnUbxJHjyef0vdCgadi6WIWZaxt75MlPs3RBDaRY5wbh3DLVpmqI/kkgtzZcFUBFn6PF3cySef444dF204LGDsxjq7OuzEYPX1+/Xh57hmu/ip6tj76K8ZkGUi5Nc9CQyREm+7vN5G2fndOHIISh4wvV3+DyQdu/g87eUcT+pjvuzFNGT14G1dfD3Vdj5nOLwhmiNP0ovmeNVT6cR9wn13sVni7ehtIr1Og7r67aa8dxJfdRma1GtSIttgvskolLrNI4d/DaEkAKiSELeM9e8yKGqKZpXQ2B9utwWEWnLTuLrFHHn7YNULmNZkfbcvuUHJ0EWQXlhq0dHjLDIQobzclwQM61IIqai2zIRiXi7eZ0K2/L27JHoCdYV7Vtsw8K2510w3fkoi31dyIWzQEwkibnbCxUelc2Xqd4TbyF++of/6I8Yg0fIC0HhE3lEPqLwiRBCyG2g+IkQ8lIwAo8QQgghhBBCCCGEEEIIIYQQQgghhBDysNAB6sYcvi2N5RgXof42JkRFlKFN05OFI4WINEcSulGQW+BRXOczxNLpcK/x2XwaFupwWLL+WvNwzoDoONV41dlj5eZIPN9GvKR84N6R3npW/2/sIb5tHQ5SouLBe+4TgNF74fSSPmyPwfJbdy8OT7V9fnc4iX2U5gQUDlCTQ0Gt8Wq4HbiJLJ2e0rHof4vm8YifA6eFXsdYOC/I1nmhL3MYe+duTu7+FO5O43jFW/JeHm/L53UkN6j5hfZVJF7/M5yiNE3TOmZLLk+1XXYa04azk6IzlLs/XRl758skR6jzWayO4eQcM7s+7cXZ+bIi2eUJmRyfROj6dIg7PoFbyeqeiWetLyb5/DA2Zk2KV+3Hy2/pcNp6wrPFnytSNO7V5Mp3Gi5QbdqIwzODdZr0c769j9SmYnRok607lM+DdUSKudy7Vwl5ZGYnvdnJNhxvc8ydfBrTVm2RVl7G6zilNLcadB1C16dw7tHU9NOVEw65KRsnqGrQnn7lfVm4OV2cz9lzeZqGZ2en2XUqfdeYXJ9wGdxWDK7cm/Y+BkaBr8a9bI6ExPJwkV27SZPHhtF3hLwv6P5EHgm6Pr0eHrPHKLzGz3/0DWPwCCGEEHIRCqBuyKXYu1TuMRCn04iLKNAZeyqjM91/vOxRA8nOnpBn8tP64xDsWTXRiJuz1HmdUB2dviDu0XNtoo6RPyfqoqcC166UdSSeD7tgxjuvp0g8kS5qCp2VC5uwQwA7J7blai2uzlDjgP0Kvg9SRKSOlLrTED6ZVPEDplpbB8y5xqpG9B4cLxTBTNMu3s2z0GlVDnWCoRhqFXkHy6UIPD8tXfx0FHsX2ykC80mab2xnK4bCTqJVRIipiFQUOsH6zpY73MxiuSZsGsMjdtFS1J1OkVbaz58LG66OvcPyECxBBB6Wu1BiJXqa4+zaimLf96D45gvADnmMoJWFVMbvVYiNcWGU16M8F43lswWu+WV9t3q24LjPNglRhwhKJFUYZUgiRtU4ngG2fAbN99/O+OpvDNcR24nlhDwY6TvN1O7YvMgBL3mk7zEYe7cXv4uC7ZOmtogUjO+SLIYSGc/mD4SfF10Jf64tk+cJYCqIoLSMOhrPwkuKoS5G1u1xJHKayrOwaTFdfdp2H7JQKq+jiXq3u7MqiPnSfvf2f7x4oqFrEmgfW9H4/jVir+uYj7wbKHwij8QvfthEEt/67g/eeE/uFwqfyL1DsdN98O3vfJ8iqM7Pf9SOA4VQhDw2jL+7P37j1//wrXeBkJvBCDxCCCGEEEIIIYQQQgghhBBCCCGEEELIw0IHqBsRb+Qexd71cnxbWsv05vQJ3CjcDcTf3uSbm+SlMHCpERkRi+7W4a4+5zqijFRFPvc31U5F1CCExCycVRScoUzqOhKvzbhx77gmEs8g3i57t0DMmmm4UEXOGi6yeEO+zdVcoNo+aI7AU4/QK9mFwCPx+nFQdPUxG7LT2R1kFZ1UptfAVxEXAo5PK6eoReRdvNWOsXcncFro7k+HsXd9fRh7l+ZLwzLOmW5dn1ZRIuHoBC9DDvcmyVF2GHt3BgcujMA7t3Me0yY3qHAtcPena2PvvHyOvcM4PHd6Ane1mBYRpts4O4fOQq/EaWjCVWScmyk2BiNo3QVKRBiHt6I/W6K6PZ2yw+Des6XWHE0KoBOfSsmuGrOroIiMR4zX2bm+93KPw5vd5XCeuXyMohvUcIaL+/18HuWEPApuMYPfafx7y8rJFsvVI3JH7N0yfhcj77orJbZFHAMHKCki8gHdn4I5kjCcDIeTsKpOy+xYJW3mW8+WY+d69YqFlv68HNe4OV1YLkUwAxh718bHfBvHp8npaTvc2sDxPNm4V435VGxMh3i85vI02rPmMb4i7TtNXbT564XjQN4FdH8i5H1B9ydyL9Dl6TFgHB4hhBBCyHVQAPWFeMzLHAmxjL0TCfHTsrMAI/AYm0JeAe+s/6p8nTqlU2c1ini0ivUf11vnNWTWncr4fV8VOoRzLN4qEq9tS7ed13MkXpTnrnHzaKMr4vC0WhfdYCfBuodiiKDaTkTHu1p0vqnZOhJPRKSaWIGOcfi7K4ya2Yu2w2ne+bGYtoy8i45HGQIEiLyLTsiD2LtYZoq9y8OyLBfsJEqRISoFRU4VhU4yTpOBQMrnCyHRmK/F4Vksr9VCSKoghloJnq6OvRMZ4qdV7N35HOfczudD0RPFM7dhN7pJZDcOKMXh1Sbg1JNHmdUcj+d1pcfhxfnkj9fO/GxJtbILyI6eLQA+k3J5GaJaEREbos0kUpX2bPJbbSOUAl1SjsaEhczgPPv0nXbaotx6tCbvcXLvpO81i8hdjfZGF7njixynMtoXPhzP/rIROonINvJuaotEewPFKebtPSJJFDPOS4ji99qM0zoOx6O8/ZmFQq9+Kq4QM+2xK3Ka1wuCOxQ2zeMr0ZOvy6OcY9WwzPi+1D4Dxj8rfocYb4K055jC+uAzLT9+0e3LU75ufLmgqJgp43wfAAqfyKPzix/+3ruPwaOYiTwKFDt9OS5EIm/Lz3/0DWPwFnhEICH3CqPvCPmY/IN/3O79P/+z33+V7VEA9QWkTtYucjp0ferDh50Fvr7P/OJMXo+f1h/HD9+bzmrVIewArFoIBKKzxDt+uyOUryM6jEtZO0KJrDuvJ0co3FQfE+x52XWDKqO3obkVjfls04szdwT1v9iJUGU4wtS67wiFViJTp7mVyQHqiJWzE5b34eGakJeZHZ9CzATrM5XonDT1Tsi+6wvXp1YusnF9gg6eMayTGArEUTrW5y5NbQL8E0kuTQrChCaSsiGIqpbFUZMYarhDZUEDCp6e4vokIkP8dMn1ycspenp59pxLrnHIOJWuutRYR5qt/w0hlN8P7EDc4M+WpcB279kiaxGUT0vlLqoVaU5dsni2NOuMUdcJVJ1Fct0M4iU1y/U+ileTUKrui6EIeVT2XIb6Cx66enmjlPZdxsvhOw62S+zTWGbjPrloi4x96n8uuD/5+jaikJUgxMsXghCRB3T2K+NcoABqI6BHYRkup/l42+Yg9vLTovyV2QixNtMXhTsip80yFwRPQ5iUl9ksD+3g+H4C82mM+zVrY9regzDGd56M04LoYBlto1KSm6VUo4j7zqH4ibwX3osIikIn8ohQ9PS++PZ3vk8XqI6LfSiEIoQ8Kr/6W9+Tf/evXkcQQshHYs9zhBBCCCGEEEIIIYQQQgghhBBCCCGEEELuHjpAPYNN7J3IcJk4iL0TgagIeEM6vS3N6DvyRqTIIo8GO0lysEnvFBdr0VAi7foX2UTixTL+9jG4P4kcuHfUuo7EE1nINrcuUK00x+GNCDafH962XmZ59OmQrDZclYb7h0rZRuLFQraNV1q5Ql1iFW03v8mPb/pDbEwul4iYEZkcAVJMXXNhOIq9i2FcTkX2Yu+SM1SKx9MRRYfRdjWPZzcoOIy9PEfgjWi7se5+ziL2ro5lzlPs1VNi7/rwpdg7LH8oN4n3wE50U4oHmu+xE9RTsnUeEpHmHOYxeD5fP9cP5xrygiSHwWqeFrr/bJG1C5TPF+fCbLgKiohYi8Rr85XssDE/S/z0opucu8y5u4wZrHty7MNxMxF/FlaD+Fe258hjsRsfuopZw7rztKhTu/tTirpbROCtIu/mtohvd+P8tKwkFjX2ItJN0R1Ty9oRR+RuXHF2owlFjqNdHXQQxfPU24+bNqVM7cxNdJxic37M9oLV3sbRaXZp2uNal6eDMnR82k6DYYzkq7C6jeuTt5vzN5BdR6v5ul6Oi2zaMqmdAxHk8zkndwudn8h75Bc/bC40j+oERfcn8kjQ9el94zF8dIJqMA6PkMeA8Xf3y2/8+h++9S4QclMogHoiq9i7GL4Ue4flGHsX04oIo+/IPWAg8hAZnUIg7FDVFA21jMQTaZ1ILoYyXUfiieTOa209BZtIPBExKYv+gW0MxByHFwKcIr0TaEzbjcNTDQGTwmHxjo3xGSFiIkUjiWiBfZqmpU+w6CzfdE5M0XZpviLbjg8ZoqcxH3QoQvSMpZhATdF0q9i7tkzuoJyFTXPs3fgMIvOhFuliJxA2ebxdOz4ohsKYO0vLqcnoJEVhVBdD4fpQ+DDirXqc1bWxd1B+GHvXyymKeTkOO4hFIBpodMinqMhYRvcj2KptOhDvudP87jC4hyQ/W1YiKJFtf/DoUNatqHYVgdefJT4N41VNddQJPfpyKXqqMAxCyjaK00Z9geLH8fAg5M7Ziw9NEd/w3WWOWYNyOyl838nDSYg9R95NbZHYtbSfOwKQuWwlCIlhEOA/iiCkRxNuol1FslAt5t9+JpuOyxzxlsVQ0Jb0+ad2nBWNOvDFZZ9XiJlWJIHUnnBqEnjti6EkHS+Zp8HqkugJ1rXZ3cX+23T5JhFbtRGbV2R8p4C2jPoK4kWTOuZ7T7GP7xiKnwi5Lyh8Io/Ez37yB2+9C+8aFx4RQgghhJCn8w/+8ffkz//s5WMfGYFHCCGEEEIIIYQQQgghhBBCCCGEEEIIeVjoAHUlh7F3WH4Ue+flc+zdiTo0cj+kuKLuyoFvdIdjh04uKatIPJEc7XgqFyPxRKTF4mEkHrp5SBUTiNdL5L2Nt9jRCUg8wg3dAtxpaorDw8QjVVEd7kExSVUwEk/q+ByisD7r23HnooIrn2P48CMtnJ4W01qESR8uGO0y5jMfTi5NY1qKp/E3/H2+KfYuhlVkN/YOyiXNM+bTainmDiPwUuxdDROw7t6EyxjMZ2O+auN49/nCHarW9bB1F5gK40exd15+IfZORPhG/WuhJbszhiNJ2TpkrCKBNAdoSrVYh5629Vw4fImE85SZRj3K8z5FrELsXdTKp9P1cXh+b57KcBWcWMWr+r2rJx1RmHgtmIULlEh3hDKoI7BOsDEfukGlYZGIk6X7G7l33OF2jr5rf8B5xuPvMOoOXZWmOtWwXg3XHHDcm9yglm0RafejwarTQBn3tKmGIZJUX8fkiCPS6vRSx3x3zDKa8Ojc+PQ99yvkyDFqcjTai4Fr5+iCBdMNucrNaY8Dl6e0jnm9K8enPt8qAk+rbA/Jav/Uv0/ZmAfczIbLU2vPWjrv/nzC61rbuMi4H70dnO7HAu2aEx0s7ww6P5GPwi9++HsPE4NH9yfySND96ePx7e98nzF4HcbgtWNAyD3C6Lv7hvF35D1CAdQVXIq9S+VHsXciQ/yEsXc+XO/8F3jyYdh0VntncdFlh7WYLSPx2nyWO1RWkXh9HfFjfBdGRSSelBDgNIFMjxhaxeGB6Gl0asE+qIlUBd1V6oYfcXg9/i463M6wjgryKe/k8BmLRZ+5pqgkbcKciPLT0bl+qeNoL9rOccHT3Cno80XHyNTxCB2NKfLOh/1QLmLvxjIi18TebURSK2HTJHKaxVEjpk5GbFUXSvlygmKoOcIKYqw2QgeMucPlfFz69qfYO5EhcmLs3R2CgqeilzuIRVr9ZLYd93mgnhORcU15J6JIEkYxTmawEtiKyNPi8LzNZDZEtT7PQbxqisSLawJFki5s6iusdYgcV3VCir3r9TqWE/Jo7IlH0/edsh8fCuV26vWrtzGKwssfo+7FNskmfhfFJhB510RO4161VM/bQgACNUpEiE2ffREJJnJHYtY5mvDo3IgMAdokmBKRaAuO8flZ2P5shEYbUdAoqNNj8VVYibMuzNfmXS1/XdlRBB7uQxI09fl0XodPnoRTMW0S9omaKK4viQtBGLUnfFOVOfZx3m/y9lD8RD4av/jh74mI3K0QisIn8khQ+PSx8Vg+CqGGAOijC6EIIY/Fr/7W9+Tf/auXjwQj5CNB6yFCCCGEEEIIIYQQQgghhBBCCCGEEELIw0IHqAtEJMRR7F0vvxR7JyLD/Qkj8Ai5U8Kto8chmGl22+jo6bSMxGvL1HFfiKwj8UTaG8zg2NHmhwg8Hz7JcAXyODwwd8K3+uPtbdMcgQemTzm6A8KWrP+X8j9w3f62dYtcM3AqcjciEx0RFdJNZdCR6KmRIXO0nTO7QmHMHThD+XDElpzGm+GbyDtwesK305PLUzhAoTuUjPUt3KBGFE0cpHFcYdij7DDOLkXlnUc5RhwqDEtylOrReCnqrq8PnV5qFT3X4QgFUVeGblCTyxNj796WZUSQg+NFNw4ZIv26TDFOJeojNU1RtVFbVNu4KISLkQjjZHa4Ng5vVTtateYqKJJdLsSdNNy1xcCCTlL0VY7Iwvrdptg7dInb1gmG7lBeF9SanODGg4GQ+yRFfE/xdxv3vF7enJ229ahM9ajN0zDqDp2hwNWmtUskpmk44EDdXi0ccXwXsqMO3Ov4Yec6Ax1wVpFgfVt3V4dfOjciI5pw59zEK1AYiyaydYdatDnn6Lg9F6QXYVr90qVpwVWxedPwapp/1nVbXMCVbLrcYBkV2zpDwfEbTrSwDpV+Pvv4hdhHkX7/HMU++v3k7el7cz37gND9iXxk7jEOj+5P5JGg+9Pr4C5L5DFgHB4h9wPj7wghM//gH7d64c//7OWcz9SMWR0rUofApdg7kRA/Hcbe9eEsiNLW4SbSOtc+987Az+cYllrFPn8W+fy5jf/15+hgs8+fxf66l9czf6gkLwqKDETL6IxyYSD8yB6dM3gvaGkRHTht7qyRtVDQO8tWwwadah63Uk9liG5OU2cbRrpBbIfHqbXhJrgJMY2B8Mo7yqX3v6GwKYmc4OC5AAfGx7DskzpQxsgcP5I6rbBzBtZhKk1EBRF22NGYIu80x9mhUCoLoJ4Qe+f7UkWKH7+KYqYsbNIqUnB8dxjORxUpLkzA8nNt834GoZMPQ5xdCB1iHWexOoa93D5/zoInxt69KV+Vr0VKf07/0qcsWv7Utd6n0oZ92qfxDLdTaeMire5ZieJE2nMZrod2HcA4PJtnQRyviS2btpbI5nmS2lrYie9tLhCloyjDUKBRyujsXXXui0jE2tXRJlO4BqJN5nUCxGGat8/wGvjrzyK1DfPck3sl7sFyulx39nIpo740ePlDTkXsE7TbPhVoa0Hb7aRS+/1pRVL7TFBUfRLRfmvp2aI9Vj5Pz/3zeJ6n5/znKjp/t6pQl0d9fW73av8+ZV63i7zps323fvz0SfSX4Hz0c6OfPg2B76fTxXMj0ttweJ7SsEqN9rZI/eTnpbX7fFprU7fZKgjYXoqrxEx7XCFyWm1jI3iaBFExq7dNz5batOU8vkPo2aBtO+YVGdd2TIvrurVt9fMQ6JZFe1Y/13SNK7Rv8zX/edOeZYzz2/Gowqf/8V//07feBfKOeWsxFMVP5JGg+On1eBQBFGPwtnwEIZRH/xFyj1AA9TReMwrvN379D19tW++Jv/q7f+Otd+Fd8VIiKDpALUhOEr3j7dD1qQ9fdH2C8ugEUJVj9QMh90M4QomI2FnM/G1mWTpC+bSg2NoRSqR1PJ9KlM93xdINCobbTBqGG6o2OreTM1QvdzVSVan9ts3uUj4PrCNso6ATvvYOcxvzWV9Gi8EHUUmuQz5+DZPQqe1CFjhtx31+hTfkNXfWKHQ0Lhyf4iOhOCoJoFSudX3yYa1dILZwfULxmLrgzCwv58MVyyU5Rfkx1ml9Au4u2emlgtDNkiBqFjrsOb3Q9enOCIc2BeHL5IgxC2GSQxDUKwZ1yQkc7FTHMx/nFUkOIiqtQ52OCluO3KDCTQvuLZ2OefLRu+QuWOG8oyuK445PUc9AHYHub+74BMK34RI3Opjp/kTunaVz3lHd6dNP03jZ3lvh/lTgXkvTJMqj7dHbIShMnwUnbflcfaftuDtU3+2lI04s445PuW0qZm/u5rf6LhrDpQi6PikejPlcHJ0bnz89FyWLe0RgGRyXaTy3H+flX4Qd8dLhtg9ETq1Mt/MuPndynvKPfl4sA8dyPJPy8kmHW8b3kKtdz+b2y9zGwb/wEos71Gp3AXvra/6j8qjiJ0JemrdwhKLoiTwaFD6RPb79ne9TBDVBNyhC3gYKn+4bip/Ie4f5a4QQQgghhBBCCCGEEEIIIYQQQgghhJCHhQ5QwJOjWCBaINyfjmLvolyz6w0hDwS6l/g9Y+ezSLV4U/lq945qoidwUwHcBWRGpYh1ix+VIqbgqqQ23sROrk/wtrWpaLXhOADuQc2pyPdHROpwT9I6XGC02jADURUt3WEktmt91Tpi77ozlPr6zTfyBHT9djq6PcW4ap7m82t2fcK33ufIuxx1B/uArlE4bSf2zmapLRxzHPY4QSzH+TCecMxnKRpHPcZKZLhz+Xw4zfK0jdNLjJ+XEWdYd1t3iqGzz+uTnttlcT9hWenPXnBDsMn1pM3n9647ZBS4v3U8z6XXU34dFQvnhaWbAp0UdkF3QTufl66CIv24Tsv68deT5fPo5+VU2nnDCNFw1UDrDcuuT+4G58Ph8lSHC5TkZxzuD+sE8hC4k5B/38Eo7/juA0623UVmuDZhfDHcZ6fWfjJsi6ArpI5hjOLFiGIxEY0Hv8A9bL3t5c/6sZ3mXDUcPrM7FO7f5Oa3cMQZh6h/BlP5qnz9evf1fG76vh66cx04G87nxsvTudHsGpocQ/FcYn0KLkgxLnKz16ye7OZ0MF+b99jlKda3Wr+3o1fbg8PVnJgsTcPjGtN0cjSD46xi4PLk29aY79D1rC900fVMpF1fIqN9K9trXoTulbeGzk+EXOYXP/y9GH5JNyg6P5FHhO5Pr8+jxN+RfTwi7j06QTH+jpD3xa/+1vdeNQaPkLfmv/lv/7mIiPw//u//3U3XSwFU5zBqQC/E3mH5QexdK9cUgaefKYAijwvGF12KxBNZdF6X7Q/wyOjqmid4R5CJnIfoACPmMBrJVFvkmUjrEPB4tb4Os7F8xFNWEVNbROK1zjkvDzFUX4fJ6DgQsxGD1YVREY/3jFs/dbhgtJ1/rlns1P9uokmg4ytF200dklkANa0Dl7kQe2dFpPjvii5qOhA9jXKD+eBc4HznNk9E2E1iqDjOPfIurgMQNGxED7U2kYOPL4QOjLq6M7RsI4K8HDvGRZaRQBjPNOKSekehWVzYKXKtmkgpIeKc4z3nzkSvZ161A/2B2MTh+X1cdNSjp1OKyhOREC0cxqtOUVC611s+i54gJtOql9dWl0OdgXGYrA/IvbMrHMX4rKKCMWtJOHRQdxrWoyXfd9gWyYLtVtzaFDkyNw2H5keT6EPURuKxQl2vKnY6ELPqKJ8FIW8VZ3p0bnx/LonTRLwdB8uXSfgzRRNec27GvvR24UI8lJZR2Qrgv5SNUEl3px0t15aV7b6v5tfttBRhd96We0Rdvi4X8/WZLRq1WRw1BGzWr4krRX8i7Tweif6eEOErwrbLLaH4iZCn42KoWwuhKH4ihLxXXLDFKLwtjMMj5HVg/N2X4cfvJYRQjL4j98Tpr0Zfyn/z3/7zm4qgGIFHCCGEEEIIIYQQQgghhBBCCCGEEEIIeVhu7gD1aG8HHsbeYflR7J2XX4q9m4cJeSckJyiRy+4de5F4Pt+0foVp7e3oHkVUiqhZOHMoajpVw4hDFaKRumuAuwShm5MoGAEV6a9ow5vYHpdksnWDAqei2FfTKA9nKHcQws934Aa1MSo5iLYby2Rnp+T45GX+eeON9EXkXawD42okrXs7rnmayOb4pA+fXJ8w2q6VJ9enapth9WE/1zjtDC5P7uaC8Xh7UVdmw8XlwOkF4/Ae6bn37rnkYjJHBPW/yblEZDgqoIWFuwmJDDeFGL/gphDXL980PiLi8PpxMhvOgSayiVfVxfHfxKuWkmKB5sjVsWB2fRqOb3XUCefanJ4iEu+8dIljnUDunpVzXvr+A99psK70OFEfP0HdeRptlBSnhu0DHcMyDW/dcaQvoxGHF2460H6J4QLtLn8WzI44sa+TS5w/Kw7iTF/SEefQjXh2HIbztHHn8vLZ2TDafjni79pzg21EbHfm2Dz4QL78rb/2LtY3uzntceTytDd9GSXthwVtIed9wPl2r+s2jKfjFq5nbRa9GOEr0p6Xl675mO/O+If/6I/kf/zX//Std+Nq6PxEyJdzq1g8Oj+RR4XRd4TchvcSh8foO0LeP7eOw6P7E7kX0PnppfjQEXiXYu9S+VHsncgQPx3E3sWwDhEEIe+JORJPZNt5LSL7kXgwXypHwZLWiOfQs4lJDeGTqUEnt8VK1GTE3FXrcVR9GkSsoBhniIB8OYmIClyfL6/eUW4gqIIPHcIo7Emx9GefnQ6bFFkis7BJN8t4R0sSPeGyMB92WuV4vLy9jVAKYu9i8xBzpzULm44j8GAdSUQlICYBcZP08pgGkXe19rg8GIf5UtTVeQgfKHS4X9IzvEw1CY5H1E+OblpFBIn0e6fIqFek7kcoTZ2J0UE4dSbiPprpi0YovQfwuEQknsgyXjWOL64A41W1iJSaOoijrTazJ3oyqFdc/AjtOIO6hOeU3DO79aaLhULwMolpvK7zOnQRJWqz2KjM0ySmoWDGoO7FdpeBeF2hTReRYfE5bNyOqtGQ0FNr8MyCEBERMxv1eq8TLsWZupg12rQ3jMPz87L7Ms4k6l1+F3Vxmkg875I4DQX02N6bovH2zk0+/pLmm9uZOIxt01uyK2a6sK1DkdNue3tn/grzwWdXdQEeNmRh2em6xkvxJqI/kXhJ5CjCV0RG/OPBNd+GhXwBFD8Rcnt+8cPfe5YIiuIn8qhQ/PR2eJzcI/Lt73yfMXgHPLIQiuIncs8w/u623CIOj8Inck+8hvhJhBF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkAfm9g5Q+hjOBhfftIXyS7F3IjLcny7F3vW3c8OVhJB3yJ57R7gv9WkRiSeLl7XRKe1ch6sAxpW1lQzboDPEIZnFK9VWm0NAG9Hm4BKWRsO9Kab5HsFb2aYiihF4YSHl4+MTRHwFOoTsOEM9CXwbvUzj+DY47k56S1+Xb+dvhrsDQHKUWgyHU9QcndfnS/F1cYzh3zQtu0FZc4qal4NpbZnm+oXj8cJ9cnyS5u4yR92JtDKMw7Mabi+G8wmdXu4OHS4Y8dwuRTD2Tid3i01EkA+Hw0ZbR0Rrqoq5U8LKTSFcn9YOImKWXBRa/CLfPL6WiMQTWcarzpF4IpLjVYt1Bz9wtik7bxlU23d9mqLxMA4zliHkEdirN5MDLrjazs55EIkXzrYiIidwlfT2RrhCouPkaK+kiDR1R6KxWcfKaFOYSo4UVh3zRnyxiFh2xEl1fsX9Po4zRcen5IgjkuLwnGvbBrjMHLm+dCOO+aZzM38XFWlOTnieZncuPCZzW9A/r27PTcwzLbNuc+a/6Az6JJ7o5nQ4zzzfqt18VO7T8CJYLOeOTcsIvOnYaRTKzVzPRKQ9+y5F+Prye9c8xszeKe6sdM9ReHR/IuTleGokHt2fyCNC5ydCXp5HdoIihHwcnuME9au/9T35W3/5v7/ULhHyJF7L+cm5uQAKBQ3P+TH4pYl9uvaH5i5+Ooy968MXY+9ERjQBIR8E7LwWO28i8bDzOu6OomLnKbLIxQgC2iFVUa1JnGAoeAnRk0yCJ+i7MBvxeDKENKGHgXi86LAwiegU8/WhiMcXMc3jEJX3XObYO/GPthnXg2mrYc0ip0nMlKLtpo5LFESFr2CdBFAQeacoWIJou2UEHgqdZJomPg8KncYwRuNp7aImv47ONYab0MFj7roYKkR7lUKHOyREzFOEU/sDndxzjJNO8686h3vHvZ7gRilzhSCjM9HbAdi5qCWWUdUUMdQiODU+x720j+6Zo3hVrFExXjWJoXpslIiEIGqXA9GTiOT6wMcZh0nunPT956jeBPFoEkvMIqJUX07TRGKe1GbxGFBse5TRron4O2yjhKB8fIdSszYc4lOFGGKBfbMkCLGTXh9nujiGKkMEJZKahU0c3dsHSdgk25cCxgrH8dail1/G8eGjc4PfSzHGeSVOExEp0/hG9ITnTKF8ao/CMtiuTMKpSbj/HK4VM11cbpr/aPpGGKUi6v3neBHMx2Fah+IwrA/vh5uI/jzyUcrTInzxs/u9hqLguror7gcUGd2LGIrCJ0Jel6NIPAqfCCHP4ZGj7xD/HIzCu8zPf/TN3YugGH1H7hlG370Oq+OMoiieB0Iat3eAOp12fwx+q46hzY/NMkRO1/zQfNH1CcqPXJ98GT2zA518LPYcofAHdz2dxg/ztalkrGrMF6i26SJiWlvH19nHUfyi4+VmF8mIiImGE5X07UcHA2gbYFV92uh4mB2M2nBfH4h42ngWRtmil0UP+hSOOntSh1Uan+bRPGxTJ9ZyOAmdsANLU/ksjtoImMSFSL5DIrOwKYuhLIbVbHKR6sPQCRPLL861mA23vS5yUnBwCjeo8zncftz9yWAdcSxBXEWhwx2gJYuYy9RBLLJ0MQkhcnKGgvtCpHX++SVwUlFx16dtZ2KMgxOHnqy5QPn+dBeotg4Z1zCdoJ7E8lkyOUI5SQx1lnFuLrhZHIqeRHp9AZ3CdIMjj8SFelNRQIMip6KpHL/jyGm0QZJgpgzRUjhGivR2w1Y8405Co0rVePCb6hCVVhCEiIiYxXa1b3esUGDaBTc/PEy+ikV5tGHRDeokQxSJQhGrF0VPMenCyzhtmZK/py7OjYjEizjpPE3itDiuKrviNPzghw5QO06gSfQ0TXsuzxIz7YGfaVrPnquqX38xz86wKl57cE2k9rYmp6dni/5A1BjtlVqfdc2LtpdQ2jB82JM8DP/wH/3Rm4mgKHoi5G1ZOUJR/EQeGbo/EfL6oMDo3sRQFD8RQvag6ImQLc81oyeEEEIIIYQQQgghhBBCCCGEEEIIIYSQN+dlIvBiWFJEiL8B+5pvyntMTtuhMt4Wdvenp75pu4q9i3KVvdg7O1FrRohIjsTD2LuWWtLHztNbehBnJOc67mmz9jY05ta5Y5DaeDtaNMq1WBsPhx94a3oRhxcGQEWkxpvYAu5StnB9GsvvOUPhjBdDJRaOJUfRduljTY5P22kwfBiBp5v5wuEBd8+mv31YLQ/jOLo3zeXDsWkMK5ZHtN7iGlhF4+F1hMtErFVtwxGJdx7TGH/35hzFOEX9cSnGKc2H7hhjXaYabgcqJRzCdF6+TuuPmx/2odgyBk9ExEzfpG30HohnCUTi7blBiUyOUEccuT6JtHoAnOF43si9g9+FLtabqzi1Vb25ig8t4DLkdZ5vruiyvZHjdzW7T0K7RpMzkQ5HHJF236NTjo31RQyer3AVZyprR5y+q0sXKJHmFhfHzyx//3Ww7hBZuz75vpYy1rdyI8bylRtxGW4/cfzheym6cfnzzvp52XPnSu29qV2555q0cRldnM/6Em5C0wncdYLS9fAm6m5vHpua5bvHAb6u7AxvI/BUjlzP3G0Nr/90jZrE8hH/eHDNz7vdJuB1PWLzHg13YnpNJyi6PxFyX7gb1K/95h+/8Z4QQh6R9xJ/h3z7O99nDN4Tccele3CCovsTuXfoQEQIuTdeJgJv9WOwjM6kl+7sm6MGUrSdF0fUw0HsHZYfxN61cj2MvRP8kZ6QD47f+1+Vr6NjSE+SOp5VZERynOuoV0AMpdXECtxTtQmcRFz05FER0LXVRTapswCTKUIT05ZBbZVgR1AIdXRMFxDiyFb0ZJvtXOiIn9jrnNmKn3Q7vS+z1xm1EkOlTqw50iTN10erJDHT4fBS9GRQbtv1oRgqCZ5sE4snIkMI1edTiLDzSDyRdn0NYdS5Pavm6Lu+DMUOd0KPcYpnOEbVXopxwg5ijAfC6CbtdYjIpgPdogNSIwYvxkMIUERPHk9TIwZPRJJQvAnzGMvwXOZIvJUYSmQtiLoIRU/kPaHwHeeo3pwiQ0VkXW+GUGcIYZIopgxxTaxjMbyKVsN1eMSoFRsTiqVkLoWIYlMd4pLSV+q38RxnKtcJQnSaHmKrOsTTSQzVCmIZncQ+s+ipDWo7FxjROr+MIwKR6+uXcVDIuzk3Bc4ZipxO++K0cZ50c55Wbcl17DKse09kdAWXou+O1nftsmNfoQ0I86lJvzdgObxwdDHcxzEtN0Xq7Ry/lehvRBzih5PtNd/LL13zfba2mXgJJb9o8sTTdHe8tBCKoidC7p+f/eQPKIIiDwnj7wi5H95KCEXREyGEEPJ8aEtECCGEEEIIIYQQQgghhBBCCCGEEEIIeVhuH4H36VOKvYvIEYE3aKuJWM1OTZ3nvlU/uz75m84YNYCRdxEzcBR75+WXYu9weBV7B29AP/pblITcHI8VO58hPuTU3qZ39w2t8Eo6uPisxrE82SDBK9rgOtTSItypZcyv02oxHg/fvN66POnS9Wk4FqU/Twc/0kG03ZhHlm+W+3yHb/3Hm+fZkcGgXLQ7P8ns5rT9zKN8moZuUBXmq+AIVS3WrdUg+q67Rfk2zuPEKV4bq78xXMMtxnp5xF+dz8Lou/tgGePk46rgnHEhxgmX3YtxQocHdBDByChfV11sC5waREvE4MW2xCdp1Ctfla/pLPQF7LlBiWwdoa6Crk/kvXJUb86RoT7/VG/aalqZ61QZTp6bNoXGsMDwkTNlig1zRxzpjlLh+AnlNrbfFitivfEwDyNT6xGWb/tqZ2+A1OwG5W2FasMZcBW5Obs+4bHz7694/FdR7AduxDF8cG6GS3F+3l1y58LyvTjldMCm5dI6ymKZK7iZE9TK5enCegzMkWK5nc+H12xrO9hyPoPYuyPXs2Q/ixfpra75+M6l2zazyMO7WK+cmp7rCkXXJ0IIIeT98h6j7xD/fIzCex7oyPRSblB0fSKEEEJuwwtE4I0f1FQkOpEx8kVPkqNFROJH45Uo6iqgoxFFT75tnydF3sGPwcvYO5En/9C8ir0ziGYghAx+Wn8c93zE3kn/IV51dCaZjs4kXMF0XzWR0hA6YXwdxqxhPB5GI6HOqq1vFkGN9R2LoPL8rSwLo+KDXsOqE0Zz+XJ8XlbzfHl42+mVOqdSx2UvL5IETHOc4G4E3jRtLhORiL+LaSiGQvGSx9/tiZ4qnjRLHTiG80XHZW3PLRDy+voogLgD5hgnfG57p/6lGKeIkME2wE6MU6yjX1+n0dNrJ40YPJF2PXnHZYo2OtmIwWszJnH4uEYZhXcr5nt1FkQ9dz2EPBouHNWi24lYNtWP+J1mWW+eXEwDYiaVERXcX/5IUWswjO2Q1F6B9YlarE9NR+SxacTgxXYjmtRiOyEXiUYeCFFPQwTylDg8wag7K1kM5R/kBGISEFi3Y6njOYbfQ7Vk0ROei1UU+9HLODBsZf/ceLmVcW4uitME2osL4Q+2Jf3c2jQe++PDU0TgtVwUM+2h6+HdeD6VIbqf2tE6zzdfy3H9QpvaZHhw92GFC245n2i7puLSA5HT6pr35a+95lXF4oaCF1D6uAjuy/uBQiZCPg4eJcYoPPIIMPqOkMdgJVR6riiKoifyyPzqb33vrXeBEEKWvMOfsgghhBBCCCGEEEIIIYQQQgghhBBCCCEfhRdwgMqvcYajS3pj1tpLiTiru20801493mzGuDuR7MIwR97527Y+3xR7J/KEN237m9Ip9g7iBfQzHaAIWeEOG1+Vr+P+j7rB64P57fAKbyOjqw9aNlUZri3u+tTLtcC4WXrtexWH1wpkOR5vri9cjPacoXxXn8re2+mH0XYwr883R+fFMiXPl97iL9v5RGRE1olkx6aDYZmOy3BvGsc/3KRW0+pYPuLvzsPNSWFYao/7cJeoWMfkyjA9ewyco+gCc6dgHB26alyKcUKHkwsxTm1cwLZi3D86R+rVabthBdf3rbuXKG5XRvvFTBmD90LwmJIPjZb8/Sgc8kb9mOrSVgBuRIt6E6eVVZ0qKQJ8jtkdbQpNbQ+cpiab9ovvGjpKKUSOJjchL/b1SxG38tE65vVosNkFqq9iNJVURc6QgTa7QaEzJdpTzW3Y2fXJyyYHLoxv3USxH8XepWPpzyTNblzu4OWRd+AslM7HgRPo3nybZRaOTMlhtUqLV+7PyIsOTmlFO8NH61mVj0f8cp7s9GRwnvKyI/JOhluU+LDfa8PJaThFwXcSn1Y09kjDefbKa16kHdML13wbOYlCnKNUA7c1/n5BCHlf/Ownf0AXKHLX0P2JvBbf/s73GYP3AtDJiRBCCLkfbi6A0lKyTsB/nK42RE74g3EryPF4X7J9j8FZiZ5WkXcYkzPH3vXhq35odvFTwfGn/IJLCDmkgnAFO5/wh3qREVOBIqdqIT5oPQ1DQJPqq8Xv/Kv51PK4lTGOcW9pwenvs7sUFp09c9zdLH7aCJ4WHYpJRKXHHV+x6urCpD4On71F0cF+wDxp2kIcFcvLeloWMrXhIZzaTovyc83jEXsH0Yns7Lk7Ihp3FeM0RziJXIxxQuHypRgnkX5JQCSTnsZNEzF4ff0R1em9n708YvBEWpvE54N44Ha9MgaPEPLl7Nabl4Sjmuf1v0ksuhcZilFqLuoAYc3cxvD5UnkZ4wbxoy0mzL9jdeE6RuJh4yoJSODjiAtCRETq0CidsiBkNw6vdnWJtxNmMZQvUEeesi3aFIrHco5rPU3jIiO+VSS+kx69jNM+U0nfe03zizko4GnfWQXGJbabo/Im0c/UptwcMNCBzVjJ09pp8/2zpUf1UtB0ZZkdT95Om0/bdO2i0CmEeTYLnraCKJF+fH39PpyuWWj/xjVwo2ve7yEU/KmJlTJeHth7c4MQQggh5J3z7e88L76MEEI+Koy/I4TcMy/iABU/vamKnV2NULMYyob7xkYQ9SWUsi96Wjk+LVwiDARPT/2hGX9cNvy8hJCnYUOUoultenBW2fsL62joVDbVN3u36Dzvwa0c976IoItREkYdrGPlCHWps2dX6ITzzfNDx+Ps8rQZTh1fi301+CeSP9skbNKdabNgLDrEfB6oP5MoKi0/hE56RgFUHfWvz9MdoQzFUOczlJ/buO302pG3Y+ViAp33qR1x5GICHcIXXUz6KqL/0HT0Ofo2cR0VtuvtDXdq8H0to81jt2r7EELIil5vhjNuGfWoqI7vRS4cRdHN7IQnUGctHPNanSpRntoVBUSmRWA7KIbS3EYp0HbAdoj5/sD3rNgO1qnb9p7GlK0zjgtCNm5Q8flauyHaFSiGSm6ko/ywhsfnx+ng+JciKPC9+DKOSHwnRaenLGYax2vv3BwJm8RkvHCwmUl3xqbV+eO7tpnCNLGq+KtRdpKNGGqvKa4HM+25rj7HjRWvUXcjix2AYYPrNw3rEDKpLdrXKJRybnXNx3VZxHyHzu0lghg3i3Ob1kMxFCGEEEIIIYQQQoj8zf/v/y5/9Xf/xlvvBrnA4v1KQgghhBBCCCGEEEIIIYQQQgghhBBCCHkMXsABKufGhCODlewGZSriLyC7I5RIcvt4EuHcUI5dn+bIOxhPMTkpDu95b9oev/ZLCNng9cD53N5hjvqjxuvWhjEjrWBnXde5N81xdpfKd8G3vuO17LHd5Ay12KfDbS3qko3b08LpKY3DfLNz1GYZlbUjlO/o7Pi0cHPaG966QRm4QVle5zwN3khPkXdV1i4MGIfnjk8xX3YhxOvIIDrvp/XHQt6Or8rX8cxdxjjhsx9jhY5inMJx43KMk0i71oaZnMYFrKd2o/hzXw3aCmYjGs/bHsXbOTL2GxLvtKiYaURX8dojhDyHZb3p40f15mkaXzrpycYlT9BNCF1pFOrSqU2xdKJ0N6jkouMTh+ONx4SFYc1JYqHmHXTsiONzz3F4HgOHcXiiJ1G3pizaInPDkdSyy29ZtD1E8nfb6Tm2iWtduT6pivn31SKXY+9E4jtpTCuSv6PisagyGmZVZTTE5u+yUD6VbkvGfOulRoGJiFSYjrswmv/j2jBYfOFAunRcvbF5kYWDk2ZnMrh2PQZPpA+PxLl0zW9dn25xzcN6BEbR2ckvcdXcDq4iitHivdwW9xEhhBBCbsPPfvIHb70LH5qPGn337e98X/7iT795690ghDwgjL4jhDwCtxdAFfjx/FzH8CyGSlEB8Ovm6Qu332NmdkVPU9SAreYrmgVPz/yh+Vm2+oR8UH5afxwd/1ZNFOuCauu6odrGx05f+Yf6WShl0/6gCCjt0zNjN9KqNZfP4z68jcqD+RYip9V6MbJuHs5Rd6D4Eiz3ZSyJqLbiqLHgPG0pcvJ1YqcORiemZeoQ4pq1qDuRXt6HGX93f3h03CrGyTv1J0HzUYxT7rjX8XcV49THY5Ei0Bvr0xaCgYod2do6FNP6h8jaP1PrBDYRA1UUIYQ8h7neLGP8qN5ML4NENPgk1NmImbZ1akTuQnRetI9gOC0/LZMEJWUoX5pgREOEkhUzKurxaUm57fPBIYqpLQ7PRaspAk8txEd67o2ZqOdt7ANG8aLgybbtVHwmGYrMJtHT7vHHF3NUNi/jtOFpkyYiZ1QJwbHRfDTScHxWXNslydN6Pps2E5HHpY1H86+2s9g+n435Tn0/sP2IK1+JoNpK1uW3YtWm7r8DoOgJRdZJ5DRH3d3kmp9XNn1fATG3v0gwRNsgqFrFhhNCyIPzs5/8gfzab/7xW+8GIYQQQgghhJAXhBF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkIfl5g5QdirjzVdVSfFD6AYlIlLdiaM7Qt0A9TdmD1yfvNzA6QmnWSlDGubuTwexd+1z9wi8WE7zm7aEkA/DxgVKRlX4pW+fr+LrfHg32g7LZgeonfXOMXrZYQn+Tm/d70bgwfTZNSo2O7/ZP7k8ZacpH262ASkSD58ncznErRpO89m7axTjx94Wd4MT1U30XfvT3Zb08rN+46iBLiQXYpxauQ5nORNYt0UMnsjCDQr3OUUdlYhK0nkfCCHkmRzVm1E3Xao303zo+jTVqSly1LeT2xK2M20bczfKrYxp2JbaxoQJrMSWw0+Ow3MHJyli3sg4j/aFaW9vnLGh4qsezpRWpnbIHqvjveu65edpsf++fxAjZ+YmP77v41moZhH3J9aeeQpuQrIa7k6G8IFldSyX3lDx/V/SOoYbkWRHKPj5QKvGudAzLiRTW1C3jlCrYXkhFyiRdI27+1OYLBU4Lulabh8e50v7eYtr3o8/Xh8VF1eRYvA9xaD9zfYJIYQQ8tIw/u5t+ajxd4QQ8lwYf0cIeRRuH4F3OonpiBhaiqH8h7VZEHUrLomefB6MGphi7tIP0KWMH+0XsXcxXCTGGX9HCLGTbCI5dquG1YSDinE31s6XW4mb9kRRXrbTiamYyLUQPK2FSZPIae4v9I5GE0mxeTA9TYNOM0WRU5UsetrE3oG4CeezGiJcO59HHB7j7+4L7VF3IssYp4i7LTvP+lWMU0TRSbr+l9F4IiJmMU1VhoDKtAnpfFpLUdrsg5qONoeISKljvqIicH9pUbF+831VvqYQjxDydFb1pseHXqo34QWS9L3oNOpNUxCJQqxoq1N9GeltifW0IYbKIikURG0FICj4SB8YyvLwWgSF64JRfPxX/+g6xNJdDGVTdFjbV2z0yPUCKBhOoicEvyd/7s8cENGOj2SgwFEBTVcWQyVxXN8ECGh2RTabOLz1sZyFTXGM0meHGbsYJ5YDcY7C8hHHbPBdeyF0Wgns9xrfLyqGEoH2gowDsBA53fqab0voZtHRlgHRVX/5IMZlXF/LTRNCCCGEkHeDC8D+4k+/eeM9IYQQQgi5LYzAI4QQQgghhBBCCCGEEEIIIYQQQgghhDwsL+AABa5K1dZuUCLtzcJF/BC6dTyJOSLnyPXJ51dtcXciTQrWhw3edPY3csMZYhF7JyLh/hSOD4y/I4SIjJgR2RoCXPvmuemicM/FaZq2WVan+faconRyflrsc4qyE3dmwh3H+bLL09odaiwcb/ajYxS6POE2UzwfPGvSMjU/X6ZnjcEydN25U1YxThjDdBrOJYcxTjvTNg5oERsznC/weovIO3dKqNO6K7Y9NDuKpDi8tt96OrXLPa7FxQ1ICCFPIeopqHOO6s05MlRkW2+WeZrENGxHpDjg5Pok2/pW+ncpbKPsvabjVkDYZonvgVsHo40jzmY+yQ6d6lZDkl2e3A0KHCi11/9zOYJtm73IU41ovW3DsC0D7Z4i6fkSrj6nhRtUnDdwgxJYXcnrNvnCOLzZ2Smm988B0+IsqYjW0V6eXZ/8gigekzw7PUkuj2n38FUcruWVUZe4y5OfnBtd822W7haGDloR3zjcJrX0HUrXr9+U93AQCSGEkPcJo+8IIYQQ8hr857/3N+Rv/eX//ta7Qcirc3MBlH0q8OOaZTGUdxL2H4mTIOrSD3/X4j/IH4ievDxFDWDUA0TeueAJ1zfH3olk8RMhhIi0Dh3v8bAim5iLp3YrrMRMl6ZdjMZbdEKKmug5dwzOwqe2gp2/fXjTOYXrwvXVxTL9+eAdh7hMGx7PkxSJZ9NzBcttiKBSZyV5TKa4pvT8P4hxwuiloxinSBIqOq4b6BhX9f7lRUc0Cgam/WvD3i6xWH6vY5wQQi7xVfk66hidv4/g+KV6c44MFVnXm/79B0RPVoYYyofje9KmvaHbcp+WhB0wOItGcDrGim5EOyAIWcXhdZFIbBUi2EbumoQYSuPhAOtDoVTJ7RCzITzRWtO0a0hn0wUtcJ7iGWQLMVTsu44I97E4bCGLoFrpWlgjHoeHbb8QzyyeY15Us1AqBFl1iKBE+jUD63Yx/qrtuYy7w3kvTXthUPQXp6nAOe2H5PbXfB82WCfuRDUQW7f54rwX/ILCdgkhhBBCCCGEkMav/tb33noXCCHkam7vAFWKGPxQnMRQjtlWEHVLjtwfsCMUXRjgh/6N45NKOEIZOEq561Mb1vbj5PTWLyHkYzGLnqL6salTp0wdg1+00SuETgJlKI5Sg+E+2cVPO8Kmo3FdVPlbMZTBfCarTrRwjYI6VVHMVMe6/JmSxkWSy1MInqwvWKvYufeqnc+jnDw+l1xMyni+X3Qxkdxn2O6t0YErkzjKdU2pg7po6zCPdkXpVhbCNgMh5HZ4BXQ6iZ66nU4pgq5PisqX2QVv5ZiH02AZm+tBye0IK1O9qprEIGvx9XbaykEHPnD/O4lCNs44QxCydIMKHYgfo9FGWYqhvJ1yFmhvTG2UmMe27ZKVYPtapucYPltWYij1771zu23zwtH2WF52g1o1Xke59dk0uTn1NdRx3v2QrpxBs8OnbAX0C6HTUhS1ONQvLYQynY7Q6vovadJG9HTVNW9z+Tj+Wm3c+9XGpacaQknzNrm3ZURfVSRGCCGEEEIIIYQQQsit+VK/JUIIIYQQQgghhBBCCCGEEEIIIYQQQgh5M14kAk/c5t8suUFFNEB6zVNexgEKhmfXJ5H+li+6PuEbzFPkXXNqgWn+BifG3vU3nXX1iikh5CJXx7dcKH/tGKlIR0EXmNn1SeBNcHgZP6pBcIOaX6jfdYeaHZ9w3sW0mK62P1/U0bJ2epJt2SYab/k2vu0uI5anbxwAkusTzjdcF2K69Lfd0zLutLN1hYpdgGV+Wn+8mU4+KMm5xGI44o2q3+/eDrAR/4OOKV4W49N2vNxjfsKVQVu9KLwuCSFPBB2fig53qDmOE+efXZ/C/Xa0rTz+zsD1aXxnysPo7rTn+pRco3Ae8XXBc9/Ltx82l26iwbbuOCo2PqtHsLlrsehoD8lwg5JqoucK43Uss3J98vIKbZG9CPhLwLmyovBcKcduUAbjYTdkYn1428TMx/I4Dg8dofqUyeUpynzcXUdN03R0hML2J7qqylg85lu6Rvl8e8utuNXXd10Otk2s2u3uDBuuT8+45i2Xe3ulHV8dx7yMY45uUGL97Pq9a5ZWSTcoQsh749d+84/fehcIkZ/95A/eehcISXz7O9+Xv/jTb956NwghhBBCbsbtBVBldAZasvyX6DSM8kX0iz5TDLURPYSYYCF66uVJ9ASdlcvIOxQ9xY+WGtuxorf78ZSQj8oc31LKKF/Ft7SCnXXN861n2xMYXYqlGx1gkvohVA1ET5pETpvYkcU2rEzDOD7Pf0HotFlm7lyEcZ3q47nDYyN0Sn8XnTALoVNaz9RBFtMmkRPOP4ahozGi7RYdilhutUWvfkn0DHkMUCyn+VoxbHuojevfWoesiLRO7pLjmqJjsEKnuZpA/3IXOI62Q7pdp/pIsV3i9V4poqfTuI2qidj5mQeBEPIRcJGkQKRVAqPrRHokHnwXwhc+RMb3mjkqD+bbjQxVSe0fK2O9LRIP1g3LZGEUfOdSgYmTUHpabjl8reilR7ajOMSFTVrH80TPNYms9YwiaxEFkdMQXdcsekrtEhRtHewsnlfNkartmbYWQ1kpTZgrIipFrD/82vOn9kNQdkRQeIBkJw7Pn2MWJ7cdwyEYFhN45o7heHmgHwZ4VGfx0qpduWwXwt7bdrk07Q1IcXhzu3wTdbe45mV1OQ/B0mZjvrzKuD5MlmIofxHBNsu3aWwtE0IIIYQQQsjH5ld/63tvvQuEEPJkGIFHCCGEEEIIIYQQQgghhBBCCCGEEEIIeVhu7wB1Ktn1KawRLGz03f0pYmS8TGTM81zQVUGkSbzwTef0xvLk+gTLzJF3GKOHUVUx30lEP3/ZrhNCgBQtBS4pq/iWVZzLany3bH8flpikN6f9De5YV7g+maRXvnF1sxvUan9qX1Wqc3A+eDv/ktPTYhq8DJ5Xt3F4muaZ36w/cnrqZUexd+jCMLaTXQIVXRMqzOtOCztRecnxyWq4Ndj5LHLu7jq2sCMk9w/GCqkOV45qYn6DFg0nD1MTOduoV2y4Vhi2SUy7U+W4cWxVxejkybAc3/kbw+DQgfFThBDyFLSInE5tcOGgmdwzy6IuKjqNy/Y7VS9PceDokgvDHnOXIndjPnCDmoaxnZPiz+Z2F4xrRfembbmGg9MYllQ+zweOTT32ztfnblFtWk3Ds+sTLhNtlPOYdrUTJTZR/BydeoTdgRtUazeVfshqRODZCY6l1B0XKJHZd2iOw0vRdrPrk8hwTMS2ZbQRLVwXPf4uRebtuEHtRtvZtIwsxiWXvwqa/rTNT230KJOpjT8d/40LVHxXGFPwOIpqj3fs16JJPuaRiGgpkrCt6LqPRwghhBBCCCGEEELIPfICAij4tbsY2NmPTmntvvdJEPWlwicEf6hfiZ5iGOYt4wf+VeTdiIiYhk+3221CyAFH8S1T55zI3GE3zYOdcsiiDDScUIfNIksZnQUghlKDzgyzFjmB+7C32aizZIigpvmw03B85sU6UAjl4yCwyh1T08yrCJED8ZMuhE5ePspsO8+BCGuInvbFUbvxMtghOa1DRMRgmZ/WHwu5c2xEGGq13INn1jqWRZIYSipclGYjBk+kXUMhehLogez3rm93EhNuRFCLeDzt967PY0VBEK5DnFDqMg6YEEKezUpAvhJg+nj/a5PAPEXbefWI65Us5rD0XaqvA9onIz50LJOEUR5/l0RPXueP8hA5LcRRScjUh/Xs00bbIcfczePwndVj70SG+KkLb1ME3nkIrDEmL55NSaQ9ovLsShGU6vT8iC/YB2IoUNOkCDwp8f21HbcmgmrTNlvuf0EI1UVNcVxQ4F+hKennBduci/k8/i5F4p3HtN14O2xzrtqfabnFcX5pkc9G5KSjeGqvbwRS4qcvH/80tlJD4QRzQRRMi+sGlnchOAiiCCGEEPJy/Ownf/DWu0AIIYQQQsi7hxF4hBBCCCGEEEIIIYQQQgghhBBCCCGEkIfl5g5QctKRJoRvc4qG00J7y9PAjeOG7k9OvJkMr1Wmt5l13/VJZRt5F29jwtvMsIxWvi1JyJuADizXxrfM7gfJ4QUcCsyknMHlAGPuMFKi1ydjub6uAm+kF2kTYnxsdPbAS/Ev4CST5sPt+Iv+Zcy3dIBSd7LaTNq8Sf+UmLuNa1Osz3aXwRiU+Eib7Uz16vINfsvlOO6xdyLNnWeel9w/ViOq0ARcMM7n5uTo0UR474MjmGmNe03P1qJg3EXKFFwqJcpNtMUerSJyBV2erLtY6NgHd5SqWBfpiCWK8cVnLSpyHqNaNOJqvipf06WMEPI8CrjOQV25ctDcuGdOy7hjUzKMXDg7RfwdukihG9Ri2NebIuxm1yeRcJtcuUO1+h+WvxB7N+Y7jr3zZTaxd+48WGsskxwJvd2Brk8xrV7dJhnHuIieDJ4v+25Q85ojAm8Zh9fjgffi8FK0XZtzXBMWzzhTG45DvR1t4K6Y3Zv8dwEVeDSntuBRBN4ykln6emfXqGmezce7UdNw6S4r0l2ebDvPwiVKF9Oa+zR+KEntiBRH6OelWvri0H5/URj28uzMatOHuNWxIYQQQggh9823v/N9ERH5iz/95o33hBBCCCHky7m5AKqeSusUFOm/ao8fnfEHSxREtXlvtAMocPJVT6KnVqYb0VOIpsoU+5Ai8VA0xR8FCblncged/wVRwjwPeOLpWbqIasRFRMfBQgwVHQlQX8R0WY1n2dNKDmolz4YdRFJFRjfJ1KmCnZBQz2ptwosUGQIdijHfVK/N0/J47mhax94txqHjJqZNMXebjq5Y3rYRHYtOxCR4shZPY11MI+fzEEeRu8PFPl+VryOqUE8yREoucvILyaAT+FyTGCquK7+BIppuXEdN9NSLtXfshohqtAm05HJRG5vCW19H5C6WzSjMJ1pEShE9nfo+ydh3O2+WJYR8bL4qX0e9omWqX+bxVflKQF7GtFk8LgL14VL0NL1oAkKp/EKKpGEUUG0EL/BSTY7AA3HUjhgqxE8HsXdtPrsceycyxE+r2DsYTpF3te6LnqoJirR38RhDkR4vX2N8Vwx1KinlDFnF4Y022YjDi/PRigPT9l8IjcsQR+H5sz4c60bRDgy76C2es2dZrm8leIq2ILYz53bjFQKoW7Gnf5LpttsIpeIWsMOI7hGrPU1ffEZT7ffDOEY59nqsHAVReb324kmBhBBCCCFvyV/86Tch/CGEELLlV3/re2+9C4QQ8iwYgUcIIYQQQgghhBBCCCGEEEIIIYQQQgh5WG7uANUcS4bVvYm/mWxQ7m/jwvgt2Ytz0HlYdl2f5sg7K7AcxDYoTRkI+SK+Kl+3AdXnORgAtnBYWbIzG0aluMPbiLcCN6WVG1SYMdmI3LLsKiUmk+x06/uUfaEyVrJz0lhae+xILyhgbqSa3uBXfBsf3KDcHSqOxcbpadqoD19wekrLxjyW50kxeO6MMI2jcw86O0E8TYyvmMoNlmO02J3jF/P5PK551YjBExGxcx3xeDrcJ7VackGTKuFS6VF3bUYbDgwmLQLG3UCgfWA6GTnp5LEBUXmpbBO7ia4rw9lDZ9cVQgg5wuuP0ync46SUUa466sZYZlvH2FRPYXyd4fcnkRY/ig5O2K5Jy4zx5AZV8jAuo3U895ObE0TgedtjRNhhW0bAvcnnQ6cnnw/doOxi7F0aXsXeYfn5PNwKz3Xr+uSxrhiNd8RZIsJQVUVOJ4iV33GD6iyeSL08x+FZv3R0cm/GVmq0h89tOwbHPE5Abe3RVt5dvyDqbuVApD0mb+VOunR8utodKo/HZ39FS6PduLsdByiRcQqPnKBEJEVHhhkmumz1LxQeaZdjBi1HDkpuSo9jxPYIIeR98Wu/+cdvvQvkA/Ozn/zBW+8CIYQQQgghH4bbC6A+lfaDrvQfz+JH6PGjp4l2QZQv9QI/rmHkApTFj4lFL4qexjJjvP1Q/0LCLUImQhz0BB5WzKGldeqItE68Sx14vfy6sm1RRG3Y0FeogAiiduEjiJ58oZUYCuuM0SMzbRz6fvIuZdnTep4+zQ9JHTOYtY4mg+3GYZjiR7UKxMFM4ijoTLwkdMK/Ov31aXNsXZpnIajadmDZJhYvPhPMg52Vgh2KR5Ey5CH4af1x1INWrcXgiYiYjRg8Eb9hY1p6PsO1oX05ERE526hXzOL+tiojBk9EpJrYaRIGCNxjGKsJ8XhefUlt81gII+EGLUWk1DFf0dbZ7at2gZdpHIeHreMJIS9LCLYVou3KVnSJ818hjpK971LiwqnFNPVxEIsvBCC4vLcBMJo3DUd1b7mdYiBssknkhOKojRhqiJIuxt714cPYOxc21TEc7ZiV6MlsxPJeIKJRu8A3nl2zGMrb0fPycLhyeQkRlIik4TbD9Fz0smpDEFVtvCiEbT9/FC9EShi5loRUfTkUR83L7wnyk4DqqD0K5S+K5vOA98ayvE9bDi/KNN2HMB1Vb+k+wWFo07iwTMZ8bD0T8vH4R//1f//kZf71//P/+gJ7Qgghr89f/Ok3IiKMwut8+zvfj2NCCCGEEPKovKgDlAl23hl0tFsTQb3gr2vpx8SCP75PP8QfiJ5iOL2pDD/U0/2J3JiN4AndQS7RVTzzOh6ys9wFT3MHXp92sQPPyw/Go0NLbNRTUx2BHWkXxVC+ujLqtlangAgUTmWWPMF8l9ygFOauUIS9WzXXgeiM0IROGuPY4ZSGp3HcqY0z1EIcNXemHLlArTuzpgfE3vjqbwzXIUiZRTHk8TDoYJbeye/qRdMhvhYZ4rcC5732CzHEeCCGQgcL9dmGACrc6cDxqYmcLO5DQ6FmMZEKyxTdjvftatQ5vb53p4/TadwS1USMjQ5CyBMp2gXlo/6xVJ/5fPDdx5ebhE8ik9AC//q0HRepWRy1Gg73pqVgA8RL0UaxWC7aHuDk6Q6T6PSUXSVdDFUvuz6JhPhpz/XJ6hhO5UeipxBN7bdPtGhqHunpNM7VLIaCQ7cSQfm0XN5EUDEcbk6yeS62TWp6Lhq2F9XGs9OsO0rFaBIz2TwM7ce5PZp2fCGo2gyn+XJ79E0A0dP8ctZGDDV+gkjsCaVMt/PGNPzeYXgOc7s8OXClFeysmBDy8DxH8HRpHRREEUIIIYQQQgi5F65UVhBCCCGEEEIIIYQQQgghhBBCCCGEEELI/XF7B6iTpjcu46VLG2+vamn2/elt1hu9YWib1111/cakXnZ9ivVhBJ7ebl/Jx2YZbzc5PmnR9Eb3Iau3yK2+j9gkdzAQSY5PNjsUrBwMfBlAzzaSLHuUh8/mb77rFJN50Q0qTpvtOFJd4/nkpdkFCl/bj7fiy1iBmTQnGXEnGUvzxXB3f0pRdxAvE3W3O0Ph+PxmvUiKJon9W7pBTfNAhF2KSvV1wv6sY/SO3aEMHR5sODXY+QyxNFXIY+B111fl66jfIgrPr50TDNc67kGIyTOtzaHt7OMm4s4gPVaoT2hxPwXG+zQrOtygPALI6wx0MsF6yp2hZuc6/xvDRaRYdoTy2YuGq8ZX5evHrs8JIW8LxnZiXQQx33bUtsLYO5x34wa1Hp+npcg6k9RGSQ6WyQ0qT8uuT7C+s6VxWbhB6eQUtYy9i/IrYu+w/Hw+dn0KF8P9L5fuuCRy7Aa1cQxalPl8m635Q/XCc7GV93YuRr5WeEaGG9TW2SlcojdtxwPXp8nl6SjqbmxnPS3W80qsfoNQscXvFeOPLb9DXO8Utdn2fB/2svgOgt8lpjJCyPvhFo5P126DTlCEkEflL/70G8bgdfw4MAqPEEIIIY/KzQVQ9ZPGD8pmOv2YaT6YfxG0xQ+xX8KuRfz49dCKXBQ9+bDP6+OMviNfQgifsNNbfHAreFIfX/0g7oCgUHHx8zk6Xe5RCPVV+To+V4gKnHl8Ve5RUnMHXh9OnQje0fU5C5S0WO68A+FEivi4KIbqn8OkReLFCnFw3R21K43S3kNRN1NSD5ZWGR1N0kROIeRCkVMXP2VBFOwidjrOAiiMw8OOKdzdq8RQlsaxx0XN0mdVjK2rMC9E16R4sxVTucFy93QvkGcAEXZaodfcyrguznVzT2Nv32ivwLXnkZYR4wOLQLF6ByTWH7M4SnoVX8d8VrTFAvlKIvLOxKyOZ4BZ1P/W19lG2AghhLwM6esZCsWdkl8swe9IaXldj/twanfNUbyT0Emkt7uSGMryNBRRgbAbo/IkiaYWgqeD2LtWXq+PvQuxtSXx9Z7o6ag98lX5Our9TfycjO8Jdj4vRVAi25an4nRV0X7QrJT1c1FtCG5sIcqCcxMvF/mzc0dgk8bPk7BpRwy1G6d8cT7Z8tKxyKpb0ZLIWswkOM225TDd/yyFUtM8T9ku3rPUPxHyPngN0dOl7d6LGOrXfvOP33oXyAfnZz/5g7feBUIIIYR8YP7Nv/1nh9N/49f/8JX2hHxUTn/1+oYUjMAjhBBCCCGEEEIIIYQQQgghhBBCCCGEPCy3j8ArklwT/C3QFofX3RDQSeSlmN9O7mX4tuTs7LRxfYplYH18JZI8gaOYu3A8uuT45O4gBw5QZpang9taXLr9rfO7c4JyB6zTaXz2Ulq5O6jMn30aN3SAijKYodqoEtyJyeetApYAGrFX5u5S4DC05wYlBvEfp9iIpDMQO7B+H3/l7NRi7fBz52lRf03jCq5Rps35SQScnBbxMslpYZ5vfhs/RdbtOT1hmW3nmZwA8kGQ7PIkW3coQeef5BRV992gyONj4LAhUDecz+G+ZOc6yiHCR6tFDJ5Ic/mw5AalPhiRSCIiJtnpYrQVLNUZUkddpKojJrP2ZcIdClzrTuBW5RGofTmdXOyi/jG9v3qcEPJqoJPoxj1TZO2gueOquesiMzPNdl3s3WQ5M7tCiSQXH3d/SjG9Szeo7CyU2iVQd+vZUtRdaldUS/NdjL3D8itj72J4coRyrq2/cT53g4rv1HAY9HSK7aycoHJ70tuFB8/FM3y3wPg6j4iNZ+YYzq5MHh/b1z27PmHb7xrXJ183tjOXbc78DN+LwttMuyHm3zViQwtHJpG1S9T21losd8EparldXZavtnsYn0cIuUveyu3pEv/ov/7v78YFihBCHo3/47//y7feBfm//J/+O/kf/td//ta7QQh5A371t7731rtAbsC/+1e/f9V87hBFJyjynri9AOrkP3bOP05n4ZG+tO18bFbXP96FsOlA9BTD0AH5SvtNHpckeroi5k5PpyzoQcFT0bHsXiScuAjEO2hsdICcTjkab4rEe6vO893OuyQegM+uIBjQaf4DcVR0Wq1wMYHqWAT0Tqrtfo/7fxJDyQn3x6CeSd1RY7hoFvDM4igUNsE85jF4fRp2oETi12krevJKDMVLLmrSXWHT/nxDNDXH0OSPlOrI3Y6pLKDaCJ/kYNzL0nZg3KZ7AcvJQ/PT+uOoO6xaq9Mgqic6wDGDx2x0ZLsYqsKFiRGLHhtp1kVPfbapo9e8o7hoiroTtZG2p5JEWHaC2LtSoJ0EdVgpIwZPpD0nfD6sy0Xuoh4nhLwxWqI9qadTtB+fIiDfLd+ZbSWCuKbMVDYCjjZh2yZRw/EsjmrLWJ9vO01NhpDJlz8PEazid9QztA+qHMfeeflTYu+wvG/3S+trXz6ehRB7ZyKHcXgpDvaK56JCzKxUGaJeE8GcNB2apPTC07S6mN52Afau5vM+Rx/Ogqdd0f30+8NhDPMLsxUvjd8jksAodmw1DVd4vVAqzZPWbbuxeur7COPXbocQ8rbcq/AJ8X18KyEU4+8IIU/hL/70GxFpwh/SoAiKEEIei2tFTyswKo9iKPLoMAKPEEIIIYQQQgghhBBCCCGEEEIIIYQQ8rC8TASeuFPCePvSpggkm15BvJUF/ebNxtn9CRyftk5PONzn6zF5er7N/pH3xybmDlyfDmPu0PUDXYZmxyd0kVq5QNX+qvTIZBtv7lqOrwDPIbHz+e1jlPbcC/rx0ZMfiyLoAGXzsXGzF4y7Oh9UKqoj0kpHnJ1AvJX0ZKph7pLdoOIt9pNIi/vsbgv5KOfhAm5O8La61D1HBun7OV6/DocqPOVueINvzy/epJ/fsk+uCXUxH7g+LedbuDUEe2/f12neKeZuGXsi0hwf9tyg0ii6QQ3nBo+hCXco8thYjRg8ke5y4o4bRcW6u4WiS1x3ibIC1wy4PEXNWa05XcS1uHa6CPOmaDuAbQLc681lDusWHfe8aovB6/sXMXgiImXU36Y6nD1gk16P0wWKkA+O1zMiawfN2T0T/87le+NRvr8P180Hg2aS20UC7QWTIzco/26W2yjoUtmcnXAcY+4wGk8xPncVeycy3J+ujL3D8lvX0egEhbF38UzscXhxqC89F71xVjSOkSU3KB3tz95+xWdmRLTKaOe5ESMkzQboDLVx/sLzidfD7Oy012ac3Z6wHQzTXwV0XwKn6aVD1GLak52iROLcJhenw3X7NBvlaTu0gCLkXngEt6cjGIdHCCGPizti0QmKEELuly9xflrBWDzy6NxcAFVP0w+Q8SPj9MMp0oUZN2P6AX62gI+yC6Inn+9W4izyfjiKuVuJnlYxd9FRdTplYdMkeMIYpRAIIbWpXyKm4nyO9bXoj9EJcxSj5Lx0R/pX5evx4/z0uTedd/jZT4s4PBcs+fpqnSLkFvTIuiFmQpGYQE9NX++kTRBpnSqW9n0Mmmh0IkzdUb6BxU6NcoNFQuS0Ej1NnUepvp3EUSO+bnQ0+Wbn2LuYr247G3EaLr/baQUfbxONl2LwvNNRcpnH0kifHyMIcX0VNya75QbLUTDymKROX4/BE2ntiIhDggvbCgjitn9HHM+2oxc7WVcdvaLaOoijPrNxWepoPOipNTasx2aqjbq8icNzHa8n36c6BKIi62hTkSRmxWN0D2wEwl/IPX02Qu4ar6dcQB7fcSYxFArIcTnNbZyjF0yQVfTdesa+mkmUPbdRdueD9kZE3Yn09kGfL9oR27aDng1i7ny+Po5tDBQ5ufjp2ti7Xv6S9VaKhl3E4V18Lp6rRAyeSH+pAp6Vfi4Unpc9IlYLjMdzdZzwOQ4vdmyssu+bpHOYRE8pGs+Wgijcnm8jxyJO7c/V8EswC4wipnorFAzxUcnLXSuUGtNF8kEZ82XB03GkXhZN2XZ5Qsir8eiipxn8PC8thmL0HbkHfvaTP3jrXSDP5H/4X/85Y/AW4DG5FzHUrc/TvXwuQgh5CrcWPyH/5t/+M4qgyENyeweoEwqdDIZhnk3Z7X9Rm99q3JS74AmETqvhVgCrohjqw7Inenq2yxN2MoHr067gaX6DH8v97fU+7m954yvP3lG+dBGpJu6M85JuIi5+8n2Q02kMl+EGFe5PZSt6sqK5XET082VXn9Hh0DtY/NBWWLdqEyv4bGqgJJrEUAKrKyh0khBLrN2gULrg+zaK8S118w4TdUGEQgeKpOEkgMIORHRymjuFFq5Po9zW4qhZNLXTaYUip40T1FynpunQCSfQcVXzPNHZGR2cNS1HPgAGHdMiIGQcCkCz4Yg3nJ2u6+gdoqd1R68VbfW/j6uOKrrIqDvMp2Fd4uuGev002c7NzxT/2It63OJ+qEvR0a3q9CcLmvD59iXA82kPiqMIuQKsf5KgvI0nccYsjoplxqhN42O+xTiuBsQqswOUQtthiKGgTdKHUaS9copy9ydcn5wXdb67PKFI1tvRKL528dOVrk8ir1MvHblBxXMHXo6wc83PI2hTzQ6J6dnnx7X0Jw8c89Ty2mmGzfPNLqObtqrIED319WIbGd3DNoKnVVuzr2/ep5dgKxgcbrOadiz/bS867PwuciCUmlc39mPcn0nYtBBJjd9IhjhqFkYRQl6P9yZ8WvGSjlAUPxFCyMszC49uKRx6S/HZ0bYpjiKE3BsvKXxC6AZFHpEb9EoRQgghhBBCCCGEEEIIIYQQQgghhBBCyNtwcwcofKEwOSwJvO3bC17Fp+PgLeU91ydD0x13OFnY5x9GPMF85HF5iuvTk2PuPDLvBFFvK8en1Zv6iL+dftYY9+1azfO7C5Tvb3gRnSS9uX7rOKVYn7s/eawTHDNNnzVHtggeI5wP38y/QDoSquD2AtFUqsM5xt2g4iCBG1SBkLtYcXaYakOrODxf/1hfe6PdKxbYZu2zo+sTGBRshuEteZti72I7s4PTFHvXhk123aFMnvXW/hxFkqbJWCaxN57qY8vXgdVwKbAnXB/ksfDYH3c+UjRLqiZygmFwx3uS00VM33e6sIKuGAqRegJ1lkUMnoiInXTE3pURX6qmI+pTRo0xs6rH4/Ofz8MNSuQq56QnMUW+Xpy96MbJ6llEBNXiiCw+I92gCHk66FpjOjnRuHvQ/F1p53vVanyU6zrubNGWQWenTeQduPpod3bSOqLaIv4OHCNxmqJzZK2i7vpUwQ2q1uGqanYXsXd7pDg8j4iFmNdwxtI6TuDcTtprN9lovy7Ho3yxYyMbNs2H10B2J7VNu7XNl9uc6bv3yvEJ25vw7HgNN+fkoNR3EGO/Vw5RXq6rg/gUpyhYRsXSvbpawn8fGftsa9eoS9sjhHwxH8H1aebWkXi+vr8lIv/57/2tL14fIeRj424/jMK7jo9wnO4xApAQ8nF5LfcnhHF45JG4uQBKr4kf6j+IX/zh7tk7kUdNt+UW+5D3yaflH1dxZdtxkSwAEJHph1ZLyzBG7/5BwU77e4XoyQVPKOI5irlD0dNK3OPzwH1iOM1/2K+9syJiLuoQFcm2LyJ+4AahlJhlmc4Up/QlHTkeeyciIX7SFHU34vDGfGVzXNJn/3x+9v7EOiCSMMQICzGUxT5pPpg+vNEB5KM+x+HFpnZFTzbqRoN/Ij1WdIimcF0Yozd3Gqb67ELs3RiWHXEUiJi8/IpOq02dOtWRvq8bgWlMOxZHGXRqhvqr1tQ5GeXkffIaHb1wb5n09gIIMqO+UBl1g7X7e0xTsS52bR26Jda36RP1VeyVez3un10ki8GOhEPPYC/y9XCZWRz8VPD5tNosfkaKocg7J7WpynRfzeMXyq/+Hrb5XpWVFOvvWZPaAr9zCT7j8/BW9GQw32h7pPnOQwyl1SLmzsVQsf7zqPMVhqXW0ZYWyTF3tUKbwpKw+i1j7y7SI2Kj7lQdn8N0CG9j/p1nxI54aQafi3P5as0pZjkEUFPbUvwZKVAOK7wgeFoJ7XF9r0E051VHu3e6Ndp90fd9ulefLJTq68fhEZety/lCJJVET2MkCaMIITfnI4qe9vBj8VwhFI8lIYSQ14RiKPKe+dXf+t5b7wI54C2ET4Q8IozAI4QQQgghhBBCCCGEEEIIIYQQQgghhDwsN3eAKgfGLDa/kdjfXMxRdArDIhs7hCuZt7Upn/6mbYELyVhwtZHJlQTfVBaYBqYj6m8OQ0zUeAN5x42CvAqbuLunuD75PE+JuUPXpxOUzY5POB+4FkXMV7Hx9rrPV8dFt3EQKe4gZOnNdXdiSg4iPdJjLz5pfst9Od/k8pRi7yAOT05lDPtnPU3HSkQU3Z+ec7/429N+rqqOc7JwgxouWeAOJSVedzcpi2pq69ti3eVpuOTBa9Xg5pTiPVRGDN40n0J14cPLt92TQ5NcjL2LZTbuUDDfvL5r39r3fQNHBsX60MdFRj05R9mI5PO+crZZlFmvX+/CmYHcDne0+EKni+auNu7N+f4aDkuj7tWiYgXrEhv1qxkYZ6hEDF7fp4jXs6xDX7lA+b6nvZ7q8fiM6PBwyTnpC3iSqxM+J59BcivcTlxHuS7coHjvk3eDO4qio2Ypo1x1e8/s3UM7rjAzGyeanfK98ez+NLnwQF2bpqHL0+Q2uY1QG9+5FObTs0WbWPE719ymMGvOTzgu0uqU83jOzM6Sbx17N+P74BGxm3hYkRERi+WLV6LULFxMb8Xe+dy6lWK7EtuP2NYFl6eF4xPG462+k7/4d2787lJs13GtGc5COwLvFZjvyCkqz5NXHt8b0pcDScMpUg9/owFnKEbgEXI76FR0zOr4rFyhLh3Hv/WX/1lEGIVH3o6f/eQP3noXCCGvBN2gCCGvxT24PzEGjzwKt4/AO+/Zsev2R7xkte6zGQy3H+OifxDjE3TxI99yu3l4FkYlQRR2dsp2eDU+PtBivvTjPoicZP+HWJ1/jBdpP9zfKL6GZFaiJ5H+w/JTRU++vHdMX4q5WwibloInXH/aV7hWVMV0dNzsdaCLqtgZVS5jWupAxzglkXV8Uo/HyxvxfR09KXgs/Tim2LsTdOSVksux82DVMSVy/b0xidOS0Cnuta0YymLcmvBJREwqdC7WHRGUSI62a0uOY2Rte9JiJbRihdiPf4/Oyp2BY9qItfDOizFfAJ1Ka2HTVrzk8+zONwmbru208o+t02dadkiKbMRRm9jHWIZ15Efkp/XHUQc9q6MXrzdUPNU2Hvea6BANFugQ7tF4UZUUqDtVR/VVRDwGT0SasBLrEtmKoES2OoQYn+vxonCvjXvhUDj0pVwrair5ufgcFMRM832+G+W6EEMxFo+8SyBaM0Uwr8Tzq/FpPbvjUb6/D5fn63+TiGX6boWip+m71G6ULgpcsF7vbYX4blrrGPa2g0CbAr53GbY5FzF3IhLCahHWKdeS2qOTeD4iDs+yEbuJyBC6gfBtE28nMq4HeNkoX2Mw8lJNRxcrhbBJZPkjQsRZjrbD7ioPhFJpsx0XTKFYavnbSRdJhUAKf6MBYZQyAo+QL4Kipy/jS47f3/rL/0wRFCHki/gf/td/ngQuhBxBMRQh5KW4B/ETIY8EI/AIIYQQQgghhBBCCCGEEEIIIYQQQgghD8uLR+CNNw2z7Tq6PgnE3uFbh214vLVpqkOyNc23dIkSSa9Cbt2fYLvw9nA4lAhOw3F481TyfEtmi/298fRG6uRwMrk6MCrvywgniFu5PomMmLsCusKnxtyVsnV8cneodP0PpxGpItpdQERE5Fx3HUQE3DKswlR0EIFIDz2dciQecj5vnKFWkYG+Ht/vvdi7/z97f9NqXbNlB2Jjxjr3Ui4oU2CykR1RVCM7F7KTDYEL20Wp3ptvYnDHvP4L2ciOoKyLdHGKi2RUhVwGdarh35C4IzBK3bSEbFENNbJzoTpqmESdwpiyUk5wSr5nr+lGxIwYc65Ya+19zj7POfucOeB5TqxYEeszvtaOEWNIKT6en+O6zq1JbgErCfE7WMqhGtRYUV6g7SCCArVbWuvB1V4OiXPxObU1evactQxFGF7FrqyWZPZ30RKvHc+JgNFjkXCMfWWnre0d59lL5+xlWB3qbNU+4G1KUNvdqRJEe89O1SG2kRxPCjE6a1MTXxe97K2u7ZRVq4VoT1f/dJUny1eq0hMAV0bV/rNdhfMIqbXBKSAJQltCYQYd2sOpHpWqVMJycL1t2ldOejFYYeZaVSfqJ29SgurqXCRvF/oiZ+V6ogbV+ytSg0rVlsSnRKGxaBvv6ExNtATFGR6PAqNt25Wj8zizw+vZeYzCKj6T7y1nl0vp9qx0u42eHfvCyk4YFtGX1Y8j4vbOmEIvl97m9DSJqzEbV5p6KO9z4+CuDKWh7KgPHyk+uXTfcGxYxjecqw78+4gIjfN3ru0GpSjOokLjEvFVl3+jkSLhdxLpaZwyVCKReBFS/en9kXZ4iUQikXgPfP9bP0sVqEQikUgk3gn3t8CLhIhJGiMede6RaP+9XQWDoCGohI9OdDogQzHjg/IoXwRLxzOBqiXkSXgfr/N0lNb92B6PMd3e+YFzEq+bCf61E1RwueQP8DfAEZ8AT8axbdt/C+kJGDZ3fZvCM5u7aIkX01kZp3S9/BYMGw9RaClT+0k3gS5SJ3js3uk5uAl0yjO1UGJ7vBkxCvDkMXs2aHX7zPaO0k8nqtYR1r16dIBuTWjnaBaC9RomZCgdpISZbZUuqHlogo2bo24dcdF2zLaP7TBWgYqRMrhx1GGDV0/s2hxt12rkJ0eIOiQ2qdu265Yr0jGZqVvgXSzfyaRVuwdZidhEzZc4Cxp40tPG9m68e0cK1bWXm5yo/KLQMWEtK1UGLcdEunAMN0jo+z1xkccYKgAWq5PaCQd9iNIPQUTUZd6u9NOOs452itrxToZq7ZQ6W7994tCrESxfj5Nyv3iD8Og63tu0rbd3a8/5hAzV+ysi+X5XfkgSVOJh8F35ARBxllYde3UxEp/i2JSI9Z4MFUgW/P2E8D3F2NsO31wc3pCcdslRI+NVVrpGou79weoIsd1a2caVfexAY87LZTOm6N9gqtl+3IDtuNLGiOhjQ8CHRel7ZzZ+nC1KauVIaPzoyPWYhN8CRD4SkV1CIMqoe5sktxKl7LwWLLpLlhKuy6v/LcYqlyNGvZWlbiLxSZGkp4+JtMNLJBKJxLeGWeIlESrxCPif/m/+6/e+hMQEaX2XSLwM9ydAPR/ttD9a5+pmP6gV0C/hlVjQf3i7hQw1y6OAtExqP+zbNW0mP/tp5tt2PDd5DzcpvyFFxfyz8xpmq1MncUqkgPwRfh9R8YmViiLpqQblNtKTpVnCdsNU5WkysaSLn5jaqD5ReiPM4FInA45URAAjAsiYVAbGxIHIRhGq5yH1sZpl5NkFk8fKeHb9vm9VfbpcBunpsg4yywsmL9TKwGKV+pgMNTvDTMHFPfeusjXaHJsI6ZMc6yBIRAKmUrirQAF14oPCnatlYeI97BObjlWf9tJF1acevtCkFU9oTSatarxuJ61IHao/Ql7Nj5peaFLTEeK4bQztpFKebCM/MXQd5BdQ+6Sjoqiqn1wM7cdQbKqDiKiwZhv9KGtTTegHALXlfJ4Wbc0MCqxwyzrSTtuScYhR/lkB0MhQVp+Ac+LQHbAhkp5n8H9vyRPfm2Fd0RWwAJySoZi82w6hl0uqQSUeC0LKmctCSk9j/LkZn4VtndRHFYBVdKMyFJM33DccQASJEBcrrm7DM8Xd2WKSSqqmPGG8cKgkeaHGfLW2V307erlAe9s5xhVRdTe/u16O2fjRwu6bmt6ZJ91Pxo+d+Ebf1EZ4mpGd1vDt/VYkKKmD8rFwZacf6+SjNnY46iKPiFL9eMCoKI0wNSNLHZCkunIUEIhRb0wYSzwU/tkv/+Z7X8KHRRKfPj6SBJV4a/zzf/g33vsSEonEB0SqQSUSiZcgyU+JxMtxw1L8RCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikfhYuL8C1MSGq+7w4apYYiuVtbtMiXI8oEUxVJpuUIMi1acjNShlCthkxfHRdrTG41WkUb2kpw3qJ9GqIXF/mGUIgLnl3Wxft6m7UvXJwiJD1efE5o7t7KY2d4tfoV8tIaki2SpqNIWSPRulnn/1ShpmidfCHO8UNVScfdJQ4Vk3ajvjHoM1kox49yxntnfAUH8yBY91JSszrjOTa9iDuzaFmorUkRrUUlxTwojPu6+M5tXWAlKRka4YY4fvq91FgdXek1YbvJa/2+DZRTiVA+3HZjsYtesAgrKTntrezdLNbO8ADPUnt6L/YNV+u3FWbxB6n341v7eu2azk5/gDtYbE54YpcHxXfuhqX86ac9Wt/Zu1GQWkCqFcWV09Fqf6VNUSANQ41aEwVUiGzY09vFZDTWXt3Toc+pod3lTNT6S24e36NmpQ7j5OlJPuBe7j9hDtt25RgJrVfW7v270Pta9jNSizrZJl8TalaYeX+OBgFVMJY6up2mYcf87+0jF2t7vyy4hi9dy+L+6nvLNjOJUnYKsGRQo/4/tppLNxxKutdC+jTa3bZi9OY860HX81hoLoZPwIdPXQnu6io0yw5d3lyvEjMPpxYDuWnLzCXUXmGzGUlNp19a5+r5419aU2rthXdrpBKcrQFKNc0r5BYwUb7wRVqH4/vS6/6YgikfgUSPWnx8H/6P/5lwCQSlCJROJq/PG//PvdyiyReCnSDi/xkfGf/bX/Ev/ee1/EHfBv/yc/eu9LSCQSHwR3J0CVQICa/kAnlcjUjWNkTLRrGT8C1pkpGXN5N5ChPLnELobCFs+zYHyJerw9bnAnnfthX3Fm7QTA2zGQTcPVBI+Eg5sw6jZriyM9Oas2JuNEos4J6QnAsLkzAs2ZzV3/EVu8zV0gPLnJJHc8Kxfr1EapbiwQq1ylEp56keeJ8mCL5yaU4+Rzr6yyJRbwvZLtnfCz42c5s70DtnYkl4uzw+vXtN4wEdXmr/o772S3AzIU3xK2JKi6Y6nvwog/bE+l0ufKxCYXjKgj0id/tIifAOR5f54opCZCIs+H8vHk4pa8hEPbO44/sr2zsLO9u4R0cdIKaNYkO5NWF8pjE1ZT27tx453wZA86JysTe1hbv8oEoV4HuZ2rk39sddfHJfB1ddMm9KaT2w8efLhkUzs8Jlcam0uI0FOtNCdkKKBe5xlx6DWIxNZrJkTZZiv2i3uI92X3UnyabgFoefbIUKBnfrn0MYGG+CRBJT40mv1dH9OyjbBIHbdaPBPrY70znnewuYvkJ/cNt0domtjo8XYkPtUddFwmMvVtv7/m5e8obAhRs/HBLVa61V7ZxiKDMDmzv8s24jYcjR9HvIYxp70buO/kmm8yfpwRnma2d29sf+fJRjLKn6sn/otCCrYEKT5GzXUdUYrzNMLULlnKFmSI/dZC3z+8QMMWCpX7P69E4rMgiU+Pi7TDSyQSicR7IO3wEom3w7/3P/z6vS/hLvin/+RvvfclJBIPj7TASyQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEg+LN7fAcxoIJLsuRdzqYQuLDgWRrgYl4wBXq0HJWB16qAbVlXfomjcrk3lbMVWDmsZNImNctGuK6icAzN5JZ6tXE1Ps2d6Z+hMrQjmLHktXym2qT0BNz9tnNncLFzqv+lTD4tQ2NChARQURMRsmtsAThTaFpV43gyVeP5YdOypq8INdV5hvpB6UQ5HwXPg+47PkY7PKE9vesR3e5dKvu6/QvwGyLPXZ2r3vqUEty2aFNTcfvXzJCi2F7Og0rJweQbPBA1DbwL7aHb2hUaVrU3GqT9we6STM6lBsc+fsPU9s73r8RjnKVJ6AjW3JZZZuXJBfza/nqk+WH3DHOFTImyjcKOVJxYYvBqqPwy6utV9ntorhGF7SZKvmxP2/KT8JSEGqJ9rKMFQdCLLDU/EWeNYulEJtuHo1qKD6dKqcdA9wH0jbZ+kR+rVd2H0Bu++lqxj2tmSuBqVBWUOAQzs8U4/MNiPxEeDGs6G+CdcnORmzzuyZaWzqxqu83fOMzakNHrCNiwpSU2UnH7fZdvZ2LcAWaBbPx+P2MNqf9WOH+B0rXb1cyII5FSVfgqPxY41XP35UHaqqCve+eWy5N37sik+z7+s4lnxLuLq2/X7raVZM+9CblKL4eC2PKUZNc5Ai7UYlitSHhetxFv9EYopUf3p8pB1e4p745//wb7z3JSQSiQdBqkAlPhL+s7/2X773JSQSicTd8eYEKLfP5qXaj25jW/uP+lq2ZKg+wXYLGYqJTUdkKJr5UmetMq7Bb/s0U0uGiBi394NriNfND/P1l8f8MX4fh7Z3HN/3FZhVm7O8M5u8a0lPlEYX2eaZ2NwN0t7c5q4TnngyyjFwRhbFmNQXFKgVVJocMDulaIlnhxskAZpQjpYiTBzCCWYT3vZMIvEJ8CQnIz8xIYrsSNjiTK+0duptjG2bBdIeGQoTyoJNCLAFVRHIRf0zp0l4e9G6YtjgAc3Gio5nxIl1nHRY4Nn7EN9MUDulEG8v0zkfE2IT8UE29nhAJz9dbVsStke6MGllN3VEenIkp50JrCSIJmZQai9aVLWkHLadGkmdh/0xz+bPk0UbPO3Nh3SbX9003FtCTt1b2/FugcfWmkptDNcnCeX+iDh0b+xM7u6mnYV300/qvaHbiK6e8LVDhoq8C4sDMLXDs/4l7fAS74nD8awRy8nSWdhSOI5ZidDfbZhbOiYvVcs6qp+dkD+ilBeT2L4jMhRXdw1/Y3zYjtZ43BZEezs3prB4Gyu80kqXx58fvU1w5Sa2y3vt9E68XtNWn+Bs/FjDfpvb9Y3l3br68eRs/Gj7Zu99jyR8b0SS8JHF3Q4x+FqiFMDviurIjDBF6cZvIuoXwqxEIBb4hTmJRMIhyU+fC2mHl0gkEolvje9/62cAkESoxLshiU8fEx/d/u6v/S/+3ntfQiJxFdICL5FIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSDws7q8A9byjSMTWXUW9mg2v2l+3alDd4uAGNahuB3amBsX7WFVno/Tkt+16XHpaUSrqrfKibZ7srTjdU7MJ8UqrWj/6auRvhTPbOxe/jNXzYivm2fLOVtJfqfoE0Kp6Vn06sLkbK29HGmdzV+oxlFcFTxSgejxXPVthLVLVlIBup7SxxGvX1hWNZqujC4W57MbyWrb3GxWf+H7kQrZ3fGxTf9qzvZvEn0FNlqC1MZyL1aA265tZzemyjjhWESD/OVFSIyJru9ouba/DDj2sP0HqBzWsk7ZkowTFaZyVCBAt74bS02invDJUsCO51rbkEqzu2vOyVfuW5lT1CS09l0XeB6RCXsLhT9Y/6soXuipkoZ1WbpaQadUpDdwU1V6DqgRlCkTX2eHN2vGuwuAsgbwaVLf7qTvpNN9AAWoWJmwUI8p+Wp/Rq7v00yg1VEWakt6k7xIZ6oLYDPF8fLTD623O7RaricQ9cGrjzONH2ao+gRVNTV3GqT6FfZw/KEIZnFIpJkpPloardzgGY2Ynfq3F+EZxN4wPhMdgth/4Wla6UrwCbimurEhsh/fa5Vn8JGr3PZ+MHwGQmiiNH2djRFMP7e8NkJW+IaLiE7/3fqGhDBiuVJM9RfgOkt0HE76LrrG221GKArBViwI2ilFTSz2gnpv2mXVePZQ4q7xE4p/98m++9yV8CKTy0+dF2uElEokjmEqPqfYkEonEI+P73/h9/LiF/3+//R+956UkGj668lMi8Wh4ewu8/luZhh/kxnYnRAH1h71AhlKyYLiWDNUtYE7IUH0OMZKh6LIdFNhYMgCO/NDv0Q7nLBfgf3yNFk+JF8Emiw5t71o8ljImk8oIR8s75QmkM9KT5WHS04nN3Zg8GmWPJ48s7I/Rslz8BLqzYRJxLJlopxQt8WqWddzfzEJpbxJhT0Mu/rDPk206iDG+LqxQjj+yvXuBHUm3BdFLJSHZD/pEhpJlGZPhQH3mRuLhyUWaaNf27Kztc7ZVTJRSqTZ4hbZpn7N8sTar2XDNSE88Aajtv07KpH2yjrClmdrebeJvty1xViWX1ZGXet+wrvuTVo301I/lSHGrKytusioJoon3QBzuqHaCY7VC7S3LDgmq7hv5W2xvL/3YwZGhOL4EC8g94tAdMCU08TXPECdgr9Ee5bYS6PerGG2qXLQ+I+67mAwVL8MOtRdvbX8npkrvN7IdSbw1+hgFOB/Puu0JiZ/J8y3e2TMv47vI6rR9I7ltN25Fixe/z9IC8GSoQIrZa4I231k7CWfRs7QxLhL3HXnawp/DStcR5/ibBa3/6HGBIBfJrFPS07WEKQoa+elg/FjT6Xb8aK9gYnnnx5M740dLT/lqOvXx9wb3v3vP8lqSlB2j4SqiFOcJhKkNSWodYe7bnXUe7yuPWS8SiXsjyU9fAzM7vH/+D//GVXn/Z/+r/8NbXFLiAXBtGUkkEomI73/rZ2mDl/gm+P43fn8a/+Nf/VmSoBJXIe3vEo+ENyBAHShudCJTU2waXAKa75uQoZiocC0ZSu0H3xMyVP/RPpCh+LfJK3+0n65IBrarklefxv1QuzfBn5iiTxiFSaGp6hPQyU9d9YnVoKLiUymOEHVIegLqhNIe6Wmm8kSkp5nKU1eKojLvYeW6/ojdJ3HXcYyZmkhUhKr3W8aEwkxBxMg+Ra+fMJj9AL+qm6RwpBZT8mnpeJJ/T/XplklpTvtd+QGm7qEqbmK8q0FZ3WRpJr5uVoYyFai23UlmXN9LYzfYi+QsAOUJhAhHelK3n5Wi1G2rI0MxySmSo9wKfDdJRZNIt6zaN8IYTTLJRb0C1NGkFZeHWD5M5Wldd8tKInFvMMG09vNExmElN4TmoriWBUa13BChiBwuGEWbxzIbMhTFMynokDh0T3SShPVx16X3eXeS1gZxXHMjggJwalcqYTKcyVCXdUIxG9vT1kJ1qEABbaI8VaASb4dIejJJFilytYqpG2tNxqxd/YnrLO8jooz7/iniiE3KdZzITUrfc30bFMfN4JXY++669ntsn0SlYTOMPx9USXLzLQQM4lzZlhUxlduWxxHmuK0mQlzdDmm4DDBsdyM/HY0fR7rz8WMnz/NYfN3m6d/Ts+9rYBxPifR2Z/RFE2XSOV5DkgJuI0rx8RoOCVOhHRDOS8pRKuKVohKJL4wkPn09MAnqFmILp00yVCKRSCQSiffGHukp4se/+rMeTjJUIuI//0/+9zXwdM3K5kTiYyBLayKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikXhYfDsFKJGh5GQqObyS1NRwZmpQlu4WNShSfTpSgxpqPQCrQW0kA26xZJil39uOtgxXqOEkKpzVQ1sVf2h718LO9o5WQU8t7/q+Y9UngBSbaEXtkc0dW+LNbO66mlRcRY+g5mFFpttcqFMWinZK0RKv7tK6DSBaKImSVJHtvwazFc26bldp9xX3vKr70izxXmd7t4eoBsW2d101RKReh7Uzl7VbUJmVH1BXnStZCMrFP8uuOmePMajHAPA2fKtXWtiqQPVDO4gOxRRZRzoXVjilJ9D1eDuSsXLf7vFq25Id2ztnWXK0aj/aI/JK/b5vHekmZeURFBsSHwysFmGVrisxsXWojHpRgvqSU29TrGX0BaYCBWBrh8fNqwhErF3eUYMq2k8p7bo3ilB2T/dWfmIEVadrxClcH7mDKgBF74NtAguptjRLV9feRhtm8JOny7V9q/bxomxsgKQr7n1XfkgbvMSr4RSfABqfFaf6BOB2G2cawyqNX7v9HY1bh3qT/w5SGoNW++JZGJuxqbfN4/ujsanqvoLTG2Fq/bmnrvtgVrob9TBgqoQr9E3SpXxY/cfKTVQMs3Rkc+rVoII6FH3TRPXQw/Ej0NWfrho/mpJsT8fW2RN7bcvnlFntPCs2g+k7QU3RrczHo+57YqYSBVyvFAVs1KIAzBWjokIU4OzuxjXZN6WArfISia+KVH/6unitpVmqQSUSiUTiWnz/Wz8DgLTCS7wa1yo+HSEt8b49/uk/+VvvfQkbdNUngjyv0FSBSjwI7k+Aeg4/9PUfy9jaTusPan1uS8fE3oQMNexOridDDRuaEzJUnzOck6Hib4c32TJM4yaRkzhHeGq2DDnBX3Fo9XBgewfQZBHZ3ilb4JF9iJYyfvgv5ZD0VMNySHqKNneO9DSzuWsTSX1fwbCO4Pq0tnLfbYBogh5hAn1iiQeE8hYslOI+Rpxc2pvYFiIvbf66ck4TFHRsJZLMvSei/mT9o16mdFWIzT82a4w+IcPMJJ5oMTJUJE8AzUaCSGYz8oQdL5AnanR4nrGpUP+3vw8N+/ot1AlI4W22yruM+HvaljgLk0Z+Op20ahNWjvTU9+nUErEme7uykvgE4MnTSGRk6zhqB5msWMcTVm/h7PEsLqI2G0I7yQ6P2uvejvd2eYcMRXVYIVNClJ3nzcH93x5cv0aTrztZ6jOlsRtA7ZmONlSk9hVM5AVZvMJn76dbtU84y6JQe7DLArPB66fsE+VphZe4Hhuik4Fs7gB0+0xHWrF0VkZFNuPZPRtnN57tY8fiySv8LUVkl25/x+NRR3oaBBcmPG7JUCGcnIm7gr+B6t/iytGGOOe2t5bf3f4uEubsHBNym0po80sgwG5skv22hTfk+WvHj2xtx/vi+JHHjErjzH6dFH8v2/ky3guKbr6bDCqcbv+b/iqiFLAlS/HfeG1tnyNI7VnnRXJcIvHFkMSnr41f/ou/fdfjGRkqiVCfD68lyiUSiUQi8RLcg+h0BLPESyLU18KM9BSRJKjEoyBLaSKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikXhYvKkCVF3dOFZU9kXPq7jVyLIcq0F1ZYMb1KCGG8yxGpQtatyoQXXJ/5c/iz1MLRmA22wZUuGkFqho9XBke8fxbHvX93G8+JXPy1h5O1N96vF7qk9R8cnSApPV85THqZHJkP0A1Rl49aBDOyWM80alokMLJVItGgcPNk4MUlZBtCSKqlFT28emeNaVo76R4pmuQ1kIGDZ4QH1vpnTEK6KbSlRUjwGCylO3WvLqMXaucQ3by5ql2yjPAGOVvc7DpgY1TbfSATWu1I9qUGNV/U22dz1+PVy1D6BZIu6oPm2s8d6hrCQeA6QCIWsr8KzkFm1o+a+Ll2262P7tdOG1z+D0vh3oGbW1K1S/nBpUoXSsMjdRhDq7plej91nnik4xnbODnaGrPHE/RCcJdq1C2brFK1avAqXjWWKJA0tTRdGNDV7ia2NXyekMrO7C0cHmrsebgulM9Yktyc5snCfj2apqK1W9FF69Z7RN6N9ObtxKYa/+A8xUn6JKUKo/vQ7T8tfarKgeBmCuhEvfQk4ZiBRvnSqYU30K6j+cP75rw0Q99Gj8CKCrP109fuzfF8E6e2/82M5Xdwa12fXOY0YTCyxlqDdFsB3hgUoUcL1SlMF9n0TFqD1LPX73aN+DR1Z5iS+Lf/bLv/nel5BIJBKJRCKRSHw6vLWS02uRdnifG9coPs1gPJBUgkp8ZNydAMU/JLqfycjmxeT1+w+DekKG6j/QXU+Gkm79cEKG6jNngQxl11Akf8D/QPiu/DB+oI1S/me2dxa/Z3tXyrB9MMs7soHQPnkkW9ITUMvnEekp2tzx5BHZ3DnCk8VZ+nUcY1izSSXgBEs8AM5OySaKnSWeJTywUBJFn3BW0MT7ScWQZyNeTWbgbyH7AYDqm5L97NjflR/6OWXBnDwB1Jcys/Pjv4b4vG4kT2zJF3vpaF8I2zvohKd+T7SPJ6lWbK3y7mBbYnnchNZs0sru+4z0ZLhcxvYbl5XEA2BGZLR4lVGnXZ5JxZrV1SsJijG+tvHjeL2NJpKTrNrcMKmPYzJUZxmgEyul6JYQNSMOvQUCqekq4pCEdJyFSFzC4zDIGO+tlOeCbiU4hbM/IrLbJjwskKL9auJz4WZCU7CsuzrbhJzS97HNncHIEjPSk5RhXWZpzmyc43iWrJtRPNnFWds5G+cx/qxjW4w8hUlP9J20IUblB9S12CU7AdjYJu6QnhzpxsrJ3rdQ/8YQZ4nnysoi7j2zVbzbpjIgly15/nD8CAzy063jRxoX6roSEV439nbDDo9YQHEseUfIsuyX/ws82XEPNxClDOpIvdsMU0s9+n1m7BvhsUAm63PiayHt77427m1/x/jn//BvpA3eJ0La3yUSiUQi4qMTml6CtMN7fLyU6HSGtMNLfGRkyUwkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBIPi/srQD3vrKQMUussr36qBtVlFG5Qg6KV/0dqUF2tJ6hBDWqY5orHD4C+MjrY3PWwrWw+sr1r6Q5t74IF3igfpOBUQjnkVdRHqk9xVbwV+Y3NHVweXmGtMlZVj+XWTSGoi1aQUkjb7MFoiUfWaHsWSkoKQnXl9nl9MFuLh4QOZaKZegxQ1YhO1WN6/Ll608zO7ih+7xhDscmHvRrU2MdKUd4CT51VibAqymtsSzjeFHpmq/aB+vxPVJ9q/laQ0xb0y2NXyc2wKhAFWay8BTq4HFl8vgBKFngqQ40SkF4htYhTYotqUF25Sum6VSaKUHTstwb3XVec1lkllZ2Ea3323E71dkV9uySKfQU6UvxgpTpWFHGKT7oO+1WgqdM9cF/2xXGtos4R9izrroVT5zGw8kuh6zlSfSoUvtbGOYS7imkJSj40TrVxrKU7tLmjMazuhDdClyQ29S2gIttzdTuvSTwNMfq3o0ovSy8dX1ylPDZRG9tTEjtUfWI7s7NvoRau3yujjA1VMCqjVD77twqVHWetTOPKM9s7YLTdt44f67jQxoheWXRjb9eVRsPvFDyWvAN6uTlL197poUratUpRQGhLWBHSY89Sb2Odx6pQ0SovkfgCSPWnRCJxhlR++tr443/59/H9b/3svS8jkUi8Mz6j0tMZ0g7v7fCf/bX/Ev/0n/ytF+d/K4Wna2B2eABSDSrxoXB3ApREAhT9YNfJJKv0H1wBnJKhxGwcbiBDKf9Yd0CGYvsnR4ayyUQFtKiftEu8H4TsHGgCoE8ktcmDme0dQJNFRzYh9YC1jPR0NGG0jMkBN1nUJgN2SU/B5k5d3aB0jvBEx+gHBeqMcAuuMrXEq8ml/4itAmeJp9pshmznjoWS0OQ6E6OmVlCPTHxCndyyiSpd9Zw8YfET8gSAuxIojtCJUjNik5EEYGQopYkqImLwpNWlHrCXqcuEdAAM8tO1tiUWf7lU4hNQJ5/ipBVQ05+Rnto1AEl8Snx89HZeBaOColub2hjH+opIhuoETPDkvDpClCMOfQNcQ2jajJ9E5vG029ogoD0DnlzvFkrbSfPpBLqRnOI2UNsUthnk66YJ+mxfHgOOaHIDoeQIU8u6a8HkFCBYWjFpUI5JT53gUq3Krra9a/mVxpxapNs7uzHs4sec6gj+4/6N5OSs82isuyH0v6A92iNK7RKodtqYzcnDO5TeFrX3YmSTZSHD0kGaudlCkc97Qro7ItttiHRHpCf7DjKbu6NvIY4ni8NePrjcCHoa+4ZWLsNEZtqQ549s74DRdr9k/MgLNGyM2OKn9naXiyc7hbHka6FWSA8IVVIOzVt92muIUsAg78U2h3FgqRet8w6t8hKJRCLxaqQN3mMjyU+JROIt8Mf/8u+/9yUkrsBXJD1FJAnq7fCeJKZE4jPibRWgwo/7ouPHtLoyk1YaHpGhdPxAfS0Zqv9ud0KGYrJKV7lRIpAsACBpFviO+K78MIhOsUyRGlTdpkkhWsm6mSw6UH0CMMhPrPrEP/wzySkqjB2QnmoeCUSnCemJ43s+DLKKIzbpXBEK8KwYqyc82asj3a6CiPKP5KMOuUl25TyJ90AlBmzDngzV3hsRpcZkFBELLHxAOuDw1av2gTF51VVW1s2kVQ+39MCc9AQkMSHxOFiNR7Fi9E8rhrKfoo6L+sy7J0MxqbFXARVHiIKqa4rfigw1IzUdEsVlJ2xYfRsjm23qt+IE+rUETCJXKpOhJu1P4nGwR3q6iVByhGsVWFweG48VbIiBst3X1VcOSE8WX8ej16mYAtvxLCv81H1MniFSSxh/8ti0pqN9k7CNYXsbtPf4puSlGcN+lndCdIr5+VlyHo5vqjlMiOrEEzr1S1WCrlUS2y2XTGoxEssR6anl6YphbfuQODcpOygyLTem/tQ/61ciM03I88LfDXuKfa8dP84UQ2fqTqQYyrjXWLK3R7qjiI1GkrqiLN1ClOp5lmWfLLWnKNXLlPWRTHAcSlE3tYGJxIMilZ8SicQekvSUSCQSXxtJfEokroOpQaUSlMd/+3/+397tWP/J//q/vtuxPjuyFCYSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEomHxf0VoGz1JeCl0sNqZqf0dKIGZauTb1KDstXIZ2pQtgKTV7yyvVj3b8hVj+8BU39ipacejjZ3vHKaVz3HlfQntncA+mr5sS1uVbyyPURYLX+k+mTxVdlpHMPZ6IWwX8mr7s9ISGV29auyu3rWWlVD7HhSpNuNyWXYmlULJbKvaLZpdXuEq2Xa3Doo8Q6Iyk70zoYaVFNWIetPVofCGt4tv9872JYAGKv3eUW/reZnyxKzKUnVp8QnQW9jC7wwH1ngqVBbrNLrrpZRbzne6mqvHSzD9NbCfDuqTodWPSzEwipzpCBi6k9je7Q/zkLpol6h8ExBhNsga1dWHbabQTWkp0l8OFyr+nSVos4R9izrrkW3VhOKonFqKSEtjVWj6hPn6ZbdrxvPsrKTlqYI1dWchNScxKs80Zg2WuA5laADzOzsVCbZJsdh4V+7vv5MVqVxLmr7QIpXrEY8LO8Uquuw2MZQoXR2eNc7J25wlZXizDLRbmRimViPO1F9sjS0b2p7h6EcNitHSipPKPDlpshGtQ/AVD10z6Z0ox56r/HjZB/jLceQ1xz7u/LDoUKU4VqlKADDFvcs3cxSrylDbVTGAGeVd2rDl0g8OFL9KZFIRKTqUyKRSHxtpOrTPn78qz/r4bTDS8wgz+uXVoG6p+LTS46dKlEVdydA6fOz257+0G+spEZQOSNDOeu8a8lQ7gduf9p6zvYDeSdbabO7q8fotjOd/NQmHl8yAZK4GX1yy8hPNilBk1nCEx5SIJEQRRMebCtyahMC9MkiNwlg5cjlARGb5Jz0ZNdwQnri/M5WqNsmKZGcUDONGXCyygsPlq3MFFPLCuEJZVVHjBEiDToyFEI48e2hg2CxsbmL8ba9qgsLx6+cb+zrpAOglpNbbEta+ND2bseOKklPiQ+J0OwxSWnEheaR23XiV6s2MlSvu0RsVRBTAb0/qnZ4RIiaXNObgolPZRu3SX4B2dlhdwI92t5Zu1LbLOqPVCHrIDMdTaBv2iALt3hrf3jSPNudj4dui3xEegL6d8dVhJIjTCzrrsXG2i4e1xEOaHtGeqJ02rfx6vHsEYmfyVHe3jkQpybpzLa513EaU2yfxXxbRdBNwAREHqrfcDKx7KrfBhZvz1/8NlC/E6xhFtlY1PUzqeIu1l9nVorR2s5dDBNSZJQrO+7B4o/+fme2dxymRRlskQgqN/292Lc4jS0PLUuPbO+ATn662/jRyPNt30drx6+9nmuJUgCNOQ4IU0eWes46L1rlcbuZSHxCJPEpkUgwkvSUSCTeA3/8L//+e19CgpDEp9tgZKgkQiUivhIJ6i0JTy/Btdfz2YlSX6P0JRKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiU+J+1vgBQUopZXTstBK2xJX3h6oQdHK56vVoLpfwbEaVFdrcNYCdP0QUoGqMYlvCCne9i7Y4XU1KLNzEF7RPFY6o69oL02BabvK3mxCajrxNiEFbvU8qz6NFdFXqD5hrJAf+7iexHj048kKUmYCqWWE1ddOVWOrttFthVyeieoTUJU39lSfSClKOC7x7WEqT7uqT6T0paQQRunAalBmf8er+IPqCoCqvHKiugJg2JZQ/K7t3R3VV5xNUsBHUwRIfGwMi1CqM6pQyGgfSV1BVlJEanmcYJ6NOUL9hNDQSIXCGJalrq6PPqrue5822FliBdR+Z4SPbO8AUhCZ2d7NLDiVtindRkEktEHAVmlOqa3LNuIDQwrkR+MTJqo+1WBT9blCUefwVHuWdVdfa1B6msWz4k48V/HpWK2Hv4VQyhhn3jKete+iIlUJl8ewU6u8VtdprDpTPu1WljRWBY9baRwyGk54Gzyhtm2lz7kizuoOov2R1M9I/3z6t2Mp1I6SWlK7Bdd6mhIwW/G+1O75WivFnXK5UXyytPZ3YvmtVm64HAXbux7e+Rbi7yVWEYOIa4vFvhUAN3bsbfeF97WbmqmH3nH8CDx+G37L9ffx7oFi1J6l3kwZylnl2SFf0v4lEolEIvEAeK3q0/c/+fnuvj/+7/7eq46dSCQ+N1L5KfGZ8ONf/VmqQCU2kOfmvPBJlaA+mvLTrbjl+h9RLer+BKhfEwHK/eCrUPsB2chQ/GPuARlK++TW9WSoboVwQobqpwVGuuJ/Bh8kqJpSvUtC4s7o9iZokxzA2CY7PCxkeWc/+k8mAWDkKKBO9Ig4S4doEwKgTxZNbUJ4UojC0RZkRnoCBqnpkPSEkd4TnYi8FKwnvH3QCMfJZpfOKsBlQnrqYYyKcgmTHGyFRnivSfgvDVcmBpnJxa9tu5MEiHTA8UaqY8IFTWCJm8w6IR20sIu/wvbuNRNXbKG5sexo/VAkRz36RFniDqB2zzGWVvRKJEZ6avFSaFtpjIFRf9gOr0ZQcBn7a/30ddeF23mU6rQyYXVyrl3LqVci3pIjjkvot26wvbPwru3dzELJ2hbuky7D/qi2S5M2qO3jCfROdEh8ODhrZCaHPD1tSU8A2cpdSSg5A+c5wx7RybYbHOFpZonX9jniCZP42bpsofiXjGcXuHSIhP5AhurHozC3AzYu7UQnCosLUztAbds4kJ1nfIv1tTI03u7hMr77VKpdnFkG1rFRI/74y/WXLwK90MVag/ea778rrBQPy6Uj4vnysSE9Wf7C+8rQfWYLPJHTbyHAk+D6OLCPLQfJib8t7PuBvxsOLUs/wPjxUXHNPe9Z6kVi1J5Vniz5A0ji8yHt7xKJxFuSn/b2JykqkUgkPi7S/u51SDu8xFfBP/m/HY8BPyOuIUt9NJLU56TdJRKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiS+BuytA9ZX0QJVMn67KbmpQbVX2mRqUU3q6Ug2q2x+cqUHZylbEhd19mWv7vx1jumY4cQ+41f1kcyfLMt71sgyVp2WBxHheBU02Ec4ihO1DCpUBsnewVfCHNiGoq8v7KvimLnWk+uTyTPfBFb3dVfKT+CPbuxof05GqxqqUhxRFVHdVn5z1kO1LvA+iakJQCOOl3KYC1fexGlS0MGHbqanyl56rrlh8WKX/prZ3M8U4Q7dV4bK7OkWor6ge8KXQ27p19AU62kAtXtnOqTytCth+iKtrrgWcNIfTdPDqKapC6k6sIkV13NVp8fvcgfVtTXt31HCiIiFf76ntHdDVnw5t71oYZJvkLJR0qIuotUsTpZCZgkjW/4+HWbvex4mlVBUoICjjlGqPfI2izh6OlJyuwczabna8Ipt9UfUJqONHp/ok8GNYti67dTxr6ZzCqV0PghpU2CZFU7Zqho5tP26lus/xum0/hAVrSPFJZXw7StExBBXpDWL97pPRZqsvA9SSe6jSd+SwzXsNrrZSjEpPs/ioIhZVnyjdtByxBZ5gapnYw6Qc1i8lfE+Yaijg2/jeXrNq35Fl6YHtHfD248fPjr3nE5WhZopQwHRYk0g8LFL5KZFIvLXy0zV5UwkqkfjaSPu7j4VUfrov0g4v8VnxFZWfbsGeStR7KUPdnwD1/Oy2bYJCRQZxwshQxSb2TshQZGV2NRmKfuQ9JUMBNTz9PVrACdkOT3my4gZUG4cJimysxHo8TQBIkW5z81354fP94CvD2k6WpRKi3CRRKyuleDu8UsjCgX/MJ2JUm3hwP+7by4gTPyc2IT1dnyMRmA1ePRe2pCfUOLePyx0Vtz4pRJPe+5NHx7Z3Pp1SOrOpCLZmlxG/S3pSdQSZz0CAmtovGnYsS2bxL20bXgpHjOBtoJGXLN6TETb7nA0NEeEuO2XAJrBcmQikA2BuOfWGtncbAmWLZ0KIMC/qchmEqCRDfT50ElEj2VhDqsWXXU4f27Mxux7iQl3fawZjWj5doThXPzE6GLoEUaXw9vJH/X/7dqgPyWKfpOriZxZXu/3RxbcrU9s7oJOfzCpv10JJV2DVMWbMCfTHhFnZWbtufTUTRcpSSU91Rx0LXkMoOTxvIJtckyfm5zHs5Ljd1q5s83TSU083jqN0TyoY9s4iLxvPFk/qH2E/huWxLpOjnK3uam1BS+bGsIHQrz5+Suin/N6/vH1X0Vh+DMzbdyDM9m7tYUZvne0gl0CO3eR4BfaIdLFsRbKcXWu3dpyU60hyOipHVFZ2be+IOAfgqu8JTNruDWkV8P2sjRdpzHhoWZq2d3dFfHZTQhTgSFGJr4n/9Kf/Ff7ZL//me19GIvEp8Lu//Yf499/7Il6A/+9/9D9+70u4C96T/LR3nCRDJRJfC0l+SnwFJAkq8dmQ5KeXIxKj/uf/y2/TD6YFXiKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikXhY3F8B6tdDAUqKODGEqAbVVX3O1KBM3ekWNai2evVQDYpWBUMU2sLbdblbFah6fxQnk3yzJcPijzXiYpSQpURVN+rPDyDlncsm7yNiV3nH1FxIxUVY5YnUwrSpQAHoilB1H6jc1NXz9my1jBXRpuAE0AroA5uQHiYlJ29tN1F9svCOBd7GCiSspnfKPcEi5Mj2bqTb2gzZuaYWFaYMNVN9WofCj7OxeHRElYlupTjKm8Q6u6cGsUk3T6Y3xs8TD9UV2waArTXeiHD2eIrte7b3qztlwOJnK/qb6kqNHvG2ev9b2N45lZBlqQpA/E7smoChCGVqULr2Y6eywANCST2iRYlIjW8VS6Oyx177daDexBCd79qL35xmqcdmdSen9NTrqleFivX+W7XCe4ouUHhFQmpbuA9y7Qr3R63tObS96/GrV4Q6slDq6nSpIPIocMp+s7EhUNv73s4XN140K+2+TfkNzkLsCHtKTtfko7BTiAyKT30fj1uFlUplq/pEeYZyD41NbxzP9nxurIyNMpRTP7XbIAvlrgDllJ6s7iMoQ0VloXE8p2hqeS4KpzYVVPv6c1wAQYG2g8QwQzGOZ4qRdQe1qC9VwLnWSvGoXEbFp8k+Z/Ft5Smqh7Xr4bIys0y048VnDpx8T6zaVWRhyqJBta8eb2tZqjyWPLAsTdW+t8VUEQr4NL85JBJpf5dIvBz//p/9f977El6Nf/yrv/vivPdSfjo6dipBJRKfG6n89DGR9ndvhx//6s8AIJWgEg+NVH66P/7v/5efue23UoS6OwEKa5BMtx+nJ2So/gP1CRlKFvpB+loy1DqIMUyG0k6KUf9DuAjsV3ZF2SFB1b39/jBjPVnyQHSSkH/P4oDjha41TJrYRJCq9B8mH/FH4FPbKrO5WwYpxT0jntjibbK5c2GbOCC7CCZDuXRCk0kTmxCgTRC5SSEiUdEEUbQLiRZ4NtkT7Y/chM8OGaqTnw5s72o6ndsMAZvJ5nGs9Zj0xBNE95gkeiccTrLyhKeE8mbh2V86xuF2j9+5uGtIVDSZuLcN0ESk7aP35CzvLH8kwrVwn8CyMkCWeLMJrBofLKfuTTqIxDVg264AgxhDllhCk52dDEWTb4/cxn5F/Mn6R/2d6are7nBVYJlkWnWjiSm9TNzCRHwdtIz6GV35OF7cPvH1ve94s8vsxCZH2F39PrsG7pOYtIBAhhrtj57a3tX4dd/2bmahxAQJ6vuyXj8AojVytECOpCcAeFrc9imh5PQa5gSqGTY2uBNrO5eOCU8t3Yb01MOUtsCNYR2JnwlKJ7Z39Voi0YmIMEyMKj4fxueTaxNsPLtrezeNPyH0MwGHxr1QakucvTM2xCgpO3Z4IlBZN8ezbXveL0YkN4W4TbpYLveIdBuynH0by3k5aulmlonAzjMHxnvZ+57gseO6um+IQ8vSyfhsalmapNVvinzOCcZ/+tP/CgAe1govyU+Jj4Df/e0/fO9L+JJ4DfHpW+L7n/w8SVAPAiOyfP9bPztJmUhUJPkp8ZVhRKjXIElUifdAkp++DSIh6l64OwGKfyT7rvzQVwu+hgyl9oPoLWQomxAIZKjxo2xxP37rQj/aY71eDYp+nKbTjmsE6g/YpoQiUufp15FGiaDFikZ2r6prfRY2Wb8s4wpWfdgVmVeptvSVzu19xEkvnvghRShdRvmIYV4Zjzj54yZ4ePLnRPUJI70jOh0oQFmZL26CAS7MhKi4b0w2wE0qz1SfLDxT2bA808nmVY9JTzPlnwfDYTnk8iY76mNWhyeqDl7pIU6+UplgTOJm6aZ5d0gQG2UopwI1JrRcnK3cBwLJaVIGHBFuPoHVT9/y32tCxd5fJK4B/n12cqQ9uIWJGJcNGcquWIA++ZZqUIm3hpZRjVn1SUIT65Sh4PdNyVB3ubjaX9k5ah9lfcNoSxzxtvVbPIneCbah34p90KHqE8cfqT4BfcKcJ9F7O5X4sDhUBmVyiJROanGEeZGqDErj6iNCyQyHRKZrYGNSJqvsnF8FpOw0yEyOxCKyT3oSOBK/H4ter2LqyVFjH+h4ENpWX9/dmNUplzLpKbQRvR0IbcQeoV+1Eijt2Osg3TjV0otOFCzHY9devhrz1MrHqtBCee4JJsHNiHczZac4vmRiXysT8dhWnqakJ8qjJX4XCcrz+L6Iz7yGcf33xIw0D8zbbiJEHSn25TgsYWASjhFzEokZkviU+AhI4tP74R7kp7dUf9o7VxKhEolE4u2R6k+Pg3uQqGZIYlVihiQ+fQ68Zi1rIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSLwr7m+BRzhTg+o2bpRnqgbV7dBuUINqK8A3alA6OF/OAg+lr46uK5Rvs8Mzy7uxmnisMlZno9UUqZw61FixPVRKSNVKSrfBs+P10xapzxOPpU7SVVtmtnchfld5p5S6ut/iC1kcsg0ErZ7vNg/LZPX8MtS4bIW7WwnPq+yj7V0PHyhAsSqQYKPgFMNmCTTsREjZSYPKE6tDbdSghnLPke3drtrGNapPTSVK771S/g1xar84UZk4tF9kS5OJNUlUgHAr+lntgffFxmdHdCIqvuwqwMzScRyrPAFTdShnDdOVomylPqlB7azgv5fyyub9ReUuYGOfKSKjjK5UuYp4NajLpZcDBbX4aYeX+AYwFRcl9TZne+fq7Hb7nq2wt7ajc6lXdvJqhXQRrZ9xKiJcB4/6oyPbO4s/s71rx56piABZjz88ZtampszYlf7KaPPpe0AtPvbV2FHU2b2GsW+q5HR6DxOlp37uoPjkzkX5nRqpV33qx3AKP3Dj2VtsnP22Xedk3Ev13auTtrC1ERN1KMQx7GWEN7Z3EzUoG4e48W1Xg1pduo2Fb3/ABy1lMZmrN8CO8thUbYzHnJxuYplY98GXqT3VJ5FQPoTs7KKdoJ14azN49ffE2TeEtd2TNhpAWpYmrkKqQX1b/Kc//a8exgYv1Z8SHwGp/vS4+JbKT7NzpwpUIvH4SOu7ROJj48e/+rNUgUo4pPrT58GbEqAYMzKUEXdOyVBsTXQtGUppm8hQ8efuboF3Yoc3/xlc+hXrgo3Vnf0aLzImMqRNwNgEpyhN1qjWbb4PALLosMGrCQ8n5z/yj8OHpIU92yraNyWeWLpSvA0EkZwGUUocOaruY+IKKB60vSU69XRxsoi36XjDzgRtgqdt6jzcre2I2OStRJhA5a3uhCcb+qSGJzPt2t7FyeYT0hNgxBea5HgpbELGJsPsmavclXhylf2ixe9NsrIFTbRfnJDvzPJuY4sHuAlRLQhkqMk2fFzdEbd33sUuOUqv244TiM5eZh1tYLBFfLMJLClz4hqwtc8s1Java6/IeqEKCTjbO7Yc5fiP3tYmPgEKxjgJNKzRQTBSBMLjTv2+2RavkwlG2Ei5gJEZ5qRc129d1PdXgQzVr4ttq1ac294Bg/x0YHvXw4EQlXX348KNE2fWpkY4lp2xYBwvsh3yEaHkDEdEpjPMrO0210HbZHMHiWHskp7cGJbGqY6E7+ydt/Ez27s47rVxbI3YjlsBI0MppuR8blcu1D5YnpntXST0R2LTZbQrw8YZEBqrbix8XwouR2VbpiKh7morxaNyuVf+2OaOylAvT3ukJ8pv7TQQviHObAYnz3z2PeHab/qGUP62mJFWgbQsTbwISYb6NvjoJKgkPiVeg5/+1b+DX/6Lv/3q4yTx6X1xD+u790aSoBKJx0aSnz4u0vouwUgS1NtDnlfoUxqSJb4tssQlEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJh8U3U4Bi2Mr7vsr7RA2qqx3dogZFNml9teky1D9mSlBHdnjauGKbBd/drq+upu0LdHklN63WrulIoYRXD7M13hJUrJoNnt17t9qbqJN8VIummerOru0d21aZ3QngVvd35Z2WXxeZr/Qv4lfLk9Wd0irojcqTjFXyXh1qTw0Kc5sQwK22rnZ1Y7V1tMDrK6xtVb1tr7TPqXJgs3obEzUoCUpRh7Z3UW3jSPUJ7RpXHdtrrGE3ohRXtuuxL686ZG9vgE15OyyHtG9XZaJE1acddQBWf+AV+PAKDyMubgf1iCswU3651iJvX0VKwyYpKugoO2+1gt+1JUF9wSnISbDPLMT5Df2Jrv7B9r4i7fAS7wRlijqpKinE9RlVBWpSV3UaPIT1O0eqhD0+9l2kSjhUnuBslKJFa1cNIcU4WZuS3IHtHYCh/nRke8fxaXv3WJCCXWvT2LZz/2t9QovvKp+leAu7PQuxI7CS01X34I/vzuHUIH3/7i1yvVrPNapPrBrVx6lxG6YA5eMPbe9a2Ckz8XiUxRRb+8AWmt4qT126Gq+7tndmuwbUNkEUXnWIxiFubEttibPwbds3g99ltDF36pNBGcp9T1A5ikuRzsqlKT7tla2gIran+hQt71iFa7TFJzaDe888fk/std/0zcCqoWlZmrgnTKEolaDujx//D/8WP/2dXwAAfvmnv3jXa4lI9afEeyJVnz4P3tP+jmHXkUpQicTjIJWfEonHw49/9WcAkEpQXxxpf/e5IKov+fX3/ojkhPq31Mltm8wGHFGhW8Q5MpSRDMw+jiZGmFhTSrVF6xMqwSYjEGn6D/9LGZMpTKQpgvVJnG1D6ZNy9AN+syGTZ/px+Hn7w7BcVuD50tPgcoE+P2/Sndm8GN7zR+ON7R0wSCdHtnfAID/F99bCFq/L0t5H2/c03pMWmgBYBOtSxqTOwpNlY4JnfQpWIEu0umvplu1k0cxmBEKTQitQeILnghDmMsSTxSNcnseEcmnla5Qxshi6rFvC0zW2d3Gy4oj0BNRyx7Yjd8Io8y+zL7qmXTkrh8KTrrNy2OK7hGMZYbZf1EV6+av7QOnQy6uVPcujpZYz3gZGHNDKCZePC/p7d2XoucYXLisWfl59O3UZbZM8U5l4vkCsbXq+VKKTvafnZ+DXNazUZumvn4G15nlNW3TYltj7fHraEihbGE9kpxmtHV9KqmjxOTH3sdDLSlkgP6pcb3l6qmWlbePpqZYXoPYnT43o9tTKio0DnqhOL8XVaeW+ZhGsFNZ2aC1S+4qF+w1LR3W51fVxvC0JCggERsWW0PiSOX3Xz9S/NR6jvXDxuu2fOJ21HTYWcm3O2o/hxkI8gf588UTcZ6p366ibZ+Mhjs86+hg4rLtArb9lgTwRWdnC3De3Ojz62QJYeEYo2QPvmhGZzjAjOoVjRwK0s7kjUksnRZ+QnpzlnZGceh7ed2LjPBnPdmu72RiWyZNtnMtkpkLtR29LJoSn2XgWq287tkQnOwaR9s2CjSx4pxZ415L2o90dk54w2nX+RnVkqLbPW28TGWoR/65n1omRFBVs7lyZiqQnyzKzvOt2duN5nNoMHjzzep51blvawnGc9doxfyJxLZIM9Xr8+H/4t7v73pMMlcSnxL1xrQ1ekp4+Hl5rf/dRyE8RSYL6ePj+t3723peQ+GBI8tNjIC3wEkd4LxJU+bevE4D46PjIFnhJfPqc+LglLpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCRO8C4WeDPw6s6NNZ6tRC3ihA0OrfGaXZzqOpRBwjkFc6GEmR2edJ+0obzj7JCkqT+Vka7b1AkG1UwFZoPXr5ctE9hKwVaxq7ZtknzhezDVqGYZ1q+JLMm+Kz+8ywrame1dD5/Z3nF8GeobM9WubmeyjJXRw/6D4tsqeFaHAq9wt0csXunJW+X5FfdxVf3MHo+tgrr9HVkH8T62CKl2HbSPrEWGFYWCrfOcMtNKtkJN8elq2ztgrNZmVbGo+mR5WB3nTjizHjs/QFB9AnwZbGmutl+clcPSlMd4Ff/EfrFb49FqfLaxcUovpAKxtcGjNB9Cv+/b4LQtcdYzTQFwYp9p6iCy6nhPpFw2e6xc9o7KZKoUJN4KGyWoHRenXXvL6UFbnmCpyv3LxuYuxpOKiFcUoXi2vqI+DmyhtMIrD7JSC9uwklqbqT+lQtsXRLBAPrRG7iqwo8/VpWwUdYATVacjJaczRKWnFrdVohrncvvcWOE61SdnecdjDFOEon0WPrS9C2PWqTUmW+O19mJqlUfqcTW/V3yajWdNQdfidxVNo+Udtx+xLbkVds87Nsf9W1GExsfilaJKSLfQ96CyxTl9/3J5aIplwy5e+7ejFK0WqQAENczfhNwuR8u78Z7omSuObQaPnjkwvieiwiawq95n15q2d4m3hNniAakGdSuOlJ8MP/2dX7yLClSqPyXuDfnLX6ey0xfER1V+MqQdXiLxsZHqT4nE50Da4X0tpPrT58WHIUAxNmQobT+Q3kCG6pPhRBriCeuej/b5+EZ0wLohRI1E0t3AROpkep8fEPQfxUV1/K4rAojWH7Zbwv7jt46JG1UdP5DbhP3utbb4NjnfT7XA/bjMpJG3/EE52o5trKo4/sj2zuJ3bO9qvPjwEfEERnKidDwRxLZERqhy5KYZGcpPOPHEVD1Gew7sDGeTyDSRHCeWXDxPPtOEkZtkWgcxT4gMJYpuWdHJe9fa3gFzO7BAegLgJp1rvtczc7iOu3J9w/Ej6cmOtWuh+QL7RZQyCHiAn2R1k1atfBCRDtNwIDnRBGckQ30FHNrecbzbpnfT2wRve6pC5MBwzj1umQAbwinH27XmhF3i7uB+B6HPoO3dljHuUKDMCLWzfseRnqgPOiHl1jzqSAyOlEskJ1lXSrP6PonsVdWRGS6ntndA1sdHgiO6ltAyx+1ZfCCk8PjP7TNLbpQAAQAASURBVGNrZMBbiB0hEpmu7I8j0WkTNyM88bmYpHQN6SkSnmis6/LweKOT+G0fEa0AV6cdmYls7rZkKGo/iBwVyZPDZq2l6Xaa6sez1xL62fKO97FVsype4gLvF64UT4rq48DiSE4APf91jD9nZKj+/UpkKBT6rrUOgI9v72kFPXCphChejMPtcrC8E362vY0lMtrM8u7omQODpHpge2d5uP3uH9eJxDdAkqGuxzXkJ8NPf+cXPfyWZCg+Dz6wnULi8SB/+ev3voTEO+Cjk58Y3//k50mCSiQ+EJL49FhI+7vEtfjxr/4sSVCJxAPjQxKgGC8lQ/UffMPxeMKasT/hXToJCmiT5v3Hbu0HqnPp45pQZEzKiYyF4wUwFaixz34cL7TqubzgWhtxqv9IrnPSiK4bBZ3XTBBu1HhEMBRYZKPU0sNnqk/AhrTgVXhkE2Zlp0g8AQZ5aTbBoyKb+COlJ4vnPJwOBY6UtKewMSU9AbX8MJkpqnQwGYrVMmj1NtSvpJ9OMrfwRvWphfdWaTu1p8vFKY69aGV9gCqtXAe88s5WDO0QXPZQiic9FZ60ul19LJa9OMnqlaHgJz8d6YkmVMWXV6f+wOSo1z/mD40z1ScXT22JU2eweJucXOjH8VbmFfN21vZN4ydqUFYnUg0q8SagoqshMGtyZ2pQXVHQ9SfqC7ojPdE+jm/5D0m5QFd/2iPliiPoNkKukaRmfZKOPkxbv5eqT58MQuPC3k+XEc+Kfz3PlonU1RiZpM5kYh7vBWWmPcyITEfYKEodKDv1a27bU5UnwJHrz0hP41hMvqb8k/HsTMW0XOCJTUptiWsXNJCh5iqmnC7md4pxTI4KhCenQBQJ/VHxyRFtqC15wVhV6RsHZR1lkYj1XbkX6OPAXXWoSIaiMaOdpqtIWfwyviOZDOW+N8Vfhr+JreLTILCuvl0OpLOaRt0iiF2Vragie/Q9ke134gPgUclQtxCT3gOOpITXEaLisRKJeyOJT18Tj0R8YqQaVCLxMZDkp0TicyPVoD4vUvnp8yOXSSUSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEomHxYdXgGLcogbVlTkul+li7lsUPyDLWI588QpLfdXtim6DZ8cYCkTS1Q9UAbPBq4emZdpF4f0mbrzWIs06YqyunarmmFpPP8FWEeom8GpoeNUnAFurKmAothzY3gGkunNke9eO7Vb3FwFIDaqvdl/EbTsLPLICsZXvUyuQoNzjj+VfIStwDCUmuL+sjrFRg3I2I+rCuyvmlVZyk5VFt7WIKhvA3PaO4jc2FYAvR2El/T1Wbn9Xfhh2Y+MxeDWna2GqT0AtZ6z6JGVYpkU7vFvsF0kRihXHvMrEKG8IYVZ02FrgjX1fxQLP1J8Obe9a/GFbwm0CW+KFMtTLV7iOPaEtVnwyOzxWh0o7vPfDq220Gk7tsO6MjVoMMK3vKw1JasaQRSfRCgipuOwpPrlw2HbWeMC5KiGAbn+3o0rolAs5nlVEWMGF+iqsa9refXZ0+y4ha7vWjs/aco4Px6jhEeeskWm8HjGvlzKPn97DPMzWdvU6xv6oSOXUnK5Vfer35/cdK0B5G2dvcRnGqdxmsPpbVIOy7QvgLfDG2HTkt3Hqtl1gBaIeZgu2maJpG/M6VVPX5pCi0TUo7Xun2DHoXUmBLHazpOy0wpfLYI+3UYMy+3QRZ6/X7dKlvsyudLzQN7CEskzfm64ezCzvLvQOutITqnKsPctoecf2eBObwamN9t73RLbfiQ+Ge6pBfXSFpm+NVHFK3BO//Bd/+9XH+Olf/TsAkOpPXxSPqv7ESDu898H3v/Wz976ExDsjlZ8Sia+FtMP7XEj1p6+BhyJAMY7IUJEswSQKxoxYZOn6T+EiEFmh7YdsUaUfq0E/LGPY4AH1x2ibSFEdP1QbIaLPRGD8qN3s9ix87bX2iZDLSrMV6JZ4NYn0H5YdGQrYEqJuRCQ8AXBEBZsEcLZjjbBwaHvXwoe2dzyBtRSaIAuTW2xPxqSnBWEiiCaVwgQSTwoN2zzKYwSqzoKgB6Lb7dkEtrfAa3HrJA+ToY4mjHiC2dLESWYLk2XFZrIi2FT08J1JT4w/Wf+ok0iYyKgA5Kk2XRLK3QY8YVq4DATSU6HwS+wXadKpWinaRJd4wtMifoJyYr8ItmK0MhgIUZ8ZnYxpJKcj2zvgtrakSG/LUbbtLDBva2dV2sU3smnfv2rvkxLvhCMbLSZVuDw7lWuTbp5sjxBxNVHiBvT2YlJguZw6yzvaObNldWHe7gcm4q1Z4+nOPmdvdULKBcaEejuWm0SPlko0gQ6AiLhpm/QlMCGzKvfvPV0gEjHxGSCyEZx98i4mRKarSZKR6BTjIhmK+vpIeJoSonrYk55cnpl1M41hUWy7JQvjUWdZ52zqQO3AJJ0jPVketr+kNI0MtWeZ2QlBRrhh2zu2w4uWd7rdp0z0uRYXeEK9EaIAoCjUziMFKO3auhXjxB5vRoZaeaw6zuPSLWQDSWQoFF6kA7gGnMv2zPKO7bLJapBtszeWd/wNsWczeGJ7x/HZfic+Kl5ChkrSUyLxdrgH6Wl2vN/97T+863ETHxufgfiUSCTeD0l+SiS+JtIO7/GRxKevhbTASyQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEg+Lh1WAYkQ1qI1azIEdXleK4kiRvhpZZa0rby+2TTYBpKoElWqDV8b2Squyu6WBas1CK3FNhUSxTsOH1wqMFbki0JX2FqFV1RevBkX5NopQL8DGlmym+sSr702x5cj2juJ3be+6kpOpu9i2bNScAHSVpz3lnagG5ZV4eJ+FgzoP2eg5uyBahO1W1bd9UWVjpFN/jLgP6PZ3eyvmxa2en6hsAM1KaLuS21Zlb2wqWrq3Xq1tx/+u/NBVPjZl9UdXNGNk0yhmi8aqT7Qavyst3GK/aApkgCvnKr5M+jLmy87U5q6pMbiytxWweHOoyPxcRYYiA8cBVSmhQYp0dbxoDbex3wwqT4e2dy18S1vSm9XyMsW9qALV4y/jhuP9pqrBOyPaaMmk7t9io3UYd3wN5+nm0VFFatgcWcTkUKTSAmz7no0tawsf2bI6pRdSANz0dzvKg1NVQguzJatLN1RIlOK7gojeqOKS+JDotqczFaazOKfIQ3W6jH1eDSps9/whPiIqOd3YCU+Vnui4Y1s2+/r+G1SfOH5ugRfGvXw/QbHJ12/ax+pvK0ZdX9u+dRzDqUPxsZ1qlFcgYsvMbse26r7t3eWytbzjb6GZBdsNkGUZZaQpQgHxe2fck3bVUbvhEzUoKn9dnWulPKYGReW6u5Cvk3g7XlT6jZZ3/T2x4h6pbM0s7/gbYs9m8Mz2rsXnOCnxKDhTg0rlp0TibXBv1acZ/vGv/m6qQH0isMLTH/93f+/TKz6lDV4ikUic4/vf+P33voTEJ0Ha4T0mUv3p6+FTEKAYZpvFtnedOHRghwcmM13W8YOx/XAu9AO8Tb6xHUNpkwNkbdezLDLyFG/RxxYFIlIt2YDr7fBExo/+RlKYWeIxGapNJm4IUa/BriUET0YF27Ez27seLzi0vWvnYas7R14KNmTOAi+SS9iaRJjohDHRzASVaI0XJo/i5LPF81+eRJ5Z420mmS1vD+tmIpknjNxExGySuacbE0tK8Xu2d+86WUF1UFZ1ZJgZugUJMKxzJqQnZ6XzQvvFTTmkCUlns0gTrcqTtFwmbbKUJ0ItPGPizB6Vn2/tcXY4/6Di9s7JQpshNOE26n4Z5FO+7LWWNba6G7N3GJPfRn46sL2r6cuL25KXEE53H7/q/H4vlw3pK/HO4Dp+ZKNFRFmXN9hoTS3uJnGzdNfm3c0fdDxFAbmMMMef2bK6PLS96buAbnvlbFn7udTlkUCIiqTcerxIjJqTcmt8mED/CH1S4j4QatuXhYjK11tXqvh6PLOLi3Wa6xZbI+8hEpn204WIDZlJwvYkr8QwkZYoz4z0xPFM/J+ms0dNtpn23WB2dj2etiNJMo5TvQVeO16zuqt5wjiVCZMXaiNmlpk8nrVx6koWeC1eKd/Ugu1KG3ApsrXCtX6fviM72bZm2tjjHZKhqB/a2OMBgwxlC2tExreojPFnXaQzvji5zEciKj9nI5eNfdwOhza5P8sTm8ETG+1suxOPin/2y7/pSFBJfkok3gbfgvyU+DyQCcH9s5OfDHafSYRKJN4OaX2XSCQMSYJ6HCTx6esiLfASiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEonEw+LTKUABQwUKwLkdnqmxXNaxqpxX8a7abfCAugJZnRqUWNCpHChkKCI8la7sZBfSF+IWQDsPbe0rqnXBdeokKx2MVuzW2xhLvp0alAqwYKMI9WKY4tPMjiSqPrHt2JlVFYbqzpHtHTBUd5y6DqnwdCWPIm51v1PkYXUAU5DiVfflOA8Q1JvA8WHHROlpk59X2Nu+oLLR492q+7B6fm/FPKlvKKtBXS4Uf/k4NhV9dflllH+RGk8vQZ52mjWu33uqT1xGSyh7L7FfjOXQKTQEi8WJwpipQc3SSVzYtlGa2NEq2lOtkKEUsL/Nx21hZyNWlQ7qLumKA7IspMSHZlHT0hWZKneZ+tOh7R3Hv6QtuVVxj68PpBpRdPd+q5rF7TY7iXdAtNFiJahrbbScgouVtXiene0QP1WHmkAX6iuaMtPYefIXQbWl7Tu0ZbX8urPP9Vutz1npWFGV0OJZXeRAlbBfVsuf6iGfFCJzZdHY71gc/43xs21WSIKFBawSGvcf5T26D8aRtd1se2qbJ5PwgQWeO0YYU7gujz4VvAXeCNvYlMegQvV72Nypy1fV6ZSOYWNOrwYVbZx728E2d9ZGxG2gjmHZDs8pFVFfHMa210BV/Dg8KEI5NSg7lSnkkj3eoRoUqTlt7PFafFVWkm26ElSjWPUpvueoFEt2gs4qu1vbTSzv+PldYzP4Ub4nEok74p/98m/ip7/zi/e+jETiUyKVnxK3Yqb+lEgkEvdCqj8lEonE4yHVn742PiUBChhy+od2eDp+dIesNCNAPwQbGWqlX/B5kk/Gj/aV9NSSlbbdjucmPJgohDEnUYlQZgeDzeS8m5jvk7HjB2mx+HjtMKJIIwJ0Wz9PiHoVnPUVTVpF0lOwHTu0quLwge0dMEgnU9s7JiwtnnjCE9YzYpOzwGNQsel8OEtvtx7nUyYTz0fbbqIZcBM0wpNCts3l0pGcdiY5nAXGIMEpx2NMMgPvZ1PhSI2rVhKNYdV5+SWLEAB+gvSI9NTLWqkTg/eyXyyWz66Hy1e0yiPiBE+M7ky2Rpu7me3dLL+GOWRHAFl1EHpG0+SendgB2jOShSb2lmW0baqjTVBtZFQ6rU0MOnJJmDSc2d5Z/JntHYfpHd5MOAVGfSpj4lJ19fdLP7xJkTppitof5YTfY8KTJOwv1ZeYhgm0tm9yjG2dPCdLTLdn8/eTvuXQlrWn0d08sX86tGUFen2ZkaPAYzCXZz0l5dYNPlji0yNaV1Jb7vuO+ifWz0PrylDP2Bp5pJnUzZ0+OWJ6Lmzr94w0OSM8uXwySVfCsSTcE+XvfBkjP1EdZzIUW+BFcpT0PIAnSimlG9aYso4xrBAZyqzYmJwjE2s2uazOWm3PMtPIT842kxd/3Di2/a78ACY0MyFqZo8HtO/N+D22Q4ZCWeffT2aPBwwyFNsnWhlfxY1n+3ch4NteOyYwnmtfOMFtb2iHo+UdE80ObAZf88wTiUfAL//0FwCQRKhE4o54L/LTP/7V3wUA/O5v/+G7nD/xciT5aeD7n/w8bfASiUQikfgG+PGv/gwATq3w/uk/+VtXHe8//0/+96+8ogQjyU+JT0uAMhyqQYmMibQi/cdzYaJOm6DTQj9rz0hOqzblE8tHxBjQj9Pj7JtrFeBQDUr7iReI7SzSf4BWwCtCzYhcduZ1EL5UZz/Z3wb3zErhHRvSk8VroR/qJ0otPXyi+tTDZ6pPnI4VenaUd5gxJ+vYVxW8dOQ3kojUd+4mpnYebSRH7SlHbcR7phPWRHLClhzFambTSWZLY3VhXd1k0UNPMjP5rqFPlk5IT5WUR5NPvF3KmEB8hfoYpwNNUO6TofYmY3FOirBjWxmFtnyjMA+S0yg3asob1u6tXL/FKw8sZZQpntiztGhlzyYkmQzV0zUClQhNVhf/bmaqTy3vmepTD8e25FrCqbu/2YRkYOCpDiUIUNNxuSQJ6rMhFOUzAkNPMyFEaPh7bf32FzDf3vY5epxulo9IEH3fgSrhCI9+x5F1HdEqxJ+Rclu6rEuPDxujQ6QqAjLi9ize9RvcV9XtqNoGAKfKbTL2cb97SmQ6w0E7cESS3LQJss0zIz1Zmj3Skxag2FyRhrrLxKZAcpLVk6PGOJPagZWOCTTFNztGIElSnTYSFIC5imlLh8tQINJ1xZ5iHJMmWQ0KuJ2EE9MzIWqmDmWPB4BXh9ohQ2HldzhRh7J7D2V+ow4F+HEa/7VjOJKZf85uoYSRT2eKT5PnOlV8esUzTyQeCb/8018kCSqRSCS+MZL4NMf3P6kTfkmESiTug1R/enx8/xu//96XkPjE+PGv/myXBHUt+QkA/q//7f9uE5ekqNuRxKeEIeraJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSicTD4NMrQAHBDs+sChbUlcGsjtMllwo2CgUzxQK3LfPtgKEENU839pI6iYpXJBGt9lxoq6N7ZvGWeFENildbR0Woe8DZNkxW489sx8jSZGNVRXmObO+AobpzZHvX07FFGSlAsSJAucDZg7mV+bySfqIG1Q/DD3am8DSNm0TuqkPtlcUQd6ayAWxWzPfkbVX4o6/Y1qA+dqb6BLTywJZpCylJ3MF+MZZDp84Q4mdl1JmtNEUHCduww5Lag6y0rwzFAjUJs/YYavnfPiPRoUSgqnV7GVzacQ1DVQ+yejUoUnep74LUuCh/VUAgFa9ge1efazm3vbPriW3JFYp70/u1a6B71q4CWJ9bV9ZaFtfamwoUkEoI98ahkgwwV5PZUZiJVnT3wEwlRgVbVZmZysxBml0FwYC72bJa3JktK1qaM1tWwCmndMWn3j99IlXCxD6kWpt2S9RSRt8gZK3c028rlPKYE37sVusa5bnSunL0v3xuOt/pfcVr3MZP1Z+m58NGEepQ9YniZ0qSzvKuKzZZ/Rz7vOVdtbJjOztnlXcZ8d0GD0M5CgDgFKWGNR5M8cmOF9WIojUb27ORHVu0zFRSLrpnv8vHmtrjAcCqG3u8XTUoNx7y9ngbNSiyJd7Y44H22fVQXyfU3k7tsel5DaXYieXdulK6fZvBHOskvhLSDi+ReD3ey/4u8XhI9adzpB3e2+D73/rZe19CIpFIJD4Y2A7vFtWnM7AqVKpB7SNVnxIzfAkClIPSj7egCX4drABV9fMVexZxqvAzFvNkorSrAP7o4RiWBxiT86p1Qt5mCC7aJygUa2NzodriOUJDIEP1a1A/cQC4ycebwaQm+zv70X1iO6Z9GxurKst7Zntnec5s73qY5wZ48kfUT0w5GxQ40tMRGcqRVV4wh743mX2tTd5xeeVNJkOtmwmjHv9ZwESaM9JTi1eBL3tUlu9pvxjjN2QoLof2ynw1cxOh3erO0oU0NhXnjmFl3sJF6Fxj8llLoQnSstOCobZbvX0tngylArBrHFm+dKKUvRe2MYy2dy18ZntXL2HbloyqG+zwBIf3a49okLjq5GSfrFwWZ3vHdnjVBih/qHtTNCIF0CaaexkqcyIFMCVTzOO2UXv2V1fbYu1hhzgxI2LM+odpn3Fl//JNbVl7nkHIdX85K+XJSfVPCqE+gC1Rd8aYm+1wnOm2+HoUrSunJKXix3QbktIBTq3zwt+YfkN4mhyP7XIPLfCATliqpKQRhu7v85Z3O+nI5q6TnzoZBoEYSfU8WGQKtwXdDm91hJs9G+doufat2oypPV69IGePd0iGusBbApM9HpOhUFZHUN/Y4wGbbzNHjIrk02iPvY5vZZcuPONod8f79p5LIpFIJBKJxGuRxKdEIvGtkNZ3iUTiVtyT/BQRLfKSEFWR5KfEHtICL5FIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSDwsvpQC1J+sf9RX5OqqJpxUsapXJOH4QBMb6ku3yzuoCKToRAUK2Cwlt83V/xWRvjpXULoEg5ZSLfFMkoHVoAqt7lXd2h+8lgoXFZ9mK/VntmMzG7JShtJFU2w5sr3r59yzvSPVHFnrkx+r5GklPQWrAsxQhBJS14mqTxs1KHu0Rd0rvdam6B5wVkWMPaWvED/sKz6hdYUI9GmoSUxVn4Ba7kiBQgU9ncq2HF5tv8iqDD28Y8tYTL1hHENISUVj2aVj96InMtTjRKplo+zsaxZuVdxOeqGVhS626LhAu45xGaNOX9YRjmpQoXxOlQxsm6xdhh3hUHwy9acj27uRx7cl/TQAnB2ePcTZ/ep4Xl2RylQXlm0nIoBTSZAi3Rrnu/LD56tfHw2s+GT2QkdKMvw3xu9t9/j9a7gu3TbqtSpSVysH7sXvKgrO4iaRM6vWaMsa45tF5syWNfFFUahvMBXHqD4K1P432twF5SdgosjE4jjij+nUl9gOL+a5BuG8u0pP7lplP18IH1ngdaw0jiAV1K7YxKpuvK+rNLX8XcmN9q0YlnfN5o6t8sCqUXQ8XEZdlwu1Bes6vlfYpu1yqd9BOzbOH8Eyc88e70gNCsC+PR6pQWGlcj6zxwO8RR7/rRfh29V1KAbrhZ7rZR3KTjPLO9tn1sZtX45rEolqhZc2eInEbUjru8Q1SPWn2/H9T6oqQlrhJRKJRCLxufCV7fFS9SlxDb4UAeqjoFovzUhUzKYZkwYKODKCWeIBqOSFy7COUCErCSZDtXwA6kRBCT9+3wOOxDD5wX1iO9Z/wGerqoXiG2Hh0PYOcKSTupMmYegSbSKp85dEB0eDJ72E/vXtMVlzSIayOTriTbzaCilxd8wId5301MMYZcLZ1BGR6Ub7xT3bO0eMimkmE5yzCVEJ2xZ2815EolKpE3B1Q4eFnpXjflHjeQlKtd5sYfdMMeodaPJuQ4bCDmaESSZJ9vpegh3emPSb2t6148W2xJ2634Ts36/SeVSHpUw7BzcF/sEYkWxxrbxeLp2UmxOG3wgTIgVg9eyESGF5DJGw0OJmiOl2+4RX5n8Lou03tWW1+K9gy5qo7Z/1O6FNRtyO8Tvk+t4t8RgT2NbpYHsHbMlGe0Qn6+Ovra/jnDtpJF7bTloJ1ySTfSF/J/K3KuSsn43MhNp3+20mL408UE9sYqKUJ1BVMlMfi0fbNSI2OWs89fvcOILTXS6OEDVrL8yO7b3712vIUMCWELVLhjIyLzC1x+v53ZiKxmtMeLLnTQSmfk2XyyCTTSzveN/sXhOJRCKRSCTuhSQ+vR7f/+TnSYJKJBJfDt//xu+/9yUkvgj++P/1f3rX838lMlSSnxLXIi3wEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJxMMiFaDeAXXluKmL7NjhiQyrCLSFuZaMBRBWdHsf1aoG1S36hFdbD7sJVpK6KyYr6zWsxt/YjvVtDKux4q1NDm3vDGqKVy0b20MAIx5a1XX6KvmRptrcKYXp2Zoijh3rSA3KHu9wJ0yq4QeGCrxKEJcNUoxgJaaqUoYRf2J718/j7O3mtndOVayVO1YS6+pBZmeHkZavve/j+GLKZK39UR31aNVeB0W1Ng9Ux7rqHNZp2M6rMlQEpmpQrAABf46o+NSfr22X8Z6c4tOJ7Z0dJ7YlvR22+6Xr6fe4rqMdKIWUKsqeeWlrs+3+lNoR6SpQ/RlormS8B16lJANgo1x4oiQDUNt/hZJM3O/iQvwtioEqV6o+TdKkLWviQ8CUbJalKt50hbZhVykSKkXY3tRFDKUktprt4L4e1P8G1aRDNajlyrq6qd/bsenV55VwTgl5ZJJHg5pTUHnyFniTbdT669Wg1O9bKY+luyhYjRVBDaq3P2R51+3vzOZ7pe8YildTgwpKT/2ZfeD2Yk8NCvCKUIdqUBf0ejKzx+vHEyGlKNoRFZ8sDqjKTmRBOKzxJpZ3bd9He8aJRCKRSCQ+F1L9KfFR8P1v/ey9LyHxDfHH//Lvv/clJBKJB8F7qz9FfEY1qFR9SrwESYB6J3T7DOzY4dGv3kZ02FjiAY3NQCQnEW8j010RdBrfr+IVZCiNE1OFr48txWI8BjmBJp9VUMlRLZ6JIijiJle29kPjGH3qIEwWMTlKRP3EV5zkJhKJ2V0dkqHYrmxy7sTHxqzs8YSiJ9m0TGLkmpZuYntXw4EQ5chQIAs9bPLPLG5kEpZJumqBN9qLWtdamV0p3SKDPFmEuXw10MmB4167PZwsbd86SCSrzslQbduRAnnSOpJQJjZHWsrIb+SnA9s7AJ38xBaa8X7tVt39LvQwi9JMOd0OWjHppKcCWcxeZu2TkwI4CxkpUic8USdCcxLxlYhECqBOElu8yCmRArBJ4y2RwsK3ECli/tm2Oy/O02Vfkvi04DrKNl8TcuzmLx1jdzsSjbAlK27rq52Hj9nagjLZN72vbdRpuzC51qst8ABHWLJ/AOr435GcxnjAkZ52yVDt2JNjuONZmPPZvguRnNjmrtux0faFiDo9fq1jDErX+9bLBY9ilRn7/D17vEiGArBvj2ew+lPGN6LDuvMsI+nJMLG8yzFLIpFIJBKJxGPh+5/UycO0wkskEolE4muAyVDA4xGikviUeA2SAPVOGOpFfeq8qhPZj9dETKjKRrJVhOobg9zgSE8kDaEYP5BjrYSocTFRheoFcJPF4lWfKM1QopEt6YmIUoMkIv3WANSV4nxaCtdj02TBdOJYNuSoztEg1RxTbxpEKUAL5dkjQ6mSio7nStyi6pHweLW6C2FD2NvZ31WeWEGIJxpp4vNM9Ynj91SfYjqXxpGFtmEjP3nSE11rjLd8ZZCAQMSmupOOUQDtF7GO8m8KUL3elNpeATWOyVBlTFTuYofwNK5PNum6ApTd00T1qYdJQW52v3ZoFIyHpiNPJ3y18MjbHpYRr5Qe3sInqfv6xCXG69TLpZZz5KTiLbBnBhHfNrByTK+rZU6ksPAV5KhIpjglUrR0fT9tz48R9lO66XbtqCYZEolPAKu7pbh6q7F/iKpslvegvkb1pZofYTw72Y9J3Q7N/B6m59+5tr1r3bsmBqs8wchKRGwaJCfdEqWUj+HJUfV42tJt94mCiDWB3LQq7dMxVljXEW4qT0LpQMQcZTLU5UKKUJepGtSj9aV76lBMhgK2hChHhjI0lagN6bfBEZ5qRP0TSU9MlHrQ55pIJBKJxLX43d/+w/e+hETim+D7n/w8SVA3ItWfEolEIhHx0ZSfrsEjqEMl6SlxL6QxVyKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikXhYpALUO6Mqvdg6XhlBBFUHFmwipSLRiRpUMeulsUIbq3bVFoh6Rah7+elENQ3AK+iwOoapQbHqk2zvV4Li09nph4KWussZj1K9OhSpUgm0X5+s7d2Q6pMl3FWDKi2ds97z6gM9XeJ2HNlbsdqLy7NTtjfp5snMNq2nIeUktqmrilCTfZP4q2zvQppeZkgyiMu7iLrrA9cFGXZzolLLrrN0k3FwbhKCgtZIVXrbIShQ0a7MJqp1G/AKD8IN2IkCFIU3anK9XZFuVWjKUMNqc2t7B6CrP7n3OblfUa2XSPdvak9d8crC/TkWqFIbuxTKi6GgULRaCNp7WxZ3Caa8kHZ4L4CUYTW4LLVtAGpcf95lriTTwh2xP5ooyQBbFZhXKclY/rPtcJ5E4hGxq9wGXKfq6JTdqH6S1bKzX0ao0xu1NuoXMKnb2NbhWD/d2O6gjs6Unc7bkv38LALLtnRR8WlP2SkqRU3VoSZqUHIZ6fqw1ylKVUXacYyxDxdWdsJQIbqsXvXpMlSHanxLZ5ZtNJ5QUo36DP3nnhoU4BWhZvZ4BlmWfdXTmeITsKv6FK8pkUgkEolEIvHYSBWoRCLx2fH9b/z+e19C4hPjEdWfIj6iGlSqPyXuiSRAvTPqhMkgC3XbB5Ee1mZ/t7HEQ/0RfEOGogmLbm1XtP+GLWo2FG80i1rETybFSeB2fyjoEzR1kmTFi9Ht0eiZbXe3Z6m0rX3yjSesq3ugDnu8a8hQjTTR+R/FIlv6JD7dD9HeyshR97S36nH1T7VTG3HdKs8ISnEbRoDy8Vfb3lEa25aVrwe+rClGGaOwqM/j0kGozRnXMA6y8zy4qq7oxDPVfTIUQvU2cuZmci4QntwkNhNXLFsjPDGRJdreAUR+Yuc6JjnZ9RRx3Kj6GNo9MWFSBNpINtXmpzgyU7erKQWyGCl1rQQ+O/Tl4uzwhj1QmJBMTLFrjSkyyJCz9mGZtBdMcrL+KRIpgC056oRIUeOOtzekhwk5SgW7xInkQyUeFjPiItXXqX1XiNPQvzurWon1V3waWP/Nx5tsA5s6q+Gcvd8Ol7yxqJvV/aPzhrwxHROYhElPjrxE6ZydHbbWeHpyvNWTnkDkKDAZyghKbp/6fQBkXSnNCrms3pat29wRGafZ33XyzuUyyFGfEJF4dGSPZzgiRjkw4QlI0lMikUgkEolEIhGQ9neJRCKR+OxgMhTwbQlRSXpKvBWSkpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQeFqkA9c5QQVeVqSut2cvCJB7af0N6xK+oZjUotrRi1RUltRiQmlE//ivhVrSHlfjOi47ssZ6xjb/1evqh23PodoB0EDq/FN1Y8XUbCUFXrBFTlemv41wNCqb4NFUsCGo6KdlxX5j6y1vYW3E8q0FFlSdSWRr7JKg84WrbO5eG1V6mYRk2eJNrHfJv9qxINc5UrSAwvYCuHOc1jUaeviEtYljZODUojndtjtI5ENqMieJTS+NUn9jyTtAt8VS2tnf9OZDSVr2Xobg3ngN8NS6otn/tRkaTQ+1Af3njeF1lSOlgC58EzvYOGCpGqpI2eNdizxrTwiLV+s7i2UqxyLDKI+WwoT5m56BuNbQdp0oyGHFXK8mcqMBMlWESiUeHKT71ftv356eqjha/t72pW9LjR1zclk197ekwr9OxHXDp3LUd7A/Xumd/KRcMxSVSeZoqPrFN3aFSlPZ9Q+WJ8rSws9Fzx6B+X0c/K4quEOkscknlSUwl6mKWeBdoV4MaSlFT+7u2/RX6zSN7PMOeMtQ2oVd8isdPJBKJRCKRSHxefP+TqriQVniJRCKRSFyPz2B/d4a3tsdL1afEt0ASoD4AxoQ8ERhWIt80klO3xNMxcSMlkKFU+oSFQgbpQIkEYUQrveKH8VswITqJjvCM5NQJCNf8SH8GIkVI/6+dzK5tbRdFlnlTu75m29EJCdeQoVDt75S2O6RdR9voVilvBPccGEU2VmQ9nuZPPgoR47vyQ7sg8RZXhrO4N7K32ljWyeDAsJWc7bPwLbZ39XyAIwTSpKjEcKG0HO6kJwDQxsWz8zIxb4QFgaAU6lDPYZZ8o3J40hPF9+NpIAMyZoSnbllE78KRU8QRm7iudtu79kycjaHSdUN3nteIahcx2tdFII0YpVjrvTYyjaqOe1+KO86mpbO2clncJejl0st/TkZuYfZ30fqu/jkgUSxhm0mS3Cbs7HPkwv739USKWR7MttvfJEElPj0CQdERF89IzZYHmNa1WLdcf+K2fZqjY7j6yX34EeK17Zx3Y3k3WdwQCVDR2q4TlnROlKpEJp2SmZgMJRcjKtk1DDKTrDrG9WZ/t45tt4/H/xzPVneq1d4OqPEWNvs72/7E9ndn2Bsf7BGjbjnGV0D/zmj4ys8ikXh4PK/AUwrcPzJ++lf/DgDgl//ib7/L+X/3t//wXc6bSHwEfP+TnycJaoK0vkskEolEYmuPB9xOipod46vg+9/8A7f9x//9f/NOV/L1kL8QJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiYdFKkB9BJBaia3YVhkqQ4BUBZW2qp1Xckc1KKXV210RCmgCJ5bOVm6/TkJCWFFKddhe2IW18+6pPDl1KITwzRcjVbEprt43kIqM8Gp6U4RqxzDFLDX1D7r2PTUo25BVm7rMVlHHP+oDBRy69phCZSdXjJSpzoxXTEBVSRnKJaUrLbASTS1D160gf1PIsLSSZSFViKrmIjJ5MiFOWfUFXnHhNfZWQwFqvDin8mR5ild62rO9A0iRIZzLRdJ5xNqBMhQeWGWstwni470mkQ9vVKC4qnalndredPEFoYstOhzhTAnC3cAOouJTtNQEuuqTpXMWhAspQBVK19Sf+ntiqx5+f/1mpV97b5rYPg+lW/OICLQUUrcoE/PAsa123sJtlnQLNzu72eOlHd6AU4Vblnm7sCxDDWopGxWZoQo21KB0IVWZVoaU2woub1wOqT/Z7ANG/jMlmaO/Fnbbd1ZwTCS+EUy9DcBW2XGm6hjjbXwWVR1b+FTVEQj1UTb188jKsofD9sy6cqr2Oav7k/NGEUZgKDsNO7oRZps7RGWnYHs31Js4nU4Uofwx+DxdHeqidH3abe5MDao3VZeh9CQUxrrSsVt861uV1aAul2EZ2+KU8mUf6ZHPY46o+DTahALout2PfJaJRCKRSCS+BtIOzyPVnxKJx8b3v/H7730JiU+Ir2B9dy2+sqLTGaLi0zX7UxXqbZAEqA8EN1HC3lcCYBXiJuyToaAykjVCVMvSCQjarNquv7B2PLa2WDEmMozINCE7nJKcVsqzl+YIfWJLPQEkprHrmdhqCU1udcKGNOIDW6gxkWthMg29pz1CycZ6TgPhgu8n3P8eX4Tufbrdb0Tm2yL1B39gQ8ToyYt0Gzzg204C7E6SMuGptHtw9zSb7AwP8Wi7kxns72zCNGxHMhNNfnprvEG04XSicBaEDEd825mA1dKOEbfpvCNTrF9cbnzYWhMVIXImut0NpJYPESJeTax5FKNu9sPPLqEdk+992Bj6d+HDjcBi1zSzI1z8e5IVww6P75WIT0DN42oWtcNi59R2f5PZbkd3XBUoBbJYm70OAg8G4amTEPvk7gcgIX4AuDahkZ+MNDZtF1r8IDYVvx1IFI4kWcRZabl2oPcfCPULrv2IxIlXESkO0iQSDwcZZMVeh0tx/fmG2HxCaq5xCHWQ8sxIzYCrf1PyU6yvdO5Z/dwS8Hfq6/S4ts3kegySk9nZBUJUTCfKaXR6jJ4/kKEiIaoeT7dEqT7mxyAwreG8l0FmEra9Y1I0xxvhqadbx7cLxXf7uy9sfZe4Ho7UxN8+oO+LZakkO7eYZ93kTzJUIpFIvD1++lf/zje1wUvru0QiwUjiUyKRSCQSiVtxRnq6Nn8Soe6LJEB9INRJ/BqWFWNSZ0VVhOoru2WXDMWKS0aIAtokfFc+Ucc/cGSolc7TJjV2SU+d5KQhXyAzHZGc+Njums5JUBrIQlJQn02PGLSFQWRqRJ9IiAL8ZHipl9bn1wIZqj/jZVxCJUpsSSQ9XMb7HPvtXtp54k2GiJ4uEkbKuCcVGb/tUznSIhDle5wTMaD6cZRo9iZJmfQwUXgBGvElKEEAcO+x5+nn2xIN5koQkwlXq16HBKiRT66ZtxNfBPaUKYZCzajjuwanKjRDSccrXJ8sbMfD2MdlaG2TmPbMdaio1QaN6zdd2+79+vfFyhy6956KOFU295ypTTXy03gH87oqreIPctS4denP2e6vBRepilCtcgs/fG5IltCwLHwSuhojQpXxXN+DhPhRsFF9AkabEAhRI52ROz1BsqqCjfaCiXNGbDXihFdvo31O7Y3KKBMdHBFDTokU47xw24xXkZ4meXf7nTdAV42LOzb9IsUT7y/rwicGE572yIt7RO5wjGkc95OwsO9ct2TFSeWY1c9Jnd7k4TGB27cdA/Zdq3iSUlBlYtUnT0Ta5unKUDOiFC2i6GQo1e2+ywhbGglKT3UfEZtWdemwriNMKk+yRmLUWpWfbNtUn9Z1KECZGlTLl21BYgYeO1i7IkU2Yy8AnXguvKuVN10Huz8VOROJROLb4Pf+yl/HP/pX/+C9LyOR+JL4/ic//7IqUL/3H/8XwNN2rJj4mvj+t36GP/6Xf/+9LyORSHwQpPpTYobXEp/2jpdEqPtgb4o8kUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJD48UgHqg8Gpk7DgCqk+sRqU6lglXm2vFEq2GWxL19eaWx6ydIuqT5bnTPWpx7NlxQq/GvxI5eml1ncIShJm0eVs3II6FFAVotjOiKzf6tLfoHJjqkFRDcpZstEtkJXWUNEJ4WCHt3HNIgUCgZKqwDhGVXkaz1Wd/ZMOJSxTVKB7xzK7qTLsA+n59BXRdq2XyzexgjCrq2h9Z9c31JuCpdXi1V6cyhOpe7kyYHGIKkNRIeJMMWJsOzu8ngFD/eAMG+UXUk+h84hLQ9fi1JzgiyErRW3ScPxQwBFSeZJVh1iDvSOn+DDqU7eTK0qnOtGb2VHg8NaVoLoOr7bj7AiF4v0+VyfNwq4fUMMza/eh497Bal5N/cmUnxRrVVsDgFLIipTqn78Cj6bC5lqP91Jhe2fMbO96OChC9WdLylCuzbN2YNIuaLTGK3Ef+r5Y111ZpXIZ1aBcvp3w9C8dw1Au83rEAm/3wp5SlLPnZMTI0B/7eN7k5z2U/bgu1DYmLSEfEU7JbWYBbHH970S9rYXr/von2tydqjryX/j+ZGyH/Zgc52yb/mqxsdtOOqBZ01k/i7llnak82dg+pPN2durSzJWidKMG5dSlLiMdOM9F6RoUmKhBVWvf8A3QVJ+61R3QVJ5I8UmH2g5W7f0nfyNoU436Sn1h4jbsjR36NuDbilK87SZ9N8uCoQbVvoOy7CUSicTbYfnv/98AqgqU4a3UoNL+LpGY4/uf/BwAvowS1O/9x/9FD8tzG/elElQi8ZD4/jd+/70vIfHJkMpPiT3cW/0pHjtVoF6PJEB9UOhCpILGQNE+2SA0yUEEGQXYlgnwExlu8oLJGDPSUzv2KekJAC7qyUzR9u6I5LRSnhsJUA5hYlvivnWEvUWcn+QWs0MyMhR7zjFvqN8PiAjRJriM9HFmh6fbXW5CuU2ud4KbYEwarmTJJwoRvlS6p0U2RAxx92QTzFpt8IBqLWWXdrlsiRj9na13tSJiYlUnNjDZoWzJDd3+bjZJSvG6iE9Dk5Bmd9XBJBvAWdgZphOkPOdqdfWGefpdeyuxsrQzkYtWdjmuYEJ6mlEQiJigPl6F2g8MVoUWcZOnqkTQKkJkHwxbRsjVpAx3j45sIrsT2Y7YRO/TWxCK3+Z7JlJYJXvB2xUq3Ttn7c9YnZ2miECtbqn2k3IrEG9DV92QEKMVJQBHQvzME3CHtncc3/cNa0xhm0wiRXb7u1m7sAgRHYRsJeEsFj2pThzxYUZ6cvFMpNgjSxzsu8o2M+Bae9Xd+F3y0iyv7wun+aN9GRPVAiHXEaIseZFO8s5J6AeFlHnf3gjNMumPPYlZwjbcOG7kDdszUjNwU9++R1KM1nixr/J2mrTLkZyObe96vCMwhXRhnM/xjuhE/bQjRgVy1JRQdVFnjwd3fcHyjsb2sq5Ell4hRnpaiQxl9nf9++LSSVN6uQw7PH1BY5j4epjZaPO3T1xQoaOMqvICGfXfQV9kHJZIJBLfGkZ8msHIUPcgQjGxqgBY/8P/4NXHTCQ+K76CHR6TnxjyfEkSVALf/9bPACCt8BKJRCLxzZF2eK9HWuAlEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJh4WovkZ25/HQVSXKAvnRE+SpimDJsgA/aoJYTyMepQBPy2D9P43V6vpUoE8tvJT2T8Y+Cy+ClcL6NNRF1gU93bqMeF3QV1731doTywvZ2FzoUJ2hfZvV2y7fRPUJaNZ4J6pPLQ+UVn1HxacjlSelawhxV4FtS6L1CaeJygG0z57/xg5p4W0MZaDirVj6e24qNLztFEQW+HT9eEMRQFb051gu7X0+t30X7c+pPI+wtLCtppeLAs8tvK6QZ1pl/3zxq+6btC8uF2i3JrkMO5LLpa66NwWcC0ka2T5g+s6uWRUdVZ9stbYUmau9ALWelqYe8dQUYKx+lloPAWzrqqlMtLpp6bQI9Gm8s5XCVl/7PnuHy1AcWpf6brvt2p6yykuxpyQR9m0VJ5qikXqLG0QlCFJrc+mcMhwpVSio7sMrQSi82Asr1WESP7v2nmii+EQKPWxtx/frLAiFlJxa/LD180oXhax+5DLqId+fXEY7x/URrf6NOrl21Qq5qLf9YeWL5wvtu0Cfn0e6UL96OMR/NvUBVn4CMLW9c/FkeyesEmfx3CaUAiwF2tWhZNMuAK0/L+L68NFPj3Z9fZJN297bCG7jW/ugtM/GBCigdmWbbmOR2nCoqMZjhVZUyqWGe5m/jLECx5fLUHjh7RrmPOrqQ7ko5Hn0570/el7reKGV2bo9yvxhXWj7anjYD7nwJ6wDnxG7VpZPT5u+Xaw/j307jcO1FOCJ+3fZDVv/vqm7fawGGqPPty0c662rq5N6q4ul1bFNfdBQb5Jz2zuA+txJOu6rJmlcH7enGuX6u+N+UMj2rn8nTPpBVoSyMadcRh+JZ6rT6+rGoLHu669bH7lest4ndtFttFk9kr/3LT7abPNYddVNX9PDn3wclrgffvo7v3jvS/h6eMr1nY+KI/Wna3CmDMWqT3tIJaiPC+HfIRPvgs+mArWn+rSHVIJK4F//m7TBegCk/V3i3sh6n9jDW9rfzZAqUC9DWuB9YAxbCt1YXji7CZ68uETSUzuY6mYiQxyZqaXjeLPQOCA9AW2ChMlNK4Wd/cUBySmSo9awf4bww7VEFkUkRwHD8o4IUWwJZxNi0jzlOolkEUfs8NZZ7qTghMd2eGyosL1uFa331V/2dh8ASKk2ZMM+SMnKj+5Jpdvg9e1l3ABf3eaOLA9NELg7iu+L7PEOMSE99V0zskPLI0xoYOKaWVy1dI7cZhOajSzjLGmY6Ma2OLKzz7YtHah+nt/11YjnOAqzDWLd1n4MvldfQukY69ij0u7H7ndtZQ6t7VmtfNUIq19GnKrphmWI9wfalrGje5sRmxzhCYME1U/FFnh7RClQuycCLToOUJSumS5Y4NsdvlSyH9VFIDDbu7WHa8Sou1jKaPfEl39+HGZF2a5mY4f3GSbfHPFJyrD73CNCGslpz/bOyI8U7vFkixjbBQuDCUwbIl1sIzDyUZ31RLxtWYzhmQXeS2zv9uAsVu18/DfGh+1qtRn7Ix37rA6t41lWiyEdbQZbDpEF7aYuNBs8O8boi4MlK1kRAWlH9KExs6Piemt9O/Xhrm8/srebWeWF+gn4/mTExe1QUbh+7+Q5sq7cWOQG2zuLO7O9200XCEw9T0zTCcnAPmmKSI7OAs8TniSM+TvhcVWAF0Os8ARg/jYw8iMfy8hPNsm1ro78m9Z3iSNsrHP3bLTtG0LKsE6XZuG8csVrQaCXQ+uD4jgMyP4nkUgkXoLXEp8M1xCczlD+/C+SBJVI7OD7n/wcwOcgQt1KfgKQdnhfGf/63/Qgk2uSFJFIJBJfE9+a+BTPm0So25BLpBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSicTD4kspQDkLjqjiMVH12It3q87fCHJBV1uKq7dlVbcy3NlVkJ2dS3dRn/8yVlzXVeNB9QloK7RPVJ8sftWxylvpeLY/5LdzuTS3ujHyQnBe9Q/sq0OxmgBQFShsVfBEDUpkLP3vSkoofWm+okwUf0g5podIOaNr8Ji6yFCbYTWQfmqyx+uXV2QoMYnUtEZnZCUaGfegpbRV+6ZMsxX64KvrKDLeJ9k+OCWOuBDmctmqQs3ONVN9spsvZTz/YHU1FB6kxvP2RAlCow1iifvGvbLqkrOf2lN6UQzbyXshiFTwNW3iOOFE0SUqQ2kJJXQmB2U7SBRJSPWJ1aBUpS+U1zLaLY4fx7wC4Vo3SlAtjXtPXY1mqO3EdFVBxJ/HvV+n6kZlXqi9cAmF7hWuzREUaGugXPg1KmyzeofHVh/YWGACXu3Ntmf7mvrTtbZ3I360+Uo2p71daNdyTbug0qwwZ4pjnF/oX9inLh6ujEb1p0Pbuz3QsV0pZjWnWbpZPrp364/6WGpVUtdRCOfntnihfjbWBRnxsijU1F6W5VANrfc1QXnw0erDZ0W3o4p2U2hlo9c7r+h42reTkptXg6p/utJjUIRy++haajxcRXEKiqB9B33uVg1KR5+u2Nje1TBObe+m6U5s7zie0zllpz0V2WB7x98QIAtYUf/dwN8Msq5jrM/2ryupQa0rlNWgduyVldRls24nDiFlqx7Jfb0pz5JVNtCqafuW1ZUrMTZ9UC+ZqwKatjyJLdL+LpE4x73Un+6J8ud/ASDt8BKJPXz/k58/pArUS1SfIlIF6guC1J8iUg3qYyGt7xL3RtbrROJz4EsRoABgY8HRrTbGRIuIhDxhey9+J1l0ZtuLc4fakJxAhCWeJAl2FWHCwlvlhUkNnrxgy4rLiD8lPQF9ImNY7+2kOyI50WSI7qWZPSc3OUZshj1yVCO+OKJTn4SRDRlK+7Z6S6v+7ldoi9++UkEkQdXYOm3bL2HFSBcnxgfXClqIcFFkPNcW3x+bSM9Urfvs3gf5aVzTuNJ45f35XHhWjSYBVLd1he3xrvwujKSnGpRKaOAJzz2rK5FBUCmjHjtywyKOmGDPFqjPckaSsTDbWLnJTntltxL3bgUREJg44ckMMV1IsDNZqwtcXXFlUqiMEVtOFY4MVSNA2zSZbM3rC55RtCHaEkXExW8IURZ2NmYgEomM9khABKbabuoy0hlRROmCRMn6D4Mz1nYO4qGMdurFJERKNyWAtMniR7LDY0Ly1PKOyTA7RMibbO+ATn7q1pgU5nbA7O+O2oV63YEgwWU0WN7tEfNiGIAnVE6qzouIUOFcAgpLTOOt7jgPE0gE6o/R74OeURFU0mSrK7E/Zms8e7dmE7lsOxEu792KyJIx8XZiw/oodeNTQsiuMtpRdYJjcX34ad8e+gALR2u8I1LzyLON4+0e3tSVsakx7yTN1PauxwOHtnec7lrbux7WzfbmPLNFFME6u1+D0jEu2kkjm7DSNttjk82driu6td2qdUxuY8nLZdjhpf1d4gDTRU4z8rQEG2367sOqIw+m3a/rg+xc2ir5I43BEolE4j3xEYlPEWmHl0js45Hs8O5BfGLIc/uGSSLU58YB8WmGSL5J4kQikUh8TryX/V28hrTBux5pgZdIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQeFl9PAYqxI4nvFIP2/tIxDrd7/P41uE22snCrv8fqbWhIF5SdZiu2xSk7oVrdXVbaDiu2garqdKL61K9Zw8puzmM4UnladazuvkEtZljuFKD41eFTdShTtiGLlSM1qGHlESytbCHxagfF9XZ4Iu4dgqV7VmDti5QFELIVKqMMOOsh1WGDB1RaY5cigLPuU6xdyYqxp0SDpvLkrCBM9Ybf2erf60YZ6ghR9cnOIaNOClvhzKyuaAV3V+1iWxy2z2nHHvvGPTkliRJUiNgyRzfF7U2wUYYhxRUfv1WH2rXNY0UXVq8o8MvdWbWFFOg2alAqQ0hJqQzQsdRdNDYKNlNFvI0Sh0xVOeYKUDLuiVU+CobiFb13U33q5ylcI0ZYTJkGrBBVk4hgqIphnEj4Jm5UYTtTH+gKOHasD26HFy3vuvrbxPLO7TtSgrvW9o7DpBwzyooApAYFGW3ntF2AlS9xKnGuXeHyGvY5NahuXwqnyAJs68oG13aXse5M6lCP5jYCoOdF6hhm6zXbV7aKhGLvgO1kdfTNqjr64sWrKu6qoZkK4Ux5MNqwThShIj5inXlk9Oc9sb87HHsvk7E42dYOi8r5vqjQZoi2lFPltm6bRzdC+8ax5upPe9tHtncWPrO96+lusL2rYQ3Ksdh8X9g53ffFJdrj0ZifVGT7twLQbO7oOyF+D7DVXf9muIz4y6VZ4l36NtvhZR1NHGJP5fnMRhtoalBDsQzY74Og6pQ4R11IK7xEIpE4wyOoPxlSBSqROMZHtcO7t+rTDGmH94lxo/rTDEd2bKkOdX+k/V3i3sh6mkh8HnxtAlTExGqjW3A4S436J9psuDQymQBp8RGcTsJkSA2rn/C4oP8aW0kolG5nwoIt6mzyQnYmL8ZEy3pOemr5N5Mc65jkGKSiE5ITWddgneyP4Imzot72DnNyVLffsR/FidAwJUMRWcFZ4Fl4ocmnZoc3e+1opKeWDIMxgfqi1zGJLD0MgIuVYFhukf0WVu02eHZLoMnGeN1M5HLPa5xmnPSy1slKug+9UCHtE9YW9Zp3yJOYxZOeuE7OrK7cBMa4VhCBoZMWBN3iqu/rBAsf5nqsApTZ3MZbWOCRBUe/5haxievxupNubEjLJ3RPmIXNGo8KhZGYNmQopXQ6rlppktVBdZ+zEYhzcSJ61+aO7nH3nhoZis8tfH+uOsi4KZXavvQDbolgXN8s9z1IiHuTbz2+2eFx3WU7PMN7ThpH0lMnNRbxlljR8s7ZXB4QIa+0vethstWqeajNJzKUs9CctAsAkSBcG037YninjJY9y7tbiFC3ItQtvh4J2xiPaFxa8V2AFBlEpBkht1ehQX7RDcnYXYq7NHf7TMK9XDzxds+GNRKiGG1cckSQSuLFbXB2VM1+qpMa2boy2lGxtV0ZdRcyiHPWt29sbYHatztrPPH1M+4DxnZLs+1f5uHpXzoGH/fI9g7AID85YtIk3cTO7sj2juPjN0U9b/hm4HQbMtQYy8tlHdu8UGLFGP9f1kaIMqI8fSes6xhLqg47vMvFjamUvjWyDiZmuJVoObPRBqyPl03/A7Q+qNuOt4Uh1H7YeVXlQ5PQE4lE4r3xSOQnQ/nzvwCAJEIlEjswOzzg/S3xvgXxiZF2eJ8MdyA+XYMkR90PSXxK3BtZBxN7+AjWdwy7nrTCO0cSoD4QSiA2bRSgLmMfT5J0UtIlEqXChAWlg1OEGoQluRB5adVz0pOFI+mp71vdZMYRyUlpYuQqXODVgxg75ChtE/Cy2AOkCbYJGWo2XRpJRFENSo3cIDRpTbekjYVi70bLmBwWIpOsC+o1MPmijAmtPhG3iCNEucliRb8IEamErQmRi6EYZQgi/n2Y4ka9cK/ktdoMXrvWa78BI+nJ4gIRkVUhNkovB2SHmk62RAcir7gJTiI4MimmXOheQ8G4JzmhXgszH8al8qStxDybdJZdw+Su0D6aoJ1N9Nr975Gh1IhOg3znlZ/oNnp4Nr0U73+b1JNG5GAfhSekkznpaUOxGJtlXIisSseWkPjOJETC5OpGfCNBjatoxyLC6Xflh282GbchkXD9JtITgEGImCk+EdFJSiBIAL3eX6361M5TyU2sGNcmLhfxpEhuC4rM24UW1lm5pHK4IenRaxciP/WyqWEbPv4uIDKIiIZ4jHZGqMxTmyBan0sv80VGnx4JuTIqnizU0EwU0QBfjumyWiCQcIsQESOQofoBdUuIYhj5YkaQOiBH5QT3CaIaSy9T3B9P+nneZvW3Tl4Sv6/Efejxm/6gXxvXW+Ca/sTy9b9H+3qcnqo+9XgaQu0Tm7ya05nqE59nphwrlxGuZGav9CQ85u95Vvc9IKTmJCuN7Y38xISoXtdWsIKo0nn0cunpeppE4gxSPKn6jGjZwm4MgTAO633a+G5UXetxrcwTCb0u9EkVqEQikYh4ROJTRKpBJRLn+JaKUN+a7HSEVIP6BPhG5Kcz7BF6kpSRSCQSicTLsJ15SiQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEokHgaiTcPnc+K78AJS2OvRHT5Cnp6E68aOnse9pGatGn+oq0s7mf1qgpkbxVKBPbcVoEejTWEmqy7DrWJ9GuKYDVtsmGw9pq6+BsJJb1a/S5tXbCrK5g7O9M6s7oK3Y7mpE61CBAtyKb6zrUHZa/SrvqeqT5dlTfWLbO17lPVN5MsWIy/WrZ1lBZANWh2K1gZnVmh2D7FZeZK9EaiNK6iJYBKuVjYJaVkxRZJGuIqVFsFIYGO+6UBmQC+g9h/d+OSgDvGqf1L6myl9AKxv0PqPVIYPUwm5pVsSpPdDzD6pPU1ucrgIzUXs5eRf9+R+8C2XFIICUWb5dszlVOzJsVCtkm26ibLGxj7sqXQuSSpmFT5/RSx4Xq+rsXN/ete6qQQWFDRcmhb2opFF4HyvxcZrnYDPq6uM64kN7u9v2HilnWBvZ4nubaeoZhh1boXsr1+zZ3AEYljSszGDpuI0OlneuXeY8UQnuSts7AEP9qfA2txHoeWo7g75vfbJ0COnG9rrwMRDCrByFY5Unp5w2UyXaRl2NSVcJJRu+1fqalpxsdTd9UCv3I9+kD2pKlL0O7PQ7rg+aWWfx2COqTbK17kRlUjnP5t71eMyxpw4V1S0JX1kZytlRkaqbG2+bfSUAeXoa9buUOsa2Ok7p9Inq91NxSm66SLe7nfXtvY4vNPbm+BLjfd1d+5gCY3y2jLQ9n9Vvjhff10xt74DeNx3Z3o0wrra9G+eJ9tgjDBfP9X0d/RjZZltd3e3HmhVE78Oerb+61P6rhXudpj5Mn583fdpXrk+JY8ysNgGM9uZHTei6LPXbHqhpnkab09sbi4vl1+J6Gb0A6wX49XPdvlxquQWy7CYcfvo7v3jvS/iaeMr1nS/FZ1Bp+lZIJahvD7nhN+LEx8G91aA+kurTHlIJ6gHxQdSfXoKvrAyV9neJe+Mr16fEMT6a/V1E2uAd42tb4Okg5Iiz7ypbksce6aNvy3y7p9u/hm6BsZkMCXYVYZJi5GGyy9jGup14B2iisR8vEFz6hOR6SnoCMCYgmfRkPxTHicdrSE6Xy9yKJkDK3KKu7zdbKJFqlwdUGwOeUC9a7QzqAb01Hh8L81e4scOLtnI28b5i2AyJVDKY/Wi/Dvs6RybRYYMHoFrhOesgGQkVo8iV7bXXVAXAOop5sMMzfyBptkIAgMu6tcSb1YVV3b7ZHPspiOTUbXCY9ESWFcP6puyTHYjco2VMkNZj0eRnIMl0wo0Chcsh18+2/eYQVAu7wtt0CUQOEgDayxi9dyZGyXaflUtn9dNIVz4dNunWgm6DB3gyh6rMrQEPK21IKj5uRsiKtkO777NX4gkxS0B6iDXhsMojG0rXEgybL8ggztlxexNSrO4BVv+6beaJHd6sHs3aov6enEWlutuLlniMayfpZjZg9QSD9BRt7noSs8CakZ5mlneRjAo465pOhLzS9g5AJz9Nbe8cIaKSn0Y6+DK1scrz9SuGjcToLFH3SE4uHtN4xrX2m4442TNv93crTNqe1S2L70RdsmHFqr2NFtVTS8gY7tfEl2nl47JSY9TKe2sg9UKsD7JhFSv7k3GFqzPbneMaYpHeG6fo+mXt8nbJCNGOavHWVHv9vierC7XlMre1BVpb7vt2tq/kPm5qgRfK/6kdXtzGaBcAjHF9sKOzMNtZn9ne9Twb0tM83ThPtMcGfSdwvE+HeIxIeNojL8ZFE27bk3cBbAi6St8rX6HeJF6JaLUJjPamt0dhTDFbUMHfGGh9A3eMNnZZdNjg1YTOhniQcHOiNpFIvB5JSvqYSDu8b4skPz0uvv/JzwEA8pf/rsf9o//H//GqvI9Adpoh7fAeCA9MfDJEEtBXIHAk8SnxFvgKdSeR+KrIJVKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUTiYfH1FKBM7edyqQobXUlg7Uu2VdUrb+zZXWnQ6DhQaNgodpASBCv+mBKEXEArwxVOEeoSrCy6elNTLYmWZ+1a91ZvTy3PWjq3enum+mTPYU/1ac9e5kjl6cBaxiVTmSo6ANhVh5JlqSoA9pz31KCWZaO+0lVWNvFewaKr8Kyg5fMjaNdt1lDKykKiwGrqBQpZyTZJ4VRqhioTKZD0hFtFi6ocU2ASA6Li1WdMCaiUUVbqQ4IKlQ+nitTCpYWjKtQZ+LpZ+cFUW2aqTyLDhrLgVO1l3MNY8c1KUe75CdUzUmMD9lVa3kQJKqhKDFET8fGwd2bblI4EMaxMDnWXrWJNTdfColNFqJjHwl1hAwgqUHS5L1GqiQo1O2obh7Z+lI7t+1j1iS9N1N+TvxAdJ3oDFbZDBZz51bjzCbfDl4tTJZAFczuvHcWaKcg61EUH1aepNelGfU/c8TaWd1EVBq1OxzbhWtu7ds5T2zugqz85O8yuwjbqgqlBsZLMUJsJZWilNuRE5YnHBHHfS7HtEUJkrN/9nqjzKtgqEpbRXvbqsAx1NC3iVcuokRBSTjtVQ5upEJoaFPfnpgbFdnh2cZOFmF0dCtj0WbvqUE0ZaqMKBWzHNkF17bMp2kT7S2d7R+1AtCKWbl05bO56/02KLNy3g1QblRScnFpb6M9N8bFvh35jL35mIbun8DbbF9XepmpuNPabKzsphcfxbrG94zRHtnc+nVI6G8+O8d3MAm9j32rx9D2gzk55x7r1chn1MZHYgbPajN8RwGhvhMYVkzEFXLtk/X/7u4Y8pPhZ7dSpH6N+YnzbCb4rP3y6Nj+RSHw7pPrTx0b5878AkHZ4icSteFRlp8QnwydQf5qB1ZE+m6JNKj8lEolvjY9ufWf4/jf/IG3wDvClCFB/sv5R/9FUV/WTV6tOJ8eqlYuP6hN78ynFgcmEZbWDkb5vz2LLSE81DEdg8lYWNCmxqpuwmNrecZgnLIgo5awsyJpiSnoC6kTGEelpZ9L9iOR0zQ/G35UfsGcxEMlR/Qdp22Z7vBkZCns0IkwtqNpB66zThY7XJ7ylPzoRhdng2TXY89cyyoaRNVYrf2WcWRRkuSUQaCiPc+pEPYLN0OsgX/B1q/aJaMjiLfFWHXZgjhA0IUZdqy9HEwfKExGB9DRIEEycEE98EGzIDpZna1sVzglAnrElOs3ICqHsXkvuuQYbqyqa6BXolLRQ5/fHRG+0zeNnXElQgRBlGzyBS9fSCVE9j7j8M3s8R/5Q3M7fCBPQkRi1ITxNnku1wKP4FUROovZBEa57p5Yr7ktCvIMdHkRq22wH5HM5YsiOndeVlqPAaEd3Le7a9TibOyI9HJKeouVdCaQIwFveGRGyt4/nREgjPx3Z3o108Olc2G4acATARkTs4d6WqyffAYckpz3ruzdrZ8TH87UTN3ZT75w9Xnm5JSSAYzLgHgnX+the/qk/B2hMUnpd6IjkKGAzBtwjR02JUX1cuK1fALoF5Weyx+uWdxP7S3H2U8uxHVUnLhbX7ytbXkZrPGpLXPtPhESrm4P8jJGH+gZvjUf/wj62tuvjiJ3+aWNlp2E7hLfEpq3tHee51vauh09s70Y6ql/RRtsIT9oIVPytwNbZ4RtCez1cx7iXCPN6uWzs8B61TiTeHqdWm0Bvb2Rin7sZU/C3BTBs78roN4QHuqUMGzw7l6VbltFlr7r7jZr4Gvjln/4CP/2dX7z3ZSSuwC//xd8+TfPTv/p3vsGVVCTx6bGQdniJRCLxQPikxKcZPos9XhKfEm+JR60XibfHo5CfEudIC7xEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCLxsBDdLIv/3Oir78sC+dET5KmKYMmyAD9qglhPIx6lAE8L9Kkt6X8aK0z1qUCfxurS9YlWrj8J1rbyVAt6Olac6CCVCG+NMdR+qtJTS7djUSGmEuUs8YZFxcaugldss6UMW1Ssa1+ZPVV9suMdqT6xahThLVd4b1QWWHXkwK6J7VuwlLGyuIwwq5Po4uP1qfjyQSok/b0vtWx01ZAnCi9DOWNdZFNe5qv+b1vdv1EMA+pKf3s9XFbaKn23bYh2d9EC71ZEhYcj1ScZz5JtcpQUZ06troJCkfuLpqRA98P2kn37jTEsfsRv94sI8fEvgoJFU6iJVnr9GC4clDR2w3JwDDovfP5uCRnvaXZdmzhx97h7faA6Ywo8rMpDNodRlYPtgmZ2Q4XqXK9/B7ZCNV1Q6bvWpvRIYYMths7aa8tn+4G5RekJWN2lg1Wf2OauZ6pKMbuqT8GeRmfpouVdbCOuVII7sr2r8aHNcGFs4t0+61o2bQk9K8V1Kk8x3ST9zZjUt2gvydt7dcHKv9vnwr4P2tQBYKswExUre32icUm07KV8rg+K8RGsWLmnDrWnVGnjmqAK5Y5rxw7jopk93rccG70WU8u714yneEy9lLAtx+Op1r+fjacs38qqbsuotzbW4nhnf9nD2IS7AhQdD0L9SbOznqk+zZWddJNua403TzezvbNruHv/9EwqspfL1jq7xbs+6bI6pSd9fh7pqN/6yOU/8b4w9addq00L/+ipfuc/URtk4VLG+CB80wOoZRuoZfm5lks37nquimXa9mG9AL+uZXlarlv7nuX6ayIVoN4B9ttcwDUqTy/FPdWhUv3pMZEKUG8LecHvFYmPBfnLf/fel/BN0eePEh8LX0j96Vp8VPWbVH1KfAt81PKfeH88svpTWuFt8aUs8F4FnlQTmlSzCQrRZh3WZkNWQLpVmIzJMSXbJMBNyLfD1L+O2BTJKsB0AlExJa8AmE6mTycsZpPpPJkRSE8ATaCfkJ6+5Y+/8Vx90k4vzh5PijhbPLuXOEesMc7sF1Yd1jxFIBft9mK4kE2Oap8p0xXDBg+otnJ8vGLhetJedAqc/dYoOBZu+U7s8HrxpfuonnrtmaD4e1C6Jy7zAFkeHUw0XwtHypFT0hPQHikTHNgW58zqikhPbG03iGCj/lk6d9/fgADV7ebsWiJJAVSOxWec2eaZVZ60m2LLrplNHlvbCT1zHz+3xwMfmypQzz8lNvn4DVFrc/81zuXjyWZuXxVb0pNu81h6ndS1apVn5YhbhRq21mRb/3yLMnId2+FFK7zN0URq+2zth8UB1RaP26Zg5+Xs8W5FKT5fqeSmEbYCMUjBYmSlA9KTxSsRnXjfxvJOBgniFiLkke2dSxdsM0eY2pVgiSf8+2xoHvcs7jYkp55ON3F3hYw/va6JbY80dn8bq0jFnSwhAWDt1kO97Pd2qoxxjai3ZJUxFnFjqzIhQPF+6ps3V7ZnnRdt8+h3zUEU8TZfPAZQYN8ezxBs8j7CpHkkPUXLu137SyaNL0slPgGDENXyRDuqTvoOtpb9vbc2hsusIwlTGVURqp9EdBJf5qMFHu87JAKHfAAcscnq95Ht3Yg/tr3bS3dke2fhU2J8T3dCSrQwfSs4EiKTnGbfEEzQtUdE+T9CeU9MFpGc4JstaAmky6nVZk9XpuMNN77g9mZmhWfkKNVhjdfaOVmsnV/HeVWHxTqQNniJxDviLQlPZ+d6CSEqiU+JRCKRSLwRkvi0CyMafQQiSJKeEt8KH6G8JypuJRq9JbnnkUlPiWOkAtRMAWq2arSvEB2rSLWUvsrMVqcPpacYpglYgSNcGFhhhifuZW1KThfdpput0LbJuxVVOcHOQ4SnjYoITUpoJ0OtmxXbU9UQUzV4Z9LTtZj+mA7MVxLTBF5XBVtGecDTMlYSt0k9VgVzZcAUwZpywZlC2PoUJ+tpItpNiEWFDZqMjZNeStukCNCVNHo8l0Oa3FrjpPycGFXznjctjuACjMl0CROcE9JTz8/kn0WInLCj9NL4LHtkwyOik9BzGDfxBk2oI5dMnhPgJ2n7Nu13E8IUbmk3xyCiQzw2E6U2xzucID6YRGYixeweZExgu2sO19rnpA5IT33/Aekpxvd3HfcRByKqbcQJZwtHtY2pgt9BW76rBmUTx1ERCggk1RUbNZsJYeMUvQ4NYlMHq+zN1Jts+4j0xHmIFOEmKIPiE6ukXUuEPFJ96umoXZmpPrl4u4adsrK3DcT21OK26Tbxr8RMWa3HR3IIJ3VledSBqSIa0PugQ8UZoKkQEtnCjXk8mWlD8l7DtqVzxKLw8GbqUKvu7wP2VaP2lC5XHeOniQLbVH3tYDwFfLsx1Rnpqe/aIyAwEdLIT3sqmkR21GXppEY3xl5C/b5iDGV1et1Rc1p5bBWVncr+vh7mdsGR4Xh8hi2Z6TJLp257pvo0S3eq+tSPdWUdPFMlbOGNKmFXw6Fvhufn42+ISfxH/Gb4KtjUeaDX+13stFNHOHrHU+LVCelyozTXwqdKc0D4TmvnsHL9TN/Jz0Hl7JnK7/OlqkABwK+fe7tey3+qm311pALUt8Uv//QX730JG1xDhkry0+MjFaDeFqkA9fhIBajEuyHJTy/GtyKJJPEp8a2RBKj3xbciGh2RpT472SlVoDxOftlMJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiY+LtMCz1cisFiArLetWv7KVbeVYBaDJ4ztHMFIQgS1aWbWuYCVlgqnFFqkhYIVTM3CqIROLCrdKe6VwT7d627vLpVpVtLCziwmrV9nurtu2BGWRj77Cla/vu/KDs72zuzA7vC5+UaQrYwmrmNB7UVm7DV7dJgULESoPUm3wdiwSnTII7yMpDme9UuzKSYZkzw6PizJZoYnSLiGJsqbsNKwf6HhK5+T7afsmxkJzsNKQs087Vn0az0G8jRXbVrHVlZ1uDXVIEZ45hYPSk1dm2Sq33AVCBxSp18AnZqu6YmVN3K5om2cWht0qj+3s+rmGqoSVDba+4nP04zXFJnHvie5DlMKkKMPll4oR2+t1pS6zwWLVKJFxaD5O+xtVn+wezlSfajrd7puGxzupz8m1IHexwzMLvI0dXn/ete0Vjrd2ndqc2v6QnddKNxysvK4CKTI4izvbN7O5M0WYI9UnSqd9G0O5YWJ5p3T8q5XgDmzvelhoGMBKUcXHV0XGdkmuLaHnRWVybPv9/dFu8mGLO1iNulJJdUtg9XBe70ZbqqeWkPV4M0vWSd8g8O3tSu1KUINiS1a5hIdEZVyL+jhKM1WHKmE7qjnt2eatY8yorEjVxgQ1qNi1x6NzKVBt8q6wx4u4dex1aHN1pvpkadgO01nbBSU43lfKUM4sxcX3vh9o9bgGXdmzemz7KJ1XB2x1mi0ruY/kvobz0z6nfliwzUPbzr6Ox/VRzYnaCK/ehEPbO46/1vZuxB/b3gEY6k97tndHNtqkPKhsqX30DZHKOB8CvR1gFcdCdfoIs3bqCCdt2Ex56mrVuWUoPnX1pwOrTQDeanvpjUPf1799yhg/iQ1UTTFq0WqDB9RzWrplGTZ4ANIKL5F4G3xE1ScG2+NFNahUfkokEolE4o2Qyk+vxpEy0y0KOqnwlPhISPWn98F7KC59dpWnxPX4uhZ4weJMnp4gPyKLM7PGe3qqP3Ka7R39wMp2Z2bb4SzP4mQNiODRcGix1X9sxdweBgAuTJRaz62SWjpnS0GWFS7eLFtOLCuAj096OsKmTADDYoHKh/2QXsPDPmFTNsyW5YlsXppFIodnFonrMibn16c2wW/bC03Wh8m2q2xQjPNA5chPou2UvQ0paLz3DRnkDhPzFj4lPQHdHo7t7TrpSQZpgQmJ/b753vfqXbynnefwZiiCaHM3wmPDPRPA2+YJNsdwtmF9ApfCdq4+8TvK4a32eHvhQ3s8C5/Y49Xj2TveJz1x/BHpifN4Sz3dHu+M4EKTzfeciJ5am87aedtnYUfmoHb9BXXWkUDZ4q7upAlFb3MHAEekJ4t3k5K23c4VLe/88dDPsUuEPLG963kObO/6rVpZCWWh7tNtWdktO/4RbtogyuvOfSNc/QZce7JpB6b7fPiYpBH6oGmZp3SO5AQ35qlhuxjFxhqP2m+Z9UUbK7tQT9xDOrDOi3lm1nuAt8pjS+E927yVyPStbh7a480Qj38NmMgYd52QnmqwpeE6yAQEJkIe2N6NePGWlxTWhcZQi/R/QKifPE5q9ne+vtd968J5EMJH++zYcJZ4jgjJBKVLqCeXEUasM7RvZnvHx77W9q7GR5vkre2dnefU9q7Hkz3YwfeE2YABSNu7DwZHfNohPTHZaIO9duoIR20YsEu8uop0abZ3HH9ktQm07/MWb/blz1Yf1mqDBwzbO2CU/Wci83ULyAvw6+d6zstlW/6zzH85pAXe2+Cjk56O8Ht/5a+/9yUk3gBpgfe2SAu8x0da4CW+OZIAlUgkCEl8ej8kEen9kFZ4FWmBl0gkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJB4WX04ByvBd+QEoS1d9kqenscL0R09AMeWfpgL0NBR/Opv/aXErR231OmCr0M22B4iKNU5xxhAttlgZgRUQeFU2W/KZSkhcpW3poi0F296xHd7MrmKy77OtYP2u/NDfk6k/iSmBLUstF0AtN1YGYtlYSigrWzWo9alU9ZKu+lSGqsBT8eoFT1s1A6CpDpCyzTWWKDDVAKd81MKXGO8Vkc6s3+6miMSKTxs1IV+HAHQbnG5rQ8oxVSVrKIqMOjO/R0vH1pWnilcxfC/M1LAiWB2K1Fv6ZXEcqyVNFKF6+qCyxWovbIMVLYGcmlOBO8YIw4W9qsyBGtRERSqmqwnaJqs0HVjgzVSfLM+u6hO11y4/2erFfRt7M91RwJmoclzd5s+sTqPKDZflqFjzEjjLO19ed23uZpZ4lm7x6XqZ4Do9s7zrim/nSnCm/nRke1fD9m+oQ3E521X/4n3TdLxN5YvS7Mfdv53ZtB+Y1U/Z1kkKj35nT7FGj5VpXL+10+8cqUGpkgVhKPM8vgK/p4P2e08d6kwZilWh3DWQGpSrgxNFKKCOszgfnetQbeVEWWWGqPK02X+k+gSQraVZQZHiGyvHtPg927uN4hOPo3sdlF7Xbcw01KEEU1W3JYybNupv2IRNhdPyxPBGAcpErjZqaC3PCpQL5tZ2F93k8UpRus1j45crbe9G/hO1QWD0TQe2d5bn0EY7fE/o87PbtnN9tm+IR8Lse8fgVJ9YbSlg004d4Zo2jLBRnrpWdY7t8A6sNl2bQ2q8ANW7Zyrzz768y4UUoEj1rCo+rRQeZV5//VwVopAKUF8RqQT1ejyy6tMMqQT1+ZAqUG+HVIB6fKQCVOKbIxWgEolEQ6o/vR9S/el9kQpQFU/vfQEfBjosSGSlWXIt28limtyyCTVdVwgK1GbmVkBsJqIMwgBWAHIboaRPxrPtyzV2SNGigixWdm3vSKLf7Cp0MmH3GX+8/ZP1j7olhK4KWTCeBU9+ykqzYDp+FBfxJAPhSVH0mWJRhULGRFVp23Y8YruIKnTGflGa1LdC04uR0MaYvK7lWvp9qIxrUMEgWIj0c0pp1+MIe+NapZ9agLItx1eBb2/P1m1Ceuppgt1VPxRP+ClPJurUYrKGJ/WuXxBPVgdCwj3JCTLeX7X+U/eI+jNZtU9MsS2Y5euPUjCIANLKQKHjE9Gh37sAKtrtSJgcItCep1YFevcyLsaOMcJ2mnosoXcoohS2eAn5PPnC6RdSkT+ywDslPQG9XDOpyRFcZvFte0N2ouMB8GXLdhf3dul2yiij3LeQ7aliBWSBCPU1vX4HMhQw3tPGsuvK8huJTrO/fE97NndtXyQ91esWT3qScd6Z5Z1OyqgjQrJFYyM/Hdnecbyzu9srD1yOXL++UwbiPnD+8B64vFG6u0BaXYZ/Rn1SvNdDDXWV38vI5wiKxfdBNdyOC+rvwj11O8s2RtKVD2Hv3ferQiwshe+rxPVJoZ+dzNuLhhcT6ohy/aG/jhhV6PouKz3IdvY+Xitke0cvurQ+emKPNyUi9LYAdcxyIxzJKeKI9AQAUjzpqTABylvg1X5i3/auh4lw50iNy5bgyNszu9Zep6nf2OwL4SPirVIfZHmYAOhIr6uP90RBHpdwPG1TmyEuf7Szo/K3IdRSnhPbO8tzanvH8Wc22sEqW+lcn/Eb4hFwaPk9Iz0x2SggtlNHOGzDZuBrKIJu1XlGunQkp2OrzR7m8wC9HtcxKI83bOzd8ti5VF2baOMsYSI3ACnj2+q78kPWgUTiBnw28hMA/KN/9Q+SBJVIJBKJRCKRSLwhkvz0Pkji08fA97/5B0mCQlrgJRKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiQfG11aAUlqpDFqZqmtf5q191T4paPDqfoMsdYm2Kc7YQS0vK7PQJVxlsWWKH6w8xSu0g/3RZpU2UO+zKzut7d69TYUdu4ctnq7ly6xYbWWja1iIjBXuReoztHhWeGCVCGCu8rRqWyE8VhsPJSW+hu1luXSkeABoSG/lTUlBxJQyeJVzX+o87oPsUarMAfq1V0UoOl5UhnqNEpKzu4C3WnNheEUYVh7RAwWEXm/1OtWnphIyVXo6sld6IcZKcWoPCupq8x4xlFVMHQpot+8UnMi2iqzyxJ5VUISq51JviSX8fkkNyva1sOh4zhs1qPBOxzlpH78/Fz5JxwIz9Nimqk9t/5nqk8XvqT6xheTM2s5tuzLFaXW7Dbjy1K3duIx1oTnpdkOCKkFiVqxyocaE1aCs35op1qjeToWOak9B2WnX5q6pNsV0XfWpp4O3w+SyFy3vrF1Y2MKO4l2aoBAzsb3jPKd2iaEs7FonbtLx8wf2VJ42CmOz8K2QbVhWgNWXZopQAJri06jfovPnhxWkGmJ9zqiwwm3YgQqhKcPtqkEVreIbzh7PbiooPvGNT9Sh6pXKpm3vx54pQ8X61fYNtUiB7zNGe9sVoYA2dmuKJJfVXkjdt1B91RVRaeVmZZUIVnly8YKN6gqArvpk98eqT6yKwpZ3lq5bUU5s7yxPYas830YM+7oWT3XcbC2dylOr37N2IfYnGxtXKtd7eQCMskJNr7MkbvXb2aSGvqbnZwUnVoPaxF9vewdgqD8d2d4BQ/3pyPbO4m+x0e7bE9m1xPtAhl2cqT+xIpSzmON2wGCqddROHZ7uoA1z6OctmCtOXqc619Wfjqw2Q1iLtO6q1ZNlNB66yOhbSlXvG32NjHZ0UaiV82Wp9as9V+6F9HLpalxf5rs6kXgBPqPyUyKRSCQSiUQikUgkEt8Cpsb1lZWgRFUPfon83Piu/ACU9gPwj54gT5UPJssC/Khxw8oCeVqG/Uf8gZXi9clPBDl7H4PZP9HEe8eexVabuO6TFEyG4gkKs5cIkxQAvEWFTcQd2N5x/Ff8cdbKhvyIyoRNFjw99R/Va7iVgVZO+uTd0wLt++hH9lZW+mQe7Vuf/CSfPqFvrwvoh3pgpTATPeJk28ZupU++eYKQm4iLxJApSQ8U50kdL4ZNOjLpBZiTnmy/4KoJQCZ/uMlAJq+QvVivZ7PJ8Leyv+snim3GZHK7UDomksR9bj8cISqSlMZzla3tYD8WpWuWZJv3YdcymUS2eM7D593EcxmYHdvi3eSzvSdfXs9IT8Aoy1fXDWBrbbdTNyQS5zbWaDuEF4LEvmBWZuHLfN+3btO9GDNrGI5v4WhzNy2jM8LehHA3s7zz5Ak7L6ej8it+WwuTI3w5PyQ9ubD6MnZQBmZEpynJyeW1OP++5AWvb+Omyu1CjwOmhBDM42d11/oku87Y1xh5g/snTyDRRmbapnN1aFZ/XF3beWZH7feVpFeJdYhJUWRLvCEbRkJUjG9EdmePp+N4G1xLLJghkpwijkhPFg6kJ3CfwfZTIp2oiYKpBVUnP3EdJ3JCJzYt4izwnK1lsLhcN5aXoHSY5tnuwzR/HGsVK9erDzsykyNmg4hMfsxSLr4PivXnWts7C5/Z3rnwke0dMMhP19po07fHV/ye+Cj4rvzQ61r8puHtWl8nFnNWf4FtO3WEszZshkC88lZ0V5Aujfx0YnvHhMtKcsKoJxcFnq3OrJBnqgvPF183nmnhkIXXC/Dr5+MFRi0+68XXwE9/5xfvfQkPg69GfEorvM+B9T/8D977Ej4txPrMxMNC/vLfvfclfFPo0wu86RP3xb/+N+99BYlE4h2R1nfvh7S/+7j4qiSor60AFWE/2rsV/Ct09apN/QfkVaE221AE8rzSBI9fHTomfdUf64rJtj7RtjfBdqEfli/rSHe0Qlv9MfJH2QluUQjreXZ+3I8KFDEZTajbLlGF0sy0hPlWKzeKpn7QlYK0T0TLijFRsGJHEapOAvDEWT+PVq0OU/+BKl0fhgIG5EUT8hFuIt4Ra+YkG7uvaycA63WrJ4fcQiDp5wwT2fdGIJfM2h/Qu+3qLV2BRfw+U4pqKlHS98Gr0zH5SOkydKIOBfRJfAmklJpM+3uSlcglRf0xgK06lN0nv2sX3qabESkckSmQVWakJ4vfIz1tiXPjFg6VnZTyAKFcUfoDAsMueaOA1OVktAvcYFg/M1OxeSmOSHpnKk89j6XnPlK2pCcmVVjRa4pPntxE4fabkxIxShvpyhEaqHxJeLdzYtOE8DR771T2nKJY276a5DQjn74Q3I7U+273O2lrpRfMcR8bhTcdbYZavQaqMpQ9Y+mJ+1WM/mk0MtzvqEhtUzrJY6RTlaHepOLGSl5Nka617eO+dTxX38fuKkcF1Sh1YzJ6v6KDTMSKkEZk5zrO+2x81lSj+lWxOtSGrEWFTOVUhWUKIjlFEtSGdGBhVlyJpCcmS0TFp9kCgVIGca6RnxwJ3BGTQjvQy54vb76+c7qxzylFTci6nG7aBwGuHntyOYWV+hTatnReKUpdmzFI25TfyE/Xqj4Bnfx0qPrUwmeqTwAG+elGFdkv/T3xUWCDxGUZik+lLeZZaF//lg1ko36c0E4d4agN27tMCW0Jn/da0uWJ0hwAR7iECBRu4FtVoID6LdTCotJVoPo2XassbQyma32W7dL1cnFqUIO8mpO6iYThqxGfEolEIpFIJBKJxH2R5KdEIsG41fgmkUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJD4MUgFKaQVzixKRYe2AHtnSb1fqA6jy96WQ6odXvnDKLO78pF4AVo8ISh17tiqs5GTqT237zKJC+R4n9hVfebX2n6x/hO/KD1BbTc/KCqvOlRZW3VAKWaVpxNXVv6z6MRRcSE0HaMo5cHlbFhe3FtC5hdRFvCpNlVogBQ8rj3RBrAZlyiXK+ZWyTJSh+DqvwcaWCfDqMHatpPYQ7V+uVUDo18aqB3uqT1bvdurkxtroXmBLuiLbNmNiPSa2vY40ThVqFR8fFKEszIo8ZoMHoKlNaT+GKaF0qzJSp+vll1R8qu3neEdVbcrKG5VrUqFS0drE9ksn5RgXr8FWlBQ2WEXD4rvixqgbXG5M1eNM9elF1nZqacfOq2y5GHuqgTN0pZbWBrEqFSe7svweWjFyuT2yuSPFMVbxOrRfHCIMW8u7mQoM53E2d+KVXwp2VVsOVZ82VmizY1Dby8dtxxv5sa/y5Nr50Ja/ErUOUb/D9W5HfU90KNR0NagubxHUoHSkq89bxvGvVCEcbdhop2qbPPotxUQRCmhlnMZtoHZmog5lf6I6VH8fM2Uou95CVlCsrhMV1yaKUHa/bozJ10DjzE3te4GySsRU5WmbiNqSYPW8p/okW8u7Xt7YgmoJ6m9HtnddUarts3GYq9NkxSj+GFENipWdvM0jpaO+htWlTL2JFZymNpnWJkzaiGi16o4X1KCGVZ7ernpp6k88zom2d0BXfzq0vWvhM9s7jv/K3xIfAd+VH2rAlPUM1r7aOM5s70wRytKw2pKBFfCAY/vNozbsCJOxbm+LrlWdO7G9i4pzcsEY9/L3jkQbPnHj6v6MWDp18R+KArjv7j5WVsF35YesJ4kvj6+s/vSP/tU/SBu8RCKRSCQSiUTiFUjlp/dFWt99fHz/m3/wJW3wvjQBykguAKCrDpILkYMEqD+QGnmCJ4LWdfyYK9IsUeiHYiMnBGKCw7UWW5H01O27vOVdvXaboVyPLSq6nYWiE8FysuL1IDKIYyz1MqCNVGTlCINQwiSFNuvWSVSRKRTmG9gCRri8mU2dxcs4r8qYGLbjM+nKbPh4wp8n+Psl0IT05NKug2zDznbNdk3sX66eAATGBLVN5q2AELlwTLSvvt7Z/hjm9/0azCam4js/Ikc5yxCarAlWeVNCFFDtOYXeowyiwcwer59S1U1gD0IVlS+eZBKc2+PxvR7Z47XrcUUnWM5tbMhoIjqSnkYeKjtu8prsEl9gbceErE36a4lNkWyFkG+WJfY7TEwCHEHzKkSyU5nvm9rcFc5LeciOKpKeOmnKEXPg0y3jPr3V1dweC/BkBLaj6oSnKbnBlyFnb0fpej4+3pT4xukVsfF05c3wGsIlvR9HZOR3MSFEAf75GxlqWneVy4S6d3ALCdfqZyRDKde7CSGq31t/TLafn2WIa8eL5Kje1s2IUXa9EMD6HdXe7nFdnVpQ9r55jON6mzQhStVr5wLzQmLBDIHEuOmPIunJ4gPpiYlNG8s7IyPEOl18ul3bOyY5LXDpxrloLNTK6yBAIrQFdB7XrmAUj0CU6lD617ZdXxP6ndm+GRmKybs8rvHpbiR9t++JQ9u7Hn9ie0fxh7Z3LT6/Jz4QZBCbZFnILm4BRCCdFEQkx6dl1GlqE9z3KHCsJ30LWWoyDt4QrG8hXZ7Y3kXCZf3mofPbGHYZDYku0m3w6u2R5f0yHgT1dP5ZoD5/5XSXS/89IuvM58Uv//QX+Onv/OK9L+PD4SsTnxKJROKzQ/7y3733JSS+Iv71v3nvK0gkEt8YSX5KJK6DEdW+EhEqLfASiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEonEw+JLK0A5KK10Rlsdi7aycx1LsXUVv9LeVrIupa4AtRX9UR6fFVJi/msttmaqT6pbyztWpDmwqOBV2oZceXoj2JqwqTF01Qq22IkqT6uSyoQ4pRG3YnhnoXRM123w2uF8flLYIEu8qghF+7rUBZ3XVjyTIlQ/9I4y1KtA187KC3KhFecT+5drFRAszUYBIag+uTyz+rlXb18Dfpa88h04V4eKK/TJgnOqRhcVoUIeFakr3o/s8YBqRaR0KlaDErp+VkEyFZl+rlGuzB6vnlNP7fEsv1NCmahv9PCZ6hNQyw3vO1J94mM7hRgSe4mqTntKT9cqO12jEhXQS8qOKpgDKSd5hbB4UF/+nFjZkc0dlx1WbXFh7Ko+Rcu7oR4zV3eJ8dGe6iU2d7MyVNPBl4+Jilg8Xt8GxvvXSTkK8S9qb4UyOmXKUYml6FYRisYUUQ3K1V1WgzIlJrW+cKvqE1UIoxqUHS+qQfV+CZgrQqH2s9FO8FAdyg4e1KH2bPOU25Z1qOcp9xnc71v8TBGKlPOqfSD1V3EcyPXwFmWVGfZUnjjOThVVnyz/kepTt4JqbYkprVCfpNL2t/gz27saD5/OhQFWbPJqcHB5nLJTyM9Kcawg5RSa6BXiKEztjAtTvzOs8pTSUXhVl99Z5d2oejmzvbM8p7Z3Fn9iewfk98SHBlu6mf0djxnJ9k5ZGaqht1NnmH3LXrP0ak/xydqbF6jO7dneubECq50WUOXnsWlVmhpjy+LUnNxtAN1KnVVW6xh7sUM7e7y0w0t8JaT6UyKRSCQSiUQikXgpUvkpkXgZvpId3pcnQNmPjN+VH5ztXf8xU2TYPjS4HzrtB2HV+oMxkxNmk0dr+Hn0WoutSLggy66N5Z1NRGzSBYuKnKS4DTbZw++M/eLiZGTcdseR/e0ev38NPn9Iw3Yu6wh3+zuevCd+ihFqeF5WmRQAVNITb0+IUfeASrWikItdO00cT+xfrp4ABAb5aTYBGOtZJBsyuG7d8f6dzaa1L3vkqDCB3UlRse2JZMwde06boBapLJRDezygFi6yL6vEmkGwcBZbvQ3Uc3s8AJAJqYJJGRRUKpQ8cezthhrpYTL53ElPPc8B6amTWqis0cR1PQaTEvh6PAmiHyfmOSpPryHfzUhxcX8oD+O9bwkNLXrY29kBufzxOyPSk7qyS+laeTgiPY08kfggPcykhX4aIw8Q0YiJCdHmbo9I563xqOyEctTPa8eLRKdwDbY9wuEYr7XZZNA7E3rGvQ5HQlTLE8lQru72ZySDsLQAYVTV3826wJFwN2SonsWToZwNq6K/bAU6QQuqrms8I0f1+EiOcu9sHLvb5dnBmfQ0fAJHGiM/RkIUGiFlzx5vj2jwUmJBxB7RIKZxZIlAMjggPQHURhB5zhEhA6nuyPauh10+uHbAW+OB2o8R9mQoai/EbzM5qiagv9wWrDthIzvGfLB+xtK1bW5zePzT86sjeosj3N1A+o62dxx/YHsHoH8/pO3dJ0KRMd5kUhHHL6GBuWb8ser1ZKmI2Vg3LA54Eeky2N7xGAHNBq/f3mD310UB9WB1PKrbBldBY6pVgVIgix1vHRaEwPjNodnhWb60w/vcMMLPV7bCS9JTIpFIJD475PkCfVre+zISiUTiUyPJT4nE6/BV7PDSAi+RSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUg8LL68ApThT9Y/6isudVWIkfXbKufJmviWbqideC8ov2LV2VVtDjRR85ipfOypPtHq77gSW1m9KqzezpWlV0DJ8qNFVXUce/5kv9Pz7Kx0jupNO8mG5c42/po11MpqHvFAiqH6Qco2ewoFgDhFqHobpNLR43z5lmsulK83QFac2t7VdHqT7Z0LzxQQTPXJwlFFbWY3xHXwDqj2U2bV4T3RNupQURlqotIxVaPbsedkBalTezwAXQ1KaR8rbFDz2FfVm71WVxYaaifilH8mFltdsUadEpCAy7VuVZ/atZ6pPtXnpberPpm6y66CH0b+XaWoSZs/w5Fq4BH2ykBME8sDKS3M1KBkkVEOWj5vMzXys+2Us7mj8tDbLxnHiKpPPeyUnujYFL+xRFyPVZ8sPpad/ohmZcjtH21qVBE7U3qaqTztWim+FPb82LbNvQtxilBuWKMTNahuA8ztjFIfJPC6GEpqcENEQ4GNGtRQIhx2q9UWU308Pb/+ZLhjaa/yUB2qPROnDqXYt81jJTeh8xUd7Z5rLwROEeqi1CZS3bd2JCpCRbxGWWWGaC0V91G4Wxi2PEeqTzUsTXEMPZ1TgrPXsoi3r5zY3tU8cCpxKtQOBFU4pw4l4RjcV1kbM1GNcm1JaAu8GtwkHFTnYnu0my72XTT+4W0ENShn6XmN6iWFTeXp0PauHTtt7x4D35Ufxlgw1u1ZXY/x4VuW7UsZuyqwoxG/4arp3CGspjj6CtU5tr1jS1Yb0zllRGsXVHp91EUgKND2EITXknGHuQSP6MWrAPQe8XLpKlAWn3Z4nx+//NNffEkVqFR/SiQSiUQikUgkEq9Fqj99LJiSUOIx8dnt8JIANYOS1QNQf5gke7yOolXSHgCWpU1a2cQNkRN4Unl6vp0fiCPxYka4aKSnmqxNcNikGk9QrIpB2kny0zXYJcUBNOkbMq061VWrE7MHZeCOEK3WQnVjTKipoE3Ej31GXOL5124rhO3cRd2WHrchOlnZe+F1byxfdGxH2zsAg/x0re1dCx9OADLhcI9syLC69Vp7qj7JVKq9BrCZZNojR3ViFFvmHZExIxkGqIQYy1/k1B7PrkcWGc9faJI72ByNY9V28sger8ZPLLaCPd54JrSPJ4epjFo5OSQ9AYOockZ6IgLDTdZ2e0SnW4hNG3LsSdkL9jEbQu5ReSiU54AM5Uhx/WDYtIf9+ExaIBIEGknhiPTUTlvLpSM30C1NCQfa2g/bN0gG3K5Y2+PIBBaOZYiPMStHGNt7RKcNyWnazoRJ5hdPKHO9G/V2U4e5zJDL64YM1cuHdosy6HjP0slPbnq3BstoY+pENJ2HLfBUwfypUXAwJ0SB0tpZT8hRQCMIULpd2zxt22TZp+vYN0jM4xmr+vcuMsjTjiRZ1Nnj7RINXkMsmCFaS8Uxa6F0nOaE9NTjuRyFdp0JVWxTN7O962FuC6Id3miagj2eb2dA+SPhyVngGXhMsmkjYti3JZjsm7ZNRPjt/dNK/Zj1W2vYBuZEbw4f2d4Bg/x0YHvXw2l79xC453cMgNFOPFmFGe3jFGFcBIR+LCaffSvPCE/T9ghXky57m0BkKFh7z32aXSqRwoz8ZMQnxTrGVKXQIhFxtoHcC7rnAXQSlF3G+N6/THIkEo+HJD6d4x/9q38AAPi9v/LX3/U6Ei9H+fO/AACs/+F/8M5XkkgkEolEIvE5kcSnj4k//u//myRBJT4skgBFsB/wvys/OMKTAuOHSZoEEJGxotMmA4mcIDyhVPZ+TcbtCjMz0pPlD4pPPEER7zPx+eHUC1b4X+CZDOUm6IgMoX6y4kiYgslR119gnOTzk3+OxNCJCkyG0ttUn4BOftqbAByTfCs2ZEOb5V75mdCxXwOruqWMtsNwQo7qbU8jRe0qRUWVDwmqT/1exU0sbdShAhlqqMIMVRmnCsSKQQKcqkPZDiYMTNShgEawaMe087pJZSsrNmF9RHoCGsGFzqsYFzsjPaGVrz1ySiQ8HRGdriU2HRFlZuD3z3+BjdrDpjysVI6OyFBK2zY7KQpt4W3L4KcDmRjFf91kpREpMMgNrCg1VXaaKD65NieQntple2Ilt4+YlCEiNIwbUjqeBuLUXlkJk8Mb8hw2OJpMZqj45y0FTgluU4ctKSm8zchQve66ckTnhRAJCu0aKDxTg2rvdXB9xJFwnQqhwvdZvej553JGjupRrPQBTFWjOjHKyqIOQmfNT200XzeokDLpiQqvBnWpftx+DbLJH+/jWkxJThPVFZd2Q0bAMemp5anKTKOOWx/iFJ8sbLc4UX0aeeAJUUH1aVwrRnFzeUaxcWQqS0/pnGITKOzGTT5dJGDO2iZH0A3H8wpQfszjlASpnXox6bsvlFjPVZ84vl1DflN8YjBZ162UsHHgyZh/PWjDjhDbnhLi70S61EJpVgCLuD6Ney3uAJjsLyLQ9o1f62bpeeKduuOFeP5+t35HVTqBLevZ54ORgj67ElSSnxJfDeXP/yJJUIlEIpFIJBJ3RpKfEom3gxHYPqMS1AErJ5FIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQ+NlIBagJnGXC5bGTruxqUjNWhVX7Cq7MM256hzDLFntIT7yeLrVPVp8nxcuXo7fiu/NBXGUsJ63jj9kn81NbhjeDcfUpQ8ggWeBjCAU6Ywqs8CWaqT16pZLui+QimjlBIGWGqfkAKO051hdQPbrK96/EnCgh2o3tqa4xYB18JWZZtedlTh4rKUM4W7kCNbmbPuRSn/gOQMke0x2OVIJF+qq4c1a6h26KtQxmqr9g/sMert+Qttmb2eP14dM2s5lSVmVq4Kzthk66rPvUwRhm7RvXJyspMmWmm+DRLt5d/hj3VwANsVMH6sVyibXnoKje6qwalZfR9Zg/Tz9nCirKjAlX3oocOFIMKv+/6jxXuvMqKjniyvJMLMFNZYSupUQZGvkObO7K72pQjYPte95SejlR99pShrkR/9vZ+ySZzVoe7YtsS+pCgBtX7A2CkK37UNN6ppZyEua8yEY1J31D/WpmcKEJZMuoIe992oA4FbJV+NrZ54zXX9ofKi7Plw2jDRnx7t0LHi/Z47VhTRaj+vBpeqqwSsae0spOG1feqxdREdQXoqk8AuqpTfxRsmxct70jpyVleBiW4je0dq4cFNSin/CLY5AFdg50zuoQC8EqUut2etRdRKUq4f4rtlKpXkdrpxxDGQ73cc5+04mrVS11H+Mz2juPzu+ITYaXxrQiVS4X2Abv0MbVKGw88NbWjUF96mRTdb8POMFGjs/Ej2+K6fbeqzlH7YDb2ypaAVu8Eo11pg1b3/d8VAH0DyiMZd2vj0JS4PfNl8T1kq3fflR+yzn1S/PJPf/HpVKBS9el2pPXd50La4SUSiUQikUjcB6n8lEh8O3z/m3/w6VSgkgC1g40dHtswtTSyLGQJAU9OKExA2E5qTnGtxdaE9ASgEp8CiSp/LH0l7B0uSye+oZQRL7K1K9sjO23SzZPNJt6O4k/RLYuk2UTRBBlN3s3m15kUxdt2PIm/4J/My9sEn7MoW/0+O44oBoGJyQmzyT8mpRzY3tX49XwC0OKPyIYMJh6+EJ3Qc5QmkqMiMWrHKi+SMaf2nOZpBXSC0q49HpOhRByhKtrjATaxrhQPKlxbezy+nF17PCsD/TTjyTm7xHU8h1PSk534FtITUMvIjOgUw0dEKTtOiz8kNp2RZieIpDjGYXlYzNqFSAuBDOVtX9ZugacL1XWsOyQoIE4HXkWYMZLJyETtgiezbCzvZgSEC5cBDMJcvfSRjh/3kV0iKGyEpx2i04bktEuEPth/Ldy7proa6vCwsjwhQ1G75bu4zvRp/9v70rBvFm4xrSiuhWyJFO49zQhREcr1HpiSo+x83vJ1bpsnqrVZIIK0I2H1+smkKYHIuA6d2eMBQNENIYqfy12IBTPMrKUYbDNF7fAZ6akfK1hQMenJWd6Jt7NjopQnQO3b3vl4mZKj4K5h3G+0wNtYBYPCur/PtSXTMjuPZ0tO355xW0L7eMzDfdW6uv7pKtJ3iz+0vWvx+W3x4KAxhqytw1Tq+20cTGSoavs5+iBR7WNnKYUIRtR79/7xFe3TDuGpnguH7c+1pMtxsDE+QGu3IsTS2qMg218e//Rr5HzxOED9diD76Lp4YOl5e7rLJUlQnxifxQ4viU+JhEfa4SUSiUQikUi8HEl+SiS+PT4bCSot8BKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSicTDIhWgTtDt8NRssCToGgw4dZamCAWQusYJbrLYiqpPLZ1dc+IN0FVqgtIOKydEy4bZu79aMWr/Gs7TjeBY3dyUJroqD/ZVNUDhIGgys8MD5sobfZ8VX1M5IAUEVlCI6ges5GMKJTP1g6tt7zj+QAEBQLd52VVbY9ygxLOHrkoyUZI6U4fqbc/MKm+iRseKULLYQyb1H7PH2rHHc2pQzlpta4/XTjMUg8w278ger18Pju3xMJK6bbZLvHhlliPVp57nBtWnfr6o8GOYKffsKT3dquwU7FF3YWWAVMEYh+VBaXtPDYpsX5wFHkq3k6lKOmuzj5k1W69UDGI1ObKYm1neOWWVicpct7ljVR+ldLEMTZSdZopPp3Z2sRwxjhTGrgUrZxRxdXJTh+39XqMGBdTwlFLfVDV6suvVvdjuUEmJYygSmloSNvvq/nENt6hDRVUoO5dLs47yojouVkHtdVCcq23naMM29njtAFERapyYntA9lFUiWGkF4dBRdcXiTlSfLJ5Vn/h9zizvhk0dHc8pQInfntje9fMeqkPRtco2DRDGKKBw+Ost8CZh2nb9DpVlCapg4PFQ7IPObH/pe6L3T9eoXp7Y3gH5jfGwUBrfgr5NL5da9y9kXSujbertnKxDNfCiXu3RLLYBYBnfSArZtGFX4ajtIatOVqTzYdykOge0ehL6Gu6T+HuJlaE2Yx4KM1xrver4jWBRqK5AU30SoH93zOzwvis/AMh6+FnxiHZ4qfqUSBwj7fASiUTiG+Jf/5v3voJEInEHpPJTIvG++P43/wAAPoUSVBKgrgD/yNgt8QA36czWeD3OJOyvJEDdZLEVSE/xOhPfCIVII23SQJnA0dOFclACOYp/tGfsFJ2Ybtcej/kBC9wksKxwVkA8qTxse66YAGzhTfmfkREU3naK980m/9w1DdLBZvLvWts7iz+bAGzHdhOAE7Ih47X1zyY1jGzJ2CNH7RGjDsmYgRCldk/NHq+n27PHC2QogCaMZvZ4wCBUgQgVR/Z4AMxia2aPV49nhYMIBaD97bqH/Zmek54szy2kp36s1W8zIuHpjOh0JbFplzQbES1aGQflQRZ67wdkqE35m9jBDDu8te17vR2eirr2jIlOo/2hdsRsEIkU58uHnVQdAeHQ5m7HLnFKeOI2bIcMdUhy2iPYXYPQLzHJCZjU4bJNtyFDkfVPtWQ7Irf5d1pjeUp4hLXV/WE/p8NeqdChrA3hfmJkcU0Jp+M4NHKUT6chDTwxqnWM9sx836XjPFQ3pEjou0Zbp5DRfqnAEaKczR1d40uJBRFnJKcQ78YyMicdABikJztHID0xaSFa3nmru3EMR5rifRPbuxHGDjkqHpvuwRdXR9iOYW91RwMncHzYx8eIVp3chlHYEcCZWMd91Qo/zjnqn64hfaft3aeAs3S3fmxBLw9q/Y4VRqW+/rKCyVB9rGwHsYJ4UeobtLfxtS76NuxqhHYHGO3NjKj5UtKloZK1x3hDaacotfdo1ZQ6mE7iX+bjnxpB46kljqcWf+uW5XJxdnh17LDzO0Hi04AJRR+ZDJXEp0TiNtzbDu8f/+rvvjjv7/72H97tOhKJROJDIIlPicSnQZKfHhNGlDHiTCLxUZAWeIlEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJROJhkQpQN6Jb4gFuFaaqnCpCXYUbLbZyRfYHhLMeI9WNMvbrnqIC5yeFBN4e6Xa299ShwkLsaoFniYKyBMVXsQt124BXx3DKTQDkQmFSxxhqCJSPVQ6C+kFXQ1lZeWGifmCL0s9s74Ch/nSggNDDQQHB8Bb17uiYe+pQURnqSBEKwLDJY0UoW3lexnOsq+x37PF4FXsr44f2eD2/V5Q5sser1yy79ngqQuIA7Xr6tVP5Isu7rup0pPpk93eL6pPLc6O1HauKUZt/tbLTkWpggFMFYxyUB9UVpg61qwa1lCiYMs45scMbqj5ndnj0PCaKQSpoCnItx6rOajPaaQIYlneunSEFi1huZqpP1N4c2iWC8kwsEneVnlS3ZSSme4maRreS3NbJaR1e6V1T3dWu8Kb+/Yr0k8zVvVjpyUJe3atfwtrSdUUR0HMQrMuIPrKvG/HUh7WMs35sKCRK2Lb9ozwoKVRpGcfneFYFUm3t1p49no579YpQ43r6gYD2qF+orDJDr9vtNBur3km87KiuWHrL06zoplZVE8s7rwA1xj9OvUmwo+wUFKX2bO/4eqJNXhgb7Spg7uzbWOCFfTO7YRsn+TJheahNMBWxXhYpvK6u33LjH+pTlNWgjlQv0/bu80FpHNyiRKTb4AG1fAj3E6akCiqyIhBZe38gPOZxCp0AFoGayuRLMFF86u2Ma3NepjrHaoCgMYbQWFdZoMmi7Rjk1SzrSGv9Y+9bS6E+RLqKJp95cutujCdl2Kh+V37IevkF8NEs8VL1KZH49niN0tNLj5kKUYlE4qGQ6k+JxKdAKj8lEh8P3//mHzy8DZ6o3mv25GujExQMjUBwM97QYitxG74rPwCl/pItP3qCPFW+oCwL8KPGHXwa8SgFeFqgT+3X76elEwv0qUCfzAqqtH8y9tmP9E+CdRkTkeuTOOsf26fLmLBbF3HbusAfY4HLMyM9RVuWDt1ue2uYsSGXQW7gcLloiFeU9ns+kxaE0z2vkBUonbREtlWXdRAanqu1nTx7eztLF23vAAzy05HtHcd/4AnAabsDuLZHimztNWybiE3iCBElEPgKxCZrmAxl22zrwRNnDcrHKuHYlFYXT5rSQBzk9M6iqXhSodBk8ZhQXjfWdhvSU8tzE+mpHbuWHdt3nbXdLtHpBmLTxh51glkZcPv3ysOyeOu0Toai97ws9b2X0b718uHi67GtPWO70JqHSBSLuInL3gZy/FLTDoIbAump3Ry9ZyNVMrGS3/OIV096OrO5c+SoSboZ4WlGZopEqYg9gt2VEAn1cOzY1mG2t4x1t4XtnQK+7tZ3OKww7Z32fb2vCvHWVxXp77duUz8WCC5+Ahuhf/LxM3KUsy6bpdsjtTCBaY/UokRiWa0t2blOIlc5Mv3uvSmmM+avwYRo0E8d2tseNyEdAP49bazyiPQ0tbzjY1CeDWHJbYvfB3Ty057VnUvXy5dCVhkkRx7XrBjjlRa2sQzWOtbZ5Gnhvm9Fb48KtVnybGOgtu+Z7Fs5fGn92LMRLmj8s67A82T883zZtf3V52dPeErbu0+NPmYsC+RH9E2zLONbZil9vCBlhN03zVK23zjWpzzR981Sv2/0ifqTG7Ed62H0NbzvhaTLSKIedY3DNI5YLS2NEbl+Wvt90UpK7O0CfXfMFmjEbxQAuKy1jgKjbiZBMYFvY42XZKdvi9/7K3/9vS8h8Q1xZoX3FqSn1+I9SVFy7e8iiQ8H+ct/996X8G7o8wKJt0cSoBKJh0eSnz4X0gbvc+JRiVCpAHUnxB8fvys/IKq1vOZ4iW+L78oPAKk1OOz9gD+JnyquzDBJxj/Y122EbSMS+GPoQR63cprJTAckp6iCwZPA2lRCysUUm8Y+VsHYqB/wxPGeUsuqpLQyJqlF0ScUOrmBiCjCBISo+tTCZ6pPHP+R6+K03QFwizrdRh0KAEqZqwHVAwCFVF9O1KEAdNWnmkRP1aHsevbUoar6DEb+oBQ1yAjqFZ/WdZQpIjl10lPLcwvpqT7uFY70dK2y0xHR6QpiUz3GDtmKk4QywDgsDzqeayVDtfvVdUyQxuNhzsvoagiwCVRqI47UoETGAU0ZyOKFCJTcXhDxbar4RISoofIUCHE7pKepytOeWhiniSS7PTUnLlebfZbn/J3PYMpuAIASVD5iHV5M2SPU3c4aGe+0h41HtwKHalBO2alfHbUJtY3QLktIqkpRGUoHeSX2Y7Ypk0cdlaNm6ZgYxf1gDQulG+/K92/iLkLLvjqUdcyKWid7GaBb4vKqmKtdvQZTokFEJJ+ekZ4sHElPM2KToKtA2b7rCFBb1ad5unC8qCjVrkGA6bOVUH78tiKWv5GO9nE+Nzai8hP2zdqOOSHzpN+aqF5iXR+K9J24E5TGwMBQgYqQ0RbhslLb2/o9ahSF+y1r50or+6xw93T+XbRpeyLhif7GdsbFX0G6dN9BZRxcVnVtDF0dXYC/HKcGZSfoan5+UZSGvHysPvYrPLaVquRpCVfFa35nSDw2IjnptYSoJDu9L5L89PVQ/vwvdklQH5H8BMyvK5WiEonEuyKJT4nEp0CSnxKJxFviFZr0iUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIvG+SAu8RGICs7+LFhEAqk2EqWM8PXl7iGUZ1j9PC7TvC5YQzvZu7Fuf2OJJoE9ke0dWUCvbAy1tu1u4gM41Fh3r4rf3lAiAEB+2o53dCMPZw3jLF4tXb/tygbeV6LYuzf6uW0dot4uQVZ3lizyvTump20o8X8gC70I2Euu57V2L/wwKCEf2nHvWaLIsThXGq0HRevV2rEN7PPvLac7s8WJeYGuHx8fgfQAph3lFDLnoKBMz1acWvkn1ydKsQ2HjJmu7bnsSuuIbVH7OyummDDAOykMvB8BQBQOG7V0LO5ucEzu8boF3YIeniwDOMm3bPqLZXrGdnbOrsbZrYnnX07F1jaK/s67yNFN9mtncserTkTKLs7vbsbNj9bBdKzxKc41KGNAU2cq2/gLzOrxTd4e1XZlaHPZwsMPr79rZGwpWtkbqijzS3rVtU59GlmbrIm3fSEdSHOM2Q/92tU1e6COH6o4/5n4enfadNc9QBZKVjzXOcXi9oWy8VA3qVGkF8BIlFDaFlSPVp36sA9WnaHk3s6zb2tdReeF0VD7sPLu2d04parQDchHM7HzdWCaOeYLVb7lwHt1sW7g8q8u/GQMBkOfR5pRg+2s2wACA54u31Xqmcc3zBVjb9q+fp+Mf/fUzsF4+xbgncYyNxTf19c7muywQs+9YlvqdA7T+u/hts/l+Gv3C+lT7HFN9Wpcy6t1TmavMGU7aHSC2JTyuBJzi7UH74+r3nkV3VJjk+h7s8Pq3ShtvdmXJEN7Y4Vl9JQu8alFJ3zHuW+bzfa8kEl8VqQD1dcEqUB9V+ekWvJUiVFrgfSz88X/393b3ff+Tn7vttMBLvBlS/SmReHik8tPnR1rhfT48og1eWuAlEtdAZEz+20Ryi49Ejc1fOsbhdo/fv4br0s23NfzdeFXRZK5ynMJZ0e3l4Ynfjc1djCdygrenoviV89FEMpEROjHBiAuRgNDiK1mlxQebl5ntHfB57F+O7Dln9njAeHXRDg1ArQedpFTO7fGAOhnW/aLk3B7P0rE9nsiwVWE7vHbano8Rbc2Y2BTtEtnm5RbSE1DLFJOebrG2OyC73KsMHh1nrzzMrPHsmccnrZM4SxfvqlvgRTu83kDVuq98DDvvRamszCclaxhkp6kbyzuJ7QfgLe+aVaKsk3c9s7k7s0sM+dSRqCZEN943ITjtEuyOcIEnsXE/FuqwLDqvu0uZ8Ytqtj07PJX+Ti1fP4bIqJ+gCWx7t5ZSMPJToZLV7wMwyFDLSKfAhqTkwlwd1af1NndCYTgLu7l1mVBYfYWgfVr4WGz3569NVKlvFrd/W0puhIS/8IQCFz8jPFm8IzYNMtUu6UmibR7mpKdgebchWEXbO8qza3vXw4pNwY5/LXyw7cY5lMZvqxvXuPPEfZEw1/IbkXNsH/RjPX60JUrpePzT+6LE14C978ultpE23mNCuKxUUah/szHhSoW+95/ohb62WWPsJkV7hVSl/nyhBiYitj2h3Zm3K8BVpEsZjbJoy2OWda7BFtiISDeNhXg7UyIZb/pFCo+bas9hKX4b2C5QUB3viR6NXi6d6P5Zvl0SiUTiK6D8+V8AAP7Rv/oH73shd0IkcaVF3mPhiNh0j2P83n/8X7z6+IlEEp8SiUQikXg/GKntkYhQaYGXSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkHhZpgZdIELpVlMjG9s7s8KoNxFOP7xZPT83+jqyguiXEsgxLp6dqHTEs8GTY3C1C9nXS7O3G9jqxuVsX2277Fni7oBZvNnmsjhCt7gzOtoctYMjaBWxzd2qBpy5+ahvzvPaw2d/1fJeh1sOWL93+rikYXGMjUcOXT217dy2m9nhAVYGZ2aFxGmAoyhzY49W8ZKll9eVWezynKBXOQ39VxKtlsA0Zq/c4VbCglnGL6hPQ0zvVpxut7T5CuXPlwewNy1Ai4DLQw2aHZ23lmR0eWahN7fBa2KzWqoXatn20dtHZ3k3UoGaWd719Y0uaaHm3rvuqT7F8zRRYZopPM7WviZ2dK1czHCmMHcBZGgL7Fpd7dZetD80CKVgcAtja4ZVgAVu271OdNd7o/+o2930cH/eh0/rZJrbfPz/3iXLPzPK1p1nD/o2yD50jpJvmifZ4G9WgydBcsasOdRdMlFY2l0D2U3V7pJuqPrXjnqk+9bBTegIpuIiL31eHCvH0d8/2DgXjPV1kM+bZs8ArF3RlGzeuoXTFrO3Cdj2Gdgs8G0+JWeKR1e803LfHmEfY9veZlC3N/u7X1TorbbQSwMn3jvUHP3oaVnlPIw2elmZ7N7a1fwvRt0+RreX35NsHpVrc7inbsrVm3UbfntncbdscTNsfURpDrONf3Y5jihFmy93yHMYYwbqblSKdHZ5ZebdvGGdfybZ3/ZvmcmpfCXyMsWQikbgOaX2X+CzKT9fgNWpQaYF3X9xD6em1+ApqUGmB9wZI9adE4tMg7e++DtIG73PikRSgkgCVSBD6hEBZID96cpP88mQEqELhpU4EtLAuZWwXmgR4GpPD61MBikCfbCK/jEm5p+InfZ92JoFpcrcTm3bIUW5COBCgugYcTdQCICIS2sRci3cTg9sJv0ITBFMy1KXui5N+43hMZtA+ISAXdRN+feKgTf65iQObLJhMHAA0+feJbe9eihkBBsCGDNWTGKGCiRTOHk82x0KRrT0ek5hcngkhyva566R8DCM9AYMIw+QStitz9nXXk54AODId0EhP38Da7i3Bk6MA/AQpEWl6vBFjlqWSoFr4ZsJMmyDtBKhFOnk0tpU8oehs7y5k4TOzvOuWePTeo+XdhYiWkfR0jc1dLEPtWup2sKOKRKdYrmbYI9jtYFaHHakxkqG4rh2Q25Te7y65jSe9F9rnSE+1v7NwnxBHJD2NyWsjOTlSyzILTybWZyQntiTDnMBkefb2+fCWDDUnTaG/8yn5ao9o9QaIRIMaRwk25KcJ6WAaPiE9Uby3wJNNOrO8m9pble3xdm3v6HhjvNIIUDy22SWAw7c/kRyFMRaajY0cceKCDQlc+jhJUWjMI8/bMVA9xiB9ewJUJYDPSE9JnEh8V37o3zwANmQoa9drmAhQ9s1j29yHP42+wL556j7B2snNoEUisQ8IFzlpd0Y47GvpryFdCpFKjfDkCI+OHEV1dYdw7b5jjHB9oXFE37cSUerixxtnCzno2yWJjInEYyMJUF8bX4n8NMMthKgkQL0OH4HwdITPSoZKAtSdkeSnROJTIIlPXxNJgvqceBQSVFrgJRKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiYfF03tfQCLxoWEqJ1HZZmbLFbaV901UEpTzFVrN3BAtaI5WOjPccQ/SORWG4lUOJKpPTBQoYtzWwmeef2Ml1FVRSNXCVHfYOmLP1oy3o5UZWUspx4OUU3K1dAc/h+/KD4C2leYq410A3RbNYkxJRkUAW6Bn9nhAU5QZql/qLLbUq0GZGE5UdhKBaKhrDVoEWCcKUGR/1ssJq/c4KxGLX0f5A85VnyzNjurTo5Ytu25TgtLLpTchCnrnFA/aD0ybnLlrlyyjwbhoLTe9vkp/rCJUVkxdYabCQG2HXNat5R21Bf//9t5XWZJlzfJbn0d1A6EmF1wycIheQVCndeYBDmgg1OCCJoPGZKISGrM2GyJwwCCBBvcB7pm+QO8gOKDBEIFjJmsk0H0yPgH3z319Hh6Ruat2Ve3ce/3Mqnb88YiMjIxw90xfsRZH0syRd5aulYXrU0Qfpvpo4RzWHJ+W0XZXcXZxXa24cBhbFl/cw7xluofd870b+8D6M411eUW4S/n4TON497FN395sfBZmcHLmgHm/v928N1x1PV0TDqo/xnS0nTsdEr+pmHcY2A3RQW3S1G6lND3eR5q2abn37WZHqTgTvP3Y/+QO1fbNzNs8ip99oLzuTp/iyvUJGH2ZK9cnXs4uVNkNai7X5tnZiV1fFlF5HHvX93fmtnXBodzcT+Ll0/wyirF/xnS99dfiOgfrPlDsg+7x1Ofx4TDjtxu1fScxm+Jj4eQsBFB9vfcbzd1H9bB77dPxdciVHdXd5o6+5Q5YuwdrfTva+Vp8rOtOgXyYq+9Btpq2RX1E03Hvp0hRa5ZQo9xwFh3tTn3f1JvhhmyOXQXgGC/W17qNPnGvoEb7190Undq32YXVfbTbdAh+u/V+27P2P4UQ4r3z0d2fAOC//N//W5/+kng8MXjrTk9n/Omf/r5Pv1c3KPEFyPlJCCGEeJP8+Pu/ewoXKAmghGj8UH4agqc5Tovni40YJxY8lUkMxQN5vI8e7dWW8w/zyIN/dR5pvpfhQzzs47jN3Xmf/sb0xXwSOdG2eYDZqZznfczr9rG90TqQaCEJGPb9GE/VB/lIDHW7HQf/NPB3yZkYCqDB990PQorAtm1cyyyoKE38FINgvmPE4+2jXMRyzYKo2AfGcjuM4hOzOI6uHQ8hCsUgYveXiZ4AdNFU4z0NOrEQKt4/C5ls25YiKCAPygVJMNMFpjs8IthCUMTiFxuT6dq7ir3j2BmuO/Z91DP7nq+POfKuXx97um4OMXcpBm/UOQfB01m03Vmc3bzvBY9ea8t7OM7dQgwV9+5nidvMYE295KXUzzTOLRuP2rm4zc3G54khIO6ip7Z9FT218xrzUYTaFnfrgio/jiO3cvlN8vVWx8a9l59j79LHtNN+0vGMsxaCqLS/6XjGMZ2Lo/o1hS9kJXJa9SmwWD6JDo7LcVf0lLYnAVMSOZ0Im073V+btPMXhnan35nN8Koo6Wf652x/F5tQm9TI+iTYWIl8gCzqnfQCQAFx0/rz/sbbv0R5w/bg7sNH03ivsdO11YSFwFDmFWKpumOtNPpCT+yTVA4vvRaexnWeiJ17OnZQSO8nvpe+7N12tber1yvxF6iiC6gcVt91mvS107LUPGxGC7qNPu5W0H6dzaWajnd62cdS7p7ZeCPE2UfydEAOJoT6fZxU9nfGnf/p7iaDeKL/81//4ULkf/+1/eL0XlfhJiHeF4u8+LiGSURSe+B4oAk8IIYQQQgghhBBCCCGEEEIIIYQQQgjxtMgBSggmnGi2rUYLdKenEXtns6tTcqyZ59GnsxvUeGq5PqlMTzCTm0Jah+NT0LHs4M6wcms4+wtkpwrQ9MIRo+92sc0q2uUYN8RuBtNrzFEuHAuzinlZxZr1csMBwXk52lPUbV7uB/eZz1HEa8Bvd+PxgMkN6ob78Xh1R2tHqFZu7NzSPZLcoVbuYLN7D1Cvn3DhOZT7eK5PK8IlAsAyDo/doZiDY1DUo7vDw5KnjPgzX0WmhQvP3pyC2n4uY+84PpNi7roLFJAdLVaRd+wgt7puej21iNo8u4ba/pLb00Wc3WtdV8t7eBFxGW5QVxGHwMLnghyb3PZ+H9rNq8NFuF0YOdhcuXuxs4cjuUH1F450prgkdqR1czlOaOpOQBftIDsu2U7H19f5oVzOIhofabhEpXLT/mo5H+tjd9MxBewO9Rpcujwtl9ux3MoB6iICL+2jlWGnllM3qMkVZuUUhRZ5dxaV99Izt3RyOnGtOUbfndnbnG3vj83PWYxz7B0w6qU7bnJCdHrdRg5jtiPFtZ1de4f92Pl8X35+DIBN7k2Leqevm6ZP1nXK6qW5d8PL4vsImougxdHB007HcXPsKfdNDWW4Ipp1p8S6ecn9pjj/pcA2r66pQP2eGq9IfQwr1tuqH8pP775vKoQQz4Si7+7DblDBj//9//odjuTt8t5cn2YiEk9OUN+eR12eXrKPz3KEkvOTEEII8RSEq9dbjsKTAEp8eLqYwyxH35kdY7va8iRyovJJ6MTxeNPA4ByNt4xpiPnFgGKfB9IP/OnvtP147bweQI8G6ounQdY8nwdoY/oodMrz/Dp93RTtwoPDVRy1EDFQNFWPquJYsyRiuNHyNq34uy/mJfF4wHGA6W48HlBFUQtBVN/HShgFZHEUkAQuS/EKUAUpcX24S/R0wlUc3j3BTETmdLFizAP1cyB1So/BA5qQJSoQrjsmYeS92DuejmPYs1DqEHkXsZn7EMgdrhveLtYD59dQ3eFysPhbXk9n97C7LSMOgcWwNX+Gt320h/w5152MD+5BcVuNtosdOLW5DuzRrjpsp8HwFnUXm7C41mid7ViLcRDtznip3gTxteeTYAujXIooy5f1VC5Pj/3YQWhzEEe1fX8VOcsscJqW1eW57JkA4SwCbyV6AjBi6bivxMKHOcJq3u4w7VUotYq+KkiRu4fT8JW0Qmf7fVhcdSoymRfxxburDyTu0wXht1H/m1GfyXq73KuEU2FfkvCcVla9flwsX17+ZinC9Ex0GS99JrpMD2LEvo5H15eaY3yfK57WAYYIkWUhlLnDi+X9900cttGBF89f/nqlbyMGz1s7uE0Zrm1d74MB9JCIovCEeGso+k6IlxOCn48shHrvoqcVisP7eryG0OlzXushMZTET0IIIYR4Rcz97NdLIT4GXQBVNthfVE2gbVt9uvZT0whuhabJGerTBo8fp7cN2Ar8U3O62Dag/cDtn0ov58XgnwzexCE7Tftm8PYyXgz7VpfVeWCn6RgEiOlYhwLssW6jH/3bNM+zAMpuNB0Dg7f2L837YZtyi3lP83UbR4lt2vZ9H7zut/Gkud122G870Mvd6jyQ3HrstgO/3Ui4cIP/9lsvN6aHwMX/9Tdgv3048cq3ot9PAIkWxsCOlTyAY9uGJCRs95Z1R7UQRE2j8EkYtZTcVGbx0ixeAY5uPRI93SUJR1t9CeTP07YNaHUqygb7NMrh06hHfSt1HgBKrUO917Fl1IFb6XUlCqqYJuqMfeH0tJjGbSdBFLs8HR2fhpiSRFOL6+bg8BTlTq4h4O1eRz+Un8ZnCgw3RCAv/4tP4zNt5fpAbSmn7WJ8vkBrC6Nd3Gy0l6W2ifunMR+OTbm9HO1kLYdpHdL0qo2cp+sG4+9BlBvr76wDQqAX04tyWGw/rbsUFs/7+RJWIqeV4BqL5Yt1s0DpruiJlt91gIrt2cWLpj0cBWNfJHDj4G/u14QYqtys93tio3Ib5VI/ifpDJe2Dy3mb575R9Hl4uee+0W879ZP2Ie78rfWNos/z2w32261Pd9Hmb78B0f/519/g1DeKPhDwdush8e1Zfhf69CnX+Z/GcpTRbvun7dCG1+W1LeB6fnxHst627216/v4T5UYdb+37TjvoK8FTEkfl+mc8lOGjHthRhdV8H/f+BVK5vJ2P+/02L8/fd9J3nBNnyvrdZ/Q3jATbya30t1u/j+Mer8t/G2VaX0b3uRBvBwmgPi5yf/o6vHdR1EcUPq14RiGUf9ruF/pGfEvB06McxFASPgnxbvnl15+/9yGIN0Q4Bon3x1t1gSr3iwghhBBCCCGEEEIIIYQQQgghhBBCCCHE20QReEKsiPi7cBuxghR7F+4WHIdXbJrHiExIDjctxqE/jTw7I8Q2Y/sxz+Wm6YsYiMu/QHKt6PNXf4FDNN7RxYKiI05exw6vG09Ex7Yxn8uk2CqOqppdXPryG0VYKfrla3KI1gJwiMi7E48HtPvghuwIFSyi8u6y+7XrUxBuYXJ9umSOw+OYl/4Z8r1qe7NxIccljkLr5eo9Hfe+c6RYoVycvUaFDUcFclA4mQ73p4OjQj+GKfKO66PJUaFPA2PdRczds1xDf97/uIw4BOrn2iOQdgdsh7c4umQgZNY/F7cdKNbdLtx8OPulGER6HdT7vztkmI1EII5E3G3E4PUN47qx3G456Jqy7tLhNpw9HMjOiE4fIbdVi78cZ9f3N0Xk1Ri+Ue6RNtfp7cZ+gteOabt0eVosnyN2j/0S+lzuuD6l5dSXmSOBuVyOx/O+TXd8inJpu7h+L1wDhRDPAdUDp45Pi3Ij9ptbuFY9cH1xGpBH20WEXT8IrrzRv0dy/c+upYYC3/fex/VSKGq8pHYRu48+8ebw+D6zbeM717bltvR2633xZ+mHCCGEEI/CDknvxQ1Krk9HFIf3Mt6i49NMHOOP//Y/yP1JCCGEeAeEu9dbc4KSAEp8aCLuB0AXZHR4vtiIvSORk0/LfSMBVBI50SAcC6Yw/Wg/Dfb5NKAY3BU82WJ6Nb8aQF1E7Nhq0PUgfvLTbVIk0Ok+phc+m0+v4+MfUEUHMfDOy0HiBMVBfDNW5/mH8hPgtyEOINGIFbsWRAVnwigg37e0bw+By5noaYor0zXyGJeCGbMhPCwGv41BPpD4xXavQplWzm5ehTJAE0NZTPa6w9FEU3RfX8be9eV7FkR1YeQi8i6ETSSOSpF3cd04iaimc/OMxGcK4Chui89vjv1jMdNK3JY+z3YP7jssZZK1z3kHzHzsY/d+/9vuIwYxdstNQxJKtf3GNIuefFoXb3BHj5fdy9RWzdM0T2+vt9l8bFVMdRRExfb9njlpX1fLXln/1A7gOH1XGHUhOgAw4uuuRE+8fNG3WUXejX34QRzF2/d+VfkqZ0wI8R3p9cBGlc9FXQKb605qq858sbnRMPoHtG1G+zTqoiF8ivkkp6JK3zaqFIvnL4NdNWv14RuepwcBuoCKomodqO2vT+21EOK7oPi7j4mi774ds3DomQRREj3d59lEUBFT/q2i8J5B9LTil//6H/Hj7/7wvQ9DCCGEEO8UReAJIYQQQgghhBBCCCGEEEIIIYQQQgghnhY5QAkRT9BuW39qFqWAY++O8VvkYlJo2oxiX47r6jSSAwJA7jarJ5bJXWHlBtWjZmg7vzPd97FylqD5OWLHDq5MU7nVds5xE20du/6wK9Rhf57KjH36NMv2G8PtJUVUKfruTcDRaQCwiscLVo5Qfd3KGQqo7lAr2LkHWLo+zccoHiM5Bu0Oi4fc3A+RaSOHxoczU4pC87DLafPoFYK5w8NpoTno9LriNm0zxd4BGO5P8bq3W427a9Nz5J0nd6h87QB411GJKeIwYgY3JAc1A4aT4T13r3DDuDm8WTEZynD64mg7mxyTODKT2xPzHoNXX4sciNzH9pNjk5GjVLg+tZfN8UjkMjQlJR0coJbRdpM71cERCnYsh6Ob4sEdCsCqYnxpJJ7bYuHK4emwPDutnLlCpXN3z/WJp1cOUPM2xcd2BTkOD7w8u0OZugFCvFvCve/4/QmpnuqTTmXKVMnTOizj8MZ8dwDcxnLz6mLo/NA/mTf1R9BaXGs4WBnKaCPdutuphxtmdxEusK21x77XGLz26txfsWK9Lfyh/PSu+ilCCCHEFc8Qjyfnp5fxp3/6ewB4Oieo13aBela3pzN++fVnuUAJIYQQ74Qff/93byoGTwIoIRgWPBWKF0gCJsvlKXagRhTE/BgozPEtTci0FD2xyIm2PZQ7Tp+Jo45iKZp9YBD1UOaOaGqenwdzWTBg7n3wOZWN5WmepoN98QYWy2pMVV2uH//fBlfxeMEsiAquhFGXSPT09XGKjgOJR2+3HoOHWE4xaRbRlRFTFaKUMkRP2H3EWIWQkkWSXXQzojB77F2bTtF2O0XgrSLvOC6xb0Miy48SlegkGGuLbNvqgGyc53vithtX9O0HQPMqXEO7Hnp9byMGL/YR14cZXSt14JgFuE7TQyiF1M7UeRrEHpdhfRtUjGPXusgmBsb5tbh5Wgig5nmOc+zrMAmj5m2wEgMvJ1/OJIa6EjmNMnn5WczdLGxarluUOxNKhagpiZ6SOCqmPe9DCPExMCzjMOsMTZe0yWHduk6tlX+vv81Gv8WN+iitkeAGhWLxelUey9rB+D6JieNBmj2+Y1I7G+W2aVAt+kLblt6S325drP4h+i5CCPGdUfzd2+GtxeNJ+PSxeI04vPcmehJCCCHE++XH3/8dALwJIZQi8IQQQgghhBBCCCGEEEIIIYQQQgghhBBPixygxIekx2+Z9WidRCzrf0ccXn3ad+EGVSbXhGIpAi/F3BVbOxbEeoSDFHBwWIhtZsenhVPU0g2Kn4KOVZMbxRxpd+b6dNctqh/4SbnkgOHHaLx9Wg9U94/kDLWvnaDE0zE/kT47QgVnzlAA0v3scxm5Pn017kamhVtQ2PJ4yfdxQE5OaVndY1/U4+9uYx92m+oFTPVFc3lKsXcch3cRecfr5vf8nknxhhF7B3L3ivNy5u617zk9zgzWrgEvpTsaOdf3Vh1+hqvSuN9rnE8rFrF5e7gleo3BA5pJR7iAWTfjiO2c3ojN7lDs0sRxeFSG93eIqVs5QPk0j2ldTJIT1Fxu6Q71mhxcoI7Ll7F4tl53FoF3OX0aj+fZ8YndXYDh1DVF3kVcHgDYTVZQQnwYDMdIPGSXv7pylMcUg7f4ulTr5vl7W3dzGlvV/g7G90UMBz8vlvft6JW+baPi881q7B0AlDJi8IDhBNVesfd3i3cHKTfrLlAAmmvmWU60EOJr8u/+zb//3ocghCC+hyOUXJ9ejz/9098/VQxe8LlxeB/B/emXX38GAEXhCSGEEOJVkQBKfGys9OgA27YqdIrlZiOGAEhipj64W2jarP74zZF4fdvxI7jHD+J9kM7SgN1x0HBsdxA0xevQQKFfTPN2h8FZLJYv5u1kgDbP+1oMtVy2WLgSQMwiCV4eEU2714H0s/2Kp+JMYHImjAKaWGLMPLxP8YqsItPMmgCt1WeepBzn96tzgAtGHdKETTbXBbSuL7/tucwq9u52G2KtFnm3ikv8iNfPlbgt6lsWt/lu+bPl2DrbR+TPzeHRUNzGoG39nKxfRmZOgirvbaLt3mPwgEl8dCFycuP5sb8aq5ib2diHAUNk0+Y5Eq+LtXphOpaYntrcpWgKIXQ67sOnMl+DpcBpmj4VOnG5M5HTah0Jmy5FT7G85PNchU5O08flQoiPSxIrFaoWDKleHwunJdQN8RA5dbUqxvdDisar4isbfRSzLsji3VscQ/+yNr73mRm8fS+tMb8lR7R20VOBba0O9H18rwWSmLsKiOu+fyg/fcj+jBBCCLHiTJz0pcIoiZ7EzKNxeB9B9LTil19/lghKCCGEeCf8+Pu/++4xeBJACRGw4KlYF0HFuuT2xG5QU5nVoN/sDMViJmfnKBv7PjhAnQ0ozuWQt+FlLIhKrhfAiTgpjx/OA7Vj4Nmn+Xkf00DCI+KoS0EEz7LYYe/OLyFi6MvFu+Fq0Ka7u90pJ74OyTFo9yqUCXYHVr/z7H4I5O1OCZMtTSzv7k8xT9PY9y64ycKovboUdUeoE9enWP7B3J4eYhK39TbzNgkSWcx02/P8Tg1F/zxJvBrOTsbFhgAqXN66Q1M0OLsNQZVbEjnBhlAKs+NTd4qzKD3mSBvV27VS2+1uZmYYA9uTyCnt7NAujmKXQqeF8GnZOr5U62Pnqx4SOU3Tp46V8z4Woqex/YnoaZpmZ6d5f7wcBYAMT4QQVJfP/Y1Y7fOSqIxnt6cT0VN1CB5tEIpnJW4SXjWRk3vTeY8GzzbL+wBGJUeCqu4C5SQS3qZOlnt9wIcOHajfkaKvpv6NEEIIseZKwMTiKAmdvj1/+qe/B4CndIICcOkG9VHFT0IIIYR4f/z4+78DgO8mhFr8BCiEEEIIIYQQQgghhBBCCCGEEEIIIYQQz4EcoMSH44fyU39S1orllTxfjCLxhgOUc+wdMOIT2D1q2ubgcsDlp3XHCDzabjE97wOrdavlwEOuT0B2cDott5gHstOUOchto+734DB173WR93G13MkFRk84fwz0Ob9z6J625P7mad1wedpzGd97OXaPY8e4cH/StZRZunvR+evNS7HqtIXmEGXDScN2rzF4rZzd2vbm1dErtvHhnOE7agxeXTk+vx6tN1wTD65PbRJTuVX7lP0x2iw/JjC3n9y2skkHRyrNblDkANInl66Ki33gaIz4WglvfvbepumVE9Rh27burC+zcn0C0OPrrlyf+jbFTxylyE3uwuFKCPFB4friuCrX0atou/hamMrRTsgpEBjxr7y/6uxH7Vi41dUFoz3ZDNZWOHaYj++l7l7ngeEE1d5D/+5TarRsj9TbtmxK2Po8isMT4uvx7/7Nv//ehyC+A3/6b//pex+C+AbI9Ul8KewCJdenwS+//gwAisITQggh3hHfKw5PAijxMbH2Y/G29WgAlDKWcxwe0CLxSNi0EjmVOu8n4qgxWGfTYN5iHUIMNeZnkRMLqFg4dTYdZV8yYHooO8XxpOXTfBIv9UHgEXcEIEURJTHDjixi2GlaCPFhMa5L3LuApgqgmuiG6wta3uPvIq5t34+xd20bDQbewfcegwe0gVUSOY18uIIegwckMRR2zoHzEXvoPmLwgNRuuQ8BlEU72MVMJGAypPblTPQ0SZ7yEpsWz4PcMV9ozHzHFMfWJiP9iAVRvC8elebZhTgKtO41W8UrEdRS5NTKLOPx5m1noTfH1E3C7ivR03J/xcfrFYwYxALYTSooIcQgxZcuo+3GopXIyTzPg6PyDIdovB6PChttXBntGIqNGDwgPYhjKPB9iIm9FIocL7nZ6PsrsC3a0r1+z40jut0u4/DU7xFCCCGE+LZI+CSEEEKIj8L3EEEpAk8IIYQQQgghhBBCCCGEEEIIIYQQQgjxtMgBSoiIBkjOTiW7O7GrE8fhTWXmmDqfXaRALgeLaJ3LCLySpzFPr5yiFvvuphqPRumcLP/c7W12kWI3kF7Gk3sH3EeMRHKG2s/j8IQQ749HXOLYcSjF5NX6wrlc7Ja2lwvCOXFufig/pdg7B4Zr4u022rvbPmLwgFSXu+29nN18OPfcfMTg1YLwbiDlyNF2MYHWNsf1YGN/bs3xY7JZomNPS8mloy+zqRzPkxtUchexYSp5iFxi8ys+iNX0+rBf1f3pkjOXp2l6Gc3bl/u5s9M8feX6xMdDLlIrRykhxGM8HA3+wPL0vecrc+VMdwrVZ+HmBKA7+VGzQY+JUXvUo+rotRZReTCr9VK8WPHUNmBr59s9tTWpPTCHbVQhFs+NiVPbFzF4Tm3ktoExoDtdruLwIuJWfSAhhBBCiK/Pn/7p77/3Ibxpfvn1Z8XgCSHEO+LH3//d9z4E8QaI6+BbOUHJAUqIFcVaJJ71f17qvySGKmgRdja2M/6HJGQa0XQn69IyOwwI8rokkJr2sdof2iDkPZZFZtHS2XIWGzy0vR/nU3SeXy9z76KGLmw4OwYhxLvhTCTZ4+/i377Db3uOv9v3EX8X/3w/fS1x5M/7HwF3+F7/AejnvEbYtX++58/jNs33cuOfzev2vC4+Z7vFclRB0e6wG2C3mI9/TtOr+SZa2uu2qdyt/eOyt+O2aT8+Xh+x31gebXEBfGv/FtMoUxlev/h3bOsf+3e2v/l10/FwmZLLjHWOvf3zzesxFiqzeD+gbZ22S+vaemxOxzSmez/nJVm/L+FEYHUqxPgKnApMHhSqGPVTQ/AgRH3wo/RocNu2EQ3eHgqxOR6cxa1pX9Pyi/tmde98jfspvRbXKfGdqdUfXOfkujK+B+JQdy7r1NX3uv49EuO75db2G98l42Gc+EflUEotv0W5Upfxd8+tfobYNliJ6dKX98/WbEzTMtULQgghhBDirfDLrz/jl19//t6HIYT4An783R8kZhRCHPhWgjgJoIQQQgghhBBCCCGEEEIIIYQQQgghhBBPiyLwhHiU2eUplpWxPkfejSf13Wh7dnGa14GeUGaHJzwwbdP2mJ54btP8YPVXM0k42e+pu9Rh2cpF6rjM2QUKGK4ugFxdhHiPrFzj5uUp9o7rB3KJi6LkXqTYl88gzu3tNuJ0zGr9CwDFRgxeXdnPv+1eY/BaObtF3JmPGDyguUG1SYw2zG1sE/M9DW+nktY2TM3BSa7c7DzS56f98S7OHiUwes0Wk9ePliJte5RbfRMwp3Jn0XjI7elrNOUH1xVbT48+hed5LjeX5z7KVI7PwzLqrq3Lyz2f9zgZBdPnfJ+5X8Tv6bX7SKvXOl2+KmhxMc/L5kXUH7XqEmMtDsuBER3st4ePXXwgrqLBY/2jTlBX8335+THcL7fe5ZWLVKTIGdBvJwdq/ZGi7ehlaLmX43x/UaqLzG3Ec0aEXT84emHDiIN1H10Ucm8zFPg+2lIvpboltjd00qJhUWOM5VMcXm/aFIcnhBBCCPFVUfydEEIIIT463yIOTwIoIV6JEW8Xf1kMZVmIlAbupm1XA4eLdXMs3mF+mn5RpMRLBExfCVuJoIAxcHdnmUdsEvQDvhDvjpeKJIEq1pFI8tX48/7HPkjqu8O2tiJi8NCESLaPRi9i8IAkhsJOsWUt6s73Ws7SKLT1j8zM2z7auh0YCigaiN7bEHAMJh+EUDHwPLXNTbQ05pvgp1jdwuY90HbAiGWLMvtUJtYVGiQvni7j1OZSI55EUq9IFjP5yfL19KHMLHhKfRnv5U5F3yvRE0Ci87GPJCIzfuGT4/4MHhYprZb3/uAsXjrbfpItzNuzEIXLJIFKO1HFsyBKCOKH8hNgVqMRZ3hZRIMD/VrzsrgO6eGPvt0ch4c7gktiLnf6XWax/DRej48h3tKOJHpyUJOUxFCt3ZrbCqCJnqhYyet6W7OPus1J+BTz6W7v+3PYRhVkmRssOu5p2UntkwRPIYKK5dFP4jg8fZcSQoj7/Om//afvfQhCfCj8//3n730I4hvwy68/K0JLCCGelG8VdSaeF75GXlsMJQGUEF+T5Y/vthgMHOWzM1Te13iiP4umfDHfX7//yP4N1UtCCPGVeZFIcrFcIslXxPfu+uTAcG+63boLFGI5OTvZHi5C+3DAuDkcexc+uQ0HKNgYOLbJ1amaatAAcxr2JUFJsbUbFKua2iSNPdOAd1MfkTgguW+wMIoGv70MEdRRTNPa/ZIH1tMAeLwuL/paPCpymtfzunm7C9FTL3NP9ASMa2AllFrpGc+EFSer58+mu0E9ut/F9suiC2FH0iix62i/T6zqmvZRZggoaAelACWc79bHKUTHCtAcwmzbSOg0XJ9sJWr6AmfcXhagOuDkZjubf1QcNdHvaRIo9e9c8dZJX2RAqjC82Oh/zN/hol3wVi/1dsKHoGobB29ehbweAmJ6LWPhldcGybe2HQocC5Ewzus2agWPy5sIKrbvR707QnX8Q/lJfSUhhBBCiC/gl3/+z9/7EIQQQggh3iw//v7vXlUEdRbcIYQQQgghhBBCCCGEEEIIIYQQQgghhBBvnld3gJJVuhDE4lFbc4fPUTae19dNH3yUGTh9OvrgBiUTKCHEVyTidAAcI3VWETsnyxXX9BxEP++H8lN1igBqFF60Y+Hy1K2Pymjwbntyg+rReLGTsMu4+XAf8eEG1X2d4nq7UWQbDJYDfZAcofrlZcOVo7R1PWKI3uiyjV34bMyxebNDCbuLLIsYHMMF6pBwdNKGf2487cNxUmcuT/O65GA0OT4lZycqM7lBXbo+RbnkFLWKiovjqVfCzJkr06lb071yk+NVWj7N9+uVr8MWedfXFbrOzcb1X7xGOiZ3qMmZBzi6PhUDbnQYrZy79e9t+s72sejf1+f4u3S9GXqU4hyxOP11XjY52d6NBker61Z1ybzs4Pq0vr/vukhFucnlqdcmHF+XnJjq23Oa53XDma7e0yMSj6JO3UZsp1t+YXKNqt8XeX/D7Sm5JNJ0en8Xp2EVhxexdykOb8Nwdzxz1/yO6HcnIYQQ4mPy41/97fc+BPGNUQyeEM/Nj7/7A3759efvfRjiG6P4O/G9ef0IvLIlq/RAP0qJ904MaPYfu92HiGn3MeCEOhbMA5t9ANbzsjnhaSWOWpVbDpK+vd+thRDvkRgw3bYeqYJSzuN06oKTfUkI9TS0vh9utzF4atZj8ADAb/v47M2APSJ8WFhjMNvhLYbJ3OH7IurHDL4DZjxynEVQdekUgeeW4+wO1+LYXxZHjU3yWDMNM9tVOX4NHIRcvNLbsRq99jyoP7/Ul3LYh62nlyKnVZlJwHAleqrr/b7oqW/j42MLUdDqPUws4+weFEuwkKOLCFjMdFZuMQ/gGIk4Rd3FubXD9kavy8c3XUVdhNJELHE/kbgBuwN+g/jAtPi71FbHtBlsK2M5C5449g4Yos2rqLx0v49iPRoctG5eD1q23Afw6H0c95YbanRkbE/3JIue+Ludl/a9i0SJq3bCWsV+aDsQ+2338O5I0Xmg73plyDd7HGqvF0Zs3r04vLPTsBJBAU24TKLjJIZ6w+h3JyGEEEIIIYQQQggRKAJPCCGEEEIIIYQQQgghhBBCCCGEEEII8bS8ugOU/cWnbJUuNyjxXgibpd2zZVN/WtirU0V3fUKNMUFzoojtfUQb1F3MeQ7z666X90O4c9iPlhNCiM/lKk6n/rH7cTrz8mkf4u3y5/2P/Rrw3YdThPuIwQMA2+H72r3GuvvNDhTrkXYp6semNvdwJMeAnxGHNxw7uvuGY8QSHVycclQev8TBVWPh2BHlDu81FsQjCPuqXDga0Xss5HhSvk6bvozEu3J54mVXLlGTI1SPuZtdW+64PgGtOihOzl/ZFfMsw24ZW1c3nl5/rn8WO7O8P5+rre5QYynqLh2DZQep4z4WB2h2nJ/rz3m5lXa+yBEqihfrfdAfyk/6fvZBWEbVzm11XZmvqW1qv8vieitjX87L2vyoN+hmsMU6xDY41C25fpn+xvTVPC2P+t9ahZ3qNXp7ztMFbBSYok3Z4Q383c9Acb/kGrW1V+/lhrNTK9pft9b7o+HoDnLbcH5axeGdtUOHGiZi9nYfv+WwG9QTod+dhBBCiPeL4u8+LhGfpSg8IZ6TuHcVhfcxUPydeAu8vgCKohVsw10xFKAfpsQbZPcazUMRAH1wttDg0yxy2n0M2NHoZ8TjdU5GLudyh+0utl8JnU63F0KIr4GN+Bzbth67hG3D3TidNl3X1z9+MfBWxQULig2RzLyc0p40+P+V8H30/YARgzdjNDh8y+0tbvQB2jYauBtLXXY4yoneJQtFnAeYncRWW5RtR+sYg8DO8UU0Mk6xSFEuRer1mCMaxEcefOb4MxQ8HIfXX3uv084CoVfkIIS6EjmdCKSWgqdYPoueYnmZ4/Gy6KlO1zL9cuF7fXXcS+HDdKav3i+rBy5EFSycyCInnrd+Lmx+HdrHQQgV19Lutd4j8VwXmxTrcV51m4i8c7jvI9bMvcededtnnVEU3nsnCZXjeoj4u6mtBlDb6zKJntDi2qgN940Fd5buBbepHY84VLp/ej1L98FBYDlt09ct6hw/+cvHtJrGhbApTbeyo2DbaI67OxE91T4PPRRTWHnluc5hQTm9XaeGw3Z8cRwezODR7jYRcp0cv9/0uuLJ0O9OQgghhHgrhHjrl3/+z9/5SIQQQoivg4RP4i2hCDwhhBBCCCGEEEIIIYQQQgghhBBCCCHE0/LqDlDYtmGV7j4eYpzdoOoEgOOTeYGe0BPfhB5Fl2N64GU81euey/viKVifnq2d5/vy82PI26/KrZex05P5KOe0jfEDxkII8Uos43SA6jLRHZ0Md+N0ejmex2SHMvZ9qBAX5cxsuE9YdbOQ+8nXIfpsP5Sfej/PNtS+YOv/VRej5gBy28f1YVZdF0GmOz2SaYeHm437SBTagXCB6vtOkKMG7Q+HaDt24liVj6InQUJn7kGT38bKBaq/jykOb+X5cYjD24HwQPPiBxeVF7HqqqxcmuayJ9POUXaHcmuXp+7mcuH61Jen47H1ZzN3euZ4uxOHGZvm++sCR4emxT7YVcZO5uu+I5ox3ve4FqvLU1u3DwedGk/mwE4H0t2h6OA36r9aq3v7uTRcOeuJ90lqp7ctOzWu2mogt8Xb1H4XS/M+r+PtV45LIGcom9bRfZej8fJfvo7naLxDuvhJHdfd1NybM1PMj2qFI++8tJdPTlGjbeFyAJaOUuDtW1Te+P7J+5teiKi1xevF4YGj7rxkN6g4edu80XOi352EEEKI50TRdyL45defFYMnhBBvELk/ibfG60fgffo0hE7px7RJDAUcBVHBhTBKP06JVyHs/G+3cV2ajeVu9fpN25xY/8/ipYt4u9XqVewdl+s/nnM5Ejmdzl8cixAfHW5f1K58PjGoeojTAWpETkxH/N1VnE5bfhqnE9vVrfJ8Ejbk7fsIZ3EN/n8rpja2i84mobE3IUf6RKwOBnuM6BaD3ZowhAZ0fRsiqLruPA7P3HtEEHwMMBvLjYq3sq1YOYtJm8vx+8bkrZr7B6vB51Uc3tmQ9xyH1+PfbET8OQ+02ws6AWe3xeeInNL2ngQNBzEVLTeKwDsTPRWrygTfY5B/8Vqxc94/H+OJOMJO5mNZWp/mrR7v9Dp9m3m+LWMRXBVjhJjJSRziI+7PWl+Vosd67F0p8HYNGCu5SgHKPmJBF1GgAOBuigJ9h1zG3vHyua0GzqNq23Lf6AZt0xx5F1FxaX4SPdXlltcBWIuhcBBKraLylvf9tI/D6xRU0dM0j/hDwigYUj1/FpuXRU9GokQcovF6+4QhjMzfQs+ksSGEOo/Dm0VQh72ZHWJokxjq7PvvO0O/OwkhhPga/E//3f/cp//L//d/fscjeW4kfhJCiPfDj7/7A3759efvfRjiFZHwSbxVvoIDVOk/6tnuazFUXXAURAUXwij9OCW+lD/vf+zXke+er7+45uZrcvdlYKS5Tz9QnzAblbjDaVS/D6T6eZn0NPLJNmPl4rXdHh8MPXlLafDuK1PdERYUGwN5vAw4DOrF+dOgnji0HdQeqV35Qqwc3CSANlDfnSBKFiat3CRi+sxNAuh1dHVIwagLaHB2OfiPVvbO4D+gz/5LSW3s7dacKipm1vt4CaPB4RiI5fko1gZ0+3QXQQFnblDmnh01UrM6hEPwJrzauCCNbKcGaXaRGpNr8dIL3aD2dbmY8/b6vRrbx2C5UYfDt7a/BxtuX/URZiHBYf0dd6iVUIpdnsgB6p7oqS8HX1MkYpiP26d5wleXhIXI6OT9TPMslDq4Q/Uy2enpyg0q7aMfA117pV5gyRGKnXuWzlBYOuEBtb7m69VvN9WD75WzdjrETyF6onWPOjX6vI7ac5+u3yRe4u9VdG+cipTsuC6JGuf7dnkf+3obr6LXEBSGeAto9XJ/D9N3MCoHFjmxYCpea+EUVfsuXNOPacP8HfPYIsSur9yguM1k+iHsvm6DgSqGOrzix0HfD8SX8qf/9p8AAH/9l3/zfQ9EfDP++i//Bv/4L//wvQ9DfEdY8PToOgmjPh4//tXf4pd//s/f+zCemhBPyAlKiOck7l0JoYQQX5OFpEMIIYQQQgghhBBCCCGEEEIIIYQQQgghnoOvEoHn8bS+7dkNKrI6dj86QgV3nKGSK5Si8sQbg+PszNGfpnVYdy6x0kJ34gndKUYhu0AtHJ6Ag/PUWbl7EXjdbeCV0w3OnKKWy5fODbN1A4BFfdFdDXrEVRlRS8Bw9PKF44h496S2ga8TYEQNQW6Dn0OK1UnuOjlmZ7hMlLtxOgBG/N0iTqduFtt4dTt50P2k7stO3U+wu+qJVyTulR/KT9lp0R3eHKAM6J+T3/bx2ZoB+578MJgegdeifXrcz0kcnofhR+yoTO0LxyqyLU9y28iOT+bcdvtoTKk9P3p1HF2gMJXpcXjDzCOX40PjdewaRW/P9habt8X+fT6ox7jn8rQqM60brkrXMXfD+Ci7PkXEXCmO2630+eSmSS4yQbhaGbL7DH2ckyMMfU6TQ8wjDjPsUBOfWXZ9ivpo5G3187BaV5ySlq2eo4gec1u7QdHrdKeeKQq0bm7HPpPqwXdDRNQCuG6nN3KH4uhacmq8jKrdjNyb6D4rdbu+rowbL09Pzk7U7q8cn4abWXaNmqd92q7vj/cV06V9lyqjvugReHwMvRztNkXgjQojtxNURdrkfpXs6vL0MQ5v7TE41h7j8OY2c2wU53ivTk89ntbGl0r+cjn3lT8o+n4ghBBi5sr16XO2lyNURvF34opffv1ZLlBCCPEdUfydeMt8hQi8bQxiecliqPjVccNBEBUshVFdRIIsilJUnvgeuI9rlpVHe523JHpqxQoJlpwGS4Fj1F1/ncX8Ugx1V+f0onIPi5RWy23+gf7e9hcD0Tw/D+qlgb1SxRBAjnkRHxYW58SgrxUbg3oTnyO2/cjtSRpUbfE5fTB1HjyN6bhvr+J02vLTOB3niCgbZWm+Mw/+A72uSIKoKK7IzK+H76O/BgzBRRpw3eFNwHZoVrBuuyLapw/uTnF4Q5TURMeWtwZa+9vFWXXw2lYD0W4kbvJ5Z3lkm9/6Yel6CW/lJRdLcbfRp5jOSopz28e6KoYy6rPQi52Jmi6XXYuc+uS83NAFS7xvjrkzhBBoLXqytH/qU5G4ylnZdPa3vxj1M2hdisADnVsqNpc5ngsqN82n9x77K/lrkpUhQHCzUbYgfZ49ChRofdBWtxXrUV5VEFpgWwjG9iF2AbogMV5X9eD7INppFjpdtdMW4iaOwysFTtNdsNpEy8uoWmrPe/xdbEfXfxU9xfZo+8OhHIuc+vSqHPI2/NdX+0CrJaf7MEfW0W6ctjkpB+AgclqLnlatWq9dltNfEofXRcIUhwfbYNFgllqneH8yh9rmNo9432KJfncSQoiPy5eKn+7t8yOLod678EkxeEIIUaPwFIP3nEj4JJ4B/ZQlhBBCCCGEEEIIIYQQQgghhBBCCCGEeFpe3wGKI27YzckLvDvlOGZHqGDlDBXbJWeoL4zK01N54i67A3s8KTuexrfde0RCLdeKhMtTXHuFns4dpgbjmd8TO6a53GG7B7b3aX5VfHZ6ShEtaYfr11ltvyw6LTw6J9BT47OrwT7KRKyE8Q5KAco+yokPyyHuDujuRH0xRbKd0tqWU7fBD9yepNi72VWCnZjCCcLK0VXiKk6nTZ/F6Rho37u/yP0EAGzz5H4Cd0VmfmX+vP+xxuBR7N1I87J+bzErXwv2w8jLh6OFoeR2jAs7JpeO1takWKgoOhw3+kJqz0dM0nHbM1eO49K8ZO0f1dbFbULtXN3aRrwbxeY53QvW29TYx9gGsO6e2P+uDiC11wuXpxMnqe7YNDse3Ym5G6Yyw/WJ3aD23ZJzVOp8pPg6bxccu8ysXZ+Ce/0a3tUcdTfc6PL5cBtvniP/nB1mwn2Mr8velxzLq7GZHaNA4z31+pH6SVup/dc+P31pir5tRIKqHnxa5n4Q94HuttPsCFXCVW9M83IU9LYaCIelMd3rohZ/1+vZafrg0NTvY3JpmsodndwW08t1i3rKyJXp1k5PHDu89yPSvbq37Xu5XBWBXZ7czx814wxyPtYU0Zqn1y5Q/IbyXMTh9ffBEXjm1ckLgN1aPcz9q2gTlvnq4hE+4vcEIYT4KHwN16dHXusjuUG9d/cn8bqEe4yi8IQQ4usj5yfxTLy+AOrTNn4su+3jB3enn+z2PQuiAIrnOAqjug2770kUdYjKa6/z0sFrQD9MCdRrh0RO9VosfV36EdhPfhj2aZjT1z9On2bRHbY/K3dcdCqUmjflAeIHyqZy8wADL5/m+2AgxoBfRN71dcW7eGk5qJfEUY8csfiIcCRbHcwbA73GEWyl0DVG19NVDOsstr1oTz5MO2LlMKjKgqghQCtJ5HQvTgfAiL9bxOnUCDwewH3B4H+UuYjMjOvG3RT/9IqECAqo903vn7knYRSzlhHl4eCxrA3WYyfR/RDVGWoOUcQCGeiSiBcDpoHnKoTqwhO3ISba5iOZG8p1u78WQeVyZ+8bQI9Ji03c0eLu6mB9Ehr1drXutJczH9MbqaXdgC2LkRJXIqc0v97Gouy83MbyIYA6ip4KbTPqgLHvvjYJHWwtiphI8YHtP9ZPLref/rIuezlN8+Nzsn6s3uozo8/NJrFn3agKxOYoUADwjYSfZXzHMrcRadZe3kmoP0eCzvUg8IHatiflKvaX+0CX7TQ9WJDa6RSHZ3l6FVWbovHquhQ/F1+rzIb4qE2z8HkpbLK8jqPtzqbHduv99fqiWO3SJVFiu4dgvZLp93AqN3bH1bpPbco6Nm8qs4P6p9widNlrm+M3uG456p5HH6iKhOM3Gopsb3HudjvW0RJAvQ763UkIId4H31L4dO/1P5IY6j0TQi9F4b0Ov/z6s0RQQjwhisF7DiR8Es+IIvCEEEIIIYQQQgghhBBCCCGEEEIIIYQQT8urO0D5VoZjE8WGwZ1cniw7QgEjamzlDMWPRLMr1BSVV1/mBe4ddQKAbMo/LL6PawIg94jqRNafoE/bnDwN+6B70xxRF8suNvlsVq+VC6yXzS5Ryc3prNxiHsiuFd3VgKLuuuMErl53ojsjLJZTaoucDN4/4f6UnA0aKfIlomDK4qJfxbCu3AbvuEG953aEXbaMz+EUs4ONonTInaTH3/H8HKcD9Pi7ZZwOpThVZ5UH3U/I2aLH4AH1OOf4J7S66HZTnfE1mNvciCC83ZYuUMCx/rdpfV/u1iN9UHzhDEUNUbQNmFyLZjcOo1ezuQytW7ZJj3g+HcudukAZHdme21l4fnt9k722sb3bso82NzmNuOcXLsOJaT7gK5enUcZTGbO87irmzqhPUPo6x20v0zZG88fP06eT6ObVySXWLfor3R1mdpGKdT6XW7357CCVXZ/G9Go597WWLlThftM/N3bEGte/+bCl6Wequz7VehDAMhJ0rgcByBHvDZPa5ovY37vtdDg9nbTTvtlhOhyhnF2eCnrMXY+/698H8v10iLmj7w1+Ms0uUkc3Jzoxq/3HMSGXq/sekXf9tRaOTYa6vO/jpByXndcdv5dN7U60I8s4PKojDi5Q9IZ419wu9WT38R033KC6O5T7Mlrc5Ab1arzn7wtCCOCv//JvAAD/+C//8J2PRLwm39v9aea9ukF91Oi7H//qb+UCJYT40IR7m5yg3iZyfxLPyutH4G0bvKsdfIihgB47c4gT23lUcyGMih/xk4jqGJVXF79g8Bo4jTPSj1Hvm/h8fyg/dTFcik3cPV1XfRlw8E3rEQLrIctX5VQo9ZLfpHsMzeJH8kNZpBg81hLwNm4tloEGGCztIw/qrdIrj6Pc04BAWs6zHLcxBmt4IA+7A36DeKcsItkA5Mi7bWsinBBITBfc3Law2DbaiTtiKBbWvpfBDY7WYZFZny5lnNtYV8Y0D6p6GQOoMDvG6bTlZ3E6SQhQ7DD4v4zM5IHdUFD1ayDHP3UxDjT4/9qkNpdi78Y9tH1+HF70J0uhyLoCbyO4NfaH9sHNimPhhdquKfcWd1fLxaC+jStkPpJ27c1Hf3xX96RR/RBp10bxTIhudAxmw/rgte3o9VctY73dN+p+m9ch9P6CDlIMjPY8xDLzuziLtJvXs9gp/q7L+UH0NCLw0Afrd7e0zkHvz6gvthBEHObj+Dmyi05Dep5iJbag+SG8Mjo3uVwSfdt4AW/HkLfL6wDAShOzcSTeRgfdv2fRRR313lwP1h0eIkHnehCABKFvkLtts9m6DxTl5nY6rrcH2+kkVC4GkBiqX+9N0JyFTdanQdO8vzNhU8TfpUi9k+m8j0nMSbcMP3jhBf0hCjOQYGmIo0KUzXGkS2FT3EApzo5eCzPHcus4vNFWPBKHlx6EofqHRU5dDBWNw17rmrHLb/c99yOiPubH4B//5R+6KEYIIV6bEEM9uxDqo4qfAsXhvQ6KwRPiuVEc3ttCwifx7HwFAVShJ+EdvhA9dVFUH7Si6ZUwil14rpyi6s4fG7xurzUPYAP5h35AP/aLdwwPFvD468WgIQ8wGJXJoicajF29Xlq2+NF/Fj+xuIG3ieUnggbxfkmDfytHIiA7PpnlQb8yqR7mtoXblBA+3BFDsbD2PYihzpwlkqtECJbaPWhliNGye0SbDmeIQgOuZmBniTM3CXNysmkDeTz4H4Oz5rQ/J1eHGBBeuJ8YhuApxJMa/H99/rz/sZ9Ldn2q989nukHFdUSuN3Xd5AAVA9ib9XUwh7fpMVbero9Ur/CxxMDzPDDdpr/UDaqqeA77cC7sbQB+VEHV7QlNMNMdRNp4N3exuzjQs9PIjj447vto0Kv+prXnZT91c4r59fR6XdUHZMHTqLK9r7vtJQmlABuva55VDMm9yemcUSdlIXoCxjlOLlJUfYw3QP/avI9LalyGIbBz2sfFvvs+6BkPK+N7UBVXgYRw41rh69qxHxzx5noQwMERb1UPApCI/I3xUNs8u162PhCwbqd9o77RWTtNgifn7/skVK7ruI9Odel0/c+Cpbj+/WS6i5wW9xA7vvlFuYMwisqYj/rbSXBa7+mos+o9l46dyvV9l1nkZJhFUMBc5lju6AZ1bHdO3aDMhltgvKdUH2Yx1KgjaH+zu7H4Kjzr9wQhhPgIvDXnpyue1RXqowufZuQG9eWEeEJCKCGE+HwkfhLvgcNz70IIIYQQQgghhBBCCCGEEEIIIYQQQgjxLLy6A5R/KrDbMRYD5KjhhWzW27oUlTc7Q3VLdnpiexWVV3d+7d4RTzrvfh5nBLwL9w4hVtyLdrFVmfnvvK+T+c7ZdslRwbJ7nFk3dqrOFOPp8oOTQdlHudgHmRVYMXjbRlEDz8/K/eAQyQakyDuLiJcUDzOut0Pbwm3KLXJC7rhB9ZgQPL0bVJzjs2id5LJlVs8vUM8/RRAmVwlyhALF32Abjk8eUXmrOB0j15eC7H5iNtrz9NmSnctWkOKf4j00ej12uyX3E3ZFUf3x5Twah7fynDh4UezeY51qpNsRc6tOJt3Bg+LxzBAWG45SjyO6j/GCALlvxHGM+KHp6Mf0Mg7v+K5mZyd27MBiXSxz5Pne5d7zNrPrE5t+9FgnOHoMHtDuLe/luH/QY+nKiKEDcns+uz3x+ykUX8eOT2PeD9M7dVLs8FqTm0pyd6GVhuFMSTs4ODGlfsnkFBV1USvLXZE8bfk8JCcaWsfLw60L0c8hJ7J9XFPJCY9OnqHAd7qu50jQuR6Mg72oB/sy9aHeDC9qm1d9IF4HjHa6R+JdtNPhjtTcn8Y8TdO94M3Bcbg5Gbk5WXZ5mu7VfN+Oe7BG5439n20DOg6edhydp4J6PK2OIEspJxe3cHzqa51ahjkinTYbS5CWHsusy43vN+t2ZxmHR/0joNXFozuav7yVUa8Y/44i96dvzrN8TxBC3Oev//Jv8I//8g/f+zDEF/BM7k8zz+IGJfenNYrDex0UhyfEcxL3raLwvg9yfhLvidePwCulDzCEpTrQfkybBVHBHJVHZZIwioVTq6i82AY4H7yOHzS3aQC7DXgCJ4PXTTilH/7Fe2IlWEpRdov5MzHU2bwbDRT3wT+Kc4l7f+cf6euP8WPQ1taChjbAnGLvbAzq8D3df8xXjMvTkmLv5sG/OZINAKzAPpEwyiwN+nXmGNa5TaF8oisxVMSy3hVDUXsSvJV25XCOr6J1gHo+aV06xzwI32N24t4tOSan0D09x+lE3cKigFAghKBhGyOcvtkh/gloA5rb+NzXA4/ogqfUJ2jrFIf3etyLw2NxFJOGZQuJObaSh427mL7U68YpHiyiwrZ6K1daHzEG8pGFNvOgdAw0vywOj46eN5mEUn3An9YZqM3e27GT6KnfJyReClFTL0fd6Cx4aq/Q550UAzxt1P32pkHe09kBRqwdMERAXThlJAyisiF4Mlp+a6/LoqkoO+aNXmPUCTDLgiiGBBFV9ESCIBJFOFVhSSjlx3VX0/m1Fvtrx90/9+L9unRDF4SaexVHtbfh/b96UFeRoFf1IO+m435ZB6r++7Z8btucYn+n9hjAED8lQdT9dpqj7pLIicRQXYjUI/WyOCqJnKZ1q3JxzyyFTXbcpv+2YBjiJLrfcwxfi4nkfdzGW4/tHbUcx/TaTttMrO+v3Ps464sc1vBDHldxePE5t3ZhPJg2hIwHMRS1Ew7rguHFwYtviOpaIYT4fjyz+GnmrYqhJH66j+LwvhzF4QnxvPz4uz9IBPWNkfhJvDcUgSeEEEIIIYQQQgghhBBCCCGEEEIIIYR4Wr5KBN6IrEN3d/EUZVf/2PBapx0snKHImeMyKi+WXbl3pDi98ci9xTHixL2DnKLk/iCeGnYmmJZdlgGym9Oq3Mm+46noMGGzKequrvTJNWHYKBzirfq+LbvMGMUckYtMXdX25aYnap+QVexdn15EstV1HOXSHA7imuI4mCu3wdt+3p5MblB9H/fcoKI9eWNuUJfRgqtonTZth9jB4QrRz781t4juOpGnOT4HBdP8OP/DJQ4jBg+ozjbkAuYlYtHY+ee0qjsYHBgwHIgUh/fVuIrD6+4zZ3F4u8M26u8RtT2KOn9cA3UdReChZCdEvhAcJ48JZFeOh+PwkuMSORyuds/xQ+PyT65AttPbon0bVV9syDqXOzhF8aEnpyiqw+ZpOg9b2SdnJ3pLFGcX87VMdnyanZ7224hnG+Yzjt3Z9cmTi0uyaUqOUKC+Ap0cit5K0Vht1cq9qbtEzfO0bUyfukjRdCw32kfUgUaxnR6ngw69X6MnkaB+cEA71oNx2L77sg+1qgP1Xejb8Spt8+TOeBZP+1ntdEFyg+puScXqNTu6TSdReXZ6P3E03nB2Opabpz3tg2qqwzajfmAHJ3MfboA7+nsyB7zUWh/ITUaqkydsKjv3Ps76Ioc18dPFRRze2MlkVbf7aFvYDap4bg92el0/HpH4tqiuFeK5+eu//BsAUBTeE/GenJ9WvAU3KDk/vQy5QL0OisMT4jlRHN63Q+5P4j3y+gKoQtEz5j0iJMXhsShqWlc3Oxm5+ZyovHnwOsrsO5wHn+4MXp8Nfgb6UUo8HTE4eFh+nOcB4jQYmMrkqLs0qEwDGTWegfbRByLGIEeNtiOxQ8GoI8xoYLD9sB9ih83hTVCCbev1AA/eYXcoBu9JMRrYmwf/5ki2tu4QwdZH0SnyZW5buE0hAdNdMVSoEx5tT+6Iob5Fu8Lt2GW04Mk57gOsKT6HBlb7AGkVRg3B44iQcbqnEYOssW6bBu9IFNBj8OqCFP/U41um0cjLwf/FMgAPxeEB6gd8Cas4vHGfnMThlVbfx7XI63bv16S5LT5bisMjdYpv1tfVPmw57rsvySKoujRdISfToGVtKypmKc4OWfRE1ZQlMRN6G1nFUSEyaP1rEskYiZ5Gd9uaUIwPj/rvk06qL3b0QXR3w9buu63QAwaz+Akj9m4WRRUq+9teUjyeTdPxuSVNNB32EDdQZ6R/1GP7LEpq/SISlkXbkOKxLO9vnh6XVBNqnQo72vsv7TPo9RbXYXStxduZ68E4EYtI0Pqd6FgPxuF0QUQphz7UVR0oIejX56HY3xe0zUtx8p142kfb6dG3IpHThhSPl8SGCzFUj9Gjaf4+sRQ22XobnN53cx2BftxgsWEBujipb8C3UgiXbNyedEvHvpOoKm3JS/1k7rxczvcc9Vyt/0f/1fZRR9TYcepP7XTgTu1Y4bZg1WMS3wP1N4UQQrw231IMJdHTl8HnT2Koz0dxeEI8L4rD+3pI+CTeM4rAE0IIIYQQQgghhBBCCCGEEEIIIYQQQjwt5v663ub/4//wv/enBs3H04X1SfXs2tTZMZ5I53XNGcp4frm9523YvcOndbz8duvr/LZ3941U7narTzn3crelYwfc9TTeE3H6VPWnaopmf/GpPjkd858+AZ9auVLgMf1pg/ftDf5puJ/4Np6irsvjiWjDvhmtG09B7xv68j2enG67r+vqdIqb2OIpa/T5PWJSjLbZgH3zEeNwA+zWnvbd63yf3rnMPO+Hbcot5j3N1218GOP85mneftvHutsO+224vZXfdmDfR7nfWsF9B35rbiC3Pc3jdoPH9H4D/vW3+t5vN/hvv40ydE/rvn3b3L1Xw/1gjn1p0wdnotgHOyDMbcvu/do7bU9u+9S27HioPfG873DRiPUAtS2L5vm1rlc+r+GsZcWuowWvznEZ9d7sLFGXW6s723zhCB6K1ml1I8fpdCOTm4/65xZ1SczvfR3282ncqF6hadx2Ov9tOiIOo84A8md2u6kf8BWIuKeD4wmA5Phndn5dktvJcDiZIp/a/rxvg6P7Sb8u2c3MchzUvfinmJ4io/Zp3dhXbs/z65yUK3mbOIZo89N24cJK22NrLng036PQNodt7Z4pQCkx7di2HVtbV8zxaav3xl9se3eB2ia3pxyTNxyfCnL83b/uG257adMF/9ri8G674bfbWLfvhtut1Su7Yd9jGvBbgd/C8cSAmPbR/8E+94VsONam/pDlftJtuL0c+klp2g/bxXTh/hT1ofh1y2/UBu3rerBu47VOa8tHPefHenDuQwF12e1W6z/gfh1I0eDqT70+L4r9fbRtjjqR3Bl7ncdttXFd92A73euf63ov11n8fQdUb411oLqyT6/qvUP96Gld32ZevrX6sHh1zuP7PYzs9jFtzW1v3Me0bkeuO3zcx+zmdyi3D9cmvvex521SuXl/ftzemnvfKEfOTk5uVe7tfZET1cmvQ//Xn/+X9YrvRHIx/WCovn0uIgZNfGwUg/f2ee/xdy/hNR2h5P70dZAT1JchFyghnhc5Qb0ecn8Sb5Ff/p//49X29ZUi8No0RoRDjesY4gbAyCZ+isoDDUoUfzwqr5dxeM8MWcTjAWkAGmgDae0X0RRl1I6mx69QlFaKL2pROPox6smwkgcVYuDA6kCBcbZK3+YkDmBeflLMF8tXy16Dq/265UPmSAg7KZPiIjCmezIMzY9IGXqNghTvYy3qrm4zsiPM4rVpILoNtJjTQI37iMEDeoRLXTeikeCu+JYn5HIAcB7km2NfgLUwpw/gbeSBSINekS1FMSHL9mQVjXevPYlovGg3UozeMRrPue2a4vGYR67fw3ar+JyYb+vvRuvE8jNxySpWp9+rdhCU9GmOtSGfSqf6AsVy/FMZFY2hwNsHOk8z1NvIpwY4RND0OnGOglr0AwLVK59HxOFx7B1/Hv38mx1D5WJwePNDm5zih+LCKYVE9vVa6fF4G3cF91eJw/PeQabBddCxtsH1vhm3l6S/jOnR3+bB7GO5FJVH0XZz0jS9iTE5bRORd4Y67XSAMb27YaPd/cV2S3F3JeKjpni8Yo697aOYI+ShhiGgcrNajvoL1tfRiYg+BcVkjg+POjrUX4m+i/G6vgnvq/7rdTbVWcdpG8Iu7kMZiTzc4022lfTZbONAzH1ZD8Yu5nqw7mnP9eCqDwWMyMh+BJm5DuzrFSv8qlzG3vHyL2mbv0D42aendjqJnChG7iDwZIFoNMlxP03zsc18f6bYu0W5fq/zvbb4foJCdUJB6hTk6Dr6neLWqoF4H1NPIt0/FD9q+7xPKnex5KhDojqDSbmpbXK31Dh4sSSG6rtoMbFG9VFqc0/EUOL78i3jsoUQr0MI4SSEentI+HTk7JzcE0ZJ7PTtUCzel6E4PCHER0bCJ/FRKPeLCCGEEEIIIYQQQgghhBBCCCGEEEIIIcTb5PUdoD6V8VTijv7oovl4Kp5doeo6J9v1hTMU7c/KeAxx5Qy1dO8oVC4cOoD6CGfEO0zuHb6fOAecOXZA7g9PDzs+FUO4QMW65CbBy6d9XM735efH8Fi546JHXaS6M8G0bJ6PMsnNCePJbo6q6U9X8zp62prdFKprhy/XJXeFMuwVnD8bM7q/2w7iqXZnh4YyInzMxnGHc0GPNZNzwVvkXgzWfK9ext61aXaECtcDoF1fvV2q7USPC3qJG9RJe3Jwg2r7u+cGZWyhwvF4jO+PRYBQ1B1AT/p/TrzY6hxfxN7x9CraDrN7BMWLccXkBqA7wVUnlOSZQH2HOJe+HZ1Q0umLTebTResOy9NnO/UDer2y6+n8LyBcoIDat+pxysXG+d626kbDG/b7eDgArj7bHvHknmw5Du5hcWvsQHQ0HeXEBaquRZ8abR1Qr/dz16fhboTJsWk4/FhybDo4QtGux/btSk77G9O8jblRv3rah/P7GseQ/tLZcLfu5LQ1V6dP7c1vZT+4PgHDFepf2knnSLxiOR7PaN7McletF4p+iR9XOrobV+0fjCIrp6c4DUbTsLHred083S8xx3j0hI1jSv2cxvcfo+8uNvoy4Qg21YNxqOkamN5frxMPrmfjrTKXdSBFt1oZLmBy1Pwy7sXepeVf2jbPDqu9P4Tz2LurdjqueXZ8svFvzNM+JmcoP9nH7Aa1copKLk8lv279TuGHcnWa6rZSa+02R+7U9J2nWDXkLH0X8MVd1O+fqPPLqP9nJ6h8n+Ulh5YlFuyjXGpbzPprukW0HbU1CzeoaGdG/cEdr3U9IN4O6msKIcSXIfenlzGfL/vLv/xORyKYH//qb+UC9Zn88uvPcoES4sn48Xd/UAzeFyD3J/GR+CoReD3+ozj9GukUX1cHU1ZReVEUQBdG9XiGO1F5dfFi8Jp3fIsBrDb4TAPOPHh9+MFxNWA9R+FAg5/PQBpgoLgQACk+pEY0jbiIPmBaaOAAGDEILMiIbQLLvyfHshVzuVNh0ytsnwf9Fvue/t4b5Evl+r4o9ieiYOxkHYsjORJvGwfrm406oZQc4cICjs3rIDhQB4jifESsUgzkuOlefUMc4l+uBgB7uZLv1Tn2DqA4GLp2OPKlx5t4HQgipcHDYqiT9mQWQ3lf94AYqu1viD6mEzZH5Z1gxVLUXV9+dl6jnns0WvAq9q6dhzz4aX0Qv9ap7a3GoCrF5PRjJYFjCFMwqg+KpCmIDofto2yIW2YRVOzmrIpOZzdiDIF67leReLQO0ODU5xLn64fyE0Ko6p77ZyGCaivHfUPX+uGz3X3EfbkdBndXgrlVHN66ac2D171f4O0eZzVxH6Qem9ie183lbN6GxEx8YuY4vNQV5okTkVOdp4Lcl6cyzsIojsPDeRwegC6GKjbEUMUcv+0FpQk1d4rHc5qu4ifuRrAYaggVohvR6wUSEo2V7bxNIqnUb6LuxaHPxH2kOEVl7C6mR//Q07r+Eu3zS0KpRf/MI/JurgfbNr3ZKFEPAsBeN/dxDOnFjy85v/WjAGIRKwwgPQii+u5l3BV90/IXxf6etc29rqxtfRcn00MGh9i7uJcW7XS/Fuk6jm1WsXfHCD1q7/neou3TPRL7SGIoz9vTd5IzMVS/TdpNGMLDGq9NoqfxqlXaysKmvibfRak1uBOHdxRBIS3tZXxRjldQdW0tAq+LPR0jwpSOwVq06WjjDgckngDVvW+TiDwTgvnrv/wbxeC9ASR8Eu8NReJ9PhJBCfF8SAT1ciR8Eh+Rr+AAZeSsYvR73BA31GU02LK3eQArYdTDTlHAcvA6uUMFZnXwOgamefB6H78AWpTlAWta18UUzVXmbPBTP0a9DS4HGEpBd0hhhxlgiAHauiRy6gNbaNcVb1f/pGXJoqCtW42krkaiFuVe6vyU9zfupzSQ51wGeR1tz4OBWfSUBxuSloOfgjYMEZo7uUuhnrs+OgJax+fchgsUUAd6eoVhS8FHDNzxW9S9+gaxcn8AMKZtugb4Xp0H/87cicJhxtqg/i0GjF4ghlq1Jwsx1HB6uhBD+T5cYWZBVLByiro6pez0FJSSRSNxvqxUYdlq3YWz1uG8kuCpDsiOz8bTOq5Tx0Cob8giDRrkq4OXx/NSS9Hgf9Q3zQ2KHX4YrhPm/fX3ES5e/FqTIxQfHoAqUJuculTPPA6fqx/KT6PfhTxGa9s22olpH2lYulA7sQ0h00oIdeUGFdfY4QpMzk50BCTqxT7Ev7ZT49kGopOwifrAffDa87p5mrVLl+5QSdCEfBPwvvvhTX3vSfQU7I4kenK3kOFgQ5fk4JM5PpVxPxUSOvH0br2Xj2K1r1CS0InuwT7Yb8k9pquM4v3Fx8SOcW15d3sxS45NLI7wMp2vqT/Up0kQxQIOPhyP/k4XXKALu50fJunTUz1YTwyYPteup6hj79WBZ93RLrQtjqWrZpRTf+pFvFj03cRPL3W9vGqbk9MTfd9ZuT6NbXI7zeVYXMjCptn1aYiP2r/JEQrAUSjF93QZ0yyG6tv0cp7K8b3fMYDvAHaDcvB0/b/P33GDSrXjhRvUuh2aWjmjfWCclyqcHf1RPgT31sbEzvt3JNq1j88HQP69RDwdqnvfDhI/iSskghJCfE0khno5LKSQGEqI5yDuVQmh7iPxk/ioHB8BFkIIIYQQQgghhBBCCCGEEEIIIYQQQogn4dUdoPbNKFpquDlhHy5N8eR6jsqLPdAT6Tv60+sA7kblAeTeQfvosVr73q0yLNw2wmGD3TvmN0XuG77nteOhfT93f6BICEDOD98dK+snrJOzU8muMgcHp3ALyGXyk8WY3KDIYQDjSdvsBnU9P5bbNL8ud+kiRaYCdvaaNm1Db9cjzo72PVyfaB0vjziYcLpxH5EX+3DUqU4XdGDmNQavHWB3MnDrMXh9fhu6zv5Wd+91RzgXKL7l7bGMp7xwQKjlyuRcNBwLqqvbcDJYRbIB7X7q11d1Dex1/kvcoFbtycoNiuZP3aDcuoVKd4QCyAUR585QZ0Q85FzX8bnm80rnbxmtQ8tPY++6Q0TJLhPsLDE7PKSYHBvOKju5OHS3k7Vv01h7jMNbRZwxSxcUcnlK/YBFJB4wuaJsyFGFcoP6bP68/7GfO7/dakxyXEfAqNdvt6MLVPQTN7oniclroy27isOLSOWRgWTJ9YnaPq/XSb9uqW8bMXVp+ahmQFUO7Zj+AfnAfZ6nfvW0Lh0DMFyHku1TNg3pi92QgqHcsLftC9Cn53O6+/Hc122q41MBOUDR1jkCj2Lv3KgbRnViTJObU4rBAk335e3aoHL9vKf+D1I03ezslKYN9LgJ7ZCrHkfvH837i3WxYl0PRsGpD1VPXNtycS0v6sBUo3bXp1LvG6BGC0+xwlf9KdVvD/IC18u7sXe0/OG2OT64bXJnnGPvgO7+FK54qVyaRrq/2NmJo+16u8/fny6cotjpaex73BfhDMX7W7lB1XJUuRnomrdeD9aajqcB8Py3isObK9O53kf7bhbH41Gxj9lex6e2hX6vAcjVrx2BDKGeDvUxhXgOwiVMTlDfHsXfiY+E3KBeTrjJyAlKiOdAcXhCiDNeXQAFShaBj6ERK+NH/zrIgjFYDJsGYWIA3PPAzVVU3hR5Fz/w1YiONkmjC15KHbzucRPWY4rST5ZmacD68MMkRxadDX4Ch4FP/Rj17eAfAWFDoNfneYChiy2mwX8WVUwRdweRE4umeHCMis2xd6tBuUM03mEfx20u56dfsJ0OlQcHbHrNs2M4xLzQ/rIYCmlA0s2GGGmnfXAdYTZi8OIA+cf9PjhTqgDSYzCPDnf3IfjYvA7aAX3g7vReVXzLN+cQAQOMgcBVzMsq/mU1AFgMHtMR2TNHskW5PsbU2hMW0T4qhuL25EoMFfu+EkNx5CvfKJQrNUflXVIMPeJzqgNj+SHyjiMEzY7ROm36buxde02OujsdWO0DnFGOmvctCqANR64H/5naZkdFsncRVF33YBRU9APaNC9fReIByOK0OarwRAyl+uYx4jz9UH4C/DZi4UDijW1LUXkAersTAo60LrajfeTlxzi83s+kqOUkADEjkaS1KKLY4Yizq/1Z6ztwEilxVXQ23V84NWRj+VzWaJv0Xq8G13mb8Zbq+PoiAs89n8mdxFE1cdT68iAET6WdpIIhpP5U9v46NQJvCKCKOfYujkJfXvs1Tn2yeZrOCPenDv2XvI73xSKlXk+VaZpPDdVt5n58XYoEHiKNcS7Nr+vBiK7yMuopj/8oJvCyDkwxwrSM2wbirD9Vo7huEOe8iuh7FXvXlz/eNo/4uUmcPMXeje1zO30Wc8dt/ZkYKsqwOGolLjxG26HHUqZy8Vq8Ln0/WVSIxfMCeigjR+A5JuknruPw6P7sW+AQhzeLoHq5vtDaNuM9cZx4318SPDUx1EoAy9OwJIhKuC+bAvE8qI/5bVHsnfgcFIf3bZH4SXxkfvyrv5UI6gX88uvPEkEJIZ4exd+Jj4wi8IQQQgghhBBCCCGEEEIIIYQQQgghhBBPy+tH4H1i63V6GhkYj1+2p86NnnTuz12SM1S4vjwUlcfuHYVcnyimyG3h3hHOHLf8fGM/nnDs2I8OD939oRZM6w6REOz8oJitbwK7ynSHk2I5YmKOkaDoidn9pD/9Prs89SebR2xELYcRI2GgbdCeQF6sA9JTyjyfEgn4CeizeUzL5vk07Yfjqy86zZ+8Trg/nbkmHJb3J8AtORZw9ESKcKEYG9toh2W4P9WdsEsB2dFRtNf89hXf8n1JDgjkeBDxlJbuu7iPj/EvZw4IfH+CY9da7AswORtEe0Iugg+7QXF7cuEG1SPTrtyggNHu+Ih5rMcxOUPlS/ucfo+P926pbiv5/uEIwTKcJLLjlt2N1ontU+xduXaWYJeI1O6TlcraBQpj42ku4vC6a8KdOLxDPwBIfYFw7Zoj8fo2zRVlGZE79QkAPaX/UpITFJBi7+o5HnF4yWGN2oLsz1FZum/geK0s3cNsxCEZt6u7t2gicujpblCjGuj9Zoop4oMdfWrLUXkYVQ5vYn49n9xA5r/cr/Z5g+O583nfiLdu2MhaZI5XYiIGDwCKj+l6D9XprTk+9a8QHIdnHIfXjo/7UBSHxx+0szsS918KfRbc/2n1kk3z/QyRM1R1ohnzZPQ3TlhBPqGT69Ooh6MQ1YPUz3FuC+itokT9B1zWgT7qeWdnsila+HhvtP3dhuOTFYO7qV67Rzgzvobr5Su0zTBqmw2H2Lu6PY6xd3Sfcbzw0REKh3335atyZfpeNO+D7yf+3lF82s7TPuq0T99vqBIzqvem70Fe2BFq/L+Kw/O0kzHV76FwjVpUnqmcR9eU25RWLv0OgoMbVHdJpO4sf8daxayOKvu8vhbPhb7Tfl3k/CS+FMXhfX3k/CRERZF4L4NjteQGJcTbJe5PReEJIZhXF0DxD6L1x7UYDORCbV2fHz8ysjDKI+buXlSeURzeHvtv8/yD4mLwegwmTYOfXZzSBqyXb3YMqKUBULQfKWMwfB74BA4DnoAGB76UFHUHLEUVfT7WmY04KCvHAYbV4L9ZGlAY1wrAYp85Gi/FL/A4e9oG6bfmeX4pbKLtY5uDWArIAwGLdTa/bqyffvgHvXXv59GPAwQcNdPrBKsDeCRg4giHJIqkgcw6OBDrxuBMDEL3QboyhCLmdhi0a5sn+H5cxeFp8O7rcBl7x8vTPAmbSLRzbwCwT/P9zjEvNPgX7YmTOOFRMVRvT+6Iobxf9CdiqIi/mwVRwZkw6g4jipLqs5iPv3PkHYujCp/zafoqWgfjHC9j7y4GVmFUd2ZVBkBBNC+Lw2vClXtxeFM/IPbRz0kTrfVXmkXRc0TuRZ8AQI3Fo0g8QPXOI7AQimPvkvBn20Z7NW2/ls2thR51eUl9RjcfA840oF6rgTFYXQUhbR1HHlEVwRFzYx+Lg53+pnH7SRiV+sSrfcT0FFtHuaB52VTnrKogdzsInXrcnfGygr0rxloMXo+221GaOGSn5d6mh+iJuh7zciP5gWEILNrDEv3t9b4HTkVPvD0cVQTB5aLaYDFCQRanFZq2cQzmuV9oVDGk/mJclUkETp8TX8wln/9RaqoD+/uzESvcXvil9wbcD4JyxQofSf2fOZb7C0Xfr9E2j21A1+EQ2I3IunH9z7F3fZq+k8yxd+m7xZlQKh1Dvie9jO8XMKraYhsux9MY2wxhlNduWL/fqNxufTuDATvS/Ch5jMMb913ul6TadcfxJpsLsqhpfsPcBs3dpJ22cZ4eL+jtdxl6G+v7Wzw96l++HhI8ia+F4vC+DhI/CbFGYqiXoUg8Id4+P/7uDxJBNRR9J4Qi8IQQQgghhBBCCCGEEEIIIYQQQgghhBBPzOs7QG1YP11Y8tOF7nZwhQKQY6/ckiPUaVSejSfNLZ6G7rFCIHeLyb0DY5bdH2AbLA6uGHDb81PQk/tDLE9PS5YRdcIRN+EwMzs+AHoq7xEOLk8MRd0BdN1MrjIoJUfhdKcocpFp5dIT1v2JZnKGWkXjLaLkskOTHdfRU9A5Go/f31jH+1xG5GG9LB1HHGN7u8v4uul95Ceqs6tBdU6gnXfXp+N7TfF44ZLiPhxhdu8xeEC7T+kp+e68se/dtSD2EY9vrz1g1s4F/X5cxOHJre31uRd7l5ZTBMyZU1GaXzkg0DQ7FqTYNXYcchsuIqOKxj03qO7GdM8Niq7zpRsU0Jw9vK/rXDlDPcqq3pqWd9c7doSK+rHg4Kx1Fa3TpwuuY++4HDlI0IEjW5yMu/wlcXiPREGt+gGx1+TatYjEiwOf3aCu+gR1uq3rMcByg3oJf97/mOLwoo9opfUlKRJvdd+s2ozk0pFWbKMBvPHnTu5Be+uTArU/S+vCCTWta684uz5l51M6oIOD0zS/OvDD/PQOebvV7TRvO7lGOdePxO6WkjpXblBAdn3KblBjejdvBkdRx9qYBlIcHmxyaep9D6pH6S3UOL3hOlddn/hzigNtTQC7woxiqc/E/St2mJldno6uTydXH/e1QPUK9afydnfqwF7cjrHCtKfTe2P34WRlIwq61229PrtBTFjJ/R92enol18vPapv7dUjTW26XU+zd5Ox0cHIil6bkjsbl6D7h/cFyubqdH9dRnw7mi32MbYYrp6fvQShOd930bWGP9+7dBSrN99KjTggXqHjZqzi89H2K4dvfQG6DGP0XpzrLF25Q1JW0xXTsY6q2j68v3hXqX95HLk/ie8HXntygvgw5PwnxOHKDeoxwlpETlBBCCPH2eXUB1L4Z/bjmhx/XgOOPfKfCqDZANAZ8aIABGAKX3ekHdksDQQacD15TdFaKwDMfgopb/uXvavDTYhlQBz5tWgd0gcU84AngqcVQl8Kk12QSOaVVxVLUXV++ElUU+sWbxVFdGFWO8zz435fTAEAMmpVpvu87phfrENtgKjfmz6aj7GGe90HL/HQbuq55ezpEjsrL0zZi8KZ9exuEBNAGDUeURB9wA1IUCzZLgqg0DEEjBbZZ2sc8crAe/pv2Ny9/UKz4DPflWyTET5exd205NhocnCNgZqFOzK9i7xCDaxS7xhFsNgb/amTIGBx/kRgq9C53xFC9XZnFUP06buVYEOXjHjoIo/bV1Twxxewk0VO8BIuhQvS5OJcpBrSUem4vonXqvvP8Kvaul5sGUNexTtPIHh6Pwxt7oCgoN6QIvLN+gFkWrfE5JFH0Ugy16hN4Fs84Wr8AOBVDqe45h+PwQnDhbvlK2bYUlceshB5RbrSdBrM9CW/7/b4jR6slwRMdA0VE1/lWzMf6OHY+OI6yO8Tjnb0JPo4UZze9Rz8sWpbrfflphc8RerycvgzsyGKovtwNf1EcEbxWbD0d80PoRNNuVE15F0HVeTqO1AcD9VFap4dFT1GOIu+AVd3UJichE8fbmdNHwSIn93NPXj5/vQ6kNqmfzJfXgel71WZYRoHSXvq2u/e2wTaHR8O4ben7DgCKNTfVYVdE/B3Fcn+R6Lv1d76obabpLESyEUc3lTvE181CJ47NS9sjC6Ua6ftOEz+t4vFY5DQi8KjfxLdAEmRFGYeVLFFiOVSnxeH18Ns7cXi9z1i475HvSQPV/RyPaqPb4O2/0XegLujObchCDEVdzpR0R8t5npeJj8Gz/e4kYZL4SCgS7/OR+EmIz+fHv/pbiaDuoDg8Id4ucW8qCk8I8foOUDwgADv8uAZgKYxKT7iTMOoRpyg3ox/Y275vtG4xeF1/2Cz91z5DqYPTQB6wZmEUsB78TCdgDLT4fhxGszjGacATwENiqOC1f5z6YgHThTDpNTkTOfX1LGYKZsenrfRjNRJSJLeZEEqQI9TZAEMfrGjige7SRIP1Sbw0/cDPgwCrH/1X65J4yS7WAXng7Gw7ep2DG5Sv1y1dDeJinqb7/W35XFg6L8PxqZ5veg9Dj9L2PQaVY9Cuzk7369h8KYKKdcvlV2LF2+3pfiz+3vTzFSKnK9cnoIufrLscbNOAHzkjFHInSvfgwv2A3Nt4MDCW76XVMyE8eYkYikeRLsRQTuWSGCpwPwqiaN1BGPVo1TuLnWIZD7IWPndl7LuUcV5ZWLa1833hLNHL3XF96tM8MDrXZ30wsbbi+U5u19HnuEG5j3rE/NAPCFWSNTcnAN0dMomi+2d9FEOlPkGIO3cf9Ur0DfrrIouhyI1Odc41fH5+KD8l16d6Xs/doJZXiw2nHQ9Hr1vMj1Fl86nf2z/LWqf0vipoYJu7mNMA9ZnIqT4cYHfLLR2gFm/wVPw0b+7zXQQSaeU9xG1x3mOLctRnwnB2KnCUdpIKRt37qexwJ9cnEkAVc+xd8ASYOfVnqCNR6A3PfQoSOvE0C0Bwa7uKead2gvo/IX7iBz/6+UtCKUM6f1y1sVAK7TuOjeN7vA5s69hpd3LW5D7UoT9F/TNsZZpffMruqQ+F3SEXqMkBs0x3E89P30FeLPoO8dOXtM02iZHpGs8CqIXrE9DFT2fuULMzFLs5zfvoy+d1Rvvj7zRl9I2cH9Aonr4XWXcv8+T4lu+s6f7cx4Mc99yg+vyVG5Rh9G2ALHric0QPiiTRE3U9VmIodtMxSfTdAAAQfklEQVTl31s6fpyX/unj8i1+d5KASYiXIUeolyHhkxCvQzhCSQh1DosrJIYSQrwlfvz9333vQxDiTfD1FStCCCGEEEIIIYQQQgghhBBCCCGEEEII8ZV4fQeoDfnp91jOTx02Z6jZFapv059OpKepMZ5grOWHM5Tt9DRzi3PoT0je1u4d7TDSE5dgd6j+cGi56/4Q28Csuj606eUz8cXWjg/tJC3dZuZ4I4rCeTW6A8jnaeLuOTO9JkuXpyAiOeYYiSnyrrvK0FPUHHPnMd2fnKanrS0/bc1xDik6wsY0DtMgVwIMF4A5lgV53co1qj8RTfPjZB3ncVJuFW23co1KUS4p1oXur3mbfn15j8ED2hPacSA8HY8f9ye2LT3BvHItWE0zaw+YeBL7SK0HTu5PYBlNBcgNakVyPGguT5exd236EHs335+8vD8lb9WhCOSAAPT4l+SAwPcQPWXvPq7ZF7lB9cvX+BH8oxvULbbLblC93LGBHNNnzlAvgV2fOPYu1oGcJFYuE4bsKlFyuTlaJ8rdi72Lfc+OEXQi6DzEMaS7sk8/GgXVZ6e+QHVsypF49XjKdSTehRuU8Ta9rzD6FNE36P2h2Q0q3oUc6F7En/c/dhcoYLpSLuLwrhy9al1wvHdh7Bw2nEFqtBLtL8Xf5Ti8tvGR2aUDdAgn7/1eufPlRg4l5y9Q4wWPK3c/ejEe3uMJ3fWJXJ6K+3B88ur4tLX53RxbGeuGM5ShlHFuqzsU9UUoHjXFFoLcXXw41tR5j4PMdT67PrW+YOwvubj4tE3sd7GOz2py0Uwn9vE6sF+XZfp+0jdpTnXRNHN/yqn+9+aKtY0D6fvbfcQasxsjalsan8WHd7Ez6udEH6c0d9roeyQnW2qn4/sNO11euF5exd7V6Tttc1R7hb6DdAcoS/MxjTKVW8TjHaPxkL//LByluqtTHAd4f4toPL7XUoxkfAzey9RTP+Zj/7HJIQ5vH99jruPwaP4sDs+RnaO4X8KOTYbhDkXNyakblNd1XPemmFWq9lLk3Ul9r1i8j8ujvzvZp1f/aVEIMSE3qGvk/iTE6yMnqMcINyg5QQnxdvjxd39QDJ4QH5yvEIGXf2TLoqX6l8eMxrzRNrH+OipvDEhSTJ6jxSzQD8U8eD1HhvQZGrDGPgQaEQFxNvjJh0OD49jHaKrF/oE66LkY8Ozv90wMxdxuR1HUF9JjGL5AxHQpTHpNWOSUltsYVOBBc4rn65F3fKwce8exWiyyoOgHbCycGAMKiMGFWLdlMdOIcGhlaPBtLYZq2/E+uByO28zlfNpfumpSHAzGD+Ep/gV5UI7GXHwx3QciHHnAj4RSOCsHI/FArkvMvc/zEF/UA3Et+Ibz+BbeZFo2DWu0czKJFVskXt8HR1NdRFZ+5EG+Q+wdMAb8LmLvAAzx01nsXVpOg7MUAVMjZMYg3+UAIA/yASPuyvGwGKq3XXfEUP16dR8N4Y4exdKXcyTKmbL4c5gET871wDyoSnGf/Xxx5J2h1Yl0nqOuo/MdA6xXsXd1+jhgSgeLdJd2ERSQ7+wxfRUFBdBHw+el5YnNkXh1lXdRAGzLoujdz8VQ1CdAauvLQQzVt6PYuxTHCRwEmB+5nnmEEEEBuB+HF9febR+fE4mhjEWIQL53QXUEx5P51OeMF18wlzsVOb1g+1XR6W663Oej9IH2aaT8bLf7UXaWhE1dAGU7SuvHxXLv68a00TZ7i7QKoaqnacuiJ64DbxhVRAF9WbHUdzkInVg0RdvbJJRaXgOGSdBJp5D7TMtP7U4d2OL55lhhIL+HGge6J4FFb6tKGW2Ql1yL7j765ZvDQ+Wx1SdiuN/U7w1F4Q1Y8MTfY1ioPIuUJ9HTw6LvV2ib62tO5fgaPQib1rF3s2iKI+xmMVSvb2ehFAmb8jF4K0v3Cq/rYijvdTdalGbseqe+R76z5n7IdRye015WcXgwtG3GPsZDWEgiJweGQPGhCLzcBQW99SrIHcvr16lFTe3LSSGEEG+AOU7yowuiJH4S4usiIdRj/PLrzxJBCSGEEG+EozpACCGEEEIIIYQQQgghhBBCCCGEEEIIIZ6EV3eA2rfZoCKeQOZl+SnDlPbjoEcMr6Py+r738dRnuDAt3TsMY+dWn9LsT3TyNMp40h/l1P0huctEDE7fbiJF2hwdH/qxr9ygpn1Ux4L5BV4HdmZ5MWfOTK/JmctTwFF+cV5T3FM4QJU8j+Y4MsVqxZPTaZrj9Tj6yfLT1uDIOnKYCYemM9eng+MTv83FNsu/fZpuHqN9zq9LjzcblTHD8bXoCe3+JHGbHvean2zTHlPuT2+PJ6nNQQ4F1l0LABycC/olVoZrAdDqglV8yyIOb3WVWn/TGG5ttO40muossvIirvK9Orak97tweYo65jL2jpdfxd4B3f1pda+ye0F3ObhwQKjL0bcF2tP0D7pB9TbpnhsUuz6RY4rzDUmuMnWRp3XM8qn9CZ/r5e4+kOuwebnTvTpcmbhOjfMa+8AhWiem78Xe8fLkGJHfbbyj+qdHyrArQ54+xuHlfkDfYqfNF5F4AOA7OcuZZ1dI83M3qHg94BCndnCDmuodANcOdBSJ917rldcgzs1lHF5y7qLOJbu1reZ5Obcuztcklzs5yMP2Z+WOix6NwzvlBa8FtKb8K3T3SntBdn0qyQ3KW5zd6G9bX4fJGarG4NXjtX6SjF1fy/g+ETG9Pd7KvDukpvfbInv7x5v6QxSJ5VM/jspV16dejBa2Fzt7RIUtXdK+6Wp2I4ertjy97vGDq6WoP9W3jffLljh0MrbxnYkdV1H8EIMnHqD3S8b3E462S25lmNr2l7hefmbbXI8h5tHLrZ2d7G7sXUxjeq2xv/Gdobs/0TreN98XvF12fRp9Kys+TjFyn6vsRxeoKLdygYrjmePwUrTdIg7PLFexbg7b6aCmfgl/72IHp7MIvPS7ik/rkLf3R9oeIYQQb5bZESp4z85Qcn0S4tvz41/9rVyg7iAXKCGEEOJt8PoReNv6x7WjkMkO6+s2fh2V1734eQXohzprg5KLwevFD3tJsEG7OAx+8vugiK0YhewxOE3YlIawbCyPGJWr+Js66WM0tg++08DN16KUz9v/PWHSa7IQOY1VNEBQymIbq4M1XVhDAwylpIGHQ6wWTfPgQBpEMLpEeRChjGut/tA/RUekX+CRpnkdR9vN086ngtYdhEgUF8Gip1xuDGalH9mnbXyapst6bDNvP4mehgDNkQfbeDCPjm/+zBGDdkCKb7kTh3cyLN3rFTOD77R2jqaaxFBjEJ32tYqrPInKO+OtCxoO74PuT47W5IjMu7F3sfxe7B1Pp0hJGuSbYu6uBgD7coAukJP2ZCWGosizSzEUXefc9sX21ga4kyCKBtV4kK5eew/WuVS3L2PvqIy3e3WUIzHUFHmXzqvROZyEZY9E68wDpkcBVD9Q5AFIvDwOj0+jWe8H9MiwKRKv7qN0gQVuXvss1FlZiqFuez0KjsSLD34hhkr1Dr/bMwEm0AU9isO7z2Ucntnoe7mNc847OBU+TSUXxc5ESl8sXjphFX/3tV7rJex+vMYB4OaGT6We/w1OYqjjdAiiPpUd3pQKW9mx+xBNRQweAJTi6Lcn3Z/uyBGGjnGSilFfZvRRav044oIBqqtSf6VN8jlf1Gk2bedTHF7uQwG5fmtMUXu93turEMRT32ndA7L+5mqRqNeToNxrf3g8kEKdv1KqciSOp1iNFIz993NuEm2+FGqLUzweteFZDDW1uRei75e0zbH8IFhK21jefiF6St93MH1fKeixcqtteF0SSs2iqX4fj3XGwijDaPfLXvtro6s1LuVJCFXvztU9OMXhORDfDuY4PH4hC2EX0KLuRoXRBVTxwvvYBQublmIoX5TDYpsoG6flezYOQgghXp0zYdTMWxdKSewkxNtBcXj3+eXXnwFAQighvjM//u4P/X4UQnw8TocWhRBCCCGEEEIIIYQQQgghhBBCCCGEEOKt8/oOUCypOnm6cO3sFIUslT+LyqvT9PR2d1ZAtaIn947k/kBPXLphuDXQY6jpifkekzGefE6xWuGmwzE49PYB9Fi+frD34m/qRuNcbLQfoLoTzK4yX0qPNTi6Kj3MhTPTa3Lq8jQfy/y0NC0fT0GTq4wZPPZXcIi9G45LtD0/UW3TE9b0NHN6cjqemqYnkA/rFuXmbdI0/V3G6IGvafpLESkpGo+cDI7uUMfjNq/TI4LB+r5jXX/55HIwlsPpdWHdtaCWm50LFq4FwJfH4U1ubRbLgBxNtXCDSs5pV3GVq6i8My4i9B7ltdwVTo+DI2+A5PrUl1G0Znd/uoq9A4b700XsXZ+me7Juw/dtOBFYcopiR4xD/IuNa3luT67coPp7v+MG5fQE/3BjGfdMb/v6NUKOiWfOUC9hcnxKMXfJjY7rBcuOWXPkXXK4o3Ibb4O8XXKFyI4RKdamcbxjLC99MA5v7gcArS/AjgzAZSRePSXNIYgjclduULVwjsS7cINa+Eoc65yIcNu27HelOLyHSHF44bwWVVac57nujuVTt8Ne4sL2hZy6N71hx47d7XAqH6HA8anU63zfLU1vZcfenNJ2G2ffzLH1etR7DF6si+ZkZ9fGgmzgVZA6Tt3RxS1Ncx8IN6pWC7m+RN8q+kqUqhj7T69Ls6t1d+tAqj36tbLV5cco0NhjOz/hwEv9re6iue9T39t67FeKhea40OgbRDx2q6tqOQecrKHEF8GGavxdBUCKxDtzvXxJ2xzT5w5Qk1PUYru+PzspZ8d16djS95BRL/N0j7Ns5dgNKkfgtWmrLnHDEbqMLsUiDo/uNOR+SJyv+mPCiMDLcXjmdD9y/4Lf347ep7DdWtQ4HcSJG1T6CWR2gKI2xHg5zZ82J2+4nRFCCPHlPOoUdcZrOkjJ7UmI50BxePdRHJ4QQgjx/TB3189ZQgghhBBCCCGEEEIIIYQQQgghhBBCiKdEEXhCCCGEEEIIIYQQQgghhBBCCCGEEEKIp0UCKCGEEEIIIYQQQgghhBBCCCGEEEIIIcTTIgGUEEIIIYQQQgghhBBCCCGEEEIIIYQQ4mmRAEoIIYQQQgghhBBCCCGEEEIIIYQQQgjxtEgAJYQQQgghhBBCCCGEEEIIIYQQQgghhHhaJIASQgghhBBCCCGEEEIIIYQQQgghhBBCPC0SQAkhhBBCCCGEEEIIIYQQQgghhBBCCCGeFgmghBBCCCGEEEIIIYQQQgghhBBCCCGEEE+LBFBCCCGEEEIIIYQQQgghhBBCCCGEEEKIp0UCKCGEEEIIIYQQQgghhBBCCCGEEEIIIcTTIgGUEEIIIYQQQgghhBBCCCGEEEIIIYQQ4mmRAEoIIYQQQgghhBBCCCGEEEIIIYQQQgjxtEgAJYQQQgghhBBCCCGEEEIIIYQQQgghhHhaJIASQgghhBBCCCGEEEIIIYQQQgghhBBCPC0SQAkhhBBCCCGEEEIIIYQQQgghhBBCCCGeFgmghBBCCCGEEEIIIYQQQgghhBBCCCGEEE+LBFBCCCGEEEIIIYQQQgghhBBCCCGEEEKIp0UCKCGEEEIIIYQQQgghhBBCCCGEEEIIIcTTIgGUEEIIIYQQQgghhBBCCCGEEEIIIYQQ4mn5/wEWg0KxFmx4TgAAAABJRU5ErkJggg==", - "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 620, - "width": 1184 - } - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fix, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].axis(False)\n", From b6fbb0109659c39445816fc4c8f3f6c39ab72016 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 23:13:55 -0400 Subject: [PATCH 12/15] moving pandoc to extras --- pyproject.toml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/pyproject.toml b/pyproject.toml index be5f4533e..e8ccc8e99 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -43,7 +43,6 @@ dependencies = [ "imageio>=2.37.0", "nanomesh>=0.9.1", "pywavelets>=1.8.0", - "pandoc>=2.4", ] readme = "README.md" requires-python = ">=3.10,<3.13" @@ -52,6 +51,7 @@ requires-python = ">=3.10,<3.13" extras = [ "scikit-learn", "openpnm", + "pandoc>=2.4", ] build = [ "hatch", From fd45f194fddb556d489c13124907e9ac83552324 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 23:30:41 -0400 Subject: [PATCH 13/15] hmm --- examples/filters/reference/find_peaks.ipynb | 10 +++++----- .../generators/reference/lattice_spheres.ipynb | 2 +- .../reference/pore_size_distribution.ipynb | 12 ++++++------ examples/metrics/reference/satn_profile.ipynb | 16 ++++++++-------- examples/simulations/reference/drainage.ipynb | 8 ++++---- 5 files changed, 24 insertions(+), 24 deletions(-) diff --git a/examples/filters/reference/find_peaks.ipynb b/examples/filters/reference/find_peaks.ipynb index f309627dc..431e7c6a0 100644 --- a/examples/filters/reference/find_peaks.ipynb +++ b/examples/filters/reference/find_peaks.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:16.972420Z", @@ -101,7 +101,7 @@ "" ] }, - "execution_count": 2, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -156,7 +156,7 @@ } ], "source": [ - "im = ps.generators.blobs(shape=[100, 100], blobiness=0.5, porosity=0.7)\n", + "im = ps.generators.blobs(shape=[100, 100], blobiness=0.5, porosity=0.7, seed=11)\n", "dt = edt(im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 3])\n", @@ -179,7 +179,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:19.337659Z", @@ -231,7 +231,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:19.469085Z", diff --git a/examples/generators/reference/lattice_spheres.ipynb b/examples/generators/reference/lattice_spheres.ipynb index 3d16c906b..1b6503cae 100644 --- a/examples/generators/reference/lattice_spheres.ipynb +++ b/examples/generators/reference/lattice_spheres.ipynb @@ -228,7 +228,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:16.145676Z", diff --git a/examples/metrics/reference/pore_size_distribution.ipynb b/examples/metrics/reference/pore_size_distribution.ipynb index ba6780e02..6fdaec28c 100644 --- a/examples/metrics/reference/pore_size_distribution.ipynb +++ b/examples/metrics/reference/pore_size_distribution.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:49.861297Z", @@ -43,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:52.072778Z", @@ -87,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:52.566378Z", @@ -140,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.005879Z", @@ -201,7 +201,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.392042Z", @@ -254,7 +254,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:54:53.713377Z", diff --git a/examples/metrics/reference/satn_profile.ipynb b/examples/metrics/reference/satn_profile.ipynb index b9848d7cd..c19f3d0cb 100644 --- a/examples/metrics/reference/satn_profile.ipynb +++ b/examples/metrics/reference/satn_profile.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:01.295039Z", @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:03.554036Z", @@ -71,7 +71,7 @@ "inv = ps.simulations.drainage(im=im, pc=pc, inlets=inlets)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv.im_snwp/im, interpolation='none', origin='lo wer')\n", + "ax[0].imshow(inv.im_snwp/im, interpolation='none', origin='lower')\n", "ax[0].axis(False)\n", "ax[0].set_title('Saturation map')\n", "ax[1].imshow((inv.im_snwp < 0.6)*(inv.im_snwp > 0)/im, interpolation='none', origin='lower')\n", @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.440670Z", @@ -135,7 +135,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.547962Z", @@ -191,7 +191,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.755648Z", @@ -247,7 +247,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.866040Z", @@ -297,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:55:04.978579Z", diff --git a/examples/simulations/reference/drainage.ipynb b/examples/simulations/reference/drainage.ipynb index 9214a40e9..a37136903 100644 --- a/examples/simulations/reference/drainage.ipynb +++ b/examples/simulations/reference/drainage.ipynb @@ -145,7 +145,7 @@ "outputs": [ { "data": { - "image/png": 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L7RoLnJu1x9IJvx2UbSNSZVCvSBF3kb9MukJuGRUja7alyN4jGXIqK0+KS8vF19tT2rYKkt5dw2TsoB7SoU0LcRM3NWF5+77j8vNvB8X4L5RjB0SJt6eHun3n/uP8DQCwsbLAhl8jKA3hjQmg+RgwdYHW3r54ll3O4wz8zlbVmTaVL6bVKW/ZNENrt/WxS2iAqtxX7wjgKqw9Jp1zT3UeUnlFpTzz7vdSUVFp3RM0I0OHDhUfHx8pKSmRgoIC2b59uwwePNhsf6Xfli1btPXRo0c36fxdunRRl6NHj6rr+/btk/Hjx9e7T3JystZu1aqVBAQEiC1QoRkAAABwEcpUuWMHRUm/SzpKu1ZB0iLAV9zd3STuicUm/Xy8PaVDaAu1nVtQLFnnzScZAAAAAADgip5a9K288Vic9O7aXk1ADgttIXdfN8CiffcdPSVPLvrmgud7dWknOw6cUNu//H7I6jEDAAAAAKCXEf27q+Pn3/alkczcRIGBgTJmzBhZvXq1ur506dJ6E5pXrlypVUhWkomHDx/e5Bji4uLkn//8p9r+6quv5PHHH6+3v9KnhjXObw4JzQAAAIC9KHfB2qAIjLeXhzxy+wi5aXgf8fR0156vqRpV+5zK3bjvzrldAv295ciJLLnz6Q/EZih6AwAAAABwwLF0QVGp/GnupzLtpsFy5zWXibfXxS+ZlZaVy8c//i7vfbVFrUhV27z3E6wTHGNpAAAAAICDjaXzCosl0N9HMs7mOua41RFjqsdDDz1kktD88MMPS+/evS/oV1hYKM8884y2Pn36dPH0bHra74MPPihvvPGGlJWVyaZNm2TVqlVy44031tl327ZtalJ1jSlTpoitGLIdAAAAADidAF9v+e8/bpeJo2PEy9NDTWKu+c8cZdrcr9ftVvt07dRauoeH2jVmAAAAAAAcgZKU/M7KTXLdX9+V+R8kSML2FDlx+pzkF5VIZWWl+qis/7z9oLz2YYKM/+u78vYXm+pMZgYAAAAAwJWdySlQH329vfQOxSWMHz9errzySrVdUlIi119/vSQlJZn0ycrKkgkTJsihQ4e06syzZ882e8xjx46Jm5ubtiiJ0uZ069ZNTaqucccdd5gkLddYt26dGltFRYW6rlSSNpf47JAVmrMqAhu8T5hHrrXDAACnsDB5rNaeGR3f5GO4CpPfJV5ZeoYCF2L8HluaMkTXWABren7GtdIjoq3azs4tkE9+3Cm/JafJbVddKtcMiTa734+bk+Wua6un0h3at4scOn7WbjEDuFAl9xsDgMXmJMVp7bkxK5t8DFfB7xLYgvF77M39o3WNBbCl/MIS+SJhl7oAcB6ehQ3fpzTEFpEAgOMbMHWB1t6+eFaTj9Gcf5cAF2P8Hot9yPXeN2i+ftuXJl07tpbeXcP0DsVlfPzxxzJo0CDJyMhQk5FjY2NlxIgRarLxmTNnJD4+Xq3QrFCqMn/66afSsmVLq53/1VdflR07dsiGDRukoKBAJk6cKNHR0TJw4EDx8PBQE6x///13rX/79u3VGJRkaadJaAYAAABgnpsVp7q5LDpcrujXVaqkSo6ezJaHX/1csnMLtYux9Z3zUNpZOZdXKMFBfhJzSXurxgUAAAAAgDUxZgUAAAAAQN+x9Lfr98ikMf2kY9tgubJfV/k18Yh1T9AMderUSRISEmTy5MmSmJgoVVVV8ssvv6iLsTZt2siSJUtkzJgxVj2/j4+PfPPNN/Lggw/K8uXL1eeSk5PVpbbLL79cPvvsMwkPDxdbomwHAAAA4KSuGVpdgbmqSuTZt1drycyWOph2RtzETSLbt7JRhAAAAAAAAAAAAAAAZ6fM+Lvkm23q9eVnpl8jMZd00Dskl9CzZ0/ZunWrLFu2TK655ho1Ydjb21vatm0rgwcPlnnz5sm+fftk/PjxNjl/cHCwWil63bp1Mm3aNOnRo4cEBgaKn5+fdO7cWW6//XZZuXKlbN682ebJzDap0PxbfpeG7yOm+/SPtGJAAOAkFiaP1TsEh5FdHtjgfTxqT2dA1RbUY0rUZq29NGWIrrEATRHbo6NanXn/0VPqALKhzp4vUB9btfC3QXQAGuL5DTc1fJ9a66nTrBYOADiNOUlxeofgMA4VtzOsBJ7QMxS4qId7JmjtN/eP1jUWAAAUAacqGrGPTUIBAKcyYOoCvUNwGF6FDb+o3NYn3yaxwDUlvjVLa8c+xHsPzu+9LzdLUXGpPDjpCvnPU5Nk7W8HJX7rAfV6dU5ekZSVN/zf6BA1gfmee+5Rl6ZQEpCVKs+NMXz4cHXRm9UTmgEAAADUw4o3XLQOrk5EPnIy68LjVl38nMUl5eqjr48XN4IAAAAAAByXHcasfj5eEhbaQgL8vMXTw/IJThMPnLRpXAAAAAAAOMJYetOyv5qsK5Wax14epS4NCqtKZNiUf1k3OLgMEpoBAAAAJ+XuXn2BtbKyslH7KxdpFQVFpVaNCwAAAAAAZ+Dv6yW3jesvVw/uIRHtW0ntSeAuhouwAAAAAIDmQklgVmYPrmHcVrZZfiAqbcGOCc3fHujT5GOcL5uqtZcNWtzk4wEAXJNf+2Pmtxm1w4zaiWnhNo0JzmdK1GaT9aUpQ3SLBa7Pzcrjs3O5hdK2dZC0DQm64LjGQ0Zz5+we3kZ9zDpXYLNxYwOvBQPNV1nT3y2R/52ntVMfeKLJxwMAuCb3sIPmtxm1Q4zaOemdbBoTnM/DPRNM1t/cP1q3WOD6rD2WrtGjc1uZP+smad0y4I/zNOLf5G5VNomNsTRgmcAj+U0+xpU3ztfaG1Y93uTjAQBc01uXfWh+42V1P9391QU2iwfOKfGtWSbrsQ/xGoHzjaUbNXau6ziMpWEGFZoBAAAAJ3Xo+Flp17qF9LmkvXh7eUhpWYXF+0a2D5EuHVupd87uPZxh0zgBAAAAAHAkLQJ95V9PxElwoKEsQkVlpZw8dU7O5xdLeUXjZkICAAAAAMBVDb3ndb1DQDNAQjMAAADgpDYlHpVhsV0lwM9bbrkqVj5e/bvF+z5y5whtWqCNiUdtGicAAAAAAI7kjusuU5OZlTFxYVGpvP3ZRlm9YZ8UlZTpHRoAAAAAAECzRUIzAAAAYC/K1DlV1ps/Z/WGvTL15sHSKthfpt8yVI5n5MiGHYcN59LOa1jx9HCXJ+4bK0NiuqgXbo9nnpN1v5mfdrzJbDBdEAAAAACgGbHyWFoxtF+X6kNXiTz22leyK+WkOBTG0gAAAAAABxtLO7xm9uW6KqsnNEc9l9fkY5yStlr7GnlSa/+w/5UmHxsA4NwCO6Q2af/YiOOmT6SFa811BT2adGw4toXJY7X2zOh4s/2mRG3W2p8cGqC1iyu9bBgd0DglpeXy+vs/y4sPjxcvTw955dEbZd32Q7Jm034JDjJMm9s9PFRatwyQmKiOcsPIPmpbUVlZJa/+b42OXwGAGm7lbk0/iNExOi96TWsf+8tjTT82AMCpuYc17Qa2kA4nTNYfl05ae/7ZQU06NhzbnKQ4rT03ZqXZfg/3TNDai1OGae2CSh8bRgc0Xoc2wepNvkkpJx0vmRmAxap27m3yMXx3GtpXuU/S2msqP2vysQEAzu3zoW83af9Ds2eZrHd/dYHWbnmgSYeGgxsw1fCz3r7Y9HVgLPEtw7Z+D7+utd0qyMoE0HxRoRkAAACwIzcr/w3i560psqhVoPz5jhHi7uYmIwZ0VxeFcnFWsWzu3aYxiJtUVlbK/MVrJTH5hFghjRIAAAAAAKcZS7u5VY+E09KzrX5sAAAAAAAcAeNdOCN3vQMAAAAA0DSffL9DHn3lCzlxKkdNVq75r4Zbrf+Ufo++ulK++WW3rnEDAAAAAKCH01nVs436eFP3BwAAAAAAwFE41V9qrun5pNltOQPaaO2tH/7NThEBAGytW3iGTY8fG3Hc0DZ6fmHyWJueF87h9u7bxdEsTRmidwhwUNv3psltf1siV/TvJkNju0ifS9pLaEigBPr7SFFJqeScL5S9hzJk484j8vO2FKnijlyg2ei86DWL+h37y2M2jwUAYB+BHVJtevyQDie09twOhufnJMXZ9LxwDlOjNoqjeXP/aL1DgIPZtvuYRHZoJT27hOkdCgAHdZX7JLPb3IOCtPaP5xfbKSIAgK2lznjcpsc/NHtWnc8PmLrApueFc9j15qPiaGIf4rUJ85QbhK+9opcM7Bshl0S2leAgP/H39ZY/JkSql3Kd+sq7X7dHmHBCTpXQDAAAADg9GycS//r7YXUBAAAAAMBlWHks/cVPu2TCmBiJ6BAiA/tEym+7bXsjCAAAAAAArnJdevTlUfLEtLESGOCjrhvPHGwRtyqbXzOH83LXOwAAAAAAAAAAAADAXo5n5sjCD35RL7o++9C10qVTa71DAgAAAADA4V09rKe88Mh4NZlZGVPXJDNX/fFfbeaeB1y+QnPI9jNa+5qeT5psS53YTmsHXGHoF+JbZNJvzShKmQMAqs2MjjdZX5g8VrdYYH2JaeFaOzbiuDiTKVGb63x+acoQu8cCAHAtnRe9ZvYW6Cr3KrO3RqdOt+1UjAAA5zE3ZqXJ+pykON1igfXlpHfS2iEdTogzebhnQp3Pv7l/tN1jgeP4Mj5JSkrL1apSi1+6U75amyQ/b02RQ8fPSmFRqd7hAXBglXl5Wvsq90km2zw7dtDaZZFttHaFr+ll+Z/jTa9nAwCar+2LZ5msD5i6QLdYYH3dXzX8PA/NNv1ZO7rEt+qON/YhXqPNVYtAX3li2lVqEnN5RYW8++lG+W7dXpk6cYhMvCpWTVweducC8fPxkrA2LSS2Zyd1dqTuEW2kqLhUXnlvjcRvPqD3lwEH5zIJzQAAAIAzcKu0/znbtAqU0JAAKS2rkNNZ+ZJXUGz/IAAAAAAAcJCx9Iblj5oeX9xk0jWXqktDVFWJDL+DYjnGSktLZcWKFbJ8+XLZu3evnDp1SkJCQqRLly4SFxcnU6ZMkdDQUKuec+nSpXLfffc1aJ9p06bJe++9Z9U4AAAAAMCVx9I3j45Rk5WVxOV3PvlVln/7e/WGKtNzFheVybG0LHX56qddcteNA2XG5Cvlub9cJ/4+3vJNwm7rBgaXQkIzAAAA4ILc3EQmXdtfbr22v7QLDTK52Lr/cKa8/9U2+fX3w7rGCAAAAACAHpQEZuUCbM2j8fS3NdPlWnYgps01tn//fpk8ebIkJiaaPJ+Zmakumzdvlvnz58uSJUvkuuuu0y1OAAAAAEDDDegToT4WFJbKp9/vtHi/D1f9Jr4+XjIlbrD89d5RsmNvmpw8dd6GkcKZkdAMAAAA2ItynbOR1zpffWKCBPn7qO0X//29ZJzJNdvXy9ND5j95s1zWJ/yCC7FKonOv7u3l5cdulM++3ylvLPtFbIpruwAAAAAAncbS9akZLzcogdle414nHEufOHFCxowZI+np6eq6m5ubDB8+XLp16yZnzpyR+Ph4KSoqktOnT8uECRPkhx9+kNGjR1s9jp49e6pxXMzQoUOtfm4AAAAAcOWxdGTH1uoNwXsPZkhFuVH5Z6PzuIubVCoVtmpZ+sUWmTguVgIDfOT6kX3knU82Wje4WnHAeTWLhObIL05p7ZzUNlr7RKS7Sb8BxXO0dohvkdZeM4rpwgCguZsZHa+1FyaP1TUWoC5TojabrC9NGaJbLLC+zh1bybD+XdUBYsrR0/UmMyv+Nm20dodsTcUpYzXPTbr2Ukk9kSVfr2VaHwB1MPpblFul0eeI6VBaIt+eX+e21OmP2zI6AIATmBuzUmvPSYrTNRagLg/3TDBZf3O/9ZMr4ZiuuH2B3iG4nDvuuENLZo6MjJSvv/5a+vXrp20/e/as3H777bJ27VopKyuTSZMmyeHDh6Vly5ZWjePyyy+XRYsWWfWYQEOUn6x+Hyg8cvO0tlcLwwxqirFXvKS1K3wNl+x/jn/S5jECABzb9sWztPaAqfy7FY4n8S3Da1QR+xCv0+aiRaCv+ngm2/DvXEVFRYXW9vH2lKKSsgv2La+olB37jsuIgZfI4NgutklohkuodRkSAAAAgKO5tFe41l79y956+0Z1bivjR/XRpsytrKySr9cmyZx/rpK/vbxS3ln+q2SfK9SSmv80+Urx9moW9zkCAAAAAAAbWL16tWzYsEFte3t7yzfffGOSzKwIDQ1Vk5y7du2qrmdnZ8u8efN0iRcAAAAA0HDKdWdFuXF1ZhEpKCrV2qGtAs3un5tXrD62bW16sx9gjIRmAAAAwI7cqhq+RHcL0/Zfv+1QvX3jru6nJior/ymz+Ty94Ft57d142bDtkGxLPCYffrVNpjz+vpzMPKceLyjQR0YM7N6ouCxZAAAAAABoKluNWR11cTb//ve/tfa9994rffv2rbNfQECAvPDCC9r6O++8I+Xl5XaJEQAAAACaG2uPVc/nFanHDfDzNnn+zNl87Zzdw0PN7h8W2kLt4+/nxVgaZjW7Umwh288YtU23pUo7rZ3dt1BrX/Xzoyb91ox63ZYhOq2FyWP1DgEA7GJmdLzeIfCZi4uaErVZay9NGaJrLGi6zp1aqY+ZZ3LlbLZhQFiXEZdfolZfVqzbelA2/Hbogj7ncovk9f8lyD//PlFdH9QvUuI37rdJ7ABckOmN9+oNFDVqPn8Uke/ON+mXOv1x28fmhOYkxekdAgDYxdyYlXqHwGcuLurhngla+839o3WNBXAW+fn5snbtWm39vvvuq7f/xIkTZcaMGep+SpXm9evXy+jRvN/gmirz8upsK7yM2u5tQ7T2qLGvmPT7Of5JG0bovAZMZWp7AM3D9sWz9A6Bz1xcVOJbhtdp7EO8XlxZ6slstbpyh3YtTZ4/eOy0ybXqX7YevGDf1i0DpG+PDmo7J7c6MRqoCxWaAQAAALupErVscgMX5W7VqqoqOXTsTL39uoa3lqAA3+rkwiqRVWt2me27bdcxOZuTr/brFhHaqLgsWoySGwEAAAAAaDgbjVcdeXGisfSmTZukpKREq8A8cODAevv7+vrKkCGGm+8TEgw3EgAAAAAArMX6Y9W9Kenqkbt0ai3uSq2bP57ffzhTTmflqdeoRw/tIVdf0dNkP38fT/n7n8eJr4+Xes07Kflksx9Lw7xmV6EZAAAAcDYB/j7qY800Pub0iaq+q1VRWlYhO/edqLf/gSOnZNhl3dQ7aQEAAAAAABoqOTlZa/ft21c8PS9+6bF///6yZs2aC/a3hnPnzslnn30me/fulfPnz0uLFi2kQ4cOahK1Ep+bm2GGGQAAAACA5X5LSpUptwwRP18vtdryLiUx+Q+ffve7/OWekeqcnv/4y7Vy54RBciTtjPh4e8mlvTpp17sVX/ywU6evAM6AhGYjkV+c0tqnz7TV2odHh5r0u+rnR7X2mlGv2yk6AAAMZkbHm6wvTB6rWywAbM/To3pilcrK+u8q7dmtnfqoVnNOPS0VFZX19s8+V6A+Bvh5i7OaNWuWvP664d/kkZGRcuzYMYv3V6bFXbZsmWzZskVOnjwpPj4+0qlTJxk3bpxMmzZNevbsaaPIARdi9FHjVmlIDqjyNP3Minx3vtZOnf64fWIDAMDI3JiVJutzkuJ0iwWA7X367/sNK1Uit/7lvbq3NUWt49aW9PObjTps4flMcRYHDhwwGZNbIiIiQmvv37/fqvF8/fXX6lKXSy65RGbPni1Tp04lsRm6Kz9ZXd1O4VFoKGLgJYaCBYpRY1/R2j/HP2mn6AAAMNi+eJbJ+oCpC3SLBYC+kvafVGcADg0JlGtH9DZJaP5s9Q65PLazDIzprF6rVqo4K0uNmjHYB19ulT0HDP8WBmojoRkAAACwE2WY5taImW4KikokKMBXQlr41bt/r+7ttfaBw6cuei7t0p2bW6PisoQtLw9u27ZNFi5c2Kh9c3NzZfr06bJixQqT5wsLCyUnJ0d2796tHvv555+Xp556ykoRAwAAAADsNZZu3yZYvYiqXDRVH6su3NakuOo4bm352Wni6rKysrR2u3bVN1pfTFhYmNbOzs4Wezl48KDcf//98tVXX8knn3wiAQEBdjs3AAAAADjDWPpiJs14V9zd3aWy1ni4qqJKZr/8pUy9dahMvPZS8fM1Lah1JjtP3vtko3z/816bXT/mtlXXQEIzAAAA4ODOZudLi0A/uaSL+QuDQYG+0iUiVLsguzcl46LHbRHkpz4WFpWKsykrK1MvQlZWVjZq35tvvlkSEhK05/r06aNOeVtcXCwbNmyQjIwMtd+cOXPUx2eeecbKXwEAAAAAwNbqq8JLhV7ryM/P19p+ftV/Z7gY437G+zeFUvV50qRJMmbMGOnbt6+0adNGKioq5MSJE+rsTG+88YZWDfrbb7+VO+64Q7788kv1QjwAAAAAwDIVlVVSUVlR57by8kp59+NfZfGnm9RCXKGtAtUZiNNPnZOUo6ftHiucEwnNAAAAgIPbf/iUdI1oI+1CgyQmuqMkGU3fU2PUkChx/+NirJLUvHPv8YseN6JDK/XxdFaeOJtXX31VraKsUC5Cfvzxxxbv++KLL2rJzL6+vrJkyRK5/fbbte2lpaXyj3/8Q+bPn6+uP/fcczJixAh1AQAAAAA4h0kP/bdR29Awyo3BNby9TStwmePj46O1i4qKmhzDhAkT5J577qkzOTkqKkpdpk2bJjNmzFD/BqBYtWqV+reEu+66q8nnBwAAAACYJjYn7b/wejZgCRKazWi73nBXQFEb00p4hyVUa1/186Nae82o1+0UHZqrmdHxZrctTB5r11gAOO7nA58HqG1K1GatvTRliK6xNHtK8eRGTO2zfstBuW5UH7X92PSr5M9/Xy55BSXa9pYt/OTuuMsN1ZkPZsjZrPorHAX4e0tkx1bqPsdPZjcqLovY4LhKRaWXXnpJbd95550yduxYixOaT58+LQsWLNDW//Wvf5kkM9dcgJ03b56kpaXJihUr1O/RU089JZs2bbLyVwK4NrdK04p3VUYfCJHvVt8woEid/rhd40LzMzdmpdltc5Li7BoLAMf9fODzALU93NMwo8ub+0frGkuz18ix9KnTuY3a5ioWLVqkLtakjMVvueUWk+eUG4WNbxC2RElJSYOrOtenZcuWF+2jjPXfe+89OXTokDozU83N0iQ0wxFU5ORobU//2u+JEK01auwrWvvn+CftEhuar+2LZ5ndNmCq4e+rAJr35wOfB6gt8S3D6yP2IV4fzjiWdmrN7et1USQ0AwAAAA5u844jkpaeLeHtQ9Qk5A8W3ierE/ZI5plcad82WK4d3VtCWvir0+Uqybeff7fjose8YmB3rf++g5niLJR477//fvXiZ0hIiJqcvHr1aov3X7ZsmRQUFKhtpULT9OnTzfZVkpo/++wzqayslM2bN8vOnTvl0ksvtcrXAQAAAABwfUEhEY3aryA3UyorLEsONufs2bNy4MABsaZz585d8FxgYGCDqy0b9zPe39aUCs7PPvusemO0Ys+ePXLixAnp1KmT3WIAAAAAAADmkdAMAAAA2JFbY+4MrRJ5ZdEPsvD5W8XT00NatQyQO28eZDjmH4nJit37T8rPvx4Q07qoF7puVG+tvWvvicbFpYP//Oc/snHjRrU9f/58adu2bYP2/+qrr7T2lClT1O+dORERETJ69GiJj6+ugv/ll1+S0AwAAAAAOnCWMWtt/UY83Kj9dq17U/Jy0sQZtG7dWmufOnXKon0yMw03Vrdq1Ursafjw4eLl5SVlZWXqenJyMgnNAAAAAFySs46l0byR0GyBiO9N7zhPE8PUVTnBTZ8Ky1klpoXXeqaHTpG4tpnR8U3utzC5utoAAKBabMRxvUMAGmzvgQyZ88rX8o+/XifBQX4XJOIq6ylHTsnT81Zd9FhRXdvJpX2qq0RlnytQ93MGx48flyefrJ5O88orr5SpU6c2aP/i4mLZsmWLtj5y5MiL7jNq1CgtoTkhIUFeeOGFBscNNFuVpqtuRrdaVDXjeb9y0msnSxhuUIH1zI1Z2eR+c5LirBgRADi/kA4n9A4BsJp1X/xNvTH4y+8TZeH/Ehq8/0P3jpBbb7hM/VftqFsccxrl5557Tl1srUcPw7Wh1NRUi/ZJSzMka/fs2VPsSUlmDg0NlYyMDK2SNeBIytOrX5t1Xcyv9GsjzVX3V00/aw1X62FN2xfPanK/AVMd8/ciAOjl0GzLPlsBRzHl1iF2Oc/STzfb5TxwPiQ0AwAAAE5iW+IxuePP/5MbroqRAf0ipU2rQKmsqpL0zHOyYesh+WndPqmovHiS4LCB3WTfweqLI5u3HxFn8dBDD0leXp54e3vLO++8U2915booU+1WVlZnWCr7WlJtuX///lpbqdoEAAAAAIBCHZP+MVtScxYdHa21d+/eLeXl5eLpWf/lxx07dtS5v70UFBRo7YCAALufHwAAAAAc1X23DdVmBrYlEpphDgnNAAAAgD01cQCYn18sy7/cpi6NteSTjerSELvWL2rUuQpyDdPINsUnn3wi3377rdqePXt2oy54KgnNNdq2bSu+vr4X3SciorqStSI7O1vOnDkjbdo032o4AAAAAKALm11MrWrcsY33aeZJzUOHDhUfHx8pKSlRE4W3b98ugwcPNttf6Wc8e9Lo0aPFno4cOSK5ubnaeocOHex6fgAAAACwm0aOVxtaVKqh1ITpZj6WhnkkNFvArbDEZL1FqmHe3MzIEK191c+PmvRbM+p1O0QHVzQzOt5mx1uYPNaqxwZsrfZr1trvDzRPxq+r5vaamhJleqfj0hT7TBkD55eXY5gO1t6ysrLkkUceUdtRUVHy97//vdHHqdGuXTuL9gkLCzNZV5KaSWgGGskwlBZxNzQj351v0i11+uP2iwkuZW7MSpsdb05SnFWPDdha7destd8faJ6MX1fN7TX1cM8Ek/U399s3AROOx8Oz+h+05RXG/8htngIDA2XMmDGyevVqdX3p0qX1JjSvXLlSnX1J0apVKxk+fLjY0+LFi7V2cHCwxMbG2vX8wEXVSuyozK1+vyg8cwwVxUeNfcWk38/xT9ohOLii7Ytn2ex4A6YusOqxAVur/Zq19vsDzZPx66q5vaYS3zL9emMf4veCM1iyYpPeIaCZI6EZAAAAsCM3bjZtsEcffVStjKx4++231cpPjZGfn6+1/fz8LNqndj/jYwAAAAAAnH8s3ZhjdwqrLnaTX1DCOF9EHnroIZOE5ocfflh69+59Qb/CwkJ55plntPXp06eLp2fTLlUq43QlqdoSmzZtkn/+85/a+u23397k8wMAAACAo2rMeHXZJ/ZJaLZtDWg4M6OaSAAAAADgWH766Sf54IMP1Pa9994ro0aNavSxiouLtba3t7dF+9ROni4qKmr0+QEAAAAAzs3d3U1GDImSAbGR6hS5qScMMwE1Z+PHj5crr7xSbZeUlMj1118vSUlJF8yaNGHCBDl06JBWnXn27Nlmj3ns2DF1muOaRUmUrsvnn38ugwYNkvfff1/Onz9v9u8Bb7zxhowdO1b720DLli3l2WefbfTXDAAAAAAArI/bjhshZHt1dThFbqRhquqccMuqvAEXszB5rNaeGR1v1WMbH8/4PAAAAI6moKBA/vSnP6nt1q1by2uvvdak4/n6+mrt0tJSi/ZRLsQas7SyM4D6uVUa7r2vEkrawTrmJMVp7bkxK616bOPjGZ8HAAA4vk/eecDstnEje8vQAd0sOo6np7sEt/AXTw93NcFWSWjesv2IFSN1bh9//LGaWJyRkaEmI8fGxsqIESOkW7du6qxL8fHxaoVmhVIV+dNPP1WTiq3ht99+U2+CVo7bs2dPdQkJCZGKigo5efKkbN68WXJzc03G9l9//bW0b9/eKucHbKkyL09re+YGaW2PEH+dIoKrGTB1gdbevniWVY9tfDzj8wAAAADmkNAMAAAA2JOT5u0FhUQ0ar+C3EyprLAsebi2v//97+pFUIUyJWxoaKg0hfEUtJZWWq7dz9JpbAEAAAAAjjGWDmsbrCYf16YkJfv7eauLpZR9aqSdzJYvv9vptON8a+vUqZMkJCTI5MmTJTExUf2e//LLL+pirE2bNrJkyRIZM2aM1WMoLy+XPXv2qIs5StK1Uu05Ojra6ucHAAAAAIfCeBVOiIRmAAAAABcVe8VfGrVf4q+LJC8nrcH77dixQ9588021PWrUKLXSUlMpVZ5rnDp1yqJ9MjMzTdaVKXEBAAAAAM7FOBHZkufNqayqkpPpObJuU4p8vHKblJSWWylC16BURt66dat88sknsnz5ctm7d686/lYqMXft2lXi4uLkvvvua/INy8aUBOqoqCjZtGmTbNmyRQ4fPixnz56VrKwsqayslODgYOnSpYsMHjxYbrnlFrniiiusdm4AAAAAAGBdJDQDAAAAcDhJSUnqhUdFWlqaeuHRHGXq2hrK1LbGfZ9++mkZP3682u7Ro4f2/OnTp6W4uFh8fX3rjUM5t3Eys1JJCgAAAADgPG574F2TdSWH+ZN3p6sVhH/8ea8sWb7posdQ+paWVUh+QbGUl1ePVVE3b29vueeee9SlKTp37lxnZe3afHx8ZOjQoeoCAAAAAGiafr072eU8u/aesMt54HxIaG6iiO/Pae39kSG6xgIAzcHC5LFae2Z0vK6xOOr3BWiIKVGbtfbSlCG6xtIsVIm4Nbepfazw9SrVlZTFEqWlpWo1qLqSnZWEZnd3dzVRWrkoqkyBW1+idE2l6BpMRwtYkXEOiLuOcQBAMzEnKU5rz41ZqWssjvp9ARri4Z4JWvvN/aN1jaVZaOJY+vTpXLPVmYuKSs1uN6dhNZ0bqbn97QCARcrTM7S2Z4sAXWMBgOZgwNQFWnv74lm6xuKo3xegIRLfMryPYh/ideSoY+mF/3e7RTeXNoVy9DET/mmbA8PpkdAMAAAAoFlQqjErCczKNLSKX3755aIJzevWrdPao0eTqAAAAAAAruDVN74X5fps6vEsvUMBAAAAAMChKDcA25SNE6bh3EhoBgAAAOypkgGaJaZMmaIulli6dKncd999ajsyMlKOHTtmtu+ECRO0hGZlvyeffNJs3+PHj8vatWtN9gUAAAAAOP9Y+oc1e6x6PAAAAAAAXGEsvWvPcbELrpnDDBKam8itsERrh61vYbpxuv3jgetZmDxWa8+Mjtc1FsDR8P4AADTUvffeK88//7wUFBTIgQMH5L333pP777+/zr6zZ8+WiooKtT1kyBDp37+/naMFmge3crtM2o1mZk5SnNaeG7NS11gAR8P7AwBEElY9pj5++e0OefPdhAbvP2PqSLl1woDqaXJvfM0GEQJA/ZXsqk5k6hoKXNOAqQu09vbFs3SNBXA0vD8ANBd/feoTvUNAM+eudwAAAAAAYC9t27aVWbMMf2x85JFH5NNPPzXpU1ZWplZuXr58ufbcyy+/bNc4AQAAAAC2nz63KdPoKvtyax4AAAAAAID1UKEZAAAAsCdmz9Hd008/LRs3bpSEhAQpKiqS2267TV566SW1AnNxcbGsX79eMjIytP5KRecRI0boGjMAAAAANGtVNjxuY45tvA/jfAAAAACAI2K8CidEQrMVtdyXK81JbMRxk/V1yWN1i6W5WFjrezwi4IDZnwfQ3N8fxmZGx0tz+nrRtO+lK75eLDUlarPWXpoyRNdYAFvy8vKSlStXyvTp07XqzLt371aX2v2ee+45mTNnjk6RAnBFIR1OmD5xNk6vUJqNOUmm3+PHQ7eZ/3kAzfz9YWxuzEppTl8vmva9dMXXi6Ue7pmgtd/cP1rXWGA/np7VE6CWV1TqHQqAZqoyP1+ak0OzDTOuKQZMXaBbLM1F7e/xuR7mfx5Ac1PfZ9D2xa73/uAz13bfS1d8vVgq8S3D1x77EK8xAAYkNAMAAAD2UiXiZsM7YZWZciPDW0tYu2Dx9/fRLrBa4qe1e5vVnb/BwcGyYsUKeeCBB2TZsmWyefNmtSqzksQcHh4u48aNk2nTpkl0dLTeoQIAAABA82brsXQjjt2pfYj6WJBfbJvYHHQsDQAAAABwEjYeSzuk5vb1uigSmgEAAAAn165tC7ln8lAZcWUP8fP1atQxbJbQbAdTpkxRl8YYO3asugAAAAAAcDHu7m5yxZBL5LL+kVJVVSWpx7P1DgkAAAAAAMBlkNAMAAAAOLHLB3aVZ5+8UXx8PMVNKdHcCMpFWAAAAAAAXNHHi6eb3TZuTG8ZMqibRcdRZkFqGewvHh7u6vhbGUtv+e2wFSMFAAAAAEBfa799zGR9zPWvmd3WFMbHBYyR0GxFboUl0pzNjI7X2guTqXJnD7tLOhpW0sK1ZphHhUm/sI7pWjs/PdJoyyW2DRBwEMafSVf6p5hsczeaY6Ole7lFx+vcKcOK0QGOaUrUZrPblqYMsWssLseKycNt2wTJc3NuFB9vQ1Xm7Jx8OXzkjOTmFUl5eaUucQEALDc3ZqXWnpMUp2sszcWX+YZx8c3pnbR2oJuPST+v9oYEpcpM4/FzXxtHCDgG48+kR1pvMdnm4+autb3Ew6LjBXZItWJ0gGN6uGeC2W1v7h9t11hcThPGrGHtguu8kVdJSvbz81YXSxnfSJx2Ilu++mYH42kA+mjmnz3bF8/S2gOmLtA1luYi4Ljhd2D3Vw3fc4/u+Sb9Dkx8RmvfsmmG0ZYoG0cIOAbjz6TztdIxqgxDaSkLMc3pMCd1+uNWiw1wVIlvGX6v1xb7EL/n7f1vxpobeGsejY9hvK1pYZkeFzBGQjMAAADgpG67ZZCazKwM+rKy8+Wfb/woW387ondYAAAAAAA4FHMXWxt6EVYZf584mSPrNx6Q5Z9tlZISywokAAAAAADgLOobKzc1mRm4GBKaAQAAACc14NIu6mNFRaU8NudTSTuepXdIAAAAAAA4lMlT3jZZV669frxkhpqc/NPavbL0w18vegylb2lpheQXFDdsNiQAAAAAAJzI6OvmNWobYC0kNNvQuP7Pau0fdzyvayxwTdnlgVp7t3Q0bPA5adIvMN0wnS7Q3G0oNJ3S6kr/FK19rtLwa7Glu/nqKsdOtNfanTtliL0sTB5rt3M1Z8bf55nR8brG4qimRG1u8D5LU4bYJBZno9yv6mbF2XPatglSL6ruSjoux9Oy1OM7GkeMCYBj67zoNa197C+P6RoLXNOh4nZa+0uj528OTDXpF5xZa15QoBl7I2uwyfojrbfU+Q8+L/Ewe4x8o79PBXYwfb/Z0pykOLudqzkz/j7PjVmpayyO6uGeCQ3e5839o20SS3MbS58+lVv3cd3cpKiwxOz2+uKxNcbSABrqKo9btfaaik91jQWuyavQ8Ms44LjhN1WBGK5XK27ZNMOucQGOLPig6fp5oz81eeUYxs9lIRVmjxH57nytnTr9cbGXAVMX2O1czZnx93n74lm6xuKoEt9q+Pcl9iFev7a4Lu0MGEu7BhKaAQAAACelVIXy9hbJOHVO71AAAAAAAHAa8/65Wn1MZaYjAAAAAAAAh0FCMwAAAGBPVrwT9tTp89KlcxsJ8POx6nEBAAAAAHAoVh7z/rhmj3UPCAAAAACAo+H6MZwQCc1AM9bX97jJ+u7icN1iAfSSVNJRa8f4nNTa5ypNf0W2dC+vc/+sk4b9Fa07Go7RGAuTxzZpf1iX8c9jZnS8rrE4uylRmy3qZzwNNS5u05bD0rVLW+nVq4PeoQAA0GzcGLzDZH3V+f66xQLo5bO8nlp7UtB+s/M6eolhCl1jlZlG8+yKiHtYrXl4G2hOUlyT9od1Gf885sas1DUWZ/dwzwSL+tV+TwEAADiawjDTwYJ/JhlWaH4CjNIzCoxSM7xyTMfOZSEVde7f++tnTdb33vR8k+IZMHVBk/aHdRn/PLYvnqVrLM4u8S3Lvn+3bJph81gANBwJzQAAAICT+ubbnRJ3U39p26aFjB4ZLQm/JOsdEgAAAAAATqdHVJiMHd1b+vbpKG3atJCgQF9xd3eTsdfON+kXEOAjfXpVFzg4czZPjhw9o1PEAAAAAADoy9fXS8aM6iWX9ouQ7t3bSctgP/Hz85aiolI5n1skBw+ekp270mTtz/ukuLhM73DhJEhoBgAAAOymStyqrFd5Iutsnrw6/zt59ukJMmvmOMk9Xyi/7zgmjoVKGwAAAAAAxxlLGwsO9pMnHhsvgwZ21Z5zc6uuIFlVdeF5S4pK5bFHr5GQkADJzDwvd095xyZxMZYGAAAAADjqWFoZNt926+Vy5+ShalJz7fF0UJCfBAb6SscOITJyRE95cPoo+Xj5Zvnk0y1io5D+wFjaFZDQDAAAADgppTKzcmfr6wt/lEf+cpW8MvdW2bzlkKxbv1+OHj0jBQUlFg8KT5/JtXW4AAAAAAA4jNatA+XNf90tbdoEaRddL6aiolJWfbtTptxzpYSFBUt0dAdJTk63eawAAAAAADgCHx9PeemFWyS2X0S9Y2njbUrV5qn3DZcBl3WROU9/JiUl5XaKFs6IhGagmfEw+oXR1cs0cWl3sQ4BATo7XxFg1eMdO9Feax8pa6G1T1cEmfQ7VdbSqucFXEVgh1ST9crMS8SlKMnFldY73McfPqhWjDIeGA4Z3F1dGuqqq+eJTXAjLADAxfTxMv3ltkq3SAD9ZJRad0ybnx6ptfeUGf52ta+ko0m/Q8XtrHpewFW4hx00WWcsbZnnnp4gbdtW//0uNfWsfPDhRtm5M1XuvecKufHG/tWd6jjvzwnJakKzYmD/LpK81wYJzYylAQAuoK1Pvtb+rbNp4pJ/pocOEQH68rRyPkbku/O1dsAxQ/qXV55pP68C/nEJ1OXzoW+brDOWtsw/nrpJLo2N1K5RZ2fnS8LPybJv30k5fSpXiovL1KrNbdq2kN69OsjIkdESGlp9I3FMTLi6/9PPfCE2wcedSyChGQAAAHByygBQGTTWDBwtrSxVwzgpGgAAAAAAVzds2CUSHd1RHQ/v2XNCnnzqU61C1MWGyCdP5sjZs3lqhWelQjMAAAAAAM3B0CHdZciQ7upYWrke/eFHm+TDDzdKefmFmdP7D2TIhg0H5L/vrZO77hwqd901VN1n8OBu6jE2bz6ky9cAx0dCMwAAAOCkTp/OJRkZAAAAAIAGGjmip/pYUVEpr7z6XYOnuz1y5LRaYSo8vJWNIgQAAAAAwLFcc02M1l68ZL18/PHmi+6jjLuXvf+rlJaVy7SpI9Tnrr0mhoRmmEVCs51cftc/tfbWD/+mayxAjc6dMkzWbzrRXmt/nddbh4gA55NXZXqn2ZGy6mkqFbuLw3WICLayMHmsyfrM6HjdYoFzc7NiAvKdd7xltWM1rKYzANhH50Wvae1jf3lM11iAGoEdUk3W50ik1p579jIdIgKcT2Flqcn6njLDv0ZXne+vQ0SwlTlJcSbrc2NW6hYLnJs1x9IKpbKycoOwOiVu5rlaY+Kqi5733LlC9TE42N/qsQFAU40Lnqq1fzy/WNdYgBqp0x83WY+U+Vq7zRYPHSICnE/+qUCT9YBjhpQv/0z+TepKBkxdYLK+ffEs3WKBc7P2eDUqKkx9zMkpkOUfbWrQ9eUVyzfLzRMuk1atAqVHjzDG0jDL3fwmAAAAAAAAAAAAwLWEhASojydOZDdq/9LS6orOXl4kYAEAAAAAmoeWLf3Vm4OTko43eF8lf7lmvxYt/GwQHVwFCc0AAAAAAAAAAABoNiorqytBubs1br6ioCBf9bEgv8SqcQEAAAAA4KhqZisqLGzcWLhmv/Pni6waF1yLYf4BoIkWJo/VOwRYOB2uOZ07ZWjtmfX042cNGBwpa2Gyvrs4XLdYADgJZs8BABiZkxSndwgwwz3sYIPH3HM7mO/Hzxow2FNmmkC46nx/3WIB0DzH0ufPFYpvWLC0Cwu+8NhVFz/vJZdUT7N7NiuPcT4A6GDA1AV6hwAzPh/6tkX9Uqc/bliZbr4fP2vAIOCYaYqXfyb/EAVwEVb+mEhLzZLQ0CDp0CGkUcdW9lMqPB9Py2IsDbOo0AwAAAC46PS5nTuHSq9eHdXHmul0AQAAAABo7g6kZIibm5s6Zvb3927Qvj16ttcuwu7dc9JmMQIAAAAA4EjWrt2rPvbtGy7t27ds0L5Kf2U/9Tjx1ccB6kKFZgAAAMBelDtNq2x3u2mfvp3khhv7S2xspIS0ujCBOSe7QBITU+WbVTtkz+4TYhfcXQsAAAAAcLCx9JZNB2XEiGjx9vaUO+4cIu+9+4uZc5ue18PDXf7yF8MMhht/PWCbcT5jaQAAAACAg42l49fslvHj+0mv3p3kH0/fJLMf/0Ty84svul9AgI/aXxlT79t7Qtas2c1YGmZRoRkAAABwci1a+MkLL02UBf+6S0aN7iWtWgeqlaZqL8rzynal3/MvTlT3AwAAAACguUlI2CcZGTlq+9bbBsvNcQMuuk9wsL+89PIk6RndUa3OfDAlU3b8fswO0QIAAAAAoL/Kiip57tmVsj/5pET1aC/v/m+aXD2ur/j41F1TV7mJ+Kqr+6j9LokKU/dT9leOA5hDhWYdRP/jdZP15Jce1S0WuKbYiOM2Pf7M6Pg6n1+YbKhMAbiyIDfD/UCnK4J0jQUAlKTkf715t3Tq1EpNWjZWWlouxcVl4uvrpQ4YFTV9hgy9RN3vrw9/ILm5RbrEDgAN0fmt10zWjz30mG6xwDWFdLDt7AVzY1bW+fycpDibnhdwFP7u3lp7X0lbXWMBAOXi6T/nr5ZX5t2uVoh68M9jZezVfeSXhH0m0+YqY+fWrQOld59OcuXwHtrYuqSkTF6b952OXwEAWOba8Jkm698fX6hbLHBNh2bPsunxty+u+/gDpi6w6XkBRxHYLl9re+42/DsVAPTw2BPj1cf09HPS/ZIwadOmhfrczEevkaNHTsvp07lSUlwmPr5e0rZtC+ncpY06jlauT5eVlcvJkzky7f6R9Z+kqkpem7/aPl8QHBIJzQAAAIAduVn5htO//+MmCQ9vrVaHUvy29bCs/i5R9u4+IefOFZpUkurdt5NcO76fXD64u/qckgQ95+83ylNPrLBuUAAAAAAAOPBYWpG0M01e+b9V8viT14uPj5dcckmYuihqxtjK7EZaDH/cIFxUVCpzX/hKjh05I6a3FQMAAAAA4Lpj6XHXxGjjZYXSVsbKStKyUrFZWUzO/8c4Wunn6ekho8f0tug8/5xHQnNzRkIzAAAA4KT6X9ZZ+g/oog4CS0vK5eX/WyWbfk2ps+/584XqNmVRKkzNefom9e5YZX/lOEyTCwAAAABobtb/sl9Sj52VPz9ytcReGmmyrebCrLFdiamyaOFP6j4AAAAAADQ3tcfJF3v+YttqM06YRvNEQrMD6PLGP7X20Uf+Js5iYfJYvUOAg5kZHW92G68XOAN3o9vTYiOOm+2XdbKj1j5VxtQ+ABrIioOwkaN7ae0F87+TTRsOWLTf5o0p8s9538mcZyao66PG9JId249aLS4AsIfO/3lNax978DFxFnOS4vQOAQ5mbsxKs9t4vcAZ+Li5a+2QDifM9qvMvERrHypuZ/O4ALgYG17QTD16Rp549CPp0rWtXD6km/Tq3Ulatw6UgEAfKS4qk5ycAknely5bNx+UA/szbBYHANjDNVFPaO0fUuaJsxgwdYHeIcDBbF88y+w2Xi9wBlWGobQcmm3+9dz762e1tlcBSX4A9B1Lz3/lG7ELkpqbNRKaAQAAACfVp28n9TEjPUd+XruvQfv+krBPpkwbLh06tpI+fcNtFCEAAAAAAPrx8fGUkpJyi/oePXJaXQAAAAAAwIXW/LBb7xDQDJDQDAAAADgppWKUMu1O8t6Tjdpf2U9JaG7VKsDqsQEAAAAAoLcvv/ubHErJlKSkNElKTJM9ScelsLBU77AAAAAAAABQBxKaHYB7sZvWjnx3vtYeGZts0m/ZoMWit4XJY/UOAUZaeeZr7bsv2SKObGZ0vNltvK7gKGIjjlvUr3VHo8TBXF6/gDXlp0ea3RYozk/5V59bpfWO5+HpoT6Wl1U26rjKfjXHsWZcxgz/0gUA24l82zCWFg/TqchSHzBMp6uXOUlxeocAI919T2ntqVEbxZHNjVlpdhuvKziKkA4nLOrnHnbQsHKa1y9gTZWZl4gra8pY2tPTQ3pEd1CXSbcNVm8KPnL4tOxOrE5wVh7z8orF0TCWBmArbhWGD9Rres/R2gXdQkz6bVj1uOhtwNQFeocAI2X+ht9OuxY9Ko5s++JZZrfxuoKjODTb/OvU2N6bntfaA77m9QtY0y2bZtR6ZozW+jxMnJ61r0s7A2ceS5eWlsqKFStk+fLlsnfvXjl16pSEhIRIly5dJC4uTqZMmSKhoaE2O//mzZvlgw8+kC1btsixY8ckLy9P/Pz8pF27dnLppZfKhAkTZOLEieLj4yO2RkIzAAAA4KTO5RRIm7YtJKJz4wYvNfspxwEAAAAAwBW5ubmZtLt1b6cuE24ZKFIlkpZ6Vk1uTtqVJkk70xgjAwAAAAAAu9m/f79MnjxZEhMTTZ7PzMxUFyXZeP78+bJkyRK57rrrrHrurKwsmTZtmnz99dcXbFOSmpXl0KFD8tlnn8kzzzwjy5Ytk2HDhoktkdAMAAAAOKlDB09J23bB0jO6g3ox9vAhQ8XJi+nava307NVBrU51+KDl+wEAAAAA4Cyee+oz6RsbIX37RUj3qHbi7u5ukuCslG9SbvZVlusn9FefSj+Zo1VvTkpMlTOn8/T7AgAAAAAAgMs6ceKEjBkzRtLT09V1Nzc3GT58uHTr1k3OnDkj8fHxUlRUJKdPn1arJP/www8yevRoq5xbOe7YsWNNEqnbtGmjVmTu1KmTen6lWvSRI0fUbYcPH5arr75aEhIS5PLLLxdbIaEZAAAAsJcqZVH+Zx1bNqTI0Cui1Auwc56bIE/M/FCyzuZfdL9WrQPl78/drA6IlITmTRsOWDUuEzY6LAAAAACgmWjCWHrzrynqovD19ZJefTupCc4x/SKkR68O4uXlaZrgLCIdOoaoyzXj+6nrpzPPy+4/qjcrVZwzTuaIzTGWBgAAAAA40HXpuvgH+EifmHDpfkk7adHSX/z9vS8YY9cZWpXIgle+tX5ATjiWvuOOO7Rk5sjISLVScr9+1X+PUJw9e1Zuv/12Wbt2rZSVlcmkSZPUxOKWLVs2+dyvvvqqlsys/NxefPFFmTVrlvj5+Wl9lFyCFStWyIwZM+T8+fNSWFgoDzzwgCQlJYmtkNDsYNyL3bX2L4nRJttuKZ+htQe2PKa1PWq9G73cKrT2zOj4BsewMHlsg/eBPu6+ZIu4AuPXKa8/AK6sKKOzRf382ht+zzcHiWnhFvWLtXkkzmfNj0ky+d5hEta+pXSKaC3vLJsuHy7ZIPE/7pb8vOIL+gcE+sjYcX3lzvuulBYt/NQBSGb6ObU/ADgztyrDH8iqDENiVeS78w0rnpVmj3HngK1ae27MygbHMCcprsH7QB9TozaKKzB+nfL6A+DKKjMvsaife9hBaU5y0jtZ1C/E5pE4j+LiMtnx21F1UXh6ukuPXh0l5o8Kzr36dBQ/f58LLr62DQuWMWF9Zcy4vup6dlb+H9WblSrOqZKWmqXL1wMATVZWrjUDDpverDF8/DytXRRqSCmoMlzKrmb0kbl98awGhzBg6oIG7wN97Fr0qLgC49cprz8Aruyh3++yqN9bl30ozUn3V40/+6PMdxxqj2icV2CQr9z/4GgZfXUf8fZuXPqpTRKanczq1atlw4YNatvb21u++eYb6du3+m8PNUJDQ9Uk55iYGLVScnZ2tsybN0/mzp3b5PMvXbpUaz/yyCPy97///YI+yt9IlIRqT09PNZlasXv3bnWpHau1kNAMAAAA2JMV7wytLK+SV577Sua9cZd4+3hKUAs/mfHIVTL9L2PlRFqWnMo8L8VFpeLr5y1t27WQ8MhQcXd30y7OKttefu4r9TgAAAAAADgsGwxby8sqZe+u4+qyXDaKMlTuHhWmVnBWEpx79wuX4GD/CxKcW4cGyYgxvdRFieua4U2/iAgAAAAAgDOMpduFBcs/37pHQtsEWViNueqCfspzzlhN2dr+/e9/a+17773XbIJwQECAvPDCC3LXXdU3KrzzzjvqupJk3Fi5ubmSmpqqrU+ePLne/hMmTBB/f3+1QrMiJSWFhGYAAAAAF9q/L13+/tgn8uSzE7SBo4eHm0R0DlUXY8aDxbNn8uTl576UA8nVU9gAAAAAANCcKddTDx7IVJeVK7apzynjaqWCc59+SpJzuIS2bWFyMbaKK7AAAAAAgGbkuVcmSZu2LdT20UOnZO1Pe+SyQV3l0gFd1PHyP+d+K/7+3upsR8oNwz2iO6h9i4pK5cPF6+X8uSKdvwLHkJ+fL2vXrtXW77vvvnr7T5w4UWbMmKHup1RpXr9+vYwePbpJ5zcWElL/HF9K8nSLFi20hObKSvMzojYVCc1O5HBOa60d5purtdt655n083Ev09qv7Runtb3cas27C6czMzpemtPXuDB5rK6xAEB9GvcZ1d2ybufGutxn/9sHRtSztatFx4i1WjSuR5nqdvrd78jE2y6X6268VEJaB5q9IzYnK1++W7VTVq7YKgX5JXaPFQDszvhvKlVGn41upsknH22/3Kj9qta+c8BW28YHm5sbs1Ka09c4JylO11gAoD6N+4yysNrL6TiX++x/dd819WztY9ExZldfN0QjpR07qy7rEpKl36URcvV1/eTyYZfUWWEKAFyJ9/lSrV3h6661y/1MP/sqPQzrA+4zmsKdj0int33xLGlOX+OAqUavXwBwMI37jOpv2bFlgct99vefbv77VZ2Gi8YaPipaunZvp46Jf996RJ6evUIqK6qkbbtgNaFZseb7JJN9LukRJn+dPV6dEenmSYPkyUc/luOpWdLcbdq0SUpKSrQKzAMHDqy3v6+vrwwZMkTWrFmjrickJDQpoblNmzbqMYuLi9X1vXv3SlRUlNn+Z86ckdOnT2vr/fr1E1shoRkAAACwmypxU0o+2UBhXrF88N46dQmPDJXuPcIkuKW/+Pl5q3e8nj9XKIcOZMrx1LN2vq5AtSoAAAAAgGOOpc1pFRooMbGRajUpZQk3mgGpdjKzbWJjLA0AAAAAcKyx9LARPWoOLW/MXy1V5ZV/XG82nKf2OQ/tz5BZM5bKKwvvlF59w+UfL8bJw9P+J2WlFc16LJ2cnKy1+/btq1ZAvpj+/ftrCc3G+zeGl5eXXHvttfLll1+q6y+99JKMGzdO/P396+w/e/ZsrSrzmDFj6k1+bioSmgEAAAAXoyQtGycuAwAAAAAA88I6tKxOXr60Ook5rH1LbVvtSsy55wplT9Jx2bsrTXbvStMhWgAAAAAA7K9Hrw7qTb4HUzLkdOZ5i/crLSmX115aJe8tf1Aiu7SR0Vf3kR+/3WW2/7Y97zYqvvxCQwVhR3fgwAGtHRkZadE+ERERWnv//v1NjmHu3LlqgnR+fr7s2LFDYmJi5Omnn5Zhw4ZJp06d1KrMSUlJ8sorr8ivv/6q7tOrVy9ZsmSJ2BIJzc4yLa6IZJ80/AEtM8R8Efy23nla28e9zLChysOkn5ebLe50gDXMjI7XOwSH/D4sTB6rWyyAMV6LcMTXm16/O94+MEKX8zo1O1eVAgAYqTBKRjEdIitlA+rc5aPtl5us3zlgqy0igxXMjVmpdwgO+X2YkxSnWyyAMV6LcMTXm16/O17dd40u53VqVh5LKxWXY4wSmFuFBplNYM5Mz5E9u9Jkz67jsicxTU6kMTUuANfnmVOotT2CvY22uJv0K/cztGvq8ymqTLvZa6o4NML2xbP0DsEhvw8Dpi7QLRbAGK9FOOLrTa/fHf2n837QeyzdsmV19d7jR8+aHLuq0tD28nKvs/py+vFs2Zd0QvrERsjIsb3lx28SzZ7nfP4JcXVZWYa/LbRr186ifcLCwrR2dnZ2k2Po2bOnbNy4UW644QZJS0uTw4cPy5QpU+rs27JlS7n77rvl//7v/yQoyPA3FFsgoRkAAAAAAAAAAAAuq1tUmFaBuU+/cGkR7F9nArNyEfbwoUy1+nJNAnN2Vr5OUQMAAAAA4Di8vKtTTYuKSk2eN14PauEn2WfrHkefPJGlJjR3imgtzZ1SFbmGn5/RXYL1MO5nvH9TKFWZU1JS5L333pPZs2dLQUFBnf3GjRsnkydPtnkys4KEZgAAAAAAAAAAALicF/85WXr17ST+AT51JjCXlpbLgX0nZe+u47I7MU327T4uRYWmF2YBAAAAAIBIYUGJmrDs4+tl8nze+SKt3bFTK7MJzQEBvupjy5AAae6Ki4u1tre38Ywo5vn4GP62UVRk+J43xdmzZ+WJJ56QDz/8UMrKytQq0EOHDpXQ0FA5d+6cbN26VVJTU2XFihXqMn36dHnrrbfEw6P2NKjWQ0IzAAAAYC/KbDuVDdvlzmnDTdY/+t96s9uawvi4VmXdmYwAAAAAAM1NI8bSNQYO6S5VVVVaEnN+XpGavFxTfTllX7pUVDTy4LbEWBoAAAAAoNNY2pyMEzkS1MtPWrUKNDn2scNntHbsZV1k9460C/ZVhuXde4Sp7ZKSMqvHZi2LFi1SF2t66aWX5JZbbjF5zte3OrlbUVpq2Y3VJSUlDa7qXJ+DBw/K6NGj5cSJE2qytPJ1/+lPfxJPT0NKsfI3lU8++URmzJghubm58u6776rJzEpSs62Q0OykDucYlV4PMd8v3DfbLvGg4WZGx+sdglN/zxYmj9U1FrgmXldwZvq9fk3vvmwqH/cyqx7PFdz9wAh1oFBX4nHtbQ6Z0AwAjsTkD2SGynwq45vJ3cggcVRzY1bqHYJTf8/mJMXpGgtcE68rODP9Xr/+Vj1asGehVY/nipSx85lT5+XHVYmStDNV9u85KWVlFXqHBQBOwfu8IcGiVGpXj3M3bAusNc6Gw9i+eJbeITj192zA1AW6xgLXxOsKzkyv16/hXx3WUUnWZIMdPpgpPXp3lIguoSbPJ+8+IWWl5eLp5SHj4y6Tbz7/Tc7lmP6tIm7yYAnrEKKOz40ToOsSHNCpUfHlF52WisrSJlcsPnDggFiTUum4tsDAwAZXWy4y6me8f2OUl5dLXFycmsysePvtt2XKlCkX9FNuEJ88ebJasfnqq69Wn/vPf/6j9h00aJDYAm9NAAAAwMHVVJKqK3nZeKrcxrJWUjQAAAAAAI6mZtzcpl2w3PXACLVdUV4pKcnpapXm3YlpsndXmhQWNO2iJwAAAAAArizp91S5bsJlEtq2hYR1aCmZ6dWJuoUFJfLrz8kyalxfCW7pL4uWPSBffrJVjh46LT6+njJkeA+56rp+2nF+WbOn3vMM6vVAo+Lbtu+/cr6gOkHX0bVubShme+rUKYv2yczM1NqtWrVq0vm/+OIL2bOn+ufQo0cPuffee+vtf9VVV8nYsWMlPr66GOmSJUtIaAYAAABcgVsDk4c//O86s/vX3mbPuAAAAAAAsJfGjln/et970rd/pPS5NFJ6x4RLYIvqKVmVqlHRfTupy6S7h/5RIeq07NmZpiY570lMlZysAit/FQAAAAAA2I+1r//+tjFFyssqxMPTXYaPjpbPPtikbfvfm/EycEh3CQjyldZtguT+h+ueYfrQgQz54csdDntt+rnnnlMXW1OSiGukpqZatE9aWprW7tmzZ5PO/8MPP2jtUaNGWVREbfTo0VpC8/bt28VWSGi2oip/H3E0JZVe5qdwrzLMp+vlxtRqtjAzuvpNDNt+bxcm1/1LEADgfIz/7YJqH723rlHbAAC28dH2y7X2nQO26hqLq5obs1LvEJrF93ZOUpyusQAArOd8ub/eITisA/vS1eXzDzer6126t5W+l0aqS+9LIySkVfUUrcqFuy7d26nLDZMGqs9lnMjRkpuVROeMkzm6fi0AYMIKs7ZZm3uFISmlUkzjqzKeI97xQncJ2xfP0juEZvG9HTB1ga6xAACsx71c7wicjzKz0cv/+EJahgRI1plck21ZZ/LkyT9/IE/Pu1XatW9Z5/67d6bK/z31mVRUVEpzFx0drbV3794t5eXl4ulZfyrvjh076ty/MU6ePFlntej6hIaGau3z58+LrZDQDAAAANiTg95tCgAAAACAq4+ljx48pS6rPt2mrneMaF2d4PxHFee2YcFa3w7hraR9pxC56vrqaXFzsvKrE5x3Vic4Hz1k2ZSwAAAAAAC4ynXpTT8nm912+ECG3D9xkVwxJlpiB3ZVKzVXVVapNwhv3XBAdmw9YvV4nNXQoUPFx8dHSkpKpKCgQK14PHjwYLP9lX5btmwxqZbcFH5+1TNYKbKzsy3aJysrS2u3bFl30ro1kNAMAAAAAAAAAACAZudkWpa6/PB1dZWjNu1aqInNSoKzkujcKdJQfahVaJBcOaaXuigK80tk7640eXbWct3iBwAAAADAkZSXV8gvP+5RF5gXGBgoY8aMkdWrV6vrS5curTeheeXKlZKXl6e2W7VqJcOHD2/S+SMiIrT2zz//bNE+CQkJWrt79+5iKyQ021BxWIDeIUAHM6Pj9Q5Bmvv3fGHyWN1iAQAAAAA03NyYlXqHIM39ez4nKU63WAAAcBRnTuXKzz/sVhdFcEt/rXqz8tilWztxc3dTtwUE+crAYZfoHDEAVHPz9tY7BOhg++JZeocgzf17PmDqAt1iAQAAzu2hhx4ySWh++OGHpXfv3hf0KywslGeeeUZbnz59unh6Ni3td+zYsbJo0SK1vX//fvnggw/k7rvvrjeZec2aNdr6uHHjxFbcbXZkAAAAALVUVU/to8MybGRP+duzN8lLC++Ux56bICOu6m2fcytfMwAAAAAATjiWPp9TIL+u3SfffrZNvv3sN9m++aAaT5XxeJexNAAAAADA4eg3ltZtcbKx9Pjx4+XKK69U2yUlJXL99ddLUlKSSZ+srCyZMGGCHDp0SKvOPHv2bLPHPHbsmLi5uWmLkiht7txRUVEmSdJvv/22VFRUmPRT/v7x6aefSlycoSBKeHi43H777WIrVGgGAAAAnFTLVgHyj1dvVdt7E9Nkyb/XXtBHGaj8Y96tMmRET5PnR18bI+MnDpCnZ34kJcVldosZAAAAAABH1/WSdtKnf+fq6syxERIcYpiRU71GCrNKS0tlxYoVsnz5ctm7d6+cOnVKQkJCpEuXLuoF0ClTpkhoaKjNzr9582a1stSWLVvUC7nKlLx+fn7Srl07ufTSS9ULwRMnThQfHx+bxQAAAAAAruCWu4eKj6+X2t6x5bAk7z7R4GNE9+0k/Qd3U9uFBaXy5cebrR6nM/v4449l0KBBkpGRoY5hY2NjZcSIEdKtWzc5c+aMxMfHqxWaFUpVZiW5uGXLlk0+r3Ks999/X0aPHq0ev7i4WB588EF54YUXZOjQoeq4/fz589rYuoYyllZituWYmoRmAAAAwF6Ui56V1jvcsJHR0js2Qr2Y+tXHW+o89qQpw2ToSNNk5hrKlLmznrlJXn7yc7EZLvQCAAAAABxoLF2bu7ubRPXuWJ28fGmk9I4NF/9AX227m1vd+53LLpA9O1JtE5uTjqWVaWonT54siYmJJs9nZmaqi5JsPH/+fFmyZIlcd911Vj23UrVq2rRp8vXXX1+wTUlqVhalotVnn32mTtW7bNkyGTZsmFVjAAAAAABXGUuPGNdHpj1ylXodOvXwafls6cZGHe/IgVPyyJwbJLJbW3U9PS1Ltq5PEZtwwrF0p06dJCEhQRtLV1VVyS+//KIuxtq0aaOOpceMGWO1c19++eXy888/y9133y0pKdU/EyWx+osvvqizv3KjsnIDsa3H0iQ0N1GVv/ls8+JWHlq7JNjMX7zgEmZGx+sdAsz8PBYmj9U1FgAAbEm50KooL6uQ3zZWTzNjzNPTQybdO0yrHrVz6xHZuv6AtGkXLDfePki8fTzlyrG95fNem+TgvnR7hw8AaObmxqzUOwSY+XnMSTJMHwcAgKvx8vKQ6Jhw6XtZpJrE3LNvJ/H2qa44VV8C89lTubJ7R2r18vsxOZGaZb+gncCJEyfUC6vp6enajFHDhw83qSpVVFQkp0+fVqsk//DDD2olKGtQjjt27FiTRGrlYq9SkVm5OKycX6kWfeTIEXXb4cOH5eqrr1YvGisXcAGnYe4DStnk7W1o+xjacD3bF8/SOwSY+XkMmLpA11gAALCmu/80Un2sqqySl5/6XEpLyht1HGWm4FfmfCH/+WSGuLm7yd1/GmW7hGYn1bNnT9m6dat88sknJrMdKZWYu3btqs52dN9999lktiOlOrRyvlWrVslXX30l27dvV8f1+fn5EhAQoM52dNlll8mNN94ot9xyi3h5Gf5+YiskNAMAAABOKrJbG/Xx2OHT6mCwtoFXdJfAFr5qQvOWdQfkhb99om07tD9dnnz5FrU95roYEpoBAAAAAC7J189b+lwaUV2BuX+kRPXqIB6eHhfND8w8kaMmLyftOCa7f0+VU+nn7Be0E7rjjju0ZObIyEi1UnK/fv207WfPnpXbb79d1q5dK2VlZTJp0iQ1sdgaU+W++uqrWjKzkkj94osvyqxZs8TPz0/ro1S5WrFihcyYMUOdNleZUveBBx6QpKSkJp8fAAAAAFyJcuNvx8jW6jXmhO+TJO3ImSYdT6nwnPD9bhkzPka69giTrlFhciQl02rxugJvb2+555571KUpOnfurI5/G8LT01NNmlYWR0BCMwAAAGBHbg0cQNQntG0LdSB5MvVsncftf3k3rf35sl9N+mz4aa88MGuctAoNUgel1ozL2o4dOyZr1qyRdevWye7duyUtLU29KzQoKEittDRkyBD1wumIESMafOzffvtNnZ5HmbZHqSalUI45cuRI9U7XgQMH2uArAgAAAAA0RGPHrG989Cf1QqlSBepiCczHj55VKy/vUZKYfz8m2WfyTGNoVATNw+rVq2XDhg3aRdhvvvlG+vbta9JHqSSlJDnHxMSolZKzs7Nl3rx5Mnfu3Caff+nSpVr7kUcekb///e8X9FESnZWEauVCrZJMrVD+xqAstWMFAAAAgOY8lh4yoofWXrV8i1WuIyvHURKaFcNG9ZSjBzKafEy4JhKarag4LMDstrJA/tTlSmZGx+sdAqzws1qYPNausQAAYG1+AT7qY0F+SZ3b+1waqT7mniuU5F3HTbYpd2Ye2pcul4/oIe07tRJHtHPnTrVy0rZt2+rcnpOToy7Kxcd3331XTUJetmyZREREXPTYpaWl8vjjj8ubb755wV2qycnJ6vL222/LzJkz1Qus9pg+B0Ad3PUOANY0N2al3iHACj+rOUmOUaUBAABLdI9ur94IXDuJWZky9+ih07JHqb68/ZhaiVkZO6Nx/v3vf2vte++912yCsDJd7QsvvCB33XWXuv7OO++o60qScWPl5uZKamqqtj558uR6+0+YMEH8/f3VCs2KlJQUEprhlNy8vc1va8J7Co5n++JZeocAK/ysBkxdYNdYAABoiqjeHdXHc1n5cijZOonHymzB57IKJLhVgPTo08kqx4RrYjQDAAAAOKs/EnE9PC7M+PMP9JHIbm3ULnt3Gi7sGcvJLtD6OqIDBw5ckMwcFRUlffr0USs7nTt3TjZt2qRVVlaqLCvVmpWqUF27dq332Mq0su+//762rvQfPHiw2t6yZYtaLUpJdP7Xv/6lXhz93//+Z5OvEQAAAABgW0oyc0VFpRzen6lWYFaWvYlpUpBXrHdoLkGZQWnt2rXaujLbUX0mTpyo3rys7KdUaV6/fr2MHj26Sec3FhISUm9/JXm6RYsWWkJzZWVlo88NAAAAAK6oY0Rr9RrzkZRTVj3u4QOZctnQbhLeJdSqx4VrIaEZAAAAsCcrTMlTIz+vWIJDAiS0bYsLjtu3f6Q6pa7y9L7EtDrP6+FRXaKqsqLSqnFZW/fu3eX+++9XKzh17Fh9R3AN5cKjMrXsww8/rF6MTE9PlzvvvFNNdFamk63L4sWLtWRmd3d3+ec//6lOSau0a475xhtvyN/+9je1rfQfMWKE3HPPPXb4agEAAAAAF2jkmHXFe+tl947qBOaSojKrhwVRx98lJSVaBeaBAwfW29/X11e9GXnNmjXqekJCQpMSmtu0aaMes7i4OkF979696s3Q5pw5c0ZOnz6trffr16/R5wYAAAAAVxxLB7bwVR9zsvKseg1ZPZ6IBLXwc+hr09AXCc2NUOVfdwW74lYeZvepNJqhutL8DEBwYDOj4/UOATb8mS5MHqtrLAAANMaJY2elZasAie4XLl7enlJWWq5tu2Jsb629Z0fdFZpDWgepj3nni8QRtW/fXpYsWSJ33323eHjU/W9tJQl56tSpagWmuLg4rcLyTz/9JOPGjbugv3KR9bnnntPWn3jiCfnrX/96wTGV5zIzM+XVV19Vn3vmmWfk9ttvF+96pvMEYGN136MABzc3ZqXeIcCGP9M5SdW/ewEAcFTL/m2oHAzbSE5O1tp9+/ZVKyBfTP/+/bWEZuP9G8PLy0uuvfZa+fLLL9X1l156Sf17gL+/f539Z8+erVVlHjNmTL3Jz4BDMHPDvlt9f6My/jvaHzfww7lsXzxL7xBgw5/pgKkLdI0FAICL8fLyMBTFsqKa43n+cXygLiQ0AwAAAPai3GhqxbtNE7cekT79I8U/wEemzrxK3pm3Wn1eSXAeMa6PeqpzWfmSsudEnft36xGm9sk4nm27u2CbcFilKrKyWOLmm2+WQYMGybZt29T17777rs6E5lWrVsnx48fVdnBwsDz99NNmj6kkMf/nP/+R3NxcSU1NVY+pnAcAAAAA4LxjaUs8+OR4uf62y9Xzju//bKOPs+XQ0kbtl19sqCDs6A4cOKC1IyMjLdonIiJCa+/fv7/JMcydO1dNkM7Pz5cdO3ZITEyMOt4fNmyYdOrUSa3KnJSUJK+88or8+uuv6j69evVSb6IGAAAAAJfUhLH0+XOF0io0SJ0p2Jrj8RYt/Q3Ftmwxzqfos0sgoRkAAABwUj999bvcOvVKtTrzjZMHy9BR0ZJ7vlAiu7cTT093dRz4/crtde4b3qWNhIQGqn0O7U8XV6BcqKxJaD527Fidfb766iutfdttt5mt2KRQtt16663y3nvvqetKtScSmgEAAACg+RRFrWriNCHni06Kq8vKytLa7dq1s2ifsLAwrZ2dnd3kGHr27CkbN26UG264QdLS0uTw4cMyZcqUOvu2bNlSnQnq//7v/yQoqHrmKgAAAACAwfnsAmndJki6RBnGbtagHE8tyJWdb9XjwrUwxwwAAADgpM6eylWrMtfMPBkaFixde7RXk5kV6WlZ8vmS6spDtQ0f10dr792ZKq7AzWgKzoqKijr7/Pzzz1p75MiRFz3mqFGjtHZCQkKTYwQAAAAAwJUoVZFr+Pn5WbSPcT/j/ZtCqcqckpIiixYtkoCAALP9lNmcJk+eTDIzAAAAAJhxcF91Maw2YcFqkSxr6NQ5VNp1aKm2DyW7RrEt2AYVmi1Q5e9jdltxmPk/iuR3rDtfvNyX+uaAo5kZHW9228LksXaNBQDg4qw8fc73n/+m3sV6559GS9ee1XfJlpaUy+afk+Wded9JcWHJBft4eLrLtRMHqu2KikrZufmQ3afvtYXdu3dr7fDw8Au2nz9/XjIyMrT1/v37X/SYxn1Onjwpubm50qLF/7d3J/BRlOcDx5/dTXY3B0kIhPu+Dw0gATkU5FIEtBi1inii9WotFa+K/VutFitepdVqLxDvC+pRLQrigQhIQAiEQ0EIAgk3gdzH7v8zEzN7kA2bZGdndvP7fj7zyTs7M+88Ccmyz8wz75sUkngBBMCj10DEmJO+OOC22dmZYY0FABDljMxZoyBf1lNpaanWttvtQR3jcHjuu5WUlIQkjsOHD8u9994rr7zyilRUVKijQI8YMUJatmwpx48flzVr1khubq68+eab6nLzzTfL3/72N7HZbCE5PxAyXg/sn7Kpjr8xa0KAWchi+B0HzCZr/qyA2zJmPB3WWAAAUa6B+ez6Vd/LBZdU3yO94sZR8uQD7zQ6FKUfrf+vo+PeNPRBQTMAAAAQ4VYt36oujrhYSUhwSsHxIqmqdAXcPzY2Rh7/7Ztqu6y0UooLTy169rd658IGxVZYelDCQZlS1nsE5fHjT30gafv27T7rnTp1Om2//vsofQwZUl0MDgAAAACAWSkjFStLKD366KNy2WWX+bzmdDq1dnl5eVD9lJWV1XtU57p8//33MnbsWNm7d69aLK1837fccovExHhug7rdbnnjjTfk1ltvVR9W/sc//qEWMytFzQAAAAAAj6wV30nhiVJJTHLKmEnpsuKTzbLmi20N7m/oqN4ydvIAtV10slTWrvC9Zwt4o6AZAAAACKfAdcaNVlZUoS6nU1pULpu+2V2vvgtK9omZzZo1S6qqqrQi5IsuuuiUfY4cOaK1lVGWg7lpGh8fr05De/LkSXX96NGjIY0bAAAAAGBsLl0rd2jOnRzXvsEPB1e5T5/fn27EYv8HextLGenYX2JiYr1HW/bez/v4hqisrJTMzEy1mFnxwgsvyPXXX3/KfhaLRaZNm6aO2Hz++eerrz3//PPqvkOHDm1UDAAAAABgSg3MZ0sKy2XRi1/Jdb8eLxarRe6fe4U8MfsdWbk0p959jRjXT+7502VqP8qgzIsXrlT7BwKhoLkBStskeNqpnml6ypJ9pwByxXq165hly+VkCHUAAACgoRYuXCiLFi3S1h977DGf6WtrFBYWNmgEKGXfmoJm7z4AhEHgmXYBAAAA0xvW9boGHbd610LTP1hco0WLFlr7wIEDQR2Tn5+vtVNTUxt1fuV6wObNm9V279695brr6v6ZT5gwQZ3VadmyZer6ggULKGiGqVns9trbDr+bzzbPPWuxWgP257YF3gYAAADU+M9LK2X0hWdK5x6txe6MkdlPXakWNCuvb93442mP75PeUTKvGykjJ/QXi0WZNUckd8cB9XigLhQ0AwAAAIhYWVlZ6nSxNZTRlq666qpa9y0tLdXadq8bQKfjXRwd7GhTAAAAAAAY6aGHHlIXvSlFxDVyc3ODOmbPnj1au0+fPo06/5IlS7T2mDFj1JGYT2fs2LFaQbNyXQEAAAAA4Ku8rFJ+/8uXZd7rt0lyaoJalKwUJyvLobzjsi17r+zZeVAKT5RISXG5xMXbJTEpTjp1T5PeZ3aUVu1S1H5qUrSCo0Vqf2WljZuNCNGPgmYAAAAgbNxiUR4/RUjs2rVLLrroIq1QOT09XZ1aNhCn06m1y8uDn8qorKysQSM7AwAAAAAiM5fen3tYNq3drbaNyeMj59pB3759tfamTZuksrJSYmLqvv24fv36Wo9viH379tU6WnRdWrZsqbULCgoadX4AAAAAiNZc+vD+43LntOflgWeukh7922kFykqxclrb6oLl2tQUMdecfseW/TLnztfV/vSdmDNycmkERkFzAO74U6eorlGa6jVlj5eKxMB/cpXO4P5g3LbQ/mE5rJ6nGmx+f7SxlqqQnisazexb/YQ+mjbv34N5W8cbGgsAAIE4nLEy9uJBMmh4d+nWp60kpSRIfILdkzHWxe2WKen/V+cuyXHVSWp9FZYekip36J+0zcvLU6eJrZmmtlu3buqoTElJSQGPSUxMbNBIy977evcBIEQibLbb6RlrjA7B9OakLzY6BJjs92B2dqahsQAAUF/vv7JKXXB6I0aMUGc2Uh4GLioqUkc8HjZsWMD9lf1Wr17tM1pyY3g/eHz06NGgjjly5IjWTkkJfBMeCJs6rt9ZAswyZqnrwYGY2u9ln8Ia2oTcZfN8H27/rvWtXIkKWfNnGR0CTPZ7kDHjaUNjAQBAcXD/cZk1/QW5/MbRcvH04ZKcGq99hK2tXtr7o+3J48Xy3iur5J35X0plBXWKCA4FzQAAAECEO+eCM+SO30+VhGbVIxAHU8PszR3EHYXhXa5rUGyrdi+UgpL9EkrKjUelmHnnzp3qetu2bdWpYpWvdfEeqenEiRPqyM7eozbXpri4WE6ePKmtp6amNjp+AAAAAACihfLg77hx4+Sjjz5S11988cU6C5oXL16s5dlKjj1q1KhGnb9Tp05a+7PPPgvqmOXLl2vtHj16NOr8AAAAABDtqipd8sbfP5NFC1ao96UHnt1N+g/uoo7UbLN5nmSrqnKpBdA563Nl4+qdsuLjzVJRXmlo7Ig8FDQDAAAA4aI8pRriqWrHTBkod/3p8lMKmWtO41/cHOj1UMfl6Te03SmFyBdccIHk5ORo08Qqxcxdu3Y97bG9e/f2Wc/NzT3lNX979uypsw8AAAAAQOTl0qYXYd/u7bff7lPQfMcdd0j//v1rfWj4wQcf1NZvvvlmialrlNkgjB8/Xp599lm1vW3bNnn55ZflmmuuqbOYeenSpdq6co0BAAAAAKKODrl0RVmFfPb+t+pSIy7eLnEJDikpKpOS4nIxVITl0oiKiV0BAAAA1GiWEi+/emiqWpzsqnLJ/KeWyFXnzJH/vrZaK1ie3P8BuXTIw3Lbz+bJ3x55X3Zvz1e3lRaXy9x73lS3TznjAYkEytS1kyZNknXr1qnrycnJsmTJEunXr19Qxyv7e4/i/O23nmQ7kPXr12vt9u3bS1JSUoNiBwAAAAAgWk2ePFnOPfdctV1WViZTpkyR7OzsU2Zbmjp1quzYsUMbnfm+++4L2Ofu3bvFYrFoi1IoHejcvXr18imSfuGFF6Sqync6Y7fbLW+99ZZkZmZqr3Xs2FGuvPLKBn7XAAAAAACliPnooZPGFzMjajBCsxd3vKPW14/3C1y0UNjeUxPuivXdVp5Ue9m/yxn4cQC3rf6PCiTE+L4htLJ7psQGAACAybhC92jopMuHiDMuVn249sWnP5bFC1ZUb/A+hcstpYVlsue7A+ry4Wur5fJfjJbrZ10g98y9QpxOu3z8zloxu9LSUrn44otl5cqV6np8fLx8+OGHMnjw4Hr1M2bMGHnttdfU9ueff37aG5dffPGF1h47dmyDYgdQz8er/UeQD4Lb0oD3Vv9jGtIHAAAAIi6X9md3xMjQMX2ld3oHad2+ucQnOMUWawvuYLdb7r/+X7rFFkmUXHvo0KGSl5enFiMPHDhQRo8eLd27d5dDhw6psyspIzQ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IvTq3U5dZt46Q+O0p8tXGvbL7SIbeYdul1atXy4YNG9S2t7e3fPPNN2pVZGOhoaFqkrOSYHzkyBHJzs6WefPmydy5cy0Sw2OPPaYeV3HbbbfJRx99JB4e1YnqtSkxXnPNNWJtdpnQ3DnQUHo8widb11ggMjM6XmsvTB6raywAbKsoo3Oj9/Frf8wqsQCA07Dg1D4TR8Sod76eOZ8vH/x08WRmYx/+tEPuGNtfQoMDZOLwGFnw6TrLBQZAHx5GHzCuNie3HZobs1Jrz0mK0zUWALZVmXlJo/dxDztolVgAwGlY+J+344dEN2v/ysoqKSguVafVPZqRLefyiywWGwDbKg0yXKwvDXTXNRaIbF88S2sPmLpA11gA2NZDv9/V6H3euuxDq8QCAE7DipeK8gpKZEVCorr0jGirVm0eN6iHBPr5qNv9fbzlhmG91UUZN3+1YY+s3pIs5wuKrReUg/n3v/+tte+9994LkplrBAQEyAsvvCB33VX9u/Kdd95R1z09m5f6m5iYKO+9957aDg8Pl//+979mk5ltyS4TmgEAAABc3OBekVIlVbIz5WST9lf2u3pgD7m8V4TFYwMAAAAAwF49N2WcOp62lFPZefL91v3y+bokOZ2Tb7HjAgAAAABg7/annZZXPk5QC2iNuewSuemK3tI/qpNWtblr+9by6K3D5S9xV8i6xMPy9a97ZGtymriy/Px8Wbt2rbZ+33331dt/4sSJMmPGDHU/pUrz+vXrZfTo6pmcm+rtt9/W2n/+858lKChI7AEJzQAAAICtVClFUy13wTQspHpQUVhc2qTjKvsp2oUEWjQuExSJBQAAAADY0Vi6Rs2FVdNTVdX5/MW0axUkU64dKLeNipX5yxPku83JzQuOsTQAAAAAwA7H0vUpKyuXH7Ykq0vH0GC56co+Mn5IL2nTMlAdayszD48dcIm6ZGTlyqpf98jXG/ZIVm6hZQJwoLH0pk2bpKSkRKvAPHDgwHr7+/r6ypAhQ2TNmjXqekJCQrMSmisqKmT58uUmCdP2wuIJzZ0Ds5p9jAifbK39WK8fm308WM7M6Hiz2xYmj7VpLICjqP3eqO99ZA8+ODjYaC2s8Qcw2d/U3ZdsEb0lpoXXeqaHTpHAWfm7V/+jE7ClyLCQZu3XlIu1ACzMwwJ/ZXEzHCN16uzmHw8WMzdmpdltc5LibBoL4Chqvzfqex/Zg8Upw4zW2jb+ALnG+5uaGrVR9JaT3qnWM4N0igTOKtjTQheugAb6dvNe9dHT3V1GXxYlXp7u6ti4rKxCDqdnyamcPCkqLhM/Hy9pGxIo3TqGio+Xp5rwrPRZ+/tBcXN3k+AAX+neMVS9OKvw9/WWp6eMk9LyClnzW4rOXyXg/EqDmj8dcmmgu9bevmRWs48Hy9m+2PzPY8DUBTaNBXAUtd8b9b2P7EG/v7xutHZZ4/dfYry/qV2LHhW9dX/V9OfRUrdI4KzKffWOADDv5Nnz8taXG9VqzC/ef6306dJemylJGX+3b91C/nTTULn/+sHq+PndbzbLyTPnxVUkJxtuhO7bt694el48jbd///5aQrPx/k2xZ88eyc3NVdvBwcHSrVs3KS8vlw8++EA+/PBD2bt3r+Tk5EhoaKjExMTIjTfeKFOnThUfHx+xNio0AwAAAA4qPStXvXDar1sHiWjXUtJOnWvwvpHtQqRf947qwDEju3qwAgAAAACAK3hhyU/SqoW/zH/oBrVClFIZ6p2vN6mJyiVl5Rf0V/qMGRAlf7ppiHRoHSwd2wTL42+tkpy8InV7v+4dZNZtIyU6sp24u7nJ7DvHyKbdx6Tgj5mRAAAAAABwFZ4e7jKqf3e56Yo+MqBnhLi5mc6IpNwErIyzq/t6yDWDe8qYyy6RBSt+kZXrd8v+VW806bxFORniKA4cOKC1IyMjG7RPRESE1t6/f3+zzv/bb79p7fDwcDlx4oTccsstsm3bNpN+6enp6vLDDz/IK6+8Ip9//vlFq0k3FwnNAAAAgC1ZcKqbX3cdUROalapQL//pennotc/lfEHxRfdTKkjN/dN49SKrMnjckHjEoabgAQAAAAC4GAuPWZXx8Cszrpc+XdvLnqMZ8vDrK6WgyHzycWlZhXy/OVnW7zwsb86Kk77d2surD94gM+Z9JpVVVbLrYLpMffkTeefxSRLTrYME+fvIjcN6y/L4nZYNHAAAAACAhrLx9d/unULlpiv7yLWXR0tQQHUl35okZmXsvGnPUflyXZJs3H1UYrp3kAlX9lUTmb29PNVl9l1jJDMrT37/X6o4u6ysLK3drl27Bu0TFhamtbOzs5t1/uPHj5usX3vttWpVZkXPnj3VpGUPDw9JSkqSHTt2qM+npaXJyJEjZf369XLZZY2fWaGhDHPoAAAAAHAoK9bulLyiEm2A+MkL90jciL4S4OtdZ39/Xy+5eXhfWf78PWp/RX5RqXocAAAAAABcxbWDe0ps945SUVEpf39ndb3JzMaUistK/8rKKrUq87jLe2rblGO9/EG8NoXu5b0bVmEJAAAAAABHpVyXnjgiRpb94w756Nm75NbRsdIiwFdNZFb+O5WTJ//9ZrPcOPs9efSNr2T9riNSUVklO1NOyrP/+0FufPJ/Er89RT2W0v+uawaIK8jPz9fafn5+DdrHz6if8f5Nce6cYebnPXv2qMnM/v7+8umnn0pycrK8//77smTJEvn9998lISFBQkOrcwsKCwvltttuk9LSUsep0Bzh0/js71BP0ymu23rmWTAi2MrM6HitvTB5rK6xAGi4Dw4ONlnPLg+0yblae5j+cr2u6x6LnivzZAdDu6J6qgpFcZWhDdiCl9uF05QClpKVWygvLvlJXp4xXtzd3aR1iwD1ztXHJo+SY5k5kpmVK8Wl5eLr7SlhrVtI57AQ8fBw1waElZWV8tLSn9TjANCZW+Nvk39s6I8m60Hu1dNdV5ttgaBgC3NjVmrtOUlxusYCoOEWpwwzWT9U3M4m53KXSpNtU6I2W/RcZRndtHZ+VfWNc4qSKtPzAtbm7269iyKA4toh0epj4qF0ycgyvUZ1MUr/HSknZGDPCBk/NFq+35KsbTt8MkuOnMySbh1D1QWAdZUGNr52V3mtXIGywOqKcXAs2xfP0toDpi7QNRYADdfvL6+brHsVVtnkXOX+ptv2znvUoufq8cULWrvikOFau0dJ7d8xTJUJwHn0j+qkVmMerVZY9jCtxlxZqVZhXrl+t2zafVSq6vn4y84tlL+/+51EhbeRiHYhEh3ZVlxBcbFh1mVv77qLldXm41Nd9VpRVGR8TbDxCgoKLnjuww8/lJtvvvmC50eNGiWrVq2SK664Qv3ZHj58WD766CO57777xCESmgEAAABYNGexXut2HJLHF62Sp++7WkKC/NWBoqeHh3Tr2FpdTM79xyBScS6/SF5a8pNs2HXE6FkAAAAAAJx/LN2lfWu1kvLJ0+eadOz0M+dFelYfp/b+h06cVZOZg5WKVOSsAAAAAAB0YukxaevgALlhWC+54co+0rFNcPU5jK40KzcAr9qwR1b9ukfOnjMkzF70WnSVSGLKSTWh2d/MTMS2smjRInWxpJdeekluueUWk+d8fX21dkOrHZeUlDS6qrM5xudXDBkypM5kZuPtcXFx8vnnn6vrK1asIKEZAAAAQN02Jh2VW/+xTO4cd5nccEVvtVKz8eDRWFZugTqQXP7TDjlfYLjzEwAAAAAAV9EyqPrCn59P0y6U1uwXHHjhBcSCIsMFRgAAAAAAnMW3rz0gbn9cgq65Fl1RWSm/7joiX67bLZv3HGvysQtLDEm9AW0im3SMopwMqSxv3qxfZ8+elQMHDoglnTt37oLnAgMDG11tucion/H+TVF7//qSmY371CQ0b9q0SazF4gnNoZ6Nm5pL0dYzz2T9uq57LBgRAKC2hcljjdaa90uuMbLLA+tsK1Yf6aO1e3hlae2W7qZTxrXueFJrF2V01toV9c1RAViZv7vhQpWXW7muscABWOnjKje/WP7zxUZ16dy+lfSIbCshQX7i5+MlRSVlkpNXJAdST8uxjGzrBACgWR4b+mOj9wlyN/0Dx5SozRaMCABQ25ykOKO1djY776Fi8+damjJEa98SmK61/d1NE/Tcww5q7crMSyweI9AUwZ6FWtvfvXkXm+ACLDyWPpdXJG1aBsqlUR2bdGx1P2UsrtwoXFV3svP5/Au3AbCs8iYUJSsLNC0CsHfeo5YLCABwgQFTF2htLxue16vQ8A8xL8PQQ9X7ide1dn5Xw3W9wPb5Jv323vS81n7o97u09umS2tfXO1giZKBByk2LqgL1s/CY1L0mm1mZuejsefl6/W75ZsNeycqt9UHbBHuPZMp3G/eq7ejxjzTpGMnfvSEFZ1LFEbRubZhp+dSpUw3aJzMzU2u3atXKYudX9OrV66L7REdHa+28vDx1CQoKEkujQjMAAADgZJSkZRKXAQAAAACom3LDr5LQHNoyQCZfdaksX7OzwfveftWl6r5VUiX7j1140TG8XUv18Vx+wyosAQAAAADgCJRqzOt2HpYvf0mSbfvSLHrsn7YeUBe9Pffcc+pibT169NDaqakNS8JOSzN8z3v27Nms89fevyEVn2snL5PQDAAAAAAAAAAAADTT6k375Ip+XdX2I7cOFw8PD/nox+1S3yRwSiGqO66+TP5yyxXac99t2mfSR5klKSqirZrsnJqZY70vAAAAAAAAG7tu1rvqjEdoPuNqx7t375by8nLx9Kw/lXfHjh117t8Uffr0MVnPzzedpaAuSgKzseDgYLEGiyc0t/U0DbwhwjxyLR0GANithcljtfbM6HibnMcRHCwJq/P5Hl5ZJus+6ZFa28NoOgvA2vzdS8xu83IzTEcFXIwb080CqEOQe+P/AHRNgGNMmwUAljAnKU5rz41ZaZPzOIKU4vZa+3Oj528JTDfp5595iQ2jAgyCPc1POervXmrTWODYLD2WTvjtoGwbkSqDekWKuIv8ZdIVcsuoGFmzLUX2HsmQU1l5UlxaLr7entK2VZD07homYwf1kA5tWoibuKkJy9v3HZeffzsoxn+hHDsgSrw9PdTtO/cf528AgJWVBTb+GkFpCG9MAK5jwNQFWnv74lk2OY8j8DtbVWfaVL6YVqe8ZdMMrd3WxyahAapyX70jgLOw9Jh0zj3VeUjlFZXyzLvfS0VFpWVP4EKGDh0qPj4+UlJSIgUFBbJ9+3YZPHiw2f5Kvy1btmjro0ePbtb5u3Tpoi5Hjx5V1/ft2yfjx4+vd5/k5GSt3apVKwkICBBroEIzAAAA4CSUqXLHDoqSfpd0lHatgqRFgK+4u7tJ3BOLTfr5eHtKh9AWaju3oFiyzptPMgAAAAAAwBk9tehbeeOxOOndtb2agBwW2kLuvm5Ag/bdd/SUPLnomwue79Wlnew4cEJt//L7IYvHDAAAAACAXkb0766On3/bl0YyczMFBgbKmDFjZPXq1er60qVL601oXrlypVYhWUkmHj58eLNjiIuLk3/+859q+6uvvpLHH3+83v5KnxqWOL85JDQDAAAAtqLcBWuFIjDeXh7yyO0j5KbhfcTT0117vqZqVO1zKnfjvjvndgn095YjJ7Lkzqc/EKuh6A0AAAAAwA7H0gVFpfKnuZ/KtJsGy53XXCbeXhe/ZFZaVi4f//i7vPfVFrUiVW3z3k+wTHCMpQEAAAAAdjaWzisslkB/H8k4m2uf41Z7jKkeDz30kElC88MPPyy9e/e+oF9hYaE888wz2vr06dPF07P5ab8PPvigvPHGG1JWViabNm2SVatWyY033lhn323btqlJ1TWmTJki1mLIdgAAAADgcAJ8veW//7hdJo6OES9PDzWJueY/c5Rpc79et1vt07VTa+keHmrTmAEAAAAAsAdKUvI7KzfJdX99V+Z/kCAJ21PkxOlzkl9UIpWVleqjsv7z9oPy2ocJMv6v78rbX2yqM5kZAAAAAABndianQH309fbSOxSnMH78eLnyyivVdklJiVx//fWSlJRk0icrK0smTJgghw4d0qozz5492+wxjx07Jm5ubtqiJEqb061bNzWpusYdd9xhkrRcY926dWpsFRUV6rpSSdpc4rNdVmjOqghs9D5hHrmWDgMAHMLC5LFae2Z0fLOP4SxMfpd4ZekZCpyI8XtsacoQXWMBLOn5GddKj4i2ajs7t0A++XGn/JacJrdddalcMyTa7H4/bk6Wu66tnkp3aN8ucuj4WZvFDOBCldxvDAANNicpTmvPjVnZ7GM4C36XwBqM32Nv7h+tayyANeUXlsgXCbvUBYDj8Cxs/D6lIdaIBADs34CpC7T29sWzmn0MV/5dAlyM8Xss9iHne9/Adf22L026dmwtvbuG6R2K0/j4449l0KBBkpGRoSYjx8bGyogRI9Rk4zNnzkh8fLxaoVmhVGX+9NNPpWXLlhY7/6uvvio7duyQDRs2SEFBgUycOFGio6Nl4MCB4uHhoSZY//7771r/9u3bqzEoydIOk9AMAAAAwDw3C051c1l0uFzRr6tUSZUcPZktD7/6uWTnFmoXY+s756G0s3Iur1CCg/wk5pL2Fo0LAAAAAABLYswKAAAAAIC+Y+lv1++RSWP6Sce2wXJlv67ya+IRy57ABXXq1EkSEhJk8uTJkpiYKFVVVfLLL7+oi7E2bdrIkiVLZMyYMRY9v4+Pj3zzzTfy4IMPyvLly9XnkpOT1aW2yy+/XD777DMJDw8Xa6JsBwAAAOCgrhlaXYG5qkrk2bdXa8nMDXUw7Yy4iZtEtm9lpQgBAAAAAAAAAAAAAI5OmfF3yTfb1OvLz0y/RmIu6aB3SE6hZ8+esnXrVlm2bJlcc801asKwt7e3tG3bVgYPHizz5s2Tffv2yfjx461y/uDgYLVS9Lp162TatGnSo0cPCQwMFD8/P+ncubPcfvvtsnLlStm8ebPVk5mtUqH5t/wujd9HTPfpH2nBgADAQSxMHqt3CHYjuzyw0ft41J7OgKotqMeUqM1ae2nKEF1jAZojtkdHtTrz/qOn1AFkY509X6A+tmrhb4XoADTG8xtuavw+tdZTp1ksHABwGHOS4vQOwW4cKm5nWAk8oWcocFIP90zQ2m/uH61rLAAAKAJOVTRhH6uEAgAOZcDUBXqHYDe8Cht/UbmtT75VYoFzSnxrltaOfYj3Hhzfe19ulqLiUnlw0hXyn6cmydrfDkr81gPq9eqcvCIpK2/8v9EhagLzPffcoy7NoSQgK1Wem2L48OHqojeLJzQDAAAAqIcFb7hoHVydiHzkZNaFx626+DmLS8rVR18fL24EAQAAAADYLxuMWf18vCQstIUE+HmLp0fDJzhNPHDSqnEBAAAAAGAPY+lNy/5qsq5Uah57eZS6NCqsKpFhU/5l2eDgNEhoBgAAAByUu3v1BdbKysom7a9cpFUUFJVaNC4AAAAAAByBv6+X3Dauv1w9uIdEtG8ltSeBuxguwgIAAAAAXIWSwKzMHlzDuK1sa/iBqLQFGyY0f3ugT7OPcb5sqtZeNmhxs48HAHBOfu2Pmd9m1A4zaiemhVs1JjieKVGbTdaXpgzRLRY4PzcLj8/O5RZK29ZB0jYk6ILjGg8ZzZ2ze3gb9THrXIHVxo2NvBYMuK6y5r9bIv87T2unPvBEs48HAHBO7mEHzW8zaocYtXPSO1k1Jjieh3smmKy/uX+0brHA+Vl6LF2jR+e2Mn/WTdK6ZcAf52nCv8ndqqwSG2NpoGECj+Q3+xhX3jhfa29Y9XizjwcAcE5vXfah+Y2X1f1091cXWC0eOKbEt2aZrMc+xGsEjjeWbtLYua7jMJaGGVRoBgAAABzUoeNnpV3rFtLnkvbi7eUhpWUVDd43sn2IdOnYSr1zdu/hDKvGCQAAAACAPWkR6Cv/eiJOggMNZREqKivl5Klzcj6/WMormjYTEgAAAAAAzmroPa/rHQJcAAnNAAAAgIPalHhUhsV2lQA/b7nlqlj5ePXvDd73kTtHaNMCbUw8atU4AQAAAACwJ3dcd5mazKyMiQuLSuXtzzbK6g37pKikTO/QAAAAAAAAXBYJzQAAAICtKFPnVFlu/pzVG/bK1JsHS6tgf5l+y1A5npEjG3YcNpxLO69hxdPDXZ64b6wMiemiXrg9nnlO1v1mftrxZrPCdEEAAAAAABdi4bG0Ymi/LtWHrhJ57LWvZFfKSbErjKUBAAAAAHY2lrZ7LvblOiuLJzRHPZfX7GOckrZa+xp5Umv/sP+VZh8bAODYAjukNmv/2Ijjpk+khWvNdQU9mnVs2LeFyWO19szoeLP9pkRt1tqfHBqgtYsrvawYHdA0JaXl8vr7P8uLD48XL08PeeXRG2Xd9kOyZtN+CQ4yTJvbPTxUWrcMkJiojnLDyD5qW1FZWSWv/m+Njl8BgBpu5W7NP4jRMTovek1rH/vLY80/NgDAobmHNe8GtpAOJ0zWH5dOWnv+2UHNOjbs25ykOK09N2al2X4P90zQ2otThmntgkofK0YHNF2HNsHqTb5JKSftL5kZQINV7dzb7GP47jS0r3KfpLXXVH7W7GMDABzb50Pfbtb+h2bPMlnv/uoCrd3yQLMODTs3YKrhZ719senrwFjiW4Zt/R5+XWu7VZCVCcB1UaEZAAAAsCE3C/8N4uetKbKoVaD8+Y4R4u7mJiMGdFcXhXJxVrFs7t2mMYibVFZWyvzFayUx+YRYII0SAAAAAACHGUu7uVWPhNPSsy1+bAAAAAAA7AHjXTgid70DAAAAANA8n3y/Qx595Qs5cSpHTVau+a+GW63/lH6PvrpSvvllt65xAwAAAACgh9NZ1bON+nhT9wcAAAAAAMBeONRfaq7p+aTZbTkD2mjtrR/+zUYRAQCsrVt4hlWPHxtx3NA2en5h8lirnheO4fbu28XeLE0ZoncIsFPb96bJbX9bIlf07yZDY7tIn0vaS2hIoAT6+0hRSanknC+UvYcyZOPOI/LzthSp4o5cwGV0XvRag/od+8tjVo8FAGAbgR1SrXr8kA4ntPbcDobn5yTFWfW8cAxTozaKvXlz/2i9Q4Cd2bb7mER2aCU9u4TpHQoAO3WV+ySz29yDgrT2j+cX2ygiAIC1pc543KrHPzR7Vp3PD5i6wKrnhWPY9eajYm9iH+K1CfOUG4SvvaKXDOwbIZdEtpXgID/x9/WWPyZEqpdynfrKu1+3RZhwQA6V0AwAAAA4PCsnEv/6+2F1AQAAAADAaVh4LP3FT7tkwpgYiegQIgP7RMpvu617IwgAAAAAAM5yXXr05VHyxLSxEhjgo64bzxzcIG5VVr9mDsflrncAAAAAAAAAAAAAgK0cz8yRhR/8ol50ffaha6VLp9Z6hwQAAAAAgN27elhPeeGR8WoyszKmrklmrvrjv9rMPQ84fYXmkO1ntPY1PZ802ZY6sZ3WDrjC0C/Et8ik35pRlDIHAFSbGR1vsr4weaxuscDyEtPCtXZsxHFxJFOiNtf5/NKUITaPBQDgXDoves3sLdBV7lVmb41OnW7dqRgBAI5jbsxKk/U5SXG6xQLLy0nvpLVDOpwQR/Jwz4Q6n39z/2ibxwL78WV8kpSUlqtVpRa/dKd8tTZJft6aIoeOn5XColK9wwNgxyrz8rT2Ve6TTLZ5duygtcsi22jtCl/Ty/I/x5tezwYAuK7ti2eZrA+YukC3WGB53V81/DwPzTb9Wdu7xLfqjjf2IV6jrqpFoK88Me0qNYm5vKJC3v10o3y3bq9MnThEJl4VqyYuD7tzgfj5eElYmxYS27OTOjtS94g2UlRcKq+8t0biNx/Q+8uAnXOahGYAAADAEbhV2v6cbVoFSmhIgJSWVcjprHzJKyi2fRAAAAAAANjJWHrD8kdNjy9uMumaS9WlMaqqRIbfQbEcY6WlpbJixQpZvny57N27V06dOiUhISHSpUsXiYuLkylTpkhoaKhFz7l06VK57777GrXPtGnT5L333rNoHAAAAADgzGPpm0fHqMnKSuLyO5/8Ksu//b16Q5XpOYuLyuRYWpa6fPXTLrnrxoEyY/KV8txfrhN/H2/5JmG3ZQODUyGhGQAAAHBCbm4ik67tL7de21/ahQaZXGzdfzhT3v9qm/z6+2FdYwQAAAAAQA9KArNyAbbm0Xj625rpcht2IKbNNbZ//36ZPHmyJCYmmjyfmZmpLps3b5b58+fLkiVL5LrrrtMtTgAAAABA4w3oE6E+FhSWyqff72zwfh+u+k18fbxkStxg+eu9o2TH3jQ5eeq8FSOFIyOhGQAAALAV5TpnE691vvrEBAny91HbL/77e8k4k2u2r5enh8x/8ma5rE/4BRdilUTnXt3by8uP3Siffb9T3lj2i1gV13YBAAAAADqNpetTM15uVAKzrca9DjiWPnHihIwZM0bS09PVdTc3Nxk+fLh069ZNzpw5I/Hx8VJUVCSnT5+WCRMmyA8//CCjR4+2eBw9e/ZU47iYoUOHWvzcAAAAAODMY+nIjq3VG4L3HsyQinKj8s9G53EXN6lUKmzVsvSLLTJxXKwEBvjI9SP7yDufbLRscLXigONyiYTmyC9Oae2c1DZa+0Sku0m/AcVztHaIb5HWXjOK6cIAwNXNjI7X2guTx+oaC1CXKVGbTdaXpgzRLRZYXueOrWRY/67qADHl6Ol6k5kVf5s2WrtDtqbilLGa5yZde6mknsiSr9cyrQ+AOhj9Lcqt0uhzxHQoLZFvz69zW+r0x60ZHQDAAcyNWam15yTF6RoLUJeHeyaYrL+53/LJlbBPV9y+QO8QnM4dd9yhJTNHRkbK119/Lf369dO2nz17Vm6//XZZu3atlJWVyaRJk+Tw4cPSsmVLi8Zx+eWXy6JFiyx6TKAxyk9Wvw8UHrl5WturhWEGNcXYK17S2hW+hkv2P8c/afUYAQD2bfviWVp7wFT+3Qr7k/iW4TWqiH2I16mraBHoqz6eyTb8O1dRUVGhtX28PaWopOyCfcsrKmXHvuMyYuAlMji2i3USmuEUal2GBAAAAGBvLu0VrrVX/7K33r5RndvK+FF9tClzKyur5Ou1STLnn6vkby+vlHeW/yrZ5wq1pOY/Tb5SvL1c4j5HAAAAAABgBatXr5YNGzaobW9vb/nmm29MkpkVoaGhapJz165d1fXs7GyZN2+eLvECAAAAABpPue6sKDeuziwiBUWlWju0VaDZ/XPzitXHtq1Nb/YDjJHQDAAAANiQW1Xjl+huYdr+67cdqrdv3NX91ERl5T9lNp+nF3wrr70bLxu2HZJticfkw6+2yZTH35eTmefU4wUF+siIgd2bFFdDFgAAAAAAmstaY1Z7XRzNv//9b6197733St++fevsFxAQIC+88IK2/s4770h5eblNYgQAAAAAV2Ppser5vCL1uAF+3ibPnzmbr52ze3io2f3DQluoffz9vBhLwyyXK8UWsv2MUdt0W6q009rZfQu19lU/P2rSb82o160ZosNamDxW7xAAwCZmRsfrHQKfubioKVGbtfbSlCG6xoLm69yplfqYeSZXzmYbBoR1GXH5JWr1ZcW6rQdlw2+HLuhzLrdIXv9fgvzz7xPV9UH9IiV+436rxA7ACZneeK/eQFGj5vNHEfnufJN+qdMft35sDmhOUpzeIQCATcyNWal3CHzm4qIe7pmgtd/cP1rXWABHkZ+fL2vXrtXW77vvvnr7T5w4UWbMmKHup1RpXr9+vYwezfsNzqkyL6/OtsLLqO3eNkRrjxr7ikm/n+OftGKEjmvAVKa2B+Aati+epXcIfObiohLfMrxOYx/i9eLMUk9mq9WVO7RrafL8wWOnTa5V/7L14AX7tm4ZIH17dFDbObnVidFAXajQDAAAANhMlahlkxu5KHerVlVVyaFjZ+rt1zW8tQQF+FYnF1aJrFqzy2zfbbuOydmcfLVft4jQJsXVoMUouREAAAAAgMaz0njVnhcHGktv2rRJSkpKtArMAwcOrLe/r6+vDBliuPk+IcFwIwEAAAAAwFIsP1bdm5KuHrlLp9birtS6+eP5/Ycz5XRWnnqNevTQHnL1FT1N9vP38ZS//3mc+Pp4qde8k5JPuvxYGua5XIVmAAAAwNEE+PuojzXT+JjTJ6r6rlZFaVmF7Nx3ot7+B46ckmGXdVPvpAUAAAAAAGis5ORkrd23b1/x9Lz4pcf+/fvLmjVrLtjfEs6dOyefffaZ7N27V86fPy8tWrSQDh06qEnUSnxuboYZZgAAAAAADfdbUqpMuWWI+Pl6qdWWdymJyX/49Lvf5S/3jFTn9PzHX66VOycMkiNpZ8TH20su7dVJu96t+OKHnTp9BXAEJDQbifzilNY+faat1j48OtSk31U/P6q114x63UbRAQBgMDM63mR9YfJY3WIBYH2eHtUTq1RW1n9Xac9u7dRHtZpz6mmpqKist3/2uQL1McDPWxzVrFmz5PXXDf8mj4yMlGPHjjV4f2Va3GXLlsmWLVvk5MmT4uPjI506dZJx48bJtGnTpGfPnlaKHHAiRh81bpWG5IAqT9PPrMh352vt1OmP2yY2AACMzI1ZabI+JylOt1gAWN+n/77fsFIlcutf3qt7W3PUOm5tST+/2aTDFp7PFEdx4MABkzF5Q0RERGjt/fv3WzSer7/+Wl3qcskll8js2bNl6tSpJDZDd+Unq6vbKTwKDUUMvMRQsEAxauwrWvvn+CdtFB0AAAbbF88yWR8wdYFusQDQV9L+k+oMwKEhgXLtiN4mCc2frd4hl8d2loExndVr1UoVZ2WpUTMG++DLrbLngOHfwkBtJDQDAAAANqIM09yaMNNNQVGJBAX4SkgLv3r379W9vdY+cPjURc+lXbpzc2tSXA1hzcuD27Ztk4ULFzZp39zcXJk+fbqsWLHC5PnCwkLJycmR3bt3q8d+/vnn5amnnrJQxAAAAAAAW42l27cJVi+iKhdN1ceqC7c1K646jltbfnaaOLusrCyt3a5d9Y3WFxMWFqa1s7OzxVYOHjwo999/v3z11VfyySefSEBAgM3ODQAAAACOMJa+mEkz3hV3d3eprDUerqqoktkvfylTbx0qE6+9VPx8TQtqncnOk/c+2Sjf/7zXatePuW3VOZDQDAAAANi5s9n50iLQTy7pYv7CYFCgr3SJCNUuyO5NybjocVsE+amPhUWl4mjKysrUi5CVlZVN2vfmm2+WhIQE7bk+ffqoU94WFxfLhg0bJCMjQ+03Z84c9fGZZ56x8FcAAAAAALC2+qrwUqHXMvLz87W2n1/13xkuxrif8f7NoVR9njRpkowZM0b69u0rbdq0kYqKCjlx4oQ6O9Mbb7yhVYP+9ttv5Y477pAvv/xSvRAPAAAAAGiYisoqqaisqHNbeXmlvPvxr7L4001qIa7QVoHqDMTpp85JytHTNo8VjomEZgAAAMDO7T98SrpGtJF2oUESE91Rkoym76kxakiUuP9xMVZJat659/hFjxvRoZX6eDorTxzNq6++qlZRVigXIT/++OMG7/viiy9qycy+vr6yZMkSuf3227XtpaWl8o9//EPmz5+vrj/33HMyYsQIdQEAAAAAOIZJD/23SdvQOMqNwTW8vU0rcJnj4+OjtYuKipodw4QJE+See+6pMzk5KipKXaZNmyYzZsxQ/wagWLVqlfq3hLvuuqvZ5wcAAAAAmCY2J+2/8Ho20BAkNJvRdr3hroCiNqaV8A5LqNa+6udHtfaaUa/bKDq4qpnR8Wa3LUwea9NYANjv5wOfB6htStRmrb00ZYiusbg8pXhyE6b2Wb/loFw3qo/afmz6VfLnvy+XvIISbXvLFn5yd9zlhurMBzPkbFb9FY4C/L0lsmMrdZ/jJ7ObFFeDWOG4SkWll156SW3feeedMnbs2AYnNJ8+fVoWLFigrf/rX/8ySWauuQA7b948SUtLkxUrVqjfo6eeeko2bdpk4a8EcG5ulaYV76qMPhAi362+YUCROv1xm8YF1zM3ZqXZbXOS4mwaCwD7/Xzg8wC1PdzTMKPLm/tH6xqLy2viWPrU6dwmbXMWixYtUhdLUsbit9xyi8lzyo3CxjcIN0RJSUmjqzrXp2XLlhfto4z133vvPTl06JA6M1PNzdIkNMMeVOTkaG1P/9rviRCtNWrsK1r75/gnbRIbXNf2xbPMbhsw1fD3VQCu/fnA5wFqS3zL8PqIfYjXhyOOpR2aq329ToqEZgAAAMDObd5xRNLSsyW8fYiahPzBwvtkdcIeyTyTK+3bBsu1o3tLSAt/dbpcJfn28+92XPSYVwzsrvXfdzBTHIUS7/33369e/AwJCVGTk1evXt3g/ZctWyYFBQVqW6nQNH36dLN9laTmzz77TCorK2Xz5s2yc+dOufTSSy3ydQAAAAAAnF9QSEST9ivIzZTKioYlB5tz9uxZOXDggFjSuXPnLnguMDCw0dWWjfsZ729tSgXnZ599Vr0xWrFnzx45ceKEdOrUyWYxAAAAAAAA80hoBgAAAGzIrSl3hlaJvLLoB1n4/K3i6ekhrVoGyJ03DzIc84/EZMXu/Sfl518PiGld1AtdN6q31t6190TT4tLBf/7zH9m4caPanj9/vrRt27ZR+3/11Vdae8qUKer3zpyIiAgZPXq0xMdXV8H/8ssvSWgGAAAAAB04ypi1tn4jHm7SfrvWvSl5OWniCFq3bq21T5061aB9MjMNN1a3atVKbGn48OHi5eUlZWVl6npycjIJzQAAAACckqOOpeHaSGhugIjvTe84TxPD1FU5wc2fCstRJaaF13qmh06ROLeZ0fHN7rcwubraAACgWmzEcb1DABpt74EMmfPK1/KPv14nwUF+FyTiKuspR07J0/NWXfRYUV3byaV9qqtEZZ8rUPdzBMePH5cnn6yeTvPKK6+UqVOnNmr/4uJi2bJli7Y+cuTIi+4zatQoLaE5ISFBXnjhhUbHDbisStNVN6NbLapceN6vnPTayRKGG1RgOXNjVja735ykOAtGBACOL6TDCb1DACxm3Rd/U28M/vL7RFn4v4RG7//QvSPk1hsuU/9VO+oW+5xG+bnnnlMXa+vRw3BtKDU1tUH7pKUZkrV79uwptqQkM4eGhkpGRoZWyRqwJ+Xp1a/Nui7mV/q1EVfV/VXTz1rD1XpY0vbFs5rdb8BU+/y9CAB6OTS7YZ+tgL2YcusQm5xn6aebbXIeOB4SmgEAAAAHsS3xmNzx5//JDVfFyIB+kdKmVaBUVlVJeuY52bD1kPy0bp9UVF48SXDYwG6y72D1xZHN24+Io3jooYckLy9PvL295Z133qm3unJdlKl2KyurMyyVfRtSbbl///5aW6naBAAAAACAQh2T/jFbkiuLjo7W2rt375by8nLx9Kz/8uOOHTvq3N9WCgoKtHZAQIDNzw8AAAAA9uq+24ZqMwNbEwnNMIeEZgAAAMCWmjkAzM8vluVfblOXplryyUZ1aYxd6xc16VwFuYZpZJvjk08+kW+//VZtz549u0kXPJWE5hpt27YVX1/fi+4TEVFdyVqRnZ0tZ86ckTZtXLcaDgAAAADowmoXU6uadmzjfVw8qXno0KHi4+MjJSUlaqLw9u3bZfDgwWb7K/2MZ08aPXq02NKRI0ckNzdXW+/QoYNNzw8AAAAANtPE8Wpji0o1lpow7eJjaZhHQnMDuBWWmKy3SDXMm5sZGaK1r/r5UZN+a0a9boPo4IxmRsdb7XgLk8da9NiAtdV+zVr6/QHXZPy6crXX1JQo0zsdl6bYZsoYOL68HMN0sLaWlZUljzzyiNqOioqSv//9700+To127do1aJ+wsDCTdSWpmYRmoIkMQ2kRd0Mz8t35Jt1Spz9uu5jgVObGrLTa8eYkxVn02IC11X7NWvr9Addk/LpytdfUwz0TTNbf3G/bBEzYHw/P6n/QllcY/yPXNQUGBsqYMWNk9erV6vrSpUvrTWheuXKlOvuSolWrVjJ8+HCxpcWLF2vt4OBgiY2Nten5gYuqldhRmVv9flF45hgqio8a+4pJv5/jn7RBcHBG2xfPstrxBkxdYNFjA9ZW+zVr6fcHXJPx68rVXlOJb5l+vbEP8XvBESxZsUnvEODiSGgGAAAAbMiNm00b7dFHH1UrIyvefvtttfJTU+Tn52ttPz+/Bu1Tu5/xMQAAAAAAjj+WbsqxO4VVF7vJLyhhnC8iDz30kElC88MPPyy9e/e+oF9hYaE888wz2vr06dPF07N5lyqVcbqSVN0QmzZtkn/+85/a+u23397s8wMAAACAvWrKeHXZJ7ZJaLZuDWg4MqOaSAAAAABgX3766Sf54IMP1Pa9994ro0aNavKxiouLtba3t3eD9qmdPF1UVNTk8wMAAAAAHJu7u5uMGBIlA2Ij1SlyU08YZgJyZePHj5crr7xSbZeUlMj1118vSUlJF8yaNGHCBDl06JBWnXn27Nlmj3ns2DF1muOaRUmUrsvnn38ugwYNkvfff1/Onz9v9u8Bb7zxhowdO1b720DLli3l2WefbfLXDAAAAAAALI/bjpsgZHt1dThFbqRhquqc8IZVeQMuZmHyWK09Mzreosc2Pp7xeQAAAOxNQUGB/OlPf1LbrVu3ltdee61Zx/P19dXapaWlDdpHuRBrrKGVnQHUz63ScO99lVDSDpYxJylOa8+NWWnRYxsfz/g8AADA/n3yzgNmt40b2VuGDujWoON4erpLcAt/8fRwVxNslYTmLduPWDBSx/bxxx+ricUZGRlqMnJsbKyMGDFCunXrps66FB8fr1ZoVihVkT/99FM1qdgSfvvtN/UmaOW4PXv2VJeQkBCpqKiQkydPyubNmyU3N9dkbP/1119L+/btLXJ+wJoq8/K0tmdukNb2CPHXKSI4mwFTF2jt7YtnWfTYxsczPg8AAABgDgnNAAAAgC05aN5eUEhEk/YryM2UyoqGJQ/X9ve//129CKpQpoQNDQ2V5jCegrahlZZr92voNLYAAAAAAPsYS4e1DVaTj2tTkpL9/bzVpaGUfWqkncyWL7/b6bDjfEvr1KmTJCQkyOTJkyUxMVH9nv/yyy/qYqxNmzayZMkSGTNmjMVjKC8vlz179qiLOUrStVLtOTo62uLnBwAAAAC7wngVDoiEZgAAAAAXFXvFX5q0X+KviyQvJ63R++3YsUPefPNNtT1q1Ci10lJzKVWea5w6dapB+2RmZpqsK1PiAgAAAAAci3EickOeN6eyqkpOpufIuk0p8vHKbVJSWm6hCJ2DUhl569at8sknn8jy5ctl79696vhbqcTctWtXiYuLk/vuu6/ZNywbUxKoo6KiZNOmTbJlyxY5fPiwnD17VrKysqSyslKCg4OlS5cuMnjwYLnlllvkiiuusNi5AQAAAACAZZHQDAAAAMDuJCUlqRceFWlpaeqFR3OUqWtrKFPbGvd9+umnZfz48Wq7R48e2vOnT5+W4uJi8fX1rTcO5dzGycxKJSkAAAAAgOO47YF3TdaVHOZP3p2uVhD+8ee9smT5poseQ+lbWlYh+QXFUl5ePVZF3by9veWee+5Rl+bo3LlznZW1a/Px8ZGhQ4eqCwAAAACgefr17mST8+zae8Im54HjIaG5mSK+P6e190eG6BoLALiChcljtfbM6HhdY7HX7wvQGFOiNmvtpSlDdI3FJVSJuLna1D4W+HqV6krK0hClpaVqNai6kp2VhGZ3d3c1UVq5KKpMgVtfonRNpegaTEcLWJBxDoi7jnEAgIuYkxSntefGrNQ1Fnv9vgCN8XDPBK395v7RusbiEpo5lj59OtdsdeaiolKz281pXE3nJnK1vx0AaJDy9Ayt7dkiQNdYAMAVDJi6QGtvXzxL11js9fsCNEbiW4b3UexDvI7sdSy98P9ub9DNpc2hHH3MhH9a58BweCQ0AwAAAHAJSjVmJYFZmYZW8csvv1w0oXndunVae/RoEhUAAAAAwBm8+sb3olyfTT2epXcoAAAAAADYFeUGYKuycsI0HBsJzQAAAIAtVTJAa4gpU6aoS0MsXbpU7rvvPrUdGRkpx44dM9t3woQJWkKzst+TTz5ptu/x48dl7dq1JvsCAAAAABx/LP3Dmj0WPR4AAAAAAM4wlt6157jYBNfMYQYJzc3kVliitcPWtzDdON328cD5LEweq7VnRsfrGgtgb3h/AAAa695775Xnn39eCgoK5MCBA/Lee+/J/fffX2ff2bNnS0VFhdoeMmSI9O/f38bRAq7Brdwmk3bDxcxJitPac2NW6hoLYG94fwCASMKqx9THL7/dIW++m9Do/WdMHSm3ThhQPU3uja9ZIUIAqL+SXdWJTF1DgXMaMHWB1t6+eJausQD2hvcHAFfx16c+0TsEuDh3vQMAAAAAAFtp27atzJpl+GPjI488Ip9++qlJn7KyMrVy8/Lly7XnXn75ZZvGCQAAAACw/vS5zZlGV9mXW/MAAAAAAAAshwrNAAAAgC0xe47unn76adm4caMkJCRIUVGR3HbbbfLSSy+pFZiLi4tl/fr1kpGRofVXKjqPGDFC15gBAAAAwKVVWfG4TTm28T6M8wEAAAAA9ojxKhwQCc0W1HJfrriS2IjjJuvrksfqFourWFjrezwi4IDZnwfg6u8PYzOj48WVvl4073vpjK+XhpoStVlrL00ZomssgDV5eXnJypUrZfr06Vp15t27d6tL7X7PPfeczJkzR6dIATijkA4nTJ84G6dXKC5jTpLp9/jx0G3mfx6Ai78/jM2NWSmu9PWied9LZ3y9NNTDPRO09pv7R+saC2zH07N6AtTyikq9QwHgoirz88WVHJptmHFNMWDqAt1icRW1v8fnepj/eQCupr7PoO2Lne/9wWeu9b6Xzvh6aajEtwxfe+xDvMYAGJDQDAAAANhKlYibFe+EVWbKjQxvLWHtgsXf30e7wNoQP63d61J3/gYHB8uKFSvkgQcekGXLlsnmzZvVqsxKEnN4eLiMGzdOpk2bJtHR0XqHCgAAAACuzdpj6SYcu1P7EPWxIL/YOrHZ6VgaAAAAAOAgrDyWtkuu9vU6KRKaAQAAAAfXrm0LuWfyUBlxZQ/x8/Vq0jGsltBsA1OmTFGXphg7dqy6AAAAAABwMe7ubnLFkEvksv6RUlVVJanHs/UOCQAAAAAAwGmQ0AwAAAA4sMsHdpVnn7xRfHw8xU0p0dwEykVYAAAAAACc0ceLp5vdNm5MbxkyqFuDjqPMgtQy2F88PNzV8bcylt7y22ELRgoAAAAAgL7WfvuYyfqY618zu605jI8LGCOh2YLcCkvElc2MjtfaC5OpcmcLu0s6GlbSwrVmmEeFSb+wjulaOz890mjLJdYNELATxp9JV/qnmGxzN5pjo6V7eYOO17lThgWjA+zTlKjNZrctTRli01icjgWTh9u2CZLn5twoPt6GqszZOfly+MgZyc0rkvLySl3iAgA03NyYlVp7TlKcrrG4ii/zDePim9M7ae1ANx+Tfl7tDQlKlZnG4+e+Vo4QsA/Gn0mPtN5iss3HzV1re4lHg44X2CHVgtEB9unhnglmt725f7RNY3E6zRizhrULrvNGXiUp2c/PW10ayvhG4rQT2fLVNzsYTwPQh4t/9mxfPEtrD5i6QNdYXEXAccPvwO6vGr7nHt3zTfodmPiM1r5l0wyjLVFWjhCwD8afSedrpWNUGYbSUhZimtNhTur0xy0WG2CvEt8y/F6vLfYhfs/b+t+MNTfw1jwaH8N4W/PCMj0uYIyEZgAAAMBB3XbLIDWZWRn0ZWXnyz/f+FG2/nZE77AAAAAAALAr5i62NvYirDL+PnEyR9ZvPCDLP9sqJSUNK5AAAAAAAICjqG+s3NxkZuBiSGgGAAAAHNSAS7uojxUVlfLYnE8l7XiW3iEBAAAAAGBXJk9522Rdufb68ZIZanLyT2v3ytIPf73oMZS+paUVkl9Q3LjZkAAAAAAAcCCjr5vXpG2ApZDQbEXj+j+rtX/c8byuscA5ZZcHau3d0tGwweekSb/AdMN0uoCr21BoOqXVlf4pWvtcpeHXYkt389VVjp1or7U7d8oQW1mYPNZm53Jlxt/nmdHxusZir6ZEbW70PktThlglFkej3K/qZsHZc9q2CVIvqu5KOi7H07LU49sbe4wJgH3rvOg1rX3sL4/pGguc06Hidlr7S6Pnbw5MNekXnFlrXlDAhb2RNdhk/ZHWW+r8B5+XeJg9Rr7R36cCO5i+36xpTlKczc7lyoy/z3NjVuoai716uGdCo/d5c/9oq8TiamPp06dy6z6um5sUFZaY3V5fPNbGWBpAY13lcavWXlPxqa6xwDl5FRp+GQccN/ymKhDD9WrFLZtm2DQuwJ4FHzRdP2/0pyavHMP4uSykwuwxIt+dr7VTpz8utjJg6gKbncuVGX+fty+epWss9irxrcZ/X2If4vVrjevSjoCxtHMgoRkAAABwUEpVKG9vkYxT5/QOBQAAAAAAhzHvn6vVx1RmOgIAAAAAALAbJDQDAAAAtmTBO2FPnT4vXTq3kQA/H4seFwAAAAAAu2LhMe+Pa/ZY9oAAAAAAANgbrh/DAZHQDLiwvr7HTdZ3F4frFgugl6SSjlo7xuek1j5XaforsqV7eZ37Z5007K9o3dFwjKZYmDy2WfvDsox/HjOj43WNxdFNidrcoH7G01Dj4jZtOSxdu7SVXr066B0KAAAu48bgHSbrq8731y0WQC+f5fXU2pOC9pud19FLDFPoGqvMNJpnV0Tcw2rNw9tIc5LimrU/LMv45zE3ZqWusTi6h3smNKhf7fcUAACAvSkMMx0s+GeSYQXXE2CUnlFglJrhlWM6di4Lqahz/95fP2uyvvem55sVz4CpC5q1PyzL+OexffEsXWNxdIlvNez7d8umGVaPBUDjkdAMAAAAOKhvvt0pcTf1l7ZtWsjokdGS8Euy3iEBAAAAAOBwekSFydjRvaVvn47Spk0LCQr0FXd3Nxl77XyTfgEBPtKnV3WBgzNn8+TI0TM6RQwAAAAAgL58fb1kzKhecmm/COnevZ20DPYTPz9vKSoqlfO5RXLw4CnZuStN1v68T4qLy/QOFw6ChGYAAADAZqrErcpylSeyzubJq/O/k2efniCzZo6T3POF8vuOY2JfqLQBAAAAALCfsbSx4GA/eeKx8TJoYFftOTe36gqSVVUXnrekqFQee/QaCQkJkMzM83L3lHesEhdjaQAAAACAvY6llWHzbbdeLndOHqomNdceTwcF+UlgoK907BAiI0f0lAenj5KPl2+WTz7dIlYK6Q+MpZ0BCc0AAACAg1IqMyt3tr6+8Ed55C9XyStzb5XNWw7JuvX75ejRM1JQUNLgQeHpM7nWDhcAAAAAALvRunWgvPmvu6VNmyDtouvFVFRUyqpvd8qUe66UsLBgiY7uIMnJ6VaPFQAAAAAAe+Dj4ykvvXCLxPaLqHcsbbxNqdo89b7hMuCyLjLn6c+kpKTcRtHCEZHQDLgYD6NfGF29TBOXdhfrEBCgs/MVARY93rET7bX2kbIWWvt0RZBJv1NlLS16XsBZBHZINVmvzLxEnIqSXFxpucN9/OGDasUo44HhkMHd1aWxrrp6nlgFN8ICAJxMHy/TX26rdIsE0E9GqWXHtPnpkVp7T5nhb1f7Sjqa9DtU3M6i5wWchXvYQZN1xtIN89zTE6Rt2+q/36WmnpUPPtwoO3emyr33XCE33ti/ulMd5/05IVlNaFYM7N9FkvdaIaGZsTQAwAm09cnX2r91Nk1c8s/00CEiQF+eFs7HiHx3vtYOOGZI//LKM+3nVcA/LoG6fD70bZN1xtIN84+nbpJLYyO1a9TZ2fmS8HOy7Nt3Uk6fypXi4jK1anObti2kd68OMnJktISGVt9IHBMTru7/9DNfiFXwcecUSGgGAAAAHJwyAFQGjTUDx4ZWlqphnBQNAAAAAICzGzbsEomO7qiOh/fsOSFPPvWpViHqYkPkkydz5OzZPLXCs1KhGQAAAAAAVzB0SHcZMqS7OpZWrkd/+NEm+fDDjVJefmHm9P4DGbJhwwH573vr5K47h8pddw1V9xk8uJt6jM2bD+nyNcD+kdAMAAAAOKjTp3NJRgYAAAAAoJFGjuipPlZUVMorr37X6Olujxw5rVaYCg9vZaUIAQAAAACwL9dcE6O1Fy9ZLx9/vPmi+yjj7mXv/yqlZeUybeoI9blrr4khoRlmkdBsI5ff9U+tvfXDv+kaC1Cjc6cMk/WbTrTX2l/n9dYhIsDx5FWZ3ml2pKx6mkrF7uJwHSKCtSxMHmuyPjM6XrdY4NjcLJiAfOcdb1nsWI2r6QwAttF50Wta+9hfHtM1FqBGYIdUk/U5Eqm15569TIeIAMdTWFlqsr6nzPCv0VXn++sQEaxlTlKcyfrcmJW6xQLHZsmxtEKprKzcIKxOiZt5rtaYuOqi5z13rlB9DA72t3hsANBc44Knau0fzy/WNRagRur0x03WI2W+1m6zxUOHiADHk38q0GQ94Jgh5cs/k3+TOpMBUxeYrG9fPEu3WODYLD1ejYoKUx9zcgpk+UebGnV9ecXyzXLzhMukVatA6dEjjLE0zHI3vwkAAAAAAAAAAABwLiEhAerjiRPZTdq/tLS6orOXFwlYAAAAAADX0LKlv3pzcFLS8Ubvq+Qv1+zXooWfFaKDsyChGQAAAAAAAAAAAC6jsrK6EpS7W9PmKwoK8lUfC/JLLBoXAAAAAAD2qma2osLCpo2Fa/Y7f77IonHBuRjmHwCaaWHyWL1DQAOnwzWnc6cMrT2znn78rAGDI2UtTNZ3F4frFgsAB8HsOQAAI3OS4vQOAWa4hx1s9Jh7bgfz/fhZAwZ7ykwTCFed769bLABccyx9/lyh+IYFS7uw4AuPXXXx815ySfU0u2ez8hjnA4AOBkxdoHcIMOPzoW83qF/q9McNK9PN9+NnDRgEHDNN8fLP5B+iAC7Cwh8TaalZEhoaJB06hDTp2Mp+SoXn42lZjKVhFhWaAQAAACedPrdz51Dp1auj+lgznS4AAAAAAK7uQEqGuLm5qWNmf3/vRu3bo2d77SLs3j0nrRYjAAAAAAD2ZO3avepj377h0r59y0btq/RX9lOPE199HKAuVGgGAAAAbEW507TKereb9unbSW64sb/ExkZKSKsLE5hzsgskMTFVvlm1Q/bsPiE2wd21AAAAAAA7G0tv2XRQRoyIFm9vT7njziHy3ru/mDm36Xk9PNzlL38xzGC48dcD1hnnM5YGAAAAANjZWDp+zW4ZP76f9OrdSf7x9E0y+/FPJD+/+KL7BQT4qP2VMfW+vSdkzZrdjKVhFhWaAQAAAAfXooWfvPDSRFnwr7tk1Ohe0qp1oFppqvaiPK9sV/o9/+JEdT8AAAAAAFxNQsI+ycjIUdu33jZYbo4bcNF9goP95aWXJ0nP6I5qdeaDKZmy4/djNogWAAAAAAD9VVZUyXPPrpT9ySclqkd7efd/0+TqcX3Fx6fumrrKTcRXXd1H7XdJVJi6n7K/chzAHCo06yD6H6+brCe/9KhuscA5xUYct+rxZ0bH1/n8wmRDZQrAmQW5Ge4HOl0RpGssAKAkJf/rzbulU6dWatKysdLScikuLhNfXy91wKio6TNk6CXqfn99+APJzS3SJXYAaIzOb71msn7socd0iwXOKaSDdWcvmBuzss7n5yTFWfW8gL3wd/fW2vtK2uoaCwAoF0//OX+1vDLvdrVC1IN/Hitjr+4jvyTsM5k2Vxk7t24dKL37dJIrh/fQxtYlJWXy2rzvdPwKAKBhrg2fabL+/fGFusUC53Ro9iyrHn/74rqPP2DqAqueF7AXge3ytbbnbsO/UwFAD489MV59TE8/J90vCZM2bVqoz8189Bo5euS0nD6dKyXFZeLj6yVt27aQzl3aqONo5fp0WVm5nDyZI9PuH1n/Saqq5LX5q23zBcEukdAMAAAA2JCbhW84/fs/bpLw8NZqdSjFb1sPy+rvEmXv7hNy7lyhSSWp3n07ybXj+8nlg7urzylJ0HP+fqM89cQKywYFAAAAAIAdj6UVSTvT5JX/WyWPP3m9+Ph4ySWXhKmLomaMrcxupMXwxw3CRUWlMveFr+TYkTNielsxAAAAAADOO5Yed02MNl5WKG1lrKwkLSsVm5XF5Px/jKOVfp6eHjJ6TO8Gneef80hodmUkNAMAAAAOqv9lnaX/gC7qILC0pFxe/r9VsunXlDr7nj9fqG5TFqXC1Jynb1LvjlX2V47DNLkAAAAAAFez/pf9knrsrPz5kasl9tJIk201F2aN7UpMlUULf1L3AQAAAADA1dQeJ1/s+Yttq804YRquiYRmO9DljX9q7aOP/E0cxcLksXqHADszMzre7DZeL3AE7ka3p8VGHDfbL+tkR619qoypfQA0kgUHYSNH99LaC+Z/J5s2HGjQfps3psg/530nc56ZoK6PGtNLdmw/arG4AMAWOv/nNa197MHHxFHMSYrTOwTYmbkxK81u4/UCR+Dj5q61QzqcMNuvMvMSrX2ouJ3V4wLgZKx4QTP16Bl54tGPpEvXtnL5kG7Sq3cnad06UAICfaS4qExycgokeV+6bN18UA7sz7BaHABgC9dEPaG1f0iZJ45iwNQFeocAO7N98Syz23i9wBFUGYbScmi2+ddz76+f1dpeBST5AdB3LD3/lW/EJkhqdmkkNAMAAAAOqk/fTupjRnqO/Lx2X6P2/SVhn0yZNlw6dGwlffqGWylCAAAAAAD04+PjKSUl5Q3qe/TIaXUBAAAAAAAXWvPDbr1DgAsgoRkAAABwUErFKGXaneS9J5u0v7KfktDcqlWAxWMDAAAAAEBvX373NzmUkilJSWmSlJgme5KOS2Fhqd5hAQAAAAAAoA4kNNsB92I3rR357nytPTI22aTfskGLRW8Lk8fqHQKMtPLM19p3X7JF7NnM6Hiz23hdwV7ERhxvUL/WHY0SB3N5/QKWlJ8eaXZboDg+5V99bpWWO56Hp4f6WF5W2aTjKvvVHMeScRkz/EsXAKwn8m3DWFo8TKciS33AMJ2uXuYkxekdAox09z2ltadGbRR7NjdmpdltvK5gL0I6nGhQP/ewg4aV07x+AUuqzLxEnFlzxtKenh7SI7qDuky6bbB6U/CRw6dld2J1grPymJdXLPaGsTQAa3GrMHygXtN7jtYu6BZi0m/DqsdFbwOmLtA7BBgp8zf8dtq16FGxZ9sXzzK7jdcV7MWh2eZfp8b23vS81h7wNa9fwJJu2TSj1jNjtNbnYeLwLH1d2hE48li6tLRUVqxYIcuXL5e9e/fKqVOnJCQkRLp06SJxcXEyZcoUCQ0Ntdr5N2/eLB988IFs2bJFjh07Jnl5eeLn5yft2rWTSy+9VCZMmCATJ04UHx8fsTYSmgEAAAAHdS6nQNq0bSERnZs2eKnZTzkOAAAAAADOyM3NzaTdrXs7dZlwy0CRKpG01LNqcnPSrjRJ2pnGGBkAAAAAANjM/v37ZfLkyZKYmGjyfGZmprooycbz58+XJUuWyHXXXWfRc2dlZcm0adPk66+/vmCbktSsLIcOHZLPPvtMnnnmGVm2bJkMGzZMrImEZgAAAMBBHTp4Stq2C5ae0R3Ui7GHDxkqTl5M1+5tpWevDmp1qsMHG74fAAAAAACO4rmnPpO+sRHSt1+EdI9qJ+7u7iYJzkr5JuVmX2W5fkJ/9an0kzla9eakxFQ5czpPvy8AAAAAAAA4rRMnTsiYMWMkPT1dXXdzc5Phw4dLt27d5MyZMxIfHy9FRUVy+vRptUryDz/8IKNHj7bIuZXjjh071iSRuk2bNmpF5k6dOqnnV6pFHzlyRN12+PBhufrqqyUhIUEuv/xysRYSmgEAAABbqVIW5X+WsWVDigy9Ikq9ADvnuQnyxMwPJets/kX3a9U6UP7+3M3qgEhJaN604YBF4zJhpcMCAAAAAFxEM8bSm39NUReFr6+X9OrbSU1wjukXIT16dRAvL0/TBGcR6dAxRF2uGd9PXT+deV52/1G9WaninHEyR6yOsTQAAAAAwI6uS9fFP8BH+sSES/dL2kmLlv7i7+99wRi7ztCqRBa88q3lA3LAsfQdd9yhJTNHRkaqlZL79av+e4Ti7Nmzcvvtt8vatWulrKxMJk2apCYWt2zZstnnfvXVV7VkZuXn9uKLL8qsWbPEz89P66PkEqxYsUJmzJgh58+fl8LCQnnggQckKSlJrIWEZjvjXuyutX9JjDbZdkv5DK09sOUxre1R693o5VahtWdGxzc6hoXJYxu9D/Rx9yVbxBkYv055/QFwZkUZnRvUz6+94fe8K0hMC29Qv1irR+J41vyYJJPvHSZh7VtKp4jW8s6y6fLhkg0S/+Nuyc8rvqB/QKCPjB3XV+6870pp0cJPHYBkpp9T+wOAI3OrMvyBrMowJFZFvjvfsOJZafYYdw7YqrXnxqxsdAxzkuIavQ/0MTVqozgD49cprz8Azqwy85IG9XMPOyiuJCe9U4P6hVg9EsdRXFwmO347qi4KT0936dGro8T8UcG5V5+O4ufvc8HF17ZhwTImrK+MGddXXc/Oyv+jerNSxTlV0lKzdPl6AKDZysq1ZsBh05s1ho+fp7WLQg0pBVWGS9nVjD4yty+e1egQBkxd0Oh9oI9dix4VZ2D8OuX1B8CZPfT7XQ3q99ZlH4or6f6q8Wd/lPmOQ20RjeMKDPKV+x8cLaOv7iPe3k1LP7VKQrODWb16tWzYsEFte3t7yzfffCN9+1b/7aFGaGiomuQcExOjVkrOzs6WefPmydy5c5t9/qVLl2rtRx55RP7+979f0Ef5G4mSUO3p6akmUyt2796tLrVjtRQSmgEAAABbsuCdoZXlVfLKc1/JvDfuEm8fTwlq4SczHrlKpv9lrJxIy5JTmeeluKhUfP28pW27FhIeGSru7m7axVll28vPfaUeBwAAAAAAu2WFYWt5WaXs3XVcXZbLRlGGyt2jwtQKzkqCc+9+4RIc7H9BgnPr0CAZMaaXuihxXTO8+RcRAQAAAABwhLF0u7Bg+edb90hom6AGVmOuuqCf8pwjVlO2tH//+99a+9577zWbIBwQECAvvPCC3HVX9Y0K77zzjrquJBk3VW5urqSmpmrrkydPrrf/hAkTxN/fX63QrEhJSSGhGQAAAMCF9u9Ll78/9ok8+ewEbeDo4eEmEZ1D1cWY8WDx7Jk8efm5L+VAcvUUNgAAAAAAuDLleurBA5nqsnLFNvU5ZVytVHDu009Jcg6X0LYtTC7GVnEFFgAAAADgQp57ZZK0adtCbR89dErW/rRHLhvUVS4d0EUdL/9z7rfi7++tznak3DDcI7qD2reoqFQ+XLxezp8r0vkrsA/5+fmydu1abf2+++6rt//EiRNlxowZ6n5Kleb169fL6NGjm3V+YyEh9c/xpSRPt2jRQktorqw0PyNqc5HQ7EAO57TW2mG+uVq7rXeeST8f9zKt/dq+cVrby63WvLtwODOj48WVvsaFyWN1jQUA6tO0z6juDet2bqzTffa/fWBEPVu7NugYsRaLxvkoU91Ov/sdmXjb5XLdjZdKSOtAs3fE5mTly3erdsrKFVulIL/E5rECgM0Z/02lyuiz0c00+eSj7ZcbtV/V2ncO2Grd+GB1c2NWiit9jXOS4nSNBQDq07TPqAZWezkd53Sf/a/uu6aerX0adIzZ1dcN0URpx86qy7qEZOl3aYRcfV0/uXzYJXVWmAIAZ+J9vlRrV/i6a+1yP9PPvkoPw/qA+4ymcOcj0uFtXzxLXOlrHDDV6PULAHamaZ9R/Rt2bFngdJ/9/aeb/35Vp+GiqYaPipau3dupY+Lftx6Rp2evkMqKKmnbLlhNaFas+T7JZJ9LeoTJX2ePV2dEunnSIHny0Y/leGqWuLpNmzZJSUmJVoF54MCB9fb39fWVIUOGyJo1a9T1hISEZiU0t2nTRj1mcXGxur53716Jiooy2//MmTNy+vRpbb1fv35iLSQ0AwAAADZTJW5KyScrKMwrlg/eW6cu4ZGh0r1HmAS39Bc/P2/1jtfz5wrl0IFMOZ561sbXFahWBQAAAACwz7G0Oa1CAyUmNlKtJqUs4UYzINVOZrZObIylAQAAAAD2NZYeNqJHzaHljfmrpaq88o/rzYbz1D7nof0ZMmvGUnll4Z3Sq2+4/OPFOHl42v+krLTCpcfSycnJWrtv375qBeSL6d+/v5bQbLx/U3h5ecm1114rX375pbr+0ksvybhx48Tf37/O/rNnz9aqMo8ZM6be5OfmIqEZAAAAcDJK0rJx4jIAAAAAADAvrEPL6uTlS6uTmMPat9S21a7EnHuuUPYkHZe9u9Jk9640HaIFAAAAAMD2evTqoN7kezAlQ05nnm/wfqUl5fLaS6vkveUPSmSXNjL66j7y47e7zPbftufdJsWXX2ioIGzvDhw4oLUjIyMbtE9ERITW3r9/f7NjmDt3rpognZ+fLzt27JCYmBh5+umnZdiwYdKpUye1KnNSUpK88sor8uuvv6r79OrVS5YsWSLWREKzo0yLKyLZJw1/QMsMMV8Ev613ntb2cS8zbKjyMOnn5WaNOx1gCTOj4/UOwS6/DwuTx+oWC2CM1yLs8fWm1++Otw+M0OW8Ds3GVaUAAEYqjJJRTIfIStmAOnf5aPvlJut3DthqjchgAXNjVuodgl1+H+YkxekWC2CM1yLs8fWm1++OV/ddo8t5HZqFx9JKxeUYowTmVqFBZhOYM9NzZM+uNNmz67jsSUyTE2lMjQvA+XnmFGptj2Bvoy3uJv3K/Qztmvp8iirTbraaKg5NsH3xLL1DsMvvw4CpC3SLBTDGaxH2+HrT63dH/+m8H/QeS7dsWV299/jRsybHrqo0tL283Ousvpx+PFv2JZ2QPrERMnJsb/nxm0Sz5zmff0KcXVaW4W8L7dq1a9A+YWFhWjs7O7vZMfTs2VM2btwoN9xwg6Slpcnhw4dlypQpdfZt2bKl3H333fJ///d/EhRk+BuKNZDQDAAAAAAAAAAAAKfVLSpMq8Dcp1+4tAj2rzOBWbkIe/hQplp9uSaBOTsrX6eoAQAAAACwH17e1ammRUWlJs8brwe18JPss3WPo0+eyFITmjtFtBZXp1RFruHnZ3SXYD2M+xnv3xxKVeaUlBR57733ZPbs2VJQUFBnv3HjxsnkyZOtnsysIKEZAAAAAAAAAAAATufFf06WXn07iX+AT50JzKWl5XJg30nZu+u47E5Mk327j0tRoemFWQAAAAAAIFJYUKImLPv4epk8n3e+SGt37NTKbEJzQICv+tgyJEBcXXFxsdb29jaeEcU8Hx/D3zaKigzf8+Y4e/asPPHEE/Lhhx9KWVmZWgV66NChEhoaKufOnZOtW7dKamqqrFixQl2mT58ub731lnh41J4G1XJIaAYAAABsRZltp7Jxu9w5bbjJ+kf/W292W3MYH9eiLDuTEQAAAADA1TRhLF1j4JDuUlVVpSUx5+cVqcnLNdWXU/alS0VFEw9uTYylAQAAAAA6jaXNyTiRI0G9/KRVq0CTYx87fEZrx17WRXbvSLtgX2VY3r1HmNouKSmzeGyWsmjRInWxpJdeekluueUWk+d8fauTuxWlpQ27sbqkpKTRVZ3rc/DgQRk9erScOHFCTZZWvu4//elP4ulpSClW/qbyySefyIwZMyQ3N1feffddNZlZSWq2FhKaHdThHKPS6yHm+4X7ZtskHjTezOh4vUNw6O/ZwuSxusYC58TrCo5Mv9ev6d2XzeXjXmbR4zmDux8YoQ4U6ko8rr3NLhOaAcCemPyBzFCZT2V8M7kbGST2am7MSr1DcOjv2ZykOF1jgXPidQVHpt/r19+iRwv2LLTo8ZyRMnY+c+q8/LgqUZJ2psr+PSelrKxC77AAwCF4nzckWJRK7epx7oZtgbXG2bAb2xfP0jsEh/6eDZi6QNdY4Jx4XcGR6fX6NfyrwzIqyZpstMMHM6VH744S0SXU5Pnk3SekrLRcPL08ZHzcZfLN57/JuRzTv1XETR4sYR1C1PG5cQJ0XYIDOjUpvvyi01JRWdrsisUHDhwQS1IqHdcWGBjY6GrLRUb9jPdvivLycomLi1OTmRVvv/22TJky5YJ+yg3ikydPVis2X3311epz//nPf9S+gwYNEmvgrQkAAADYuZpKUnUlLxtPldtUlkqKBgAAAADA3tSMm9u0C5a7HhihtivKKyUlOV2t0rw7MU327kqTwoLmXfQEAAAAAMCZJf2eKtdNuExC27aQsA4tJTO9OlG3sKBEfv05WUaN6yvBLf1l0bIH5MtPtsrRQ6fFx9dThgzvIVdd1087zi9r9tR7nkG9HmhSfNv2/VfOF1Qn6Nq71q0NxWxPnTrVoH0yMzO1dqtWrZp1/i+++EL27Kn+OfTo0UPuvffeevtfddVVMnbsWImPry5GumTJEhKaAQAAAGfg1sjk4Q//u87s/rW32TIuAAAAAABspalj1r/e95707R8pfS6NlN4x4RLYonpKVqVqVHTfTuoy6e6hf1SIOi17dqapSc57ElMlJ6vAwl8FAAAAAAC2Y+nrv79tTJHysgrx8HSX4aOj5bMPNmnb/vdmvAwc0l0CgnyldZsguf/humeYPnQgQ374cofdXpt+7rnn1MXalCTiGqmpqQ3aJy0tTWv37NmzWef/4YcftPaoUaMaVERt9OjRWkLz9u3bxVpIaLagKn8fsTcllV7mp3CvMsyn6+XG1GrWMDO6+k0M635vFybX/UsQAOB4jP/tgmofvbeuSdsAANbx0fbLtfadA7bqGouzmhuzUu8QXOJ7OycpTtdYAACWc77cX+8Q7NaBfenq8vmHm9X1Lt3bSt9LI9Wl96UREtKqeopW5cJdl+7t1OWGSQPV5zJO5GjJzUqic8bJHF2/FgAwYYFZ2yzNvcKQlFIppvFVGc8Rb3+hO4Xti2fpHYJLfG8HTF2gaywAAMtxL9c7AsejzGz08j++kJYhAZJ1JtdkW9aZPHnyzx/I0/NulXbtW9a5/+6dqfJ/T30mFRWV4uqio6O19u7du6W8vFw8PetP5d2xY0ed+zfFyZMn66wWXZ/Q0FCtff78ebEWEpoBAAAAW7LTu00BAAAAAHD2sfTRg6fUZdWn29T1jhGtqxOc/6ji3DYsWOvbIbyVtO8UIlddXz0tbk5WfnWC887qBOejhxo2JSwAAAAAAM5yXXrTz8lmtx0+kCH3T1wkV4yJltiBXdVKzVWVVeoNwls3HJAdW49YPB5HNXToUPHx8ZGSkhIpKChQKx4PHjzYbH+l35YtW0yqJTeHn1/1DFaK7OzsBu2TlZWltVu2rDtp3RJIaAYAAAAAAAAAAIDLOZmWpS4/fF1d5ahNuxZqYrOS4KwkOneKNFQfahUaJFeO6aUuisL8Etm7K02enbVct/gBAAAAALAn5eUV8suPe9QF5gUGBsqYMWNk9erV6vrSpUvrTWheuXKl5OXlqe1WrVrJ8OHDm3X+iIgIrf3zzz83aJ+EhASt3b17d7EWEpqtqDgsQO8QoIOZ0fF6hyCu/j1fmDxWt1gAAAAAAI03N2al3iGIq3/P5yTF6RYLAAD24sypXPn5h93qoghu6a9Vb1Yeu3RrJ27ubuq2gCBfGTjsEp0jBoBqbt7eeocAHWxfPEvvEMTVv+cDpi7QLRYAAODYHnroIZOE5ocfflh69+59Qb/CwkJ55plntPXp06eLp2fz0n7Hjh0rixYtUtv79++XDz74QO6+++56k5nXrFmjrY8bN06sxd1qRwYAAABQS1X11D46LMNG9pS/PXuTvLTwTnnsuQky4qretjm38jUDAAAAAOCAY+nzOQXy69p98u1n2+Tbz36T7ZsPqvFUGY93GUsDAAAAAOyOfmNp3RYHG0uPHz9errzySrVdUlIi119/vSQlJZn0ycrKkgkTJsihQ4e06syzZ882e8xjx46Jm5ubtiiJ0ubOHRUVZZIk/fbbb0tFRYVJP+XvH59++qnExRkKooSHh8vtt98u1kKFZgAAAMBBtWwVIP949Va1vTcxTZb8e+0FfZSByj/m3SpDRvQ0eX70tTEyfuIAeXrmR1JSXGazmAEAAAAAsHddL2knffp3rq7OHBshwSGGGTnVa6Qwq7S0VFasWCHLly+XvXv3yqlTpyQkJES6dOmiXgCdMmWKhIaGWu38mzdvVitLbdmyRb2Qq0zJ6+fnJ+3atZNLL71UvRA8ceJE8fHxsVoMAAAAAOAMbrl7qPj4eqntHVsOS/LuE40+RnTfTtJ/cDe1XVhQKl9+vNnicTqyjz/+WAYNGiQZGRnqGDY2NlZGjBgh3bp1kzNnzkh8fLxaoVmhVGVWkotbtmzZ7PMqx3r//fdl9OjR6vGLi4vlwQcflBdeeEGGDh2qjtvPnz+vja1rKGNpJWZrjqlJaAYAAABsRbnoWWm5ww0bGS29YyPUi6lffbylzmNPmjJMho40TWauoUyZO+uZm+TlJz8Xq+FCLwAAAADAjsbStbm7u0lU747VycuXRkrv2HDxD/TVtru51b3fuewC2bMj1TqxOehYWpmmdvLkyZKYmGjyfGZmprooycbz58+XJUuWyHXXXWfRcytVq6ZNmyZff/31BduUpGZlUSpaffbZZ+pUvcuWLZNhw4ZZNAYAAAAAcJax9IhxfWTaI1ep16FTD5+Wz5ZubNLxjhw4JY/MuUEiu7VV19PTsmTr+hSxCgccS3fq1EkSEhK0sXRVVZX88ssv6mKsTZs26lh6zJgxFjv35ZdfLj///LPcfffdkpJS/TNREqu/+OKLOvsrNyorNxBbeyxNQnMzVfmbzzYvbuWhtUuCzfzFC05hZnS83iHAzM9jYfJYXWMBAMCalAutivKyCvltY/U0M8Y8PT1k0r3DtOpRO7ceka3rD0ibdsFy4+2DxNvHU64c21s+77VJDu5Lt3X4AAAXNzdmpd4hwMzPY06SYfo4AACcjZeXh0THhEvfyyLVJOaefTuJt091xan6EpjPnsqV3TtSq5ffj8mJ1CzbBe0ATpw4oV5YTU9P12aMGj58uElVqaKiIjl9+rRaJfmHH35QK0FZgnLcsWPHmiRSKxd7lYrMysVh5fxKtegjR46o2w4fPixXX321etFYuYALOAxzH1DKJm9vQ9vH0Ibz2b54lt4hwMzPY8DUBbrGAgCAJd39p5HqY1Vllbz81OdSWlLepOMoMwW/MucL+c8nM8TN3U3u/tMo6yU0O6iePXvK1q1b5ZNPPjGZ7UipxNy1a1d1tqP77rvPKrMdKdWhlfOtWrVKvvrqK9m+fbs6rs/Pz5eAgAB1tqPLLrtMbrzxRrnlllvEy8vw9xNrIaEZAAAAcFCR3dqoj8cOn1YHg7UNvKK7BLbwVROat6w7IC/87RNt26H96fLky7eo7THXxZDQDAAAAABwSr5+3tLn0ojqCsz9IyWqVwfx8PS4aH5g5okcNXk5accx2f17qpxKP2e7oB3QHXfcoSUzR0ZGqpWS+/Xrp20/e/as3H777bJ27VopKyuTSZMmqYnFlpgq99VXX9WSmZVE6hdffFFmzZolfn5+Wh+lytWKFStkxowZ6rS5ypS6DzzwgCQlJTX7/AAAAADgTJQbfztGtlavMSd8nyRpR84063hKheeE73fLmPEx0rVHmHSNCpMjKZkWi9cZeHt7yz333KMuzdG5c2d1/NsYnp6eatK0stgDEpoBAAAAG3Jr5ACiPqFtW6gDyZOpZ+s8bv/Lu2ntz5f9atJnw0975YFZ46RVaJA6KLVkXJZ27NgxWbNmjaxbt052794taWlp6l2hQUFBaqWlIUOGqBdOR4wY0ehj//bbb+r0PMq0PUo1KYVyzJEjR6p3ug4cONAKXxEAAAAAoDGaOmZ946M/qRdKlSpQF0tgPn70rFp5eY+SxPz7Mck+k2caQ5MicA2rV6+WDRs2aBdhv/nmG+nbt69JH6WSlJLkHBMTo1ZKzs7Olnnz5sncuXObff6lS5dq7UceeUT+/ve/X9BHSXRWEqqVC7VKMrVC+RuDstSOFQAAAABceSw9ZEQPrb1q+RaLXEdWjqMkNCuGjeopRw9kNPuYcE4kNFtQcViA2W1lgfypy5nMjI7XOwRY4Ge1MHmsTWMBAMDS/AJ81MeC/JI6t/e5NFJ9zD1XKMm7jptsU+7MPLQvXS4f0UPad2ol9mjnzp1q5aRt27bVuT0nJ0ddlIuP7777rpqEvGzZMomIiLjosUtLS+Xxxx+XN99884K7VJOTk9Xl7bfflpkzZ6oXWG0xfQ6AOrjrHQAsaW7MSr1DgAV+VnOS7KNKAwAADdE9ur16I3DtJGZlytyjh07LHqX68vZjaiVmZeyMpvn3v/+tte+9916zCcLKdLUvvPCC3HXXXer6O++8o64rScZNlZubK6mpqdr65MmT6+0/YcIE8ff3Vys0K1JSUkhohkNy8/Y2v60Z7ynYn+2LZ+kdAizwsxowdYFNYwEAoDmiendUH89l5cuhZMskHiuzBZ/LKpDgVgHSo08nixwTzonRDAAAAOCo/kjE9fC4MOPPP9BHIru1Ubvs3Wm4sGcsJ7tA62uPDhw4cEEyc1RUlPTp00et7HTu3DnZtGmTVllZqbKsVGtWqkJ17dq13mMr08q+//772rrSf/DgwWp7y5YtarUoJdH5X//6l3px9H//+59VvkYAAAAAgHUpycwVFZVyeH+mWoFZWfYmpklBXrHeoTkFZQaltWvXauvKbEf1mThxonrzsrKfUqV5/fr1Mnr06Gad31hISEi9/ZXk6RYtWmgJzZWVlU0+NwAAAAA4o44RrdVrzEdSTln0uIcPZMplQ7tJeJdQix4XzoWEZgAAAMCWLDAlT438vGIJDgmQ0LYtLjhu3/6R6pS6ytP7EtPqPK+HR3WJqsqKSovGZWndu3eX+++/X63g1LFj9R3BNZQLj8rUsg8//LB6MTI9PV3uvPNONdFZmU62LosXL9aSmd3d3eWf//ynOiWt0q455htvvCF/+9vf1LbSf8SIEXLPPffY4KsFAAAAAFygiWPWFe+tl907qhOYS4rKLB4WRB1/l5SUaBWYBw4cWG9/X19f9WbkNWvWqOsJCQnNSmhu06aNeszi4uoE9b1796o3Q5tz5swZOX36tLber1+/Jp8bAAAAAJxxLB3Ywld9zMnKs+g1ZPV4IhLUws+ur01DXyQ0N0GVf90V7IpbeZjdp9JohupK8zMAwY7NjI7XOwRY8We6MHmsrrEAANAUJ46dlZatAiS6X7h4eXtKWWm5tu2Ksb219p4ddVdoDmkdpD7mnS8Se9S+fXtZsmSJ3H333eLhUfe/tZUk5KlTp6oVmOLi4rQKyz/99JOMGzfugv7KRdbnnntOW3/iiSfkr3/96wXHVJ7LzMyUV199VX3umWeekdtvv12865nOE4CV1X2PAuzc3JiVeocAK/5M5yRV/+4FAMBeLfu3oXIwrCM5OVlr9+3bV62AfDH9+/fXEpqN928KLy8vufbaa+XLL79U11966SX17wH+/v519p89e7ZWlXnMmDH1Jj8DdsHMDftu9f2NyvjvaH/cwA/Hsn3xLL1DgBV/pgOmLtA1FgAALsbLy8NQFMuCao7n+cfxgbqQ0AwAAADYinKjqQXvNk3cekT69I8U/wAfmTrzKnln3mr1eSXBecS4PuqpzmXlS8qeE3Xu361HmNon43i29e6CbcZhlarIytIQN998swwaNEi2bdumrn/33Xd1JjSvWrVKjh8/rraDg4Pl6aefNntMJYn5P//5j+Tm5kpqaqp6TOU8AAAAAADHHUs3xINPjpfrb7tcPe/4/s82+ThbDi1t0n75xYYKwvbuwIEDWjsyMrJB+0RERGjt/fv3NzuGuXPnqgnS+fn5smPHDomJiVHH+8OGDZNOnTqpVZmTkpLklVdekV9//VXdp1evXupN1AAAAADglJoxlj5/rlBahQapMwVbcjzeoqW/odiWNcb5FH12CiQ0AwAAAA7qp69+l1unXqlWZ75x8mAZOipacs8XSmT3duLp6a6OA79fub3OfcO7tJGQ0EC1z6H96eIMlAuVNQnNx44dq7PPV199pbVvu+02sxWbFMq2W2+9Vd577z11Xan2REIzAAAAALhOUdSqZk4Tcr7opDi7rKwsrd2uXbsG7RMWFqa1s7Ozmx1Dz549ZePGjXLDDTdIWlqaHD58WKZMmVJn35YtW6ozQf3f//2fBAVVz1wFAAAAADA4n10grdsESZcow9jNEpTjqQW5svMtelw4F+aYAQAAABzU2VO5alXmmpknQ8OCpWuP9moysyI9LUs+X1Jdeai24eP6aO29O1PFGbgZTcFZUVFRZ5+ff/5Za48cOfKixxw1apTWTkhIaHaMAAAAAAA4E6Uqcg0/P78G7WPcz3j/5lCqMqekpMiiRYskICDAbD9lNqfJkyeTzAwAAAAAZhzcV10Mq01YsFokyxI6dQ6Vdh1aqu1Dyc5RbAvWQYXmBqjy9zG7rTjM/B9F8jvWnS9e7kt9c8DezIyON7ttYfJYm8YCAHByFp4+5/vPf1PvYr3zT6Ola8/qu2RLS8pl88/J8s6876S4sOSCfTw83eXaiQPVdkVFpezcfMjm0/daw+7du7V2eHj4BdvPnz8vGRkZ2nr//v0vekzjPidPnpTc3Fxp0aKFReIFYAa3XgMOY27MSrPb5iTF2TQWAICT03PM6gTjZWsqLi7W2t7e3g3ax8fHcN2tqKjIInH8f3t3Ah9FeT5w/NndZHdzkIRAuO/70AASkENBLkVAi1GriCdar9ZS8arYv9VqseJVWq32AvG+oB7VoiAeiIAEhEA4FIQgkHATyH3s/j8zMbMH2bBJdnZmN7/v5zOfvLMz886TkCz7zDzzvocPH5Z7771XXnnlFamoqFBHgR4xYoS0bNlSjh8/LmvWrJHc3Fx588031eXmm2+Wv/3tb2Kz2UJyfiBkvB7YP2VTHX9j1oQAs5DF8DsOmE3W/FkBt2XMeDqssQAAolwD89n1q76XCy6pvkd6xY2j5MkH3ml0KEo/Wv9fR8e9aeiDgmYAAAAgwq1avlVdHHGxkpDglILjRVJV6Qq4f2xsjDz+2zfVdllppRQXnlr07G/1zoUNiq2w9KCEgzKlrPcIyuPHn/pA0vbt233WO3XqdNp+/fdR+hgypLoYHAAAAAAAs1JGKlaWUHr00Uflsssu83nN6XRq7fLy8qD6KSsrq/eoznX5/vvvZezYsbJ37161WFr5vm+55RaJifHcBnW73fLGG2/Irbfeqj6s/I9//EMtZlaKmgEAAAAAHlkrvpPCE6WSmOSUMZPSZcUnm2XNF9sa3N/QUb1l7OQBarvoZKmsXeF7zxbwRkEzAAAAEE6B64wbrayoQl1Op7SoXDZ9s7tefReU7BMzmzVrllRVVWlFyBdddNEp+xw5ckRrK6MsB3PTND4+Xp2G9uTJk+r60aNHQxo3AAAAAMDYXLpW7tCcOzmufYMfDq5ynz6/P92Ixf4P9jaWMtKxv8TExHqPtuy9n/fxDVFZWSmZmZlqMbPihRdekOuvv/6U/SwWi0ybNk0dsfn8889XX3v++efVfYcOHdqoGAAAAADAlBqYz5YUlsuiF7+S6349XixWi9w/9wp5YvY7snJpTr37GjGun9zzp8vUfpRBmRcvXKn2DwRCQXMDlLZJ8LRTPdP0lCX7TgHkivVq1zHLlsvJEOoAAABAQy1cuFAWLVqkrT/22GM+09fWKCwsbNAIUMq+NQXN3n0ACIPAM+0CAAAApjes63UNOm71roWmf7C4RosWLbT2gQMHgjomPz9fa6empjbq/Mr1gM2bN6vt3r17y3XX1f0znzBhgjqr07Jly9T1BQsWUNAMU7PY7bW3HX43n22ee9ZitQbsz20LvA0AAACo8Z+XVsroC8+Uzj1ai90ZI7OfulItaFZe37rxx9Me3ye9o2ReN1JGTugvFosya45I7o4D6vFAXShoBgAAABCxsrKy1OliayijLV111VW17ltaWqq17V43gE7Huzg62NGmAAAAAAAw0kMPPaQuelOKiGvk5uYGdcyePXu0dp8+fRp1/iVLlmjtMWPGqCMxn87YsWO1gmblugIAAAAAwFd5WaX8/pcvy7zXb5Pk1AS1KFkpTlaWQ3nHZVv2Xtmz86AUniiRkuJyiYu3S2JSnHTqnia9z+wordqlqP3UpGgFR4vU/spKGzcbEaIfBc0AAABA2LjFojx+ipDYtWuXXHTRRVqhcnp6ujq1bCBOp1Nrl5cHP5VRWVlZg0Z2BgAAAABEZi69P/ewbFq7W20bk8dHzrWDvn37au1NmzZJZWWlxMTUfftx/fr1tR7fEPv27at1tOi6tGzZUmsXFBQ06vwAAAAAEK259OH9x+XOac/LA89cJT36t9MKlJVi5bS21QXLtakpYq45/Y4t+2XOna+r/ek7MWfk5NIIjILmANzxp05RXaM01WvKHi8ViYH/5Cqdwf3BuG2h/cNyWD1PNdj8/mhjLVUhPVc0mtm3+gl9NG3evwfzto43NBYAAAJxOGNl7MWDZNDw7tKtT1tJSkmQ+AS7J2Osi9stU9L/r85dkuOqk9T6Kiw9JFXu0D9pm5eXp04TWzNNbbdu3dRRmZKSkgIek5iY2KCRlr339e4DQIhE2Gy30zPWGB2C6c1JX2x0CDDZ78Hs7ExDYwEAoL7ef2WVuuD0RowYoc5spDwMXFRUpI54PGzYsID7K/utXr3aZ7TkxvB+8Pjo0aNBHXPkyBGtnZIS+CY8EDZ1XL+zBJhlzFLXgwMxtd/LPoU1tAm5y+b5Ptz+XetbuRIVsubPMjoEmOz3IGPG04bGAgCA4uD+4zJr+gty+Y2j5eLpwyU5NV77CFtbvbT3R9uTx4vlvVdWyTvzv5TKCuoUERwKmgEAAIAId84FZ8gdv58qCc2qRyAOpobZmzuIOwrDu1zXoNhW7V4oBSX7JZSUG49KMfPOnTvV9bZt26pTxSpf6+I9UtOJEyfUkZ29R22uTXFxsZw8eVJbT01NbXT8AAAAAABEC+XB33HjxslHH32krr/44ot1FjQvXrxYy7OVHHvUqFGNOn+nTp209meffRbUMcuXL9faPXr0aNT5AQAAACDaVVW65I2/fyaLFqxQ70sPPLub9B/cRR2p2WbzPMlWVeVSC6Bz1ufKxtU7ZcXHm6WivNLQ2BF5KGgGAAAAwkV5SjXEU9WOmTJQ7vrT5acUMtecxr+4OdDroY7L029ou1MKkS+44ALJycnRpolVipm7du162mN79+7ts56bm3vKa/727NlTZx8AAAAAgMjLpU0vwr7d22+/3aeg+Y477pD+/fvX+tDwgw8+qK3ffPPNElPXKLNBGD9+vDz77LNqe9u2bfLyyy/LNddcU2cx89KlS7V15RoDAAAAAEQdHXLpirIK+ez9b9WlRly8XeISHFJSVCYlxeViqAjLpREVE7sCAAAAqNEsJV5+9dBUtTjZVeWS+U8tkavOmSP/fW21VrA8uf8DcumQh+W2n82Tvz3yvuzenq9uKy0ul7n3vKlun3LGAxIJlKlrJ02aJOvWrVPXk5OTZcmSJdKvX7+gjlf29x7F+dtvPcl2IOvXr9fa7du3l6SkpAbFDgAAAABAtJo8ebKce+65arusrEymTJki2dnZp8y2NHXqVNmxY4c2OvN9990XsM/du3eLxWLRFqVQOtC5e/Xq5VMk/cILL0hVle90xm63W9566y3JzMzUXuvYsaNceeWVDfyuAQAAAABKEfPRQyeNL2ZG1GCEZi/ueEetrx/vF7hoobC9pybcFeu7rTyp9rJ/lzPw4wBuW/0fFUiI8X1DaGX3TIkNAAAAk3GF7tHQSZcPEWdcrPpw7YtPfyyLF6yo3uB9CpdbSgvLZM93B9Tlw9dWy+W/GC3Xz7pA7pl7hTiddvn4nbVidqWlpXLxxRfLypUr1fX4+Hj58MMPZfDgwfXqZ8yYMfLaa6+p7c8///y0Ny6/+OILrT127NgGxQ6gno9X+48gHwS3pQHvrf7HNKQPAAAARFwu7c/uiJGhY/pK7/QO0rp9c4lPcIot1hbcwW633H/9v3SLLZIoufbQoUMlLy9PLUYeOHCgjB49Wrp37y6HDh1SZ1dSRmhWKKMyK8XFKSkpjT6v0tdLL72k5uxK/8r1g9tuu03+8Ic/yIgRI9SZnQoKCmT16tVqXDUcDocas/IVMMQp06dVsyYmBjzEmhDvWbH5vU/Z/W5U/8TtNQX4KeraFoDb5ht3ZVwDkngAAABEfC4N6IWCZgAAACBCDRzeQ/1aXFgm771cXegbjLf/+YU44+xy5W1j5NYHLpLsNTsl78ejYlYVFRVy6aWXqtPCKpSbje+9956MHDmy3n0po0HVFDS/+eab8swzz0hcXFyt+5aUlKg3WL2PBQAAAABEj0tvHCXTbhsrznh7g2oRQzx7b0Tr0KGDmrdPmzZNNmzYoI6IrDxIrCze0tLSZMGCBTJu3LiQnfvss8+Wzz77TK655hr57rvv1NeUwupFixbVun/Xrl3l5ZdfbtB1BQAAAAAAoJ/6P3YJAAAAwBQ6dm+l3jzdtnGPVFW6at3Haq19lJTXn18uhQUlEuuIkfMvzRCzUqaIveqqq+Sjjz7yGcVp/PjxDepPGeVZucmqOH78uPzxj38MuO8jjzyi7qPo3LmzOmUuAAAAACA6zHz0UrnhrokSl2BXi5Pru+BUffr0kTVr1sjChQtl4sSJ0rFjR7Hb7dKqVSsZNmyYzJ07V7Zs2SKTJ08O+bmV0aFzcnLUImalsLlv376SnJwsNptNkpKSpGfPnuosTcpDztu3b6eYGQAAAABqkdqqWdjP2Twt/OeEeTW5EZrd8cFNHXW8X1LAbWXJnitVLq/Ze1x1PMDvcgZ+TN9tc9e73Dw9LU9rd48/5LPNYa3Q2jav+cZjLVWBOwQQlJl9l2nteVsbVkgFAGjiQjh8U7Pk6pGFD+cX+PRbWVnlM3VuaXH5KcdWlldK9jc/yIgJ/SVjVG9Z+MzHYjbKaE433nijvPPOO+q61WpVR1BSipIbShnd+eGHH1b7VTz22GPqjdVf/epXav8Kl8slzz77rDz++OPaccpUtcpNWAA6CGcxiHf+HSgX9zM9Y41+8QBNxJz0xVp7dnamobEAACJUiIdCHnJeHzn/0sFat4fyCuSLDzfIzi375cTxYqmqqMf9FIZp9qHkztdee626NEaXLl3U6wL1oTwEnZmZqS6AKQT59IM1MTFwFw6v61E2m9dBgW8ku2113GSu47hAylI999fLk3yPd9k836PbexMPfgCNljV/ltbOmPG0obEAACJUA/LVfy25W95d+JUsnr9CCk+UiJ4Sk+Lk0ptGycVXj5RLz3pQ13MhcjS5gmYAAAAgWriq3GKLkVNutBYXlmrtFq2SZN/uw7Uef/J4sfq1ZZtkMaPnn39eHdWpRvfu3eWrr75Sl2AoRcm1mTFjhjrlrVIcrRQvz5w5U/7yl7+oo0UpVq9eLTt37tT2v+GGGxp9IxYAAAAAYB4TLx+itT//YIP8efY7UlGfImYAAAAAAKKQIy5Wfn7LGPnZtSPlf29+Ix++tkryfjwa0nO07ZgqU64eoebmjjgGlIIvCpoBAACAcD4FG8KRmwqOFanFyPGJDp9+D+cVaO0uvVrLvl2+M3rUaNUuRf0al+B7fEg1ot+DBw/6rH///ffqEqxABc2Kf/3rX+rUs88995w64pNSwOxdxKywWCxyxx13yJNPPtmA6AEAAAAAZsylFb3TO6lfC44UVhczl1eKqTDqMwAAAADAgFz6/ZdWyuSrhosz3i5Trz9Hpl43Ujat3SVffrRRVi3NkeNHChsUTkqLRBk+ob+MmjRAzhzaTZvQpKrSJR+88nVo8mBy6ajQJAqa3fGeaXC8lbZJ8F1P9Zqmx0the7+pc2K92l4PCVQ6g/ujcPtNa+u/Hkhq++Nau3u8pyjFYa3w2c8mnv5iLYwoAPOZYL3cZ32p622JRFMSc3zW/1vY37BYAABN094fDkpa22Rp0zHV5/Uftu7X2iPPP1NWfrz5lGObpzWTvoO6qO2Cow1LPCN9Cty//vWvcs0118j8+fPVEZv37dunbmvfvr2cd955cuONN8qQIZ5RuwDUU12z2IZg6lm3pQEXpoLMv6dnrKl/34DOoiWXnt1ync/6nMODDYsFANB0NUuJU+9zblyz03zFzAAim1KVUdvLdnud6zWsCfG+L9i87l9bvRLtmNrva5/aoV9ybqsrWfeobO6JozzJc4zL5vv9ua2hzfUB1O7QUN+6j7RvgnwPAACgnv7+xw9kyVvfyI33TpbBo3qpn2+VAmRl+eVDl6j3pzdn7ZZd2/LU9uH8AjlxvFjKSsrVwaLszlhJap4gaW2SpX3XNOnWt630H9xFOnRrdcpH5qwvt8u/H/9I9uw4YNw3DNNpEgXNAAAAQDTatmGPDBrZUzr3bC1Wq0VcrupCve8371WTR2X05lGT0mXtF9vks/e/1Y5TRmS+6/GfizM+Vr2Bm7Nut5jRQw89pC56Gjp0qLoAAAAAAJqOE8eKpHlakpQUlRkdCgAAAAAAppL7/QF58Bfzpd9ZneXnt4yRjNF9tCJkpTDZuzg5WDXHK/emv/lsm7z5wnL1Xjfgj4JmAAAAIJxCONXNt199J9N+OU6c8Q7pO6iz5GTt0ra9++JXctNvJ6vZ4V1zr5DLf3Ge7N6eJ444u/oEbXwzp7bvBy+tZAoeAAAAAIB5hThn3bPjoFrQrIwYRT4MAAAAAIhKjcx3t6zbLQ/dvEDadm4h5182RMZcNEjS2qU0qK9D+4+rA3B9smit5OUeaVRciG4UNAMAAAARShlZ+ejBE5LaKknGZw72KWh+78UVMvjcXuoIzkqu2qlna3Xxfwr2zeeXy9Zvc40IHwAAAAAAQyx/d70MHNFD+md0lYRmTik6WWp0SAAAAAAAmJJSgLzwqSXq0qVXGxl0Ti/pPaCjdO3dVlq1by52h28JanlZpRzcd0x2bcuT7dk/qoN07f4u37D4EVmipqDZHe8Iar/SNgmedqrNZ1tZ8k9VHSJSkehpu2J9+yhPCu7pBZez9v3ctjqOtwbelJ6Wp7XjreVaO9ZSFVQ8OL3WsceNDiGiTbBe3ujjlrrelkjRvaPnb1Ix5ce2WntFSRetXVDled8BACDUrhv9mNhsFnG5fD9jKuvKE7PTfz1BLr5mpDjj7T7bjxw4IS8987EsW5wV5ogBRLU6clrxpNkN4rY0cCSBADn49Iw1jQsImh7OA0aHENGaWi6d2M73QarZ0llrLzjRXWvnlTdspA8AAILx2fvr5cJpw6TPwE7yi9kXyZ/vj5z/SwGYQM1IAafbzW6vta2uO7y2xXjdsrf53r8Wu9+N6gDctgAJeaDXT6Ms1XPvvSrWErLcHh4VCfwwEbzcW+/xWe8sT2jt5tme940YntECAOhMKUz2L06OT3Rq96JLi8uluJD/kNBwUVPQDAAAAEQEv8LjRnfnqhJXRe3bKssqZeET/5NX//yJ+pRsaqtkcbvdkrfniOzM2RfSOAAAAAAAiJxc2i1zfvmSPPriTTI+M0NiYmzyzzkfSMGRwpCeBwAAAACAaMmlAyk+UaIuQChQ0AwAAABEucqKKsnJ2m10GAAAAAAAmMJVd0xQv6778jtp1yVNzrt4kJxzYbrkZO2S3dvzpOhkqUiQ931f++tSfYMFAAAAAABoIiKqoNkd75napi6lbRJ811P9pub5SWF73yl2XF4z9ri8Zv2pdAa+auWqY5vPfnZX4I0BZvrJvdl32hBv87aOD+q8qJ9WtpNGh4AI1r1jnqft9XpJXpcG9RfXtnGFZ7xPAIBJuev4XAgAkaCu2WpDPFuq2+Ju9BSc3mZnZzYyItSmn4NR/9Fwie1ytfYd7Tyvu/J7Nqg/a5vvGxUP7xMA0DRy6ekzJ4jb76NmrN0mA4b3UJf6eO0vH4c0NgAmYQkuwbXY7XWu17AmxPu+YPO6f231SrRjar+vrXDb6krIvcTWvwRgSc6cgNsyZjxd7/5wehXNjI4AkSzQ9a/b113doP7+NviVRsXD+wQAmBT3pRGBgsx6AAAAAJhN5k2jpXkaV74BAAAAAGhIraL3Uttrp1sAAAAAAADQREdoBgAAAOBx4/0XyQ33TpHs1Tvk0/9kycolm6SspNzosAAAAAAAMLVX531idAgAAAAAAADQu6DZHe+QcCltk+Bpp3qm3ylL9n0sviLRs+6K9bzu8pvxp9IZ3FS2rgD7uW3uOteDGRc79+bAU+N6m9l3WcBt87aOD6oPVDvT+aPWHtt1u6GxRKIJ1ssb3cdS19sSzeLa7jbkvP7vE7w3AIgEdX3GiQrKfLb+c9o2ksVqkQEjeqrLrx65TFYv3SzL382SdV9sF3eIz9UgZogBQMMEyl11HonObXGHbJpNf3PSFwfcNjs7s97nbcouTl6vtYd1NibniWTk0qdnbfO9Ief1f5/gvQFAJKjrM05U0CGXfm3ex2Jq5NJAcMI4VLrFbq+97fC94WyJ8br9bvPcvxarX5Id47WtDm5bgOTcv79A+9VhSc6coPbLmj8r4LaMGU/X+7xNWXEbz+/sljl3GhoLotPfBr9iyHn93yd4bwAQCer6jBMVdMil/7vzqcZ14HZLcWGpFJ4olR93HJDvsvfI5++tl327DoUmQHLpqMAIzQAAAECE2vDV95I+vIdYbdUXwh1xsTLqokHqUnC0UL54/1tZ/p8s2bF5r9GhAgAAAAAAAAAAAAAi+HlCpWa4wc8VWiySkBQn8c3ipFX75jJ4dB+Zdsf56oBdz/7ubTl+uDDEESMSUdAMAAAAhJMrdE+GPnD189I8rZmMvvgsGXPJYOlxRgctgUxpkSgXX3+uuuz74aB8ujhLPn93nRzcdyxk5wcAAAAAINJyaQAAAAAAmgQdcumae9E1gyEHU9zsv6//McMmnCG90jvKrKl/lsP5BSGNF5GHgmYAAAAggh07dFLe/fcX6tK+WysZl5kh5/3sLGndMVVLBpXXr717klx714WyZd1u+XTRWlnx4QYpPllqdPgAAAAAAAAAAAAAAJOb3GVW9ddrRsov/u9nEmuPkexVO2T54izZviFXDucdl5KicnHG26Vl2xTpPbCTjLkkQwaO7CnlZZXyr0fek/+9vkqapcRL177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"text/plain": [ "
" ] @@ -233,7 +233,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "8e9255c9", "metadata": {}, "outputs": [ @@ -257,7 +257,7 @@ "outlets = ps.generators.faces(im.shape, outlet=1)\n", "\n", "drn = ps.simulations.drainage(\n", - " im=im, \n", + " im=im,\n", " pc=pc,\n", " inlets=inlets,\n", " outlets=outlets,\n", @@ -417,7 +417,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PoreSpy", "language": "python", "name": "python3" }, From a8f8fe16e640a92b19495bcc0197f9adbe87de92 Mon Sep 17 00:00:00 2001 From: jgostick Date: Fri, 11 Jul 2025 23:41:59 -0400 Subject: [PATCH 14/15] removing nice markdown from find_peaks --- examples/filters/reference/find_peaks.ipynb | 111 ++---------------- examples/simulations/reference/drainage.ipynb | 16 +-- 2 files changed, 19 insertions(+), 108 deletions(-) diff --git a/examples/filters/reference/find_peaks.ipynb b/examples/filters/reference/find_peaks.ipynb index 431e7c6a0..81ffd5e52 100644 --- a/examples/filters/reference/find_peaks.ipynb +++ b/examples/filters/reference/find_peaks.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:16.972420Z", @@ -19,104 +19,15 @@ "shell.execute_reply": "2022-04-25T01:56:19.246717Z" } }, - "outputs": [ - { - "data": { - "text/markdown": [ - "
Click to see docs
\n", - "

Finds local maxima in the distance transform

\n", - "

Parameters

\n", - "
\n", - "
dt : ndarray
\n", - "
\n", - "

The distance transform of the pore space. This may be calculated and\n", - "filtered using any means desired.

\n", - "
\n", - "
r_max : scalar
\n", - "
\n", - "

The radius of the spherical element used in the maximum filter. This\n", - "controls the localness of any maxima. The default is 4 voxels.

\n", - "
\n", - "
strel : ndarray
\n", - "
\n", - "

Instead of supplying r_max, this argument allows a\n", - "custom structuring element allowing control over both size and\n", - "shape.

\n", - "
\n", - "
sigma : float or list of floats
\n", - "
\n", - "

If given, then a gaussian filter is applied to the distance transform\n", - "using this value for the kernel (i.e.\n", - "scipy.ndimage.gaussian_filter(dt, sigma))

\n", - "
\n", - "
parallel_kw : dict
\n", - "
\n", - "

Dictionary containing the settings for parallelization by chunking.\n", - "The optional settings include divs\n", - "(scalar or list of scalars, default = [2, 2, 2]), overlap (scalar or list of scalars, optional),\n", - "and cores (scalar, default is all\n", - "available cores).

\n", - "

divs is the number of times to divide\n", - "the image for parallel processing. If 1\n", - "then parallel processing does not occur. 2 is equivalent to [2,\n", - "2, 2] for a 3D image. If a list is provided, each respective axis\n", - "will be divided by its corresponding number in the list. For example,\n", - "[2, 3, 4] will divide z, y, and x axis to 2, 3, and 4 respectively.

\n", - "

overlap is the amount of overlap to\n", - "include when dividing up the image. This value is controlled by the size\n", - "(i.e. radius) of the structuring element and cannot be controlled in\n", - "this function using parallel_kw!

\n", - "

cores is the number of cores that will\n", - "be used to parallel process all domains. If None then all\n", - "cores will be used but user can specify any integer values to control\n", - "the memory usage. Setting value to 1 will effectively process the chunks\n", - "in serial to minimize memory usage.

\n", - "
\n", - "
\n", - "

Returns

\n", - "
\n", - "
image : ndarray
\n", - "
\n", - "

An array of booleans with True values at the location of\n", - "any local maxima.

\n", - "
\n", - "
\n", - "

Notes

\n", - "

It is also possible ot the peak_local_max function from\n", - "the skimage.feature module as follows:

\n", - "

peaks = peak_local_max(image=dt, min_distance=r, exclude_border=0, indices=False)

\n", - "

The skimage function automatically uses a square structuring\n", - "element which is significantly faster than using a circular or spherical\n", - "element.

\n", - "

Examples

\n", - "

Click\n", - "here to view online example.

\n", - "
\n", - "
" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import numpy as np\n", "import porespy as ps\n", "import scipy.ndimage as spim\n", "import matplotlib.pyplot as plt\n", "from edt import edt\n", - "from IPython.display import Markdown\n", "\n", - "np.random.seed(11)\n", - "ps.visualization.set_mpl_style()\n", - "Markdown(ps.tools.show_docstring(ps.filters.find_peaks))" + "ps.visualization.set_mpl_style()" ] }, { @@ -129,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:19.253656Z", @@ -141,7 +52,7 @@ "outputs": [ { "data": { - "image/png": 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", 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"text/plain": [ "
" ] @@ -156,7 +67,7 @@ } ], "source": [ - "im = ps.generators.blobs(shape=[100, 100], blobiness=0.5, porosity=0.7, seed=11)\n", + "im = ps.generators.blobs(shape=[100, 100], blobiness=0.5, porosity=0.7, seed=0)\n", "dt = edt(im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 3])\n", @@ -179,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:19.337659Z", @@ -191,7 +102,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -226,12 +137,12 @@ "metadata": {}, "source": [ "## `strel`\n", - "The structuring element to use, in the form of a function handle. The value of `r_max` is passed to this function, so note that the meaning for `r` differs depending on the strel used. The default is a disk/ball. " + "The structuring element to use." ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 19, "metadata": { "execution": { "iopub.execute_input": "2022-04-25T01:56:19.469085Z", @@ -243,7 +154,7 @@ "outputs": [ { "data": { - "image/png": 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", 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//fXLdYuhrfF8tB/7hBNOKG677bai13bYYYcy+DjkkEPKUCmCoB//+MfFxhtvXDznOc8p55nEB06xLvF333PPPT1fBxhILaD27rzzztbzn//86IFc4dduu+3WeuCBB1rbbLPNyG0XXnjhuGXtv//+I/9+8sknj/v3XXbZZcLHGf21xhprtM4666yO63zLLbeM3G+dddaZ8O879dRTW3Pnzh25/+GHHz6DZwsAmMhll13WGhoa6vp4v8cee5Q1xoq85z3vGXMcX/5r3rx5rUsvvbSsO9q3RT0ykRNPPLG10korrXCZa621VuuSSy4pa532bVEDrcjxxx8/4d8c6//BD36wtWzZsrJuad8e9Uwn3dxnRS644ILWhhtu2PXzv8kmm5S1IDA9Oj2gAebNm1fO9IhBpaeffnpxzTXXlJdoi8ufxRVe9t9///Jc0XaL6UzEZPb4FOT8888fOZc22krj1JnoLImrt8SnETvttFPZxjp6yvp07bfffuV/2x0fcUncoOMDAIpZuZJIdEqcd9555dVK4rh/0003ld2i0YEQx/Y4bTVOC4k5XJtvvvmEy4tuizhtJGZsRGdHdCpEF0acQhNdqG95y1vK00yWP61kIgceeGD5+NHx2l5mnHYSMzqi5jnooIPKZV500UVdLe/ggw8uuzuitogukuhiWWWVVcrukegiiccbfUWa2RRDYKO+iqvjRGdt1HhxGds4FWjVVVct67u40kzMTIlTiqILB5i+OZF8zOD3AQAAJhWzvOIDjhAf2MTPALPNIFMAAAAgJaEHAAAAkJLQAwAAAEhJ6AEAAACkJPQAAAAAUhJ6AAAAACm5ZC0AAACQkk4PAAAAICWhBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEpCDwAAACCloV4vcMHcPYu6Wrx0ybjbFs6bXzTF8LJFVa8CDVPn92Nd9gGdNGm/kHXfk3Xbne1tsNPy5655w7SWNWjqvM2pXxg0dX4/VkH9Mj3ql/5vg9PdJme7ftHpAQAAAKQk9AAAAABSEnoAAAAAKc1ptVqtXi4w63lMVXAOLDPl/cgg7ots981+/apiu+kd2xwz5f1ILzRtX2S7n73XT6cHAAAAkJLQAwAAAEhJ6AEAAACkJPQAAAAAUhqqegWA/g4AMiSJ7GYy+Mr7A6B66hcGkfpl9uj0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEoGmQLQkyFag/z3GyAGANVRv6hfJqLTAwAAAEhJ6AEAAACkJPQAAAAAUjLTAwCSnEs8KOfmAgAzNzwg9YtODwAAACAloQcAAACQktADAAAASEnoAQAAAKQ01I9hKAarNWeIDADN5VgyfeqX6bHNAVD3Y4lODwAAACAloQcAAACQktADAAAASEnoAQAAAKTU80GmnRgOBtAMnfbNBhUyqNQvAM2gfmEiOj0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQUl8GmXZiONhYhu8AQP2pX8ZSvwBQdzo9AAAAgJSEHgAAAEBKQg8AAAAgJaEHAAAAkFJlg0w7WX7w1SAPBgOoC4MKYWLqF4D6Ub/QptMDAAAASEnoAQAAAKQk9AAAAABSEnoAAAAAKdVqkGldLF66ZMzPC+fNr2xdAOrIcDCoH/ULwMTUL4NJpwcAAACQktADAAAASEnoAQAAAKQk9AAAAABSMsi0A4O/AKbOcDColvoFYOrUL/np9AAAAABSEnoAAAAAKQk9AAAAgJTM9GjQ+WXOLQOaxnmyMHjUL0DTqV9y0ekBAAAApCT0AAAAAFISegAAAAApCT0AAACAlGo9yLTTsJhOQ2UAaI5u9uOGhdFk6heAfNQvzaXTAwAAAEhJ6AEAAACkJPQAAAAAUhJ6AAAAACnNabVaraJBqhgEtnjpknG3LZw3v6gDw3Kmt8143sYyYI8m8L6lydQvY3k/T079Mjn1C03gfVs9nR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIaajqFWiCugz9YnoMD2q2Or9+BqjV8/mu8zYD/aR+aTb7smar8+unfukv9Uv1dHoAAAAAKQk9AAAAgJSEHgAAAEBKQg8AAAAgpTmtVqtVNIjBO5MzBIcmvNcybKf2R2Tfxukd+4vJec/QC+qXydkfkX0bX55ODwAAACAloQcAAACQktADAAAASEnoAQAAAKTUuEGmnRjGMz0Zh9TAbLGfoRfsdxnNfmV6vI+ge/Yz9ELT97s6PQAAAICUhB4AAABASkIPAAAAICWhBwAAAJDSUNUrAACDPFCu6cPBAIDcFjS8ftHpAQAAAKQk9AAAAABSEnoAAAAAKZnpMcCafm4WADB41C8ATIVODwAAACAloQcAAACQktADAAAASEnoAQAAAKRkkClAF0PyGAyLly6Z9D4L583v6WMayghAL6hfBkM3tUonCwe4ftHpAQAAAKQk9AAAAABSEnoAAAAAKQk9AAAAgJRSDDLtNDDFIB9mSzfbVl2H+AD9HfIFE1G/0E/qF8hBrTJ1Oj0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQUopBpk2zeOmScbcZSFO9Xg6Pa9ogukEeXNa014p8Bvn9R7OoX+pJ/TKYmvZakc9wg95/Oj0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQkkGmFTD0q3qGP/Xu+WjSECMApk/9Uj31y1jqF6AbOj0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQUtpBpp2GExn+BL3X6X1V1+Fg9gFUra7vDepD/QL9oX6B7tX1vdEtnR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIKe0gU2gz/Kmez3k/BiJ57Znp9jaTbajpQ7+AajmG9Z/6hbpRv/SGTg8AAAAgJaEHAAAAkJLQAwAAAEhJ6AEAAACkNFCDTDsNZTEoCKrhvUcTZBzmRfOoX6A+vPdoAvXLWDo9AAAAgJSEHgAAAEBKQg8AAAAgpTmtVqtV9UrUjXP1cp0T5vUEBnX/x2BxvMv1/vV6AoO6/+s1nR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIaajqFWjC4JeqBkktXrpkzM8L582vZD2axNAvAAaV+qW51C8As0enBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFIyyLTGDP4CqN9wweWHRQJjqV8AqqV+GUunBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFIyyLQLnYa+dBoOQ/816XVYvHTJwA57G+S/HaAq6pf6atLrMMjH8EH+2yETnR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIySBTGqNJQ786GeTBV4P8t1fF8DWAelC/NNcg/+1VUb8wG3R6AAAAACkJPQAAAICUhB4AAABASkIPAAAAICWDTJnyAK7hZYv6/phNYwgTVbO9AYNO/TJ16heqZntjNuj0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEoGmVK5pg/96sQQJgDITf0C0Aw6PQAAAICUhB4AAABASkIPAAAAICUzPejJOazDyxZN+3cBAGab+gVgMOn0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEoGmXbB8KrJeY6ardtBbtNl+wDoP/veyXmOmk39AnRDpwcAAACQktADAAAASEnoAQAAAKQk9AAAAABSMsi0A0OLyGy2h351+5jeZwC9Zb9KZuoXYLp0egAAAAApCT0AAACAlIQeAAAAQEpCDwAAACClgRpkavAQg6aKoV/dMhwMoDv2jQwa9QvQSzo9AAAAgJSEHgAAAEBKQg8AAAAgJaEHAAAAkNKcVqvVquKBDfyBwR4E1i37Cpogw3uN7tgnwezLsE+1r6AJhhO817qh0wMAAABISegBAAAApCT0AAAAAFISegAAAAApDfV6gYb2AABNo34BgJx0egAAAAApCT0AAACAlIQeAAAAQEpCDwAAACClOa1Wq9XLBRoEBtUZXraoGAT2MzTBbL8fu30fDMp+YabsV6A6g7Kfsp+hCYYT1i86PQAAAICUhB4AAABASkIPAAAAIKWhqlcAADJy7jYA0DQLEtYvOj0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQkkGm0FDDyxZVvQoAAFOifgH6TacHAAAAkJLQAwAAAEhJ6AEAAACkJPQAAAAAUhJ6AAAAACkJPQAAAICUhB4AAABASkIPAAAAICWhBwAAAJDSUNUrADCRBXP3rHoVAACmRP0C9aHTAwAAAEhJ6AEAAACkJPQAAAAAUhJ6AAAAACkZZNpwi5cuGXfbwnnzK1kXmClDv5pjeNmiIiPbIPSH+oVMHDuaQ/0ymHR6AAAAACkJPQAAAICUhB4AAABASkIPAAAAICWDTBuuH0O/Og0bq2I9yMXApebIOvRrun9rnbfdbvbXUAfqF5qqzscAxlK/NGfbXTzL9YtODwAAACAloQcAAACQktADAAAASEnoAQAAAKQ0p9VqtXq5wDoPSCGf5YfeDPpAsroMbLIfaK66bENNU5dtvtMgsLlr3lDJujRNXV5DBoP6pZ7HHvuB5qrLNtQ0CwakftHpAQAAAKQk9AAAAABSEnoAAAAAKQ1VvQIwE4N+Dmwd1OVcwCrONWz69uf813w6bZPDyypZFWACTT9+ZKB+aS71Sz4LZ7l+0ekBAAAApCT0AAAAAFISegAAAAApCT0AAACAlOa0Wq1WLxeYYSjQ8gN/mj7sByAY/NVfdTkeet2b9XrNhPoFyMhxbDCPh8M9fN11egAAAAApCT0AAACAlIQeAAAAQEpCDwAAACCloapXoI4M/gKaztCver4GdRkORk7qF6Dp1C/VG05Yv+j0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEoGmQI0nKFfzZFxOBgATIf6pTmGG16/6PQAAAAAUhJ6AAAAACkJPQAAAICUhB4AAABASgaZAkCFmj4cDAAYPMMNql90egAAAAApCT0AAACAlIQeAAAAQEpCDwAAACAlg0wBGj40isF8nes6LAwAlqd+GQzDNa1fdHoAAAAAKQk9AAAAgJSEHgAAAEBKQg8AAAAgJYNMAaCBDIUDAJpmuIL6RacHAAAAkJLQAwAAAEhJ6AEAAACkZKYHTNHipUvG3bZw3vxK1gWaaMHcPYu6MicDyEr9AjOjfmkunR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIaU6r1WoNyoAX6NdwMIPBGMThVRn3/3V5bpl9GbdfmIz6hSrV5Ribcf9fl+e2LnR6AAAAACkJPQAAAICUhB4AAABASkIPAAAAIKWhqlcAMjD4i8wyDviayd9uOBiQhfqFzNQvYw0PcP2i0wMAAABISegBAAAApCT0AAAAAFISegAAAAApzWm1Wq3ZfpBBHiJTZ90Os/H6Qc73t/f29AzyILBB4z1ST+oXyEv9MnuGB7h+0ekBAAAApCT0AAAAAFISegAAAAApCT0AAACAlAwybZCmDZ/xugODomn7Z7rjODaY7w+vOzAohhu2f54unR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIaajqFSDvYJlu19/AMABYscVLl4y7beG8+UVdqV8AqBOdHgAAAEBKQg8AAAAgJaEHAAAAkJLQAwAAAEhpTqvVavVygYY6DebQr16zHQFNZ7/eLI4702M7H8t2BDTdcML9uk4PAAAAICWhBwAAAJCS0AMAAABIaajqFYBuzyVzniwAUGfqF4D60ekBAAAApCT0AAAAAFISegAAAAApCT0AAACAlAwypTEMBwOapNP+qdN+DMhN/QI0yYKE9YtODwAAACAloQcAAACQktADAAAASEnoAQAAAKQ0p9VqtXq5QIOZJtf0QTB1ZvsDBvmYkHH4WL84fkzOtjR7bH9A0ww3qH7R6QEAAACkJPQAAAAAUhJ6AAAAACkJPQAAAICUhqp64MVLl4y7beG8+ZWsC3l0GnhjOBhQZ/ZRzaJ+YTaoX4CmWdCgfZRODwAAACAloQcAAACQktADAAAASEnoAQAAAKQ0p9VqtXq5wGV/2nDcbQZ8TT6siv5q0uCdujPUD+rNMac76pfJ2Zaqp37pHfULDM4xR6cHAAAAkJLQAwAAAEhJ6AEAAACkJPQAAAAAUhrq9QIHeQCQAV8MokF+zwN5DPK+TP3CIBrk9zwMGp0eAAAAQEpCDwAAACAloQcAAACQktADAAAASKnng0zrzKAuAKBp1C8AMH06PQAAAICUhB4AAABASkIPAAAAIKUUMz2c6woANI36BQBmn04PAAAAICWhBwAAAJCS0AMAAABISegBAAAApFTrQaYGfNELC+buWfUqADBA1C/0gvoFoDd0egAAAAApCT0AAACAlIQeAAAAQEpCDwAAACClygaZGvIFADSN+gUAmkWnBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQ0lA/HmR42aJ+PAwUC+buWfUqAJCE+oV+Ub8AzB6dHgAAAEBKQg8AAAAgJaEHAAAAkJLQAwAAAEipL4NMYbYY/AUANI36BaB/dHoAAAAAKQk9AAAAgJSEHgAAAEBKQg8AAAAgJYNMaQxDvwCAplG/AFRLpwcAAACQktADAAAASEnoAQAAAKQk9AAAAABSMsiUvjLMCwBoGvULQHPp9AAAAABSEnoAAAAAKQk9AAAAgJTM9GBSzmMF6mrx0iXjbls4b34l6wLUi/oFqCv1S3/p9AAAAABSEnoAAAAAKQk9AAAAgJSEHgAAAEBKBpkyhqFfQJMY+gUE9QvQJOqX/tLpAQAAAKQk9AAAAABSEnoAAAAAKQk9AAAAgJQMMh1ghn5B94aXLerZsrz3AKbPPhS6p34BnR4AAABAUkIPAAAAICWhBwAAAJCS0AMAAABIySBTSGTx0iVjfl44b35l69JkvRz6BQBMTP3SG+oX6EynBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFKa02q1WlWvBLNvwdw9+zqAaioMq6JKdRn6NdvvUQZXXbZxmA71C9R7365+oQnbuE4PAAAAICWhBwAAAJCS0AMAAABISegBAAAApDRU9QqQg2FeAEDTqF8A8tPpAQAAAKQk9AAAAABSEnoAAAAAKQk9AAAAgJR6Psh0wdw9x902vGxRrx8GYMrsi4AVUb8AdWVfBDOj0wMAAABISegBAAAApCT0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQ0lDVK0B/DC9bNO62BXP3rGRdoCqdtvlO740qeI8CjGffCOoXmCmdHgAAAEBKQg8AAAAgJaEHAAAAkJLQAwAAAEhpaNCH7wyyDK+BQUkAzBb1Sz1leA3ULwD9o9MDAAAASEnoAQAAAKQk9AAAAABSEnoAAAAAKfVlkGknBjjlG8pVh+fNdgUMssVLl1S9Cuk5zoylfpke9QtA/+oXnR4AAABASkIPAAAAICWhBwAAAJCS0AMAAABIaU6r1Wr1coEGMfWXAWKTs02S6b1me6ap227deW/1l+1ycrZJMr3XbM9Uue3q9AAAAABSEnoAAAAAKQk9AAAAgJSEHgAAAEBKQ1WvAEATdDuAqy4DwwAA1C+g0wMAAABISugBAAAApCT0AAAAAFISegAAAAApzWm1Wq0qhuUwewwimpztlEF8L9vuB5NjQne8P6pnW52c7ZQmUL9Qt+1IpwcAAACQktADAAAASEnoAQAAAKQ0VPUKAND9OawzOb9xur/rXFoAoFvqF+pGpwcAAACQktADAAAASEnoAQAAAKQk9AAAAABSMsiUgdRpIJJhRwzicLBueL8A1IP9MU2lfqFKOj0AAACAlIQeAAAAQEpCDwAAACAloQcAAACQkkGmDTfbA4CA+qtiOBjATNhHAeoX+kWnBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFIyyBQmGJzUacASAEBdqF8AJqbTAwAAAEhJ6AEAAACkJPQAAAAAUhJ6AAAAACkZZAoTMByMpupmO+20fU93WQDUh/qFplK/MBt0egAAAAApCT0AAACAlIQeAAAAQEpCDwAAACAlg0xhigwHIwvbLcDgUL+Qhe2WqdLpAQAAAKQk9AAAAABSEnoAAAAAKQk9AAAAgJQMMoVZGg62PEOXAIA6Ub8Ag0CnBwAAAJCS0AMAAABISegBAAAApGSmB1R43qzzZAGAOlO/AE2n0wMAAABISegBAAAApCT0AAAAAFISegAAAAApGWTa8EFSDMZramAYAE2lfslH/QI0iU4PAAAAICWhBwAAAJCS0AMAAABISegBAAAApDSn1Wq1ernAZX/acNxtC+fN7+VDDCyDwBhtkIeDLV66ZNxt9jPQ+b0xd80bKlmXpull/WIfNZb6hdHUL2MN8r4B+lW/6PQAAAAAUhJ6AAAAACkJPQAAAICUhB4AAABASj0fZAoAAABQBzo9AAAAgJSEHgAAAEBKQg8AAAAgJaEHAAAAkJLQAwAAAEhJ6AEAAACkJPQAAAAAUhJ6AAAAACkJPQAAAICUhB4AAABASkIPAAAAICWhBwAAAJCS0AMAAABISegBAAAApCT0AAAAAFISegAAAAApCT0AAACAlIQeAAAAQEpCDwAAAKDI6P8AG7TSJbm2eNgAAAAASUVORK5CYII=", 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" ] diff --git a/examples/simulations/reference/drainage.ipynb b/examples/simulations/reference/drainage.ipynb index a37136903..e7d73e91a 100644 --- a/examples/simulations/reference/drainage.ipynb +++ b/examples/simulations/reference/drainage.ipynb @@ -19,7 +19,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 9, "id": "a9d1c241", "metadata": { "execution": { @@ -50,7 +50,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 10, "id": "77225859", "metadata": { "execution": { @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 11, "id": "c011c519", "metadata": {}, "outputs": [ @@ -132,7 +132,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 12, "id": "38682c37", "metadata": { "execution": { @@ -181,7 +181,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 13, "id": "10014370", "metadata": {}, "outputs": [ @@ -233,7 +233,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "8e9255c9", "metadata": {}, "outputs": [ @@ -278,7 +278,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 15, "id": "cdb26230", "metadata": {}, "outputs": [ @@ -345,7 +345,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 16, "id": "a8018047", "metadata": {}, "outputs": [ From 3ee9dfd7a5442aedece291205c907cdb81864e76 Mon Sep 17 00:00:00 2001 From: jgostick Date: Sat, 12 Jul 2025 13:01:04 -0400 Subject: [PATCH 15/15] reapplying ruff formatting to notebooks --- examples/filters/reference/apply_chords.ipynb | 18 +-- .../filters/reference/apply_chords_3D.ipynb | 17 +-- examples/filters/reference/apply_padded.ipynb | 20 +-- examples/filters/reference/chunked_func.ipynb | 10 +- .../reference/distance_transform_lin.ipynb | 27 ++-- .../filters/reference/fftmorphology.ipynb | 43 +++--- .../filters/reference/fill_closed_pores.ipynb | 19 +-- .../reference/find_disconnected_voxels.ipynb | 18 +-- .../filters/reference/find_dt_artifacts.ipynb | 5 +- examples/filters/reference/find_peaks.ipynb | 20 +-- examples/filters/reference/flood.ipynb | 16 +-- examples/filters/reference/flood_func.ipynb | 11 +- examples/filters/reference/hold_peaks.ipynb | 24 ++-- .../filters/reference/local_thickness.ipynb | 16 +-- .../filters/reference/nl_means_layered.ipynb | 31 +++-- .../filters/reference/nphase_border.ipynb | 17 ++- examples/filters/reference/pc_to_satn.ipynb | 8 +- examples/filters/reference/porosimetry.ipynb | 39 +++--- .../filters/reference/prune_branches.ipynb | 10 +- examples/filters/reference/reduce_peaks.ipynb | 4 +- examples/filters/reference/satn_to_seq.ipynb | 16 +-- examples/filters/reference/seq_to_satn.ipynb | 17 +-- examples/filters/reference/size_to_satn.ipynb | 33 ++--- examples/filters/reference/size_to_seq.ipynb | 25 ++-- .../filters/reference/snow_partitioning.ipynb | 17 +-- .../reference/snow_partitioning_n.ipynb | 4 +- .../snow_partitioning_parallel.ipynb | 14 +- .../reference/trim_disconnected_voxels.ipynb | 12 +- examples/filters/reference/trim_extrema.ipynb | 40 +++--- .../reference/trim_floating_solid.ipynb | 17 +-- .../filters/reference/trim_nearby_peaks.ipynb | 10 +- .../reference/trim_nonpercolating_paths.ipynb | 15 +- .../reference/trim_saddle_points.ipynb | 12 +- .../reference/trim_small_clusters.ipynb | 6 +- .../filters/tutorials/adding_chords.ipynb | 24 ++-- .../tutorials/finding_and_filling_pores.ipynb | 36 ++--- .../filters/tutorials/local_thickness.ipynb | 20 +-- .../filters/tutorials/snow_partitioning.ipynb | 10 +- .../snow_partitioning_parallel.ipynb | 7 +- .../denoising_and_segmenting_images.ipynb | 76 +++++----- examples/general/getting_started.ipynb | 14 +- examples/general/loading_images.ipynb | 4 +- examples/generators/reference/blobs.ipynb | 34 ++--- examples/generators/reference/borders.ipynb | 28 ++-- examples/generators/reference/cylinders.ipynb | 8 +- .../reference/cylindrical_pillars_array.ipynb | 54 ++++---- .../reference/cylindrical_pillars_mesh.ipynb | 32 ++--- .../reference/cylindrical_plug.ipynb | 22 +-- examples/generators/reference/elevation.ipynb | 4 +- examples/generators/reference/faces.ipynb | 8 +- .../generators/reference/fractal_noise.ipynb | 90 ++++++------ .../generators/reference/insert_shape.ipynb | 16 ++- .../reference/lattice_spheres.ipynb | 52 +++---- .../generators/reference/line_segment.ipynb | 2 +- .../reference/overlapping_spheres.ipynb | 30 ++-- .../reference/polydisperse_spheres.ipynb | 34 ++--- .../pseudo_electrostatic_packing.ipynb | 72 +++++----- .../reference/pseudo_gravity_packing.ipynb | 49 +++---- examples/generators/reference/ramp.ipynb | 10 +- .../reference/random_cantor_dust.ipynb | 38 ++--- .../generators/reference/random_spheres.ipynb | 76 +++++----- .../reference/rectangular_pillars_array.ipynb | 54 ++++---- .../reference/sierpinski_foam.ipynb | 18 +-- .../reference/spheres_from_coords.ipynb | 34 ++++- .../generators/reference/voronoi_edges.ipynb | 22 +-- .../creating_multiscale_images_2.ipynb | 12 +- examples/generators/tutorials/cylinders.ipynb | 14 +- .../tutorials/generate_spheres_packings.ipynb | 29 ++-- .../generators/tutorials/making_blobs.ipynb | 2 +- examples/metrics/reference/bond_number.ipynb | 15 +- examples/metrics/reference/boxcount.ipynb | 18 +-- examples/metrics/reference/chord_counts.ipynb | 10 +- .../reference/chord_length_distribution.ipynb | 42 +++--- examples/metrics/reference/find_h.ipynb | 10 +- .../reference/find_porosity_threshold.ipynb | 13 +- .../metrics/reference/is_percolating.ipynb | 6 +- .../reference/lineal_path_distribution.ipynb | 33 +++-- .../metrics/reference/mesh_surface_area.ipynb | 14 +- examples/metrics/reference/mesh_volume.ipynb | 6 +- .../reference/pc_map_to_pc_curve.ipynb | 7 +- .../reference/percolating_porosity.ipynb | 11 +- .../metrics/reference/phase_fraction.ipynb | 13 +- .../reference/pore_size_distribution.ipynb | 33 ++--- examples/metrics/reference/porosity.ipynb | 3 +- .../metrics/reference/porosity_by_type.ipynb | 1 + .../metrics/reference/porosity_profile.ipynb | 20 +-- .../reference/props_to_DataFrame.ipynb | 5 +- .../metrics/reference/props_to_image.ipynb | 17 +-- .../radial_density_distribution.ipynb | 35 ++--- .../reference/region_interface_areas.ipynb | 31 +++-- .../reference/region_surface_areas.ipynb | 15 +- .../metrics/reference/region_volumes.ipynb | 9 +- .../metrics/reference/regionprops_3D.ipynb | 6 +- examples/metrics/reference/rev_porosity.ipynb | 13 +- .../metrics/reference/rev_tortuosity.ipynb | 38 ++--- examples/metrics/reference/satn_profile.ipynb | 34 ++--- .../reference/two_point_correlation.ipynb | 7 +- .../tutorials/computing_fractal_dim.ipynb | 18 +-- .../tutorials/lineal_path_function.ipynb | 12 +- .../metrics/tutorials/porosity_profiles.ipynb | 38 +++-- .../metrics/tutorials/regionprops_3d.ipynb | 22 +-- .../reference/add_boundary_regions.ipynb | 22 +-- .../reference/diffusive_size_factor_AI.ipynb | 45 +++--- .../reference/diffusive_size_factor_DNS.ipynb | 18 +-- .../networks/reference/label_boundaries.ipynb | 4 +- .../networks/reference/label_phases.ipynb | 4 +- examples/networks/reference/magnet.ipynb | 77 ++++++----- .../networks/reference/map_to_regions.ipynb | 16 +-- .../reference/regions_to_network.ipynb | 16 +-- examples/networks/reference/snow2.ipynb | 54 ++++---- .../tutorials/adding_boundary_pores.ipynb | 18 +-- ...g_diffusive_size_factors_rock_sample.ipynb | 34 ++--- .../networks/tutorials/snow_advanced.ipynb | 14 +- examples/networks/tutorials/snow_basic.ipynb | 12 +- ...g_diffusive_size_factor_AI_with_snow.ipynb | 105 +++++++------- examples/simulations/reference/drainage.ipynb | 27 ++-- .../simulations/reference/imbibition.ipynb | 29 ++-- .../simulations/reference/injection.ipynb | 39 ++---- .../drainage_with_gravity_advanced.ipynb | 48 +++---- .../drainage_with_gravity_basic.ipynb | 34 ++--- .../finding_tortuosity_from_image.ipynb | 4 +- .../overview_of_two_phase_flow_part1.ipynb | 130 +++++++++--------- .../overview_of_two_phase_flow_part2.ipynb | 84 +++++------ .../overview_of_two_phase_flow_part3.ipynb | 46 +++---- .../tutorials/using_injection.ipynb | 37 +++-- .../tutorials/using_rev_tortuosity.ipynb | 72 +++++++--- examples/tools/reference/all_to_uniform.ipynb | 18 +-- examples/tools/reference/bbox_to_slices.ipynb | 8 +- .../tools/reference/get_slices_grid.ipynb | 4 +- .../tools/reference/insert_cylinder.ipynb | 2 +- .../tools/reference/make_contiguous.ipynb | 2 +- examples/tools/reference/unpad.ipynb | 6 +- examples/visualization/reference/bar.ipynb | 4 +- .../reference/prep_for_imshow.ipynb | 10 +- .../reference/satn_to_movie.ipynb | 8 +- .../reference/satn_to_panels.ipynb | 16 ++- .../visualization/reference/show_mesh.ipynb | 2 +- .../visualization/reference/show_panels.ipynb | 3 +- .../visualizing_tif_in_paraveiw.ipynb | 2 +- 139 files changed, 1705 insertions(+), 1570 deletions(-) diff --git a/examples/filters/reference/apply_chords.ipynb b/examples/filters/reference/apply_chords.ipynb index b8036256c..3dcd39e3e 100644 --- a/examples/filters/reference/apply_chords.ipynb +++ b/examples/filters/reference/apply_chords.ipynb @@ -69,7 +69,7 @@ "shape = [200, 200]\n", "im = ps.generators.blobs(shape=shape, porosity=0.4)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -119,8 +119,8 @@ "ax[1].imshow(xx)\n", "ax[0].axis(False)\n", "ax[1].axis(False)\n", - "ax[0].set_title('spacing = 1')\n", - "ax[1].set_title('spacing = 3');" + "ax[0].set_title(\"spacing = 1\")\n", + "ax[1].set_title(\"spacing = 3\");" ] }, { @@ -167,8 +167,8 @@ "ax[1].imshow(xx)\n", "ax[0].axis(False)\n", "ax[1].axis(False)\n", - "ax[0].set_title('axis = 0')\n", - "ax[1].set_title('axis = 1');" + "ax[0].set_title(\"axis = 0\")\n", + "ax[1].set_title(\"axis = 1\");" ] }, { @@ -215,8 +215,8 @@ "ax[1].imshow(xx)\n", "ax[0].axis(False)\n", "ax[1].axis(False)\n", - "ax[0].set_title('trim_edges = True')\n", - "ax[1].set_title('trim_edges = False');" + "ax[0].set_title(\"trim_edges = True\")\n", + "ax[1].set_title(\"trim_edges = False\");" ] }, { @@ -263,8 +263,8 @@ "ax[1].imshow(xx)\n", "ax[0].axis(False)\n", "ax[1].axis(False)\n", - "ax[0].set_title('label = False')\n", - "ax[1].set_title('label = True');" + "ax[0].set_title(\"label = False\")\n", + "ax[1].set_title(\"label = True\");" ] } ], diff --git a/examples/filters/reference/apply_chords_3D.ipynb b/examples/filters/reference/apply_chords_3D.ipynb index bd2033375..58c759c38 100644 --- a/examples/filters/reference/apply_chords_3D.ipynb +++ b/examples/filters/reference/apply_chords_3D.ipynb @@ -25,6 +25,7 @@ "import porespy as ps\n", "import scipy.ndimage as spim\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -69,9 +70,9 @@ "chords = ps.filters.apply_chords_3D(im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(chords[20, ...] + ~im[20, ...]*4)\n", + "ax[0].imshow(chords[20, ...] + ~im[20, ...] * 4)\n", "ax[0].axis(False)\n", - "ax[1].imshow(chords[22, ...] + ~im[22, ...]*4)\n", + "ax[1].imshow(chords[22, ...] + ~im[22, ...] * 4)\n", "ax[1].axis(False);" ] }, @@ -157,9 +158,9 @@ "c3 = ps.filters.apply_chords_3D(im, spacing=3)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(c1[20, ...] + ~im[20, ...]*4)\n", + "ax[0].imshow(c1[20, ...] + ~im[20, ...] * 4)\n", "ax[0].axis(False)\n", - "ax[1].imshow(c3[30, ...] + ~im[30, ...]*4)\n", + "ax[1].imshow(c3[30, ...] + ~im[30, ...] * 4)\n", "ax[1].axis(False);" ] }, @@ -203,12 +204,12 @@ "c2 = ps.filters.apply_chords_3D(im, trim_edges=True)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(c1[20, ...] + ~im[20, ...]*4)\n", + "ax[0].imshow(c1[20, ...] + ~im[20, ...] * 4)\n", "ax[0].axis(False)\n", - "ax[0].set_title('trim_edges = False')\n", - "ax[1].imshow(c2[20, ...] + ~im[20, ...]*4)\n", + "ax[0].set_title(\"trim_edges = False\")\n", + "ax[1].imshow(c2[20, ...] + ~im[20, ...] * 4)\n", "ax[1].axis(False)\n", - "ax[1].set_title('trim_edges = True');" + "ax[1].set_title(\"trim_edges = True\");" ] } ], diff --git a/examples/filters/reference/apply_padded.ipynb b/examples/filters/reference/apply_padded.ipynb index 4ba88f80c..ff1997736 100644 --- a/examples/filters/reference/apply_padded.ipynb +++ b/examples/filters/reference/apply_padded.ipynb @@ -143,10 +143,10 @@ "fig, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].imshow(x1)\n", "ax[0].axis(False)\n", - "ax[0].set_title('pad_width = 1')\n", + "ax[0].set_title(\"pad_width = 1\")\n", "ax[1].imshow(x2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('pad_width = 100');" + "ax[1].set_title(\"pad_width = 100\");" ] }, { @@ -201,16 +201,20 @@ } ], "source": [ - "x3 = ps.filters.apply_padded(im=im, pad_width=0, func=func, pad_val=1, footprint=ps.tools.ps_disk(15))\n", - "x4 = ps.filters.apply_padded(im=im, pad_width=50, func=func, pad_val=1, footprint=ps.tools.ps_disk(15))\n", + "x3 = ps.filters.apply_padded(\n", + " im=im, pad_width=0, func=func, pad_val=1, footprint=ps.tools.ps_disk(15)\n", + ")\n", + "x4 = ps.filters.apply_padded(\n", + " im=im, pad_width=50, func=func, pad_val=1, footprint=ps.tools.ps_disk(15)\n", + ")\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].imshow(x3)\n", "ax[0].axis(False)\n", - "ax[0].set_title('With no padding')\n", + "ax[0].set_title(\"With no padding\")\n", "ax[1].imshow(x4)\n", "ax[1].axis(False)\n", - "ax[1].set_title('With padding');" + "ax[1].set_title(\"With padding\");" ] }, { @@ -272,10 +276,10 @@ "fig, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].imshow(x5)\n", "ax[0].axis(False)\n", - "ax[0].set_title('pad_val = 1')\n", + "ax[0].set_title(\"pad_val = 1\")\n", "ax[1].imshow(x6)\n", "ax[1].axis(False)\n", - "ax[1].set_title('pad_val = 0');" + "ax[1].set_title(\"pad_val = 0\");" ] } ], diff --git a/examples/filters/reference/chunked_func.ipynb b/examples/filters/reference/chunked_func.ipynb index 5b37d58da..9bd95d16c 100644 --- a/examples/filters/reference/chunked_func.ipynb +++ b/examples/filters/reference/chunked_func.ipynb @@ -142,17 +142,17 @@ "x2 = ps.filters.chunked_func(func=func, parallel_kw=parallel_kw, input=im, structure=disk(3))\n", "stop = time.time()\n", "\n", - "print('OPERATION TIME:')\n", - "print('cores=1:', pause-start, 'seconds')\n", - "print('cores=4:', stop-pause, 'seconds')\n", + "print(\"OPERATION TIME:\")\n", + "print(\"cores=1:\", pause - start, \"seconds\")\n", + "print(\"cores=4:\", stop - pause, \"seconds\")\n", "\n", "fix, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].axis(False)\n", "ax[0].imshow(x1)\n", - "ax[0].set_title('cores=1', fontdict={'fontsize': 18})\n", + "ax[0].set_title(\"cores=1\", fontdict={\"fontsize\": 18})\n", "ax[1].axis(False)\n", "ax[1].imshow(x2)\n", - "ax[1].set_title('cores=4', fontdict={'fontsize': 18});" + "ax[1].set_title(\"cores=4\", fontdict={\"fontsize\": 18});" ] } ], diff --git a/examples/filters/reference/distance_transform_lin.ipynb b/examples/filters/reference/distance_transform_lin.ipynb index 6d080dbbf..baf50b2ba 100644 --- a/examples/filters/reference/distance_transform_lin.ipynb +++ b/examples/filters/reference/distance_transform_lin.ipynb @@ -25,6 +25,7 @@ "import porespy as ps\n", "import scipy.ndimage as spim\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -72,16 +73,16 @@ "axis = 0\n", "dt = ps.filters.distance_transform_lin(im, axis=axis)\n", "\n", - "ax[0].imshow(dt/im)\n", + "ax[0].imshow(dt / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'axis = {axis}')\n", + "ax[0].set_title(f\"axis = {axis}\")\n", "\n", "axis = 1\n", "dt = ps.filters.distance_transform_lin(im, axis=axis)\n", "\n", - "ax[1].imshow(dt/im)\n", + "ax[1].imshow(dt / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'axis = {axis}');" + "ax[1].set_title(f\"axis = {axis}\");" ] }, { @@ -125,26 +126,26 @@ "\n", "im = ps.generators.blobs(shape=[500, 500], porosity=0.7)\n", "\n", - "mode = 'forward'\n", + "mode = \"forward\"\n", "dt = ps.filters.distance_transform_lin(im, mode=mode)\n", "\n", - "ax[0].imshow(dt/im)\n", + "ax[0].imshow(dt / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'mode = {mode}')\n", + "ax[0].set_title(f\"mode = {mode}\")\n", "\n", - "mode = 'reverse'\n", + "mode = \"reverse\"\n", "dt = ps.filters.distance_transform_lin(im, mode=mode)\n", "\n", - "ax[1].imshow(dt/im)\n", + "ax[1].imshow(dt / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'mode = {mode}')\n", + "ax[1].set_title(f\"mode = {mode}\")\n", "\n", - "mode = 'both'\n", + "mode = \"both\"\n", "dt = ps.filters.distance_transform_lin(im, mode=mode)\n", "\n", - "ax[2].imshow(dt/im)\n", + "ax[2].imshow(dt / im)\n", "ax[2].axis(False)\n", - "ax[2].set_title(f'mode = {mode}');" + "ax[2].set_title(f\"mode = {mode}\");" ] } ], diff --git a/examples/filters/reference/fftmorphology.ipynb b/examples/filters/reference/fftmorphology.ipynb index 4fbe9eda1..3575896cf 100644 --- a/examples/filters/reference/fftmorphology.ipynb +++ b/examples/filters/reference/fftmorphology.ipynb @@ -31,6 +31,7 @@ "import numpy as np\n", "import porespy as ps\n", "from skimage.morphology import disk\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -72,9 +73,9 @@ ], "source": [ "np.random.seed(10)\n", - "im = ps.generators.blobs(shape=[500,500])\n", + "im = ps.generators.blobs(shape=[500, 500])\n", "fig, ax = plt.subplots(1, 1, figsize=[12, 5])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -122,13 +123,13 @@ ], "source": [ "im_opening = ps.filters.fftmorphology(im, strel=disk(5))\n", - "im_diff = im_opening*1.0-im\n", + "im_diff = im_opening * 1.0 - im\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im_opening, origin='lower', interpolation='none')\n", + "ax[1].imshow(im_opening, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(im_diff, origin='lower', interpolation='none')\n", + "ax[2].imshow(im_diff, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] }, @@ -176,24 +177,24 @@ ], "source": [ "im_opening = ps.filters.fftmorphology(im, strel=disk(5))\n", - "im_closing = ps.filters.fftmorphology(im, strel=disk(5), mode='closing')\n", - "im_erosion = ps.filters.fftmorphology(im, strel=disk(5), mode='erosion')\n", - "im_dilation = ps.filters.fftmorphology(im, strel=disk(5), mode='dilation')\n", + "im_closing = ps.filters.fftmorphology(im, strel=disk(5), mode=\"closing\")\n", + "im_erosion = ps.filters.fftmorphology(im, strel=disk(5), mode=\"erosion\")\n", + "im_dilation = ps.filters.fftmorphology(im, strel=disk(5), mode=\"dilation\")\n", "fig, ax = plt.subplots(1, 5, figsize=[15, 5])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", - "ax[0].set_title('original')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"original\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im_opening, origin='lower', interpolation='none')\n", - "ax[1].set_title('opening')\n", + "ax[1].imshow(im_opening, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"opening\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(im_closing, origin='lower', interpolation='none')\n", - "ax[2].set_title('closing')\n", - "ax[2].axis(False);\n", - "ax[3].imshow(im_erosion, origin='lower', interpolation='none')\n", - "ax[3].set_title('erosion')\n", - "ax[3].axis(False);\n", - "ax[4].imshow(im_dilation, origin='lower', interpolation='none')\n", - "ax[4].set_title('dilation')\n", + "ax[2].imshow(im_closing, origin=\"lower\", interpolation=\"none\")\n", + "ax[2].set_title(\"closing\")\n", + "ax[2].axis(False)\n", + "ax[3].imshow(im_erosion, origin=\"lower\", interpolation=\"none\")\n", + "ax[3].set_title(\"erosion\")\n", + "ax[3].axis(False)\n", + "ax[4].imshow(im_dilation, origin=\"lower\", interpolation=\"none\")\n", + "ax[4].set_title(\"dilation\")\n", "ax[4].axis(False);" ] } diff --git a/examples/filters/reference/fill_closed_pores.ipynb b/examples/filters/reference/fill_closed_pores.ipynb index b8350c0c4..f105c295f 100644 --- a/examples/filters/reference/fill_closed_pores.ipynb +++ b/examples/filters/reference/fill_closed_pores.ipynb @@ -25,6 +25,7 @@ "import porespy as ps\n", "import scipy.ndimage as spim\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -70,9 +71,9 @@ "im1 = ps.filters.fill_closed_pores(im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im1, origin='lower', interpolation='none')\n", + "ax[1].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -113,16 +114,16 @@ } ], "source": [ - "im1 = ps.filters.fill_closed_pores(im=im, conn='min')\n", - "im2 = ps.filters.fill_closed_pores(im=im, conn='max')\n", + "im1 = ps.filters.fill_closed_pores(im=im, conn=\"min\")\n", + "im2 = ps.filters.fill_closed_pores(im=im, conn=\"max\")\n", "\n", - "fig, ax = plt.subplots(1, 2, figsize=[12, 6]);\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title('conn = 4')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[0].set_title(\"conn = 4\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title('conn = 8');" + "ax[1].set_title(\"conn = 8\");" ] } ], diff --git a/examples/filters/reference/find_disconnected_voxels.ipynb b/examples/filters/reference/find_disconnected_voxels.ipynb index 9761ef76b..e34e1e381 100644 --- a/examples/filters/reference/find_disconnected_voxels.ipynb +++ b/examples/filters/reference/find_disconnected_voxels.ipynb @@ -75,9 +75,9 @@ "im2 = ps.filters.find_disconnected_voxels(im=im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -118,9 +118,9 @@ "im2 = ps.filters.find_disconnected_voxels(im=im, inlets=inlets)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -166,15 +166,15 @@ " porosity=0.40,\n", " seed=5,\n", ")\n", - "im2 = ps.filters.find_disconnected_voxels(im=im, conn='min')\n", - "im3 = ps.filters.find_disconnected_voxels(im=im, conn='max')\n", + "im2 = ps.filters.find_disconnected_voxels(im=im, conn=\"min\")\n", + "im3 = ps.filters.find_disconnected_voxels(im=im, conn=\"max\")\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(im3, origin='lower', interpolation='none')\n", + "ax[2].imshow(im3, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] } diff --git a/examples/filters/reference/find_dt_artifacts.ipynb b/examples/filters/reference/find_dt_artifacts.ipynb index ced85a73f..836114039 100644 --- a/examples/filters/reference/find_dt_artifacts.ipynb +++ b/examples/filters/reference/find_dt_artifacts.ipynb @@ -25,6 +25,7 @@ "import numpy as np\n", "import porespy as ps\n", "import scipy.ndimage as spim\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -69,9 +70,9 @@ "dt = spim.distance_transform_edt(im)\n", "dt2 = ps.filters.find_dt_artifacts(dt=dt)\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(dt, interpolation='none', origin='lower')\n", + "ax[0].imshow(dt, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(dt2/im, interpolation='none', origin='lower')\n", + "ax[1].imshow(dt2 / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/find_peaks.ipynb b/examples/filters/reference/find_peaks.ipynb index 81ffd5e52..5254eca5c 100644 --- a/examples/filters/reference/find_peaks.ipynb +++ b/examples/filters/reference/find_peaks.ipynb @@ -73,10 +73,10 @@ "fig, ax = plt.subplots(1, 2, figsize=[6, 3])\n", "\n", "pk = ps.filters.find_peaks(dt=dt)\n", - "ax[0].imshow(dt/im)\n", + "ax[0].imshow(dt / im)\n", "ax[0].axis(False)\n", "\n", - "ax[1].imshow(dt/im/~pk)\n", + "ax[1].imshow(dt / im / ~pk)\n", "ax[1].axis(False);" ] }, @@ -121,15 +121,15 @@ "\n", "r_max = 3\n", "pk = ps.filters.find_peaks(dt=dt, r_max=r_max)\n", - "ax[0].imshow(pk/im)\n", + "ax[0].imshow(pk / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'r_max = {r_max}')\n", + "ax[0].set_title(f\"r_max = {r_max}\")\n", "\n", "r_max = 7\n", "pk = ps.filters.find_peaks(dt=dt, r_max=r_max)\n", - "ax[1].imshow(pk/im)\n", + "ax[1].imshow(pk / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'r_max = {r_max}');" + "ax[1].set_title(f\"r_max = {r_max}\");" ] }, { @@ -177,14 +177,14 @@ "fig, ax = plt.subplots(1, 2, figsize=[6, 3])\n", "\n", "pk = ps.filters.find_peaks(dt=dt, strel=disk(3))\n", - "ax[0].imshow(pk/im)\n", + "ax[0].imshow(pk / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title('disk')\n", + "ax[0].set_title(\"disk\")\n", "\n", "pk = ps.filters.find_peaks(dt=dt, strel=square(5))\n", - "ax[1].imshow(pk/im)\n", + "ax[1].imshow(pk / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title('square');" + "ax[1].set_title(\"square\");" ] } ], diff --git a/examples/filters/reference/flood.ipynb b/examples/filters/reference/flood.ipynb index 2b4dab795..31a3b86c8 100644 --- a/examples/filters/reference/flood.ipynb +++ b/examples/filters/reference/flood.ipynb @@ -77,7 +77,7 @@ "dt = edt(im)\n", "\n", "plt.figure(figsize=[6, 6])\n", - "plt.imshow(dt/im)\n", + "plt.imshow(dt / im)\n", "plt.axis(False);" ] }, @@ -122,7 +122,7 @@ "labels = regions.regions\n", "\n", "plt.figure(figsize=[6, 6])\n", - "plt.imshow(labels/im)\n", + "plt.imshow(labels / im)\n", "plt.axis(False);" ] }, @@ -163,20 +163,20 @@ } ], "source": [ - "x1 = ps.filters.flood(im=dt, labels=labels, mode='max')\n", - "x2 = ps.filters.flood(im=dt, labels=labels, mode='mean')\n", - "x3 = ps.filters.flood(im=dt, labels=labels, mode='sum')\n", + "x1 = ps.filters.flood(im=dt, labels=labels, mode=\"max\")\n", + "x2 = ps.filters.flood(im=dt, labels=labels, mode=\"mean\")\n", + "x3 = ps.filters.flood(im=dt, labels=labels, mode=\"sum\")\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[18, 18])\n", "ax[0].imshow(x1)\n", "ax[0].axis(False)\n", - "ax[0].set_title('mode = max')\n", + "ax[0].set_title(\"mode = max\")\n", "ax[1].imshow(x2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('mode = mean')\n", + "ax[1].set_title(\"mode = mean\")\n", "ax[2].imshow(x3)\n", "ax[2].axis(False)\n", - "ax[2].set_title('mode = sum');" + "ax[2].set_title(\"mode = sum\");" ] } ], diff --git a/examples/filters/reference/flood_func.ipynb b/examples/filters/reference/flood_func.ipynb index 6a9c146f1..546e3614f 100644 --- a/examples/filters/reference/flood_func.ipynb +++ b/examples/filters/reference/flood_func.ipynb @@ -27,6 +27,7 @@ "import scipy.ndimage as spim\n", "from edt import edt\n", "from skimage.segmentation import watershed\n", + "\n", "ps.visualization.set_mpl_style()\n", "np.random.seed(0)" ] @@ -76,13 +77,13 @@ "\n", "ax[0].imshow(flooded)\n", "ax[0].axis(False)\n", - "ax[0].set_title('np.sum')\n", + "ax[0].set_title(\"np.sum\")\n", "\n", "dt = edt(im)\n", "flooded = ps.filters.flood_func(im=dt, func=np.amax)\n", "ax[1].imshow(flooded)\n", "ax[1].axis(False)\n", - "ax[1].set_title('np.amax');" + "ax[1].set_title(\"np.amax\");" ] }, { @@ -128,12 +129,12 @@ "pk = ps.filters.find_peaks(dt=dt)\n", "ws = watershed(-dt, markers=spim.label(pk)[0])\n", "\n", - "flooded = ps.filters.flood_func(im=im, labels=ws, func=np.sum)*im\n", + "flooded = ps.filters.flood_func(im=im, labels=ws, func=np.sum) * im\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 3])\n", - "ax.imshow(flooded/im)\n", + "ax.imshow(flooded / im)\n", "ax.axis(False)\n", - "ax.set_title('np.sum');" + "ax.set_title(\"np.sum\");" ] } ], diff --git a/examples/filters/reference/hold_peaks.ipynb b/examples/filters/reference/hold_peaks.ipynb index f6d5704ea..cccc4ead2 100644 --- a/examples/filters/reference/hold_peaks.ipynb +++ b/examples/filters/reference/hold_peaks.ipynb @@ -75,13 +75,13 @@ "pk = ps.filters.hold_peaks(im=dt, axis=0)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[16, 8])\n", - "ax[0].imshow(dt/im)\n", + "ax[0].imshow(dt / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title('distance transform')\n", + "ax[0].set_title(\"distance transform\")\n", "\n", - "ax[1].imshow(pk/im)\n", + "ax[1].imshow(pk / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title('peaks');" + "ax[1].set_title(\"peaks\");" ] }, { @@ -125,15 +125,15 @@ "\n", "axis = 0\n", "pk1 = ps.filters.hold_peaks(im=dt, axis=axis)\n", - "ax[0].imshow(pk1/im)\n", + "ax[0].imshow(pk1 / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'axis = {axis}')\n", + "ax[0].set_title(f\"axis = {axis}\")\n", "\n", "axis = 1\n", "pk2 = ps.filters.hold_peaks(im=dt, axis=axis)\n", - "ax[1].imshow(pk2/im)\n", + "ax[1].imshow(pk2 / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'axis = {axis}');" + "ax[1].set_title(f\"axis = {axis}\");" ] }, { @@ -177,15 +177,15 @@ "\n", "ascending = True\n", "pk1 = ps.filters.hold_peaks(im=dt, ascending=ascending)\n", - "ax[0].imshow(pk1/im)\n", + "ax[0].imshow(pk1 / im)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'ascending = {ascending}')\n", + "ax[0].set_title(f\"ascending = {ascending}\")\n", "\n", "ascending = False\n", "pk2 = ps.filters.hold_peaks(im=dt, ascending=ascending)\n", - "ax[1].imshow(pk2/im)\n", + "ax[1].imshow(pk2 / im)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'ascending = {ascending}');" + "ax[1].set_title(f\"ascending = {ascending}\");" ] } ], diff --git a/examples/filters/reference/local_thickness.ipynb b/examples/filters/reference/local_thickness.ipynb index 279ae5976..5f0989b0d 100644 --- a/examples/filters/reference/local_thickness.ipynb +++ b/examples/filters/reference/local_thickness.ipynb @@ -89,7 +89,7 @@ "im = ps.generators.blobs([200, 200])\n", "lt = ps.filters.local_thickness(im=im)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(lt/im, origin='lower', interpolation='none')\n", + "ax.imshow(lt / im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -127,7 +127,7 @@ "source": [ "lt = ps.filters.local_thickness(im=im, sizes=10)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(lt/im, origin='lower', interpolation='none')\n", + "ax.imshow(lt / im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -165,15 +165,15 @@ } ], "source": [ - "lt1 = ps.filters.local_thickness(im=im, method='dt')\n", - "lt2 = ps.filters.local_thickness(im=im, method='bf')\n", - "lt3 = ps.filters.local_thickness(im=im, method='imj')\n", + "lt1 = ps.filters.local_thickness(im=im, method=\"dt\")\n", + "lt2 = ps.filters.local_thickness(im=im, method=\"bf\")\n", + "lt3 = ps.filters.local_thickness(im=im, method=\"imj\")\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(lt1/im, origin='lower', interpolation='none')\n", + "ax[0].imshow(lt1 / im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(lt2/im, origin='lower', interpolation='none')\n", + "ax[1].imshow(lt2 / im, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(lt3/im, origin='lower', interpolation='none')\n", + "ax[2].imshow(lt3 / im, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] } diff --git a/examples/filters/reference/nl_means_layered.ipynb b/examples/filters/reference/nl_means_layered.ipynb index 656ed3bce..a4f9a2262 100644 --- a/examples/filters/reference/nl_means_layered.ipynb +++ b/examples/filters/reference/nl_means_layered.ipynb @@ -31,6 +31,7 @@ "import numpy as np\n", "import porespy as ps\n", "from skimage.util import random_noise\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -73,11 +74,11 @@ "source": [ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[75, 75, 75])\n", - "im2 = random_noise(im, mode='gaussian', mean=0.24, var=0.05)\n", + "im2 = random_noise(im, mode=\"gaussian\", mean=0.24, var=0.05)\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "ax[0].imshow(im2[:, :, 15])\n", "ax[0].axis(False)\n", - "ax[1].hist(im2.flatten(), bins=25, edgecolor='k');" + "ax[1].hist(im2.flatten(), bins=25, edgecolor=\"k\");" ] }, { @@ -113,7 +114,7 @@ "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", "ax[0].imshow(filtered_im[..., 15])\n", "ax[0].axis(False)\n", - "ax[1].hist(filtered_im.flatten(), bins=25, edgecolor='k')\n", + "ax[1].hist(filtered_im.flatten(), bins=25, edgecolor=\"k\")\n", "ax[2].imshow(filtered_im[..., 15] > 0.6)\n", "ax[2].axis(False);" ] @@ -215,11 +216,11 @@ "im_z = ps.filters.nl_means_layered(im2, axis=2)\n", "fig, ax = plt.subplots(1, 4, figsize=[15, 5])\n", "ax[0].imshow(im2[..., 15])\n", - "ax[0].axis(False);\n", + "ax[0].axis(False)\n", "ax[1].imshow(im_x[..., 15])\n", - "ax[1].axis(False);\n", + "ax[1].axis(False)\n", "ax[2].imshow(im_y[..., 15])\n", - "ax[2].axis(False);\n", + "ax[2].axis(False)\n", "ax[3].imshow(im_z[..., 15])\n", "ax[3].axis(False);" ] @@ -272,11 +273,11 @@ "im_3 = ps.filters.nl_means_layered(im2, patch_size=8)\n", "fig, ax = plt.subplots(1, 4, figsize=[15, 5])\n", "ax[0].imshow(im2[..., 15])\n", - "ax[0].axis(False);\n", + "ax[0].axis(False)\n", "ax[1].imshow(im_1[..., 15])\n", - "ax[1].axis(False);\n", + "ax[1].axis(False)\n", "ax[2].imshow(im_2[..., 15])\n", - "ax[2].axis(False);\n", + "ax[2].axis(False)\n", "ax[3].imshow(im_3[..., 15])\n", "ax[3].axis(False);" ] @@ -329,11 +330,11 @@ "im_3 = ps.filters.nl_means_layered(im2, patch_distance=20)\n", "fig, ax = plt.subplots(1, 4, figsize=[15, 5])\n", "ax[0].imshow(im2[..., 15])\n", - "ax[0].axis(False);\n", + "ax[0].axis(False)\n", "ax[1].imshow(im_1[..., 15])\n", - "ax[1].axis(False);\n", + "ax[1].axis(False)\n", "ax[2].imshow(im_2[..., 15])\n", - "ax[2].axis(False);\n", + "ax[2].axis(False)\n", "ax[3].imshow(im_3[..., 15])\n", "ax[3].axis(False);" ] @@ -387,11 +388,11 @@ "im_3 = ps.filters.nl_means_layered(im2, h=6)\n", "fig, ax = plt.subplots(1, 4, figsize=[15, 5])\n", "ax[0].imshow(im2[..., 15])\n", - "ax[0].axis(False);\n", + "ax[0].axis(False)\n", "ax[1].imshow(im_1[..., 15])\n", - "ax[1].axis(False);\n", + "ax[1].axis(False)\n", "ax[2].imshow(im_2[..., 15])\n", - "ax[2].axis(False);\n", + "ax[2].axis(False)\n", "ax[3].imshow(im_3[..., 15])\n", "ax[3].axis(False);" ] diff --git a/examples/filters/reference/nphase_border.ipynb b/examples/filters/reference/nphase_border.ipynb index 6eb217be2..cfe38df08 100644 --- a/examples/filters/reference/nphase_border.ipynb +++ b/examples/filters/reference/nphase_border.ipynb @@ -24,6 +24,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -66,12 +67,12 @@ "source": [ "matrix = ps.generators.blobs([200, 200])\n", "inclusions = ps.generators.random_spheres(im=matrix, r=5, clearance=3)\n", - "bd = ps.filters.nphase_border(matrix*1.0 + inclusions*1.0)\n", + "bd = ps.filters.nphase_border(matrix * 1.0 + inclusions * 1.0)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(matrix*1.0 + inclusions*1.0, origin='lower', interpolation='none')\n", + "ax[0].imshow(matrix * 1.0 + inclusions * 1.0, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(bd, origin='lower', interpolation='none')\n", + "ax[1].imshow(bd, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -146,15 +147,13 @@ } ], "source": [ - "bd1 = ps.filters.nphase_border(\n", - " matrix*1.0 + inclusions*1.0, conn=\"min\")\n", - "bd2 = ps.filters.nphase_border(\n", - " matrix*1.0 + inclusions*1.0, conn=\"max\")\n", + "bd1 = ps.filters.nphase_border(matrix * 1.0 + inclusions * 1.0, conn=\"min\")\n", + "bd2 = ps.filters.nphase_border(matrix * 1.0 + inclusions * 1.0, conn=\"max\")\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(bd1, origin='lower', interpolation='none')\n", + "ax[0].imshow(bd1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(bd2, origin='lower', interpolation='none')\n", + "ax[1].imshow(bd2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/pc_to_satn.ipynb b/examples/filters/reference/pc_to_satn.ipynb index fc929b1cd..487eced8c 100644 --- a/examples/filters/reference/pc_to_satn.ipynb +++ b/examples/filters/reference/pc_to_satn.ipynb @@ -98,9 +98,9 @@ "satn = ps.filters.pc_to_satn(pc=drn.im_pc, im=im)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(drn.im_pc/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(drn.im_pc / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(satn/im, interpolation='none', origin='lower')\n", + "ax[1].imshow(satn / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -143,9 +143,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow((satn < 0.3)*(satn > 0)/im, interpolation='none', origin='lower')\n", + "ax[0].imshow((satn < 0.3) * (satn > 0) / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow((satn < 0.8)*(satn > 0)/im, interpolation='none', origin='lower')\n", + "ax[1].imshow((satn < 0.8) * (satn > 0) / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/porosimetry.ipynb b/examples/filters/reference/porosimetry.ipynb index 21efd9fc1..aa9af1a81 100644 --- a/examples/filters/reference/porosimetry.ipynb +++ b/examples/filters/reference/porosimetry.ipynb @@ -84,7 +84,7 @@ "im = ps.generators.blobs(shape=[200, 200])\n", "sizes = ps.filters.porosimetry(im=im)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(sizes/im, origin='lower', interpolation='none')\n", + "ax.imshow(sizes / im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -118,9 +118,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.hist(sizes[im], bins=25, cumulative=True, edgecolor='k', density=True)\n", - "ax.set_xlabel('pore radius in voxels')\n", - "ax.set_ylabel('fraction of pore volume smaller than stated size');" + "ax.hist(sizes[im], bins=25, cumulative=True, edgecolor=\"k\", density=True)\n", + "ax.set_xlabel(\"pore radius in voxels\")\n", + "ax.set_ylabel(\"fraction of pore volume smaller than stated size\");" ] }, { @@ -155,11 +155,11 @@ "source": [ "sizes = ps.filters.porosimetry(im=im, sizes=5)\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(sizes/im, origin='lower', interpolation='none')\n", + "ax[0].imshow(sizes / im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].hist(sizes[im], bins=25, cumulative=True, edgecolor='k', density=True)\n", - "ax[1].set_xlabel('pore radius in voxels')\n", - "ax[1].set_ylabel('fraction of pore volume smaller than stated size');" + "ax[1].hist(sizes[im], bins=25, cumulative=True, edgecolor=\"k\", density=True)\n", + "ax[1].set_xlabel(\"pore radius in voxels\")\n", + "ax[1].set_ylabel(\"fraction of pore volume smaller than stated size\");" ] }, { @@ -196,11 +196,11 @@ "inlets[0, ...] = True\n", "sizes = ps.filters.porosimetry(im=im, inlets=inlets)\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(sizes/im, origin='lower', interpolation='none')\n", + "ax[0].imshow(sizes / im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].hist(sizes[im], bins=25, cumulative=True, edgecolor='k', density=True)\n", - "ax[1].set_xlabel('pore radius in voxels')\n", - "ax[1].set_ylabel('fraction of pore volume smaller than stated size');" + "ax[1].hist(sizes[im], bins=25, cumulative=True, edgecolor=\"k\", density=True)\n", + "ax[1].set_xlabel(\"pore radius in voxels\")\n", + "ax[1].set_ylabel(\"fraction of pore volume smaller than stated size\");" ] }, { @@ -234,17 +234,16 @@ ], "source": [ "sizes = np.arange(50, 1, -1)\n", - "sizes1 = ps.filters.porosimetry(im=im, method='dt', sizes=sizes)\n", - "sizes2 = ps.filters.porosimetry(im=im, method='conv', sizes=sizes)\n", - "sizes3 = ps.filters.porosimetry(im=im, method='dsi', sizes=sizes)\n", + "sizes1 = ps.filters.porosimetry(im=im, method=\"dt\", sizes=sizes)\n", + "sizes2 = ps.filters.porosimetry(im=im, method=\"conv\", sizes=sizes)\n", + "sizes3 = ps.filters.porosimetry(im=im, method=\"dsi\", sizes=sizes)\n", "fig, ax = plt.subplots(1, 3, figsize=[16, 6])\n", - "ax[0].imshow(sizes1/im, origin='lower', interpolation='none')\n", + "ax[0].imshow(sizes1 / im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(sizes2/im, origin='lower', interpolation='none')\n", + "ax[1].imshow(sizes2 / im, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(sizes3/im, origin='lower', interpolation='none')\n", - "ax[2].axis(False);\n", - "\n", + "ax[2].imshow(sizes3 / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[2].axis(False)\n", "assert np.all(sizes1 == sizes2)\n", "assert np.all(sizes2 == sizes3)" ] diff --git a/examples/filters/reference/prune_branches.ipynb b/examples/filters/reference/prune_branches.ipynb index d59d4d860..6a53634d9 100644 --- a/examples/filters/reference/prune_branches.ipynb +++ b/examples/filters/reference/prune_branches.ipynb @@ -71,9 +71,9 @@ "sk1 = ps.filters.prune_branches(sk)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(sk/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(sk / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(sk1/im, interpolation='none', origin='lower')\n", + "ax[1].imshow(sk1 / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -119,11 +119,11 @@ "sk3 = ps.filters.prune_branches(sk, iterations=10)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(sk1/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(sk1 / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(sk2/im, interpolation='none', origin='lower')\n", + "ax[1].imshow(sk2 / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(sk3/im, interpolation='none', origin='lower')\n", + "ax[2].imshow(sk3 / im, interpolation=\"none\", origin=\"lower\")\n", "ax[2].axis(False);" ] } diff --git a/examples/filters/reference/reduce_peaks.ipynb b/examples/filters/reference/reduce_peaks.ipynb index e49add90f..5e091d642 100644 --- a/examples/filters/reference/reduce_peaks.ipynb +++ b/examples/filters/reference/reduce_peaks.ipynb @@ -81,7 +81,7 @@ "\n", "plt.figure(figsize=[6, 6])\n", "plt.axis(False)\n", - "plt.imshow(peaks/im);" + "plt.imshow(peaks / im);" ] }, { @@ -123,7 +123,7 @@ "x = ps.filters.reduce_peaks(peaks=peaks)\n", "plt.figure(figsize=[6, 6])\n", "plt.axis(False)\n", - "plt.imshow(x/im);" + "plt.imshow(x / im);" ] } ], diff --git a/examples/filters/reference/satn_to_seq.ipynb b/examples/filters/reference/satn_to_seq.ipynb index 8d0468ca0..837a26614 100644 --- a/examples/filters/reference/satn_to_seq.ipynb +++ b/examples/filters/reference/satn_to_seq.ipynb @@ -99,11 +99,11 @@ "source": [ "seq = ps.filters.satn_to_seq(satn=inv.im_snwp, im=im)\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(inv.im_snwp/im, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by saturation')\n", + "ax[0].imshow(inv.im_snwp / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by saturation\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(seq/im, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by sequence')\n", + "ax[1].imshow(seq / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by sequence\")\n", "ax[1].axis(False);" ] }, @@ -148,13 +148,13 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "ax[0].imshow(inv.im_snwp/im, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by saturation')\n", + "ax[0].imshow(inv.im_snwp / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by saturation\")\n", "ax[0].axis(False)\n", "\n", "seq = ps.filters.satn_to_seq(satn=inv.im_snwp, im=im)\n", - "ax[1].imshow(seq/im, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by sequence')\n", + "ax[1].imshow(seq / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by sequence\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/seq_to_satn.ipynb b/examples/filters/reference/seq_to_satn.ipynb index cc261eeab..9b137dc4b 100644 --- a/examples/filters/reference/seq_to_satn.ipynb +++ b/examples/filters/reference/seq_to_satn.ipynb @@ -27,6 +27,7 @@ "import porespy as ps\n", "import matplotlib.pyplot as plt\n", "from edt import edt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -122,11 +123,11 @@ "source": [ "satn = ps.filters.seq_to_satn(seq=seq, im=im)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(seq/im, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by sequence')\n", + "ax[0].imshow(seq / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by sequence\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(satn/im, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by saturation')\n", + "ax[1].imshow(satn / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by saturation\")\n", "ax[1].axis(False);" ] }, @@ -171,13 +172,13 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "s = 0.3\n", - "ax[0].imshow((satn < s)*(satn > 0)/im, origin='lower', interpolation='none')\n", - "ax[0].set_title(f'saturation = {s}')\n", + "ax[0].imshow((satn < s) * (satn > 0) / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(f\"saturation = {s}\")\n", "ax[0].axis(False)\n", "\n", "s = 0.6\n", - "ax[1].imshow((satn < s)*(satn > 0)/im, origin='lower', interpolation='none')\n", - "ax[1].set_title(f'saturation = {s}')\n", + "ax[1].imshow((satn < s) * (satn > 0) / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(f\"saturation = {s}\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/size_to_satn.ipynb b/examples/filters/reference/size_to_satn.ipynb index e6dca2a8a..4164a1be0 100644 --- a/examples/filters/reference/size_to_satn.ipynb +++ b/examples/filters/reference/size_to_satn.ipynb @@ -27,6 +27,7 @@ "import porespy as ps\n", "import matplotlib.pyplot as plt\n", "from edt import edt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -98,11 +99,11 @@ "source": [ "satn = ps.filters.size_to_satn(size=inv)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv/im, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by size')\n", + "ax[0].imshow(inv / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by size\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(satn/im, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by saturation')\n", + "ax[1].imshow(satn / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by saturation\")\n", "ax[1].axis(False);" ] }, @@ -147,13 +148,13 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "s = 0.3\n", - "ax[0].imshow((satn < s)*(satn > 0)/im, origin='lower', interpolation='none')\n", - "ax[0].set_title(f'saturation = {s}')\n", + "ax[0].imshow((satn < s) * (satn > 0) / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(f\"saturation = {s}\")\n", "ax[0].axis(False)\n", "\n", "s = 0.6\n", - "ax[1].imshow((satn < s)*(satn > 0)/im, origin='lower', interpolation='none')\n", - "ax[1].set_title(f'saturation = {s}')\n", + "ax[1].imshow((satn < s) * (satn > 0) / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(f\"saturation = {s}\")\n", "ax[1].axis(False);" ] }, @@ -199,13 +200,13 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "satn = ps.filters.size_to_satn(size=inv)\n", - "ax[0].imshow(satn, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by size')\n", + "ax[0].imshow(satn, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by size\")\n", "ax[0].axis(False)\n", "\n", "satn = ps.filters.size_to_satn(size=inv, im=im)\n", - "ax[1].imshow(satn, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by saturation')\n", + "ax[1].imshow(satn, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by saturation\")\n", "ax[1].axis(False);" ] }, @@ -260,14 +261,14 @@ "\n", "bins = 5\n", "seq = ps.filters.size_to_satn(size=inv, bins=bins)\n", - "ax[0].imshow(seq, origin='lower', interpolation='none')\n", - "ax[0].set_title(f'bins = {bins}')\n", + "ax[0].imshow(seq, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(f\"bins = {bins}\")\n", "ax[0].axis(False)\n", "\n", "bins = 25\n", "seq = ps.filters.size_to_satn(size=inv, bins=bins)\n", - "ax[1].imshow(seq, origin='lower', interpolation='none')\n", - "ax[1].set_title(f'bins = {bins}')\n", + "ax[1].imshow(seq, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(f\"bins = {bins}\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/size_to_seq.ipynb b/examples/filters/reference/size_to_seq.ipynb index 60ccc0d36..791e72a06 100644 --- a/examples/filters/reference/size_to_seq.ipynb +++ b/examples/filters/reference/size_to_seq.ipynb @@ -27,6 +27,7 @@ "import porespy as ps\n", "import matplotlib.pyplot as plt\n", "from edt import edt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -98,11 +99,11 @@ "source": [ "seq = ps.filters.size_to_seq(size=inv)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by size')\n", + "ax[0].imshow(inv, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by size\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(seq, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by sequence')\n", + "ax[1].imshow(seq, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by sequence\")\n", "ax[1].axis(False);" ] }, @@ -147,11 +148,11 @@ "source": [ "seq = ps.filters.size_to_seq(size=inv, im=im)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv, origin='lower', interpolation='none')\n", - "ax[0].set_title('Invasion map by size')\n", + "ax[0].imshow(inv, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Invasion map by size\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(seq, origin='lower', interpolation='none')\n", - "ax[1].set_title('Invasion map by sequence')\n", + "ax[1].imshow(seq, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Invasion map by sequence\")\n", "ax[1].axis(False);" ] }, @@ -206,14 +207,14 @@ "\n", "bins = 5\n", "seq = ps.filters.size_to_seq(size=inv, bins=bins)\n", - "ax[0].imshow(seq, origin='lower', interpolation='none')\n", - "ax[0].set_title(f'bins = {bins}')\n", + "ax[0].imshow(seq, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(f\"bins = {bins}\")\n", "ax[0].axis(False)\n", "\n", "bins = 25\n", "seq = ps.filters.size_to_seq(size=inv, bins=bins)\n", - "ax[1].imshow(seq, origin='lower', interpolation='none')\n", - "ax[1].set_title(f'bins = {bins}')\n", + "ax[1].imshow(seq, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(f\"bins = {bins}\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/snow_partitioning.ipynb b/examples/filters/reference/snow_partitioning.ipynb index 9a8d820e2..4e1114397 100644 --- a/examples/filters/reference/snow_partitioning.ipynb +++ b/examples/filters/reference/snow_partitioning.ipynb @@ -26,6 +26,7 @@ "import porespy as ps\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "\n", "np.random.seed(0)\n", "ps.visualization.set_mpl_style()" ] @@ -128,9 +129,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(snow.dt/im/~snow.peaks, origin='lower', interpolation='none')\n", + "ax[0].imshow(snow.dt / im / ~snow.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(snow.regions/im, origin='lower', interpolation='none')\n", + "ax[1].imshow(snow.regions / im, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -180,11 +181,11 @@ "snow3 = ps.filters.snow_partitioning(im, sigma=1.5)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(snow1.dt/im/~snow1.peaks, origin='lower', interpolation='none')\n", + "ax[0].imshow(snow1.dt / im / ~snow1.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(snow2.dt/im/~snow2.peaks, origin='lower', interpolation='none')\n", + "ax[1].imshow(snow2.dt / im / ~snow2.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(snow3.dt/im/~snow3.peaks, origin='lower', interpolation='none')\n", + "ax[2].imshow(snow3.dt / im / ~snow3.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] }, @@ -242,11 +243,11 @@ "snow3 = ps.filters.snow_partitioning(im, r_max=5)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(snow1.dt/im/~snow1.peaks, origin='lower', interpolation='none')\n", + "ax[0].imshow(snow1.dt / im / ~snow1.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(snow2.dt/im/~snow2.peaks, origin='lower', interpolation='none')\n", + "ax[1].imshow(snow2.dt / im / ~snow2.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(snow3.dt/im/~snow3.peaks, origin='lower', interpolation='none')\n", + "ax[2].imshow(snow3.dt / im / ~snow3.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] } diff --git a/examples/filters/reference/snow_partitioning_n.ipynb b/examples/filters/reference/snow_partitioning_n.ipynb index a5a61c4fe..a46304f35 100644 --- a/examples/filters/reference/snow_partitioning_n.ipynb +++ b/examples/filters/reference/snow_partitioning_n.ipynb @@ -154,9 +154,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 12])\n", - "ax[0].imshow(snow.dt/im/~snow.peaks, origin='lower', interpolation='none')\n", + "ax[0].imshow(snow.dt / im / ~snow.peaks, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(snow.regions/im, origin='lower', interpolation='none')\n", + "ax[1].imshow(snow.regions / im, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/snow_partitioning_parallel.ipynb b/examples/filters/reference/snow_partitioning_parallel.ipynb index c03c714bf..0dd70c8ab 100644 --- a/examples/filters/reference/snow_partitioning_parallel.ipynb +++ b/examples/filters/reference/snow_partitioning_parallel.ipynb @@ -101,9 +101,9 @@ "x2 = ps.filters.snow_partitioning_parallel(im, r_max=5, sigma=0.4, parallel_kw=parallel_kw)\n", "stop = time.time()\n", "\n", - "print('OPERATION TIME:')\n", - "print('cores=1:', pause-start, 'seconds')\n", - "print('cores=4:', stop-pause, 'seconds')" + "print(\"OPERATION TIME:\")\n", + "print(\"cores=1:\", pause - start, \"seconds\")\n", + "print(\"cores=4:\", stop - pause, \"seconds\")" ] }, { @@ -137,11 +137,11 @@ "source": [ "fix, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].axis(False)\n", - "ax[0].imshow(x1.dt/im)\n", - "ax[0].set_title('Distance Transform', fontdict={'fontsize': 18})\n", + "ax[0].imshow(x1.dt / im)\n", + "ax[0].set_title(\"Distance Transform\", fontdict={\"fontsize\": 18})\n", "ax[1].axis(False)\n", - "ax[1].imshow(x1.regions/im)\n", - "ax[1].set_title('Regions', fontdict={'fontsize': 18});" + "ax[1].imshow(x1.regions / im)\n", + "ax[1].set_title(\"Regions\", fontdict={\"fontsize\": 18});" ] } ], diff --git a/examples/filters/reference/trim_disconnected_voxels.ipynb b/examples/filters/reference/trim_disconnected_voxels.ipynb index f0aeabf66..cbc379cdb 100644 --- a/examples/filters/reference/trim_disconnected_voxels.ipynb +++ b/examples/filters/reference/trim_disconnected_voxels.ipynb @@ -66,15 +66,15 @@ ], "source": [ "im = ps.generators.blobs(shape=[100, 100], porosity=0.38, seed=1)\n", - "inlets = ps.generators.borders(shape=im.shape, mode='faces')\n", + "inlets = ps.generators.borders(shape=im.shape, mode=\"faces\")\n", "im2 = ps.filters.trim_disconnected_voxels(im, inlets)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(inlets, origin='lower', interpolation='none')\n", + "ax[1].imshow(inlets, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(im2, origin='lower', interpolation='none')\n", + "ax[2].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] }, @@ -119,9 +119,9 @@ "im2 = ps.filters.trim_disconnected_voxels(im, inlets, conn=\"max\")\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/trim_extrema.ipynb b/examples/filters/reference/trim_extrema.ipynb index 13f5a54f2..551a895bf 100644 --- a/examples/filters/reference/trim_extrema.ipynb +++ b/examples/filters/reference/trim_extrema.ipynb @@ -78,7 +78,7 @@ "dt = edt(im)\n", "\n", "plt.figure(figsize=[6, 6])\n", - "plt.imshow(dt/im)\n", + "plt.imshow(dt / im)\n", "plt.axis(False);" ] }, @@ -111,27 +111,27 @@ } ], "source": [ - "dt1 = ps.filters.trim_extrema(im=dt, h=1, mode='maxima')\n", - "dt2 = ps.filters.trim_extrema(im=dt, h=2, mode='maxima')\n", + "dt1 = ps.filters.trim_extrema(im=dt, h=1, mode=\"maxima\")\n", + "dt2 = ps.filters.trim_extrema(im=dt, h=2, mode=\"maxima\")\n", "\n", "fig, ax = plt.subplots(2, 2, figsize=[12, 12])\n", "\n", "stripe = np.zeros_like(dt)\n", - "stripe[10, :] = dt.max()/2\n", + "stripe[10, :] = dt.max() / 2\n", "\n", "ax[0][0].imshow(dt1 + stripe)\n", - "ax[0][0].set_title('h = 25')\n", + "ax[0][0].set_title(\"h = 25\")\n", "ax[0][0].axis(False)\n", "ax[0][1].plot(dt[10, :])\n", "ax[0][1].plot(dt1[10, :])\n", - "ax[0][1].set_title('Line Profile')\n", + "ax[0][1].set_title(\"Line Profile\")\n", "\n", "ax[1][0].imshow(dt2 + stripe)\n", "ax[1][0].axis(False)\n", - "ax[1][0].set_title('h = 10')\n", + "ax[1][0].set_title(\"h = 10\")\n", "ax[1][1].plot(dt[10, :])\n", "ax[1][1].plot(dt2[10, :])\n", - "ax[1][1].set_title('Line Profile');" + "ax[1][1].set_title(\"Line Profile\");" ] }, { @@ -171,24 +171,24 @@ } ], "source": [ - "dt1 = ps.filters.trim_extrema(im=dt, h=1, mode='minima')\n", - "dt2 = ps.filters.trim_extrema(im=dt, h=2, mode='minima')\n", + "dt1 = ps.filters.trim_extrema(im=dt, h=1, mode=\"minima\")\n", + "dt2 = ps.filters.trim_extrema(im=dt, h=2, mode=\"minima\")\n", "\n", "fig, ax = plt.subplots(2, 2, figsize=[12, 12])\n", "\n", "ax[0][0].imshow(dt1 + stripe)\n", - "ax[0][0].set_title('h = 25')\n", + "ax[0][0].set_title(\"h = 25\")\n", "ax[0][0].axis(False)\n", "ax[0][1].plot(dt[10, :])\n", "ax[0][1].plot(dt1[10, :])\n", - "ax[0][1].set_title('Line Profile')\n", + "ax[0][1].set_title(\"Line Profile\")\n", "\n", "ax[1][0].imshow(dt2 + stripe)\n", "ax[1][0].axis(False)\n", - "ax[1][0].set_title('h = 10')\n", + "ax[1][0].set_title(\"h = 10\")\n", "ax[1][1].plot(dt[10, :])\n", "ax[1][1].plot(dt2[10, :])\n", - "ax[1][1].set_title('Line Profile');" + "ax[1][1].set_title(\"Line Profile\");" ] }, { @@ -220,24 +220,24 @@ } ], "source": [ - "dt1 = ps.filters.trim_extrema(im=dt, h=1, mode='extrema')\n", - "dt2 = ps.filters.trim_extrema(im=dt, h=2, mode='extrema')\n", + "dt1 = ps.filters.trim_extrema(im=dt, h=1, mode=\"extrema\")\n", + "dt2 = ps.filters.trim_extrema(im=dt, h=2, mode=\"extrema\")\n", "\n", "fig, ax = plt.subplots(2, 2, figsize=[12, 12])\n", "\n", "ax[0][0].imshow(dt1 + stripe)\n", - "ax[0][0].set_title('h = 25')\n", + "ax[0][0].set_title(\"h = 25\")\n", "ax[0][0].axis(False)\n", "ax[0][1].plot(dt[10, :])\n", "ax[0][1].plot(dt1[10, :])\n", - "ax[0][1].set_title('Line Profile')\n", + "ax[0][1].set_title(\"Line Profile\")\n", "\n", "ax[1][0].imshow(dt2 + stripe)\n", "ax[1][0].axis(False)\n", - "ax[1][0].set_title('h = 10')\n", + "ax[1][0].set_title(\"h = 10\")\n", "ax[1][1].plot(dt[10, :])\n", "ax[1][1].plot(dt2[10, :])\n", - "ax[1][1].set_title('Line Profile');" + "ax[1][1].set_title(\"Line Profile\");" ] } ], diff --git a/examples/filters/reference/trim_floating_solid.ipynb b/examples/filters/reference/trim_floating_solid.ipynb index 16a5db66e..8d1becb9f 100644 --- a/examples/filters/reference/trim_floating_solid.ipynb +++ b/examples/filters/reference/trim_floating_solid.ipynb @@ -28,6 +28,7 @@ "import scipy\n", "import matplotlib.pyplot as plt\n", "import skimage\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -72,7 +73,7 @@ "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", "ax.imshow(im)\n", - "ax.axis(False);\n" + "ax.axis(False);" ] }, { @@ -115,13 +116,13 @@ "x1 = ps.filters.trim_floating_solid(im=im, conn=\"min\")\n", "x2 = ps.filters.trim_floating_solid(im=im, conn=\"max\")\n", "\n", - "fig, ax = plt.subplots(1, 2, figsize=[8, 4]);\n", - "ax[0].imshow(x1);\n", - "ax[0].axis(False);\n", - "ax[0].set_title('conn = \"min\"', fontdict={'fontsize': 18});\n", - "ax[1].imshow(x2);\n", - "ax[1].axis(False);\n", - "ax[1].set_title('conn = \"max\"', fontdict={'fontsize': 18});" + "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", + "ax[0].imshow(x1)\n", + "ax[0].axis(False)\n", + "ax[0].set_title('conn = \"min\"', fontdict={\"fontsize\": 18})\n", + "ax[1].imshow(x2)\n", + "ax[1].axis(False)\n", + "ax[1].set_title('conn = \"max\"', fontdict={\"fontsize\": 18});" ] }, { diff --git a/examples/filters/reference/trim_nearby_peaks.ipynb b/examples/filters/reference/trim_nearby_peaks.ipynb index f0b8f3b6a..228a8b137 100644 --- a/examples/filters/reference/trim_nearby_peaks.ipynb +++ b/examples/filters/reference/trim_nearby_peaks.ipynb @@ -70,7 +70,7 @@ "dt = edt(im)\n", "\n", "plt.figure(figsize=[6, 6])\n", - "plt.imshow(dt/im)\n", + "plt.imshow(dt / im)\n", "plt.axis(False);" ] }, @@ -117,11 +117,11 @@ "\n", "fix, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].axis(False)\n", - "ax[0].imshow(peaks/im)\n", - "ax[0].set_title('Before', fontdict={'fontsize': 18})\n", + "ax[0].imshow(peaks / im)\n", + "ax[0].set_title(\"Before\", fontdict={\"fontsize\": 18})\n", "ax[1].axis(False)\n", - "ax[1].imshow(x/im)\n", - "ax[1].set_title('After', fontdict={'fontsize': 18});" + "ax[1].imshow(x / im)\n", + "ax[1].set_title(\"After\", fontdict={\"fontsize\": 18});" ] } ], diff --git a/examples/filters/reference/trim_nonpercolating_paths.ipynb b/examples/filters/reference/trim_nonpercolating_paths.ipynb index 6be97f1ca..f8e9b12cd 100644 --- a/examples/filters/reference/trim_nonpercolating_paths.ipynb +++ b/examples/filters/reference/trim_nonpercolating_paths.ipynb @@ -25,6 +25,7 @@ "import porespy as ps\n", "import scipy.ndimage as spim\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -68,8 +69,8 @@ "np.random.seed(0)\n", "im = ps.generators.blobs(shape=[500, 500], porosity=0.55, blobiness=1.5)\n", "\n", - "plt.figure(figsize=[8, 8]);\n", - "plt.axis(False);\n", + "plt.figure(figsize=[8, 8])\n", + "plt.axis(False)\n", "plt.imshow(im);" ] }, @@ -118,11 +119,11 @@ "x = ps.filters.trim_nonpercolating_paths(im=im, inlets=inlets, outlets=outlets)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(x);\n", - "ax[0].set_title('Percolating Paths', fontdict={'fontsize': 18})\n", - "ax[0].axis(False);\n", - "ax[1].imshow(x + (im != x)*0.5)\n", - "ax[1].set_title('Showing Removed Paths', fontdict={'fontsize': 18})\n", + "ax[0].imshow(x)\n", + "ax[0].set_title(\"Percolating Paths\", fontdict={\"fontsize\": 18})\n", + "ax[0].axis(False)\n", + "ax[1].imshow(x + (im != x) * 0.5)\n", + "ax[1].set_title(\"Showing Removed Paths\", fontdict={\"fontsize\": 18})\n", "ax[1].axis(False);" ] } diff --git a/examples/filters/reference/trim_saddle_points.ipynb b/examples/filters/reference/trim_saddle_points.ipynb index ccc5a4e08..50e46aa57 100644 --- a/examples/filters/reference/trim_saddle_points.ipynb +++ b/examples/filters/reference/trim_saddle_points.ipynb @@ -66,12 +66,12 @@ } ], "source": [ - "im = ps.generators.blobs(shape=[200, 200], blobiness=[2, .5], porosity=0.65)\n", + "im = ps.generators.blobs(shape=[200, 200], blobiness=[2, 0.5], porosity=0.65)\n", "dt = edt(im)\n", "\n", "plt.figure(figsize=[6, 6])\n", "plt.axis(False)\n", - "plt.imshow(dt/im);" + "plt.imshow(dt / im);" ] }, { @@ -117,11 +117,11 @@ "\n", "fix, ax = plt.subplots(1, 2, figsize=[12, 12])\n", "ax[0].axis(False)\n", - "ax[0].imshow(peaks/im)\n", - "ax[0].set_title('Before', fontdict={'fontsize': 18})\n", + "ax[0].imshow(peaks / im)\n", + "ax[0].set_title(\"Before\", fontdict={\"fontsize\": 18})\n", "ax[1].axis(False)\n", - "ax[1].imshow(x/im)\n", - "ax[1].set_title('After', fontdict={'fontsize': 18});" + "ax[1].imshow(x / im)\n", + "ax[1].set_title(\"After\", fontdict={\"fontsize\": 18});" ] } ], diff --git a/examples/filters/reference/trim_small_clusters.ipynb b/examples/filters/reference/trim_small_clusters.ipynb index 1347e59de..b5cba892f 100644 --- a/examples/filters/reference/trim_small_clusters.ipynb +++ b/examples/filters/reference/trim_small_clusters.ipynb @@ -119,13 +119,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[18, 18])\n", "ax[0].imshow(x1)\n", "ax[0].axis(False)\n", - "ax[0].set_title('size = 10', fontdict={'fontsize': 18})\n", + "ax[0].set_title(\"size = 10\", fontdict={\"fontsize\": 18})\n", "ax[1].imshow(x2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('size = 100', fontdict={'fontsize': 18})\n", + "ax[1].set_title(\"size = 100\", fontdict={\"fontsize\": 18})\n", "ax[2].imshow(x3)\n", "ax[2].axis(False)\n", - "ax[2].set_title('size = 500', fontdict={'fontsize': 18});" + "ax[2].set_title(\"size = 500\", fontdict={\"fontsize\": 18});" ] } ], diff --git a/examples/filters/tutorials/adding_chords.ipynb b/examples/filters/tutorials/adding_chords.ipynb index 05c39ab89..505d6db8b 100644 --- a/examples/filters/tutorials/adding_chords.ipynb +++ b/examples/filters/tutorials/adding_chords.ipynb @@ -88,8 +88,8 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", - "ax.axis('off');" + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", + "ax.axis(\"off\");" ] }, { @@ -131,9 +131,9 @@ "crds_x = ps.filters.apply_chords(im=im, spacing=4, axis=0)\n", "crds_y = ps.filters.apply_chords(im=im, spacing=4, axis=1)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(crds_x, interpolation='none', origin='lower')\n", + "ax[0].imshow(crds_x, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(crds_y, interpolation='none', origin='lower')\n", + "ax[1].imshow(crds_y, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -183,9 +183,9 @@ "sz_x = ps.filters.region_size(crds_x)\n", "sz_y = ps.filters.region_size(crds_y)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(sz_x, interpolation='none', origin='lower')\n", + "ax[0].imshow(sz_x, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(sz_y, interpolation='none', origin='lower')\n", + "ax[1].imshow(sz_y, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -291,8 +291,12 @@ ], "source": [ "fig, ax = plt.subplots(figsize=(5, 4))\n", - "ax.bar(x=data_y.L, height=data_y.cdf, width=data_y.bin_widths, color='b', edgecolor='k', alpha=0.5)\n", - "ax.bar(x=data_x.L, height=data_x.cdf, width=data_x.bin_widths, color='r', edgecolor='k', alpha=0.5)\n", + "ax.bar(\n", + " x=data_y.L, height=data_y.cdf, width=data_y.bin_widths, color=\"b\", edgecolor=\"k\", alpha=0.5\n", + ")\n", + "ax.bar(\n", + " x=data_x.L, height=data_x.cdf, width=data_x.bin_widths, color=\"r\", edgecolor=\"k\", alpha=0.5\n", + ")\n", "ax.set_xlabel(\"Chord length\")\n", "ax.set_ylabel(\"Frequency\");" ] @@ -390,7 +394,7 @@ "source": [ "crds = ps.filters.apply_chords(im=im, axis=0)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(crds[:, :, 50], interpolation='none', origin='lower')\n", + "ax.imshow(crds[:, :, 50], interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -425,7 +429,7 @@ "source": [ "data = ps.metrics.chord_length_distribution(crds, bins=25)\n", "fig, ax = plt.subplots(figsize=(5, 4))\n", - "ax.bar(x=data_y.L, height=data.cdf, width=data.bin_widths, color='b', edgecolor='k', alpha=0.5)\n", + "ax.bar(x=data_y.L, height=data.cdf, width=data.bin_widths, color=\"b\", edgecolor=\"k\", alpha=0.5)\n", "ax.set_xlabel(\"Chord length\")\n", "ax.set_ylabel(\"Frequency\");" ] diff --git a/examples/filters/tutorials/finding_and_filling_pores.ipynb b/examples/filters/tutorials/finding_and_filling_pores.ipynb index 065d42467..94d40a848 100644 --- a/examples/filters/tutorials/finding_and_filling_pores.ipynb +++ b/examples/filters/tutorials/finding_and_filling_pores.ipynb @@ -118,13 +118,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", "ax[0].imshow(im, cmap=cm, vmax=2)\n", "ax[0].axis(False)\n", - "ax[0].set_title('Original image')\n", + "ax[0].set_title(\"Original image\")\n", "ax[1].imshow(im_closed, cmap=cm, vmax=2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('Closed pores')\n", + "ax[1].set_title(\"Closed pores\")\n", "ax[2].imshow(im_filled, cmap=cm, vmax=2)\n", "ax[2].axis(False)\n", - "ax[2].set_title('Image without closed pores');" + "ax[2].set_title(\"Image without closed pores\");" ] }, { @@ -164,13 +164,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", "ax[0].imshow(im, cmap=cm, vmax=2)\n", "ax[0].axis(False)\n", - "ax[0].set_title('Original image')\n", + "ax[0].set_title(\"Original image\")\n", "ax[1].imshow(im_surface, cmap=cm, vmax=2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('Surface pores')\n", + "ax[1].set_title(\"Surface pores\")\n", "ax[2].imshow(im_filled, cmap=cm, vmax=2)\n", "ax[2].axis(False)\n", - "ax[2].set_title('Image without closed or surface pores');" + "ax[2].set_title(\"Image without closed or surface pores\");" ] }, { @@ -207,13 +207,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", "ax[0].imshow(im, cmap=cm, vmax=2)\n", "ax[0].axis(False)\n", - "ax[0].set_title('Original image')\n", + "ax[0].set_title(\"Original image\")\n", "ax[1].imshow(im_invalid, cmap=cm, vmax=2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('Invalid pores')\n", + "ax[1].set_title(\"Invalid pores\")\n", "ax[2].imshow(im_filled, cmap=cm, vmax=2)\n", "ax[2].axis(False)\n", - "ax[2].set_title('Image without invalid pores');" + "ax[2].set_title(\"Image without invalid pores\");" ] }, { @@ -253,13 +253,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", "ax[0].imshow(im, cmap=cm, vmax=2)\n", "ax[0].axis(False)\n", - "ax[0].set_title('Original image')\n", + "ax[0].set_title(\"Original image\")\n", "ax[1].imshow(~im_floating, cmap=cm, vmax=2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('Floating solid')\n", + "ax[1].set_title(\"Floating solid\")\n", "ax[2].imshow(im_trimmed, cmap=cm, vmax=2)\n", "ax[2].axis(False)\n", - "ax[2].set_title('Image w no invalid pores or floating solid');" + "ax[2].set_title(\"Image w no invalid pores or floating solid\");" ] }, { @@ -299,13 +299,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", "ax[0].imshow(im, cmap=cm, vmax=2)\n", "ax[0].axis(False)\n", - "ax[0].set_title('Original image')\n", + "ax[0].set_title(\"Original image\")\n", "ax[1].imshow(im_filled_ud, cmap=cm, vmax=2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('Percolating top to bottom')\n", + "ax[1].set_title(\"Percolating top to bottom\")\n", "ax[2].imshow(im_filled_lr, cmap=cm, vmax=2)\n", "ax[2].axis(False)\n", - "ax[2].set_title('Percolating left to right');" + "ax[2].set_title(\"Percolating left to right\");" ] }, { @@ -345,13 +345,13 @@ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", "ax[0].imshow(im, cmap=cm, vmax=2)\n", "ax[0].axis(False)\n", - "ax[0].set_title('Original image')\n", + "ax[0].set_title(\"Original image\")\n", "ax[1].imshow(im_disconnected, cmap=cm, vmax=2)\n", "ax[1].axis(False)\n", - "ax[1].set_title('Disconnected from inlets')\n", + "ax[1].set_title(\"Disconnected from inlets\")\n", "ax[2].imshow(im_filled, cmap=cm, vmax=2)\n", "ax[2].axis(False)\n", - "ax[2].set_title('After filling');" + "ax[2].set_title(\"After filling\");" ] }, { diff --git a/examples/filters/tutorials/local_thickness.ipynb b/examples/filters/tutorials/local_thickness.ipynb index fcbb14520..ee8151f13 100644 --- a/examples/filters/tutorials/local_thickness.ipynb +++ b/examples/filters/tutorials/local_thickness.ipynb @@ -73,7 +73,7 @@ "im = ps.generators.random_spheres(im=im, r=15, phi=0.4, smooth=False)\n", "im = ps.generators.random_spheres(im=im, r=10, phi=0.6, smooth=False)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -116,7 +116,7 @@ "source": [ "thk = ps.filters.local_thickness(im)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(thk, interpolation='none', origin='lower', cmap=plt.cm.viridis)\n", + "ax.imshow(thk, interpolation=\"none\", origin=\"lower\", cmap=plt.cm.viridis)\n", "ax.axis(False);" ] }, @@ -222,9 +222,9 @@ ], "source": [ "fig, ax = plt.subplots(figsize=(5, 4))\n", - "ax.set_xlabel('log(Pore Radius) [voxels]')\n", - "ax.set_ylabel('Normalized Volume Fraction')\n", - "ax.bar(x=psd.LogR, height=psd.pdf, width=psd.bin_widths, edgecolor='k');" + "ax.set_xlabel(\"log(Pore Radius) [voxels]\")\n", + "ax.set_ylabel(\"Normalized Volume Fraction\")\n", + "ax.bar(x=psd.LogR, height=psd.pdf, width=psd.bin_widths, edgecolor=\"k\");" ] }, { @@ -269,7 +269,7 @@ "strel = ps.tools.ps_disk(R)\n", "im_temp = spim.binary_opening(im, structure=strel)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(im_temp*2.0, interpolation='none', origin='lower');" + "ax.imshow(im_temp * 2.0, interpolation=\"none\", origin=\"lower\");" ] }, { @@ -292,7 +292,7 @@ }, "outputs": [], "source": [ - "im_result = im_temp*R" + "im_result = im_temp * R" ] }, { @@ -340,7 +340,7 @@ }, "outputs": [], "source": [ - "im_result[(im_result == 0)*im_temp] = R" + "im_result[(im_result == 0) * im_temp] = R" ] }, { @@ -381,7 +381,7 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow(im_result, interpolation='none', origin='lower');" + "ax.imshow(im_result, interpolation=\"none\", origin=\"lower\");" ] }, { @@ -421,7 +421,7 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow(thk, cmap=plt.cm.viridis, interpolation='none', origin='lower');" + "ax.imshow(thk, cmap=plt.cm.viridis, interpolation=\"none\", origin=\"lower\");" ] }, { diff --git a/examples/filters/tutorials/snow_partitioning.ipynb b/examples/filters/tutorials/snow_partitioning.ipynb index 050e4018e..d1ca3a026 100644 --- a/examples/filters/tutorials/snow_partitioning.ipynb +++ b/examples/filters/tutorials/snow_partitioning.ipynb @@ -473,7 +473,7 @@ "source": [ "im = ps.generators.overlapping_spheres([500, 500], r=10, porosity=0.5)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(im, origin='lower');" + "ax.imshow(im, origin=\"lower\");" ] }, { @@ -2193,13 +2193,13 @@ ], "source": [ "fig, ax = plt.subplots(2, 2, figsize=[8, 8])\n", - "ax[0, 0].imshow(snow_out.im, origin='lower')\n", - "ax[0, 1].imshow(snow_out.dt, origin='lower')\n", + "ax[0, 0].imshow(snow_out.im, origin=\"lower\")\n", + "ax[0, 1].imshow(snow_out.dt, origin=\"lower\")\n", "dt_peak = snow_out.dt.copy()\n", "peaks_dilated = binary_dilation(snow_out.peaks > 0)\n", "dt_peak[peaks_dilated > 0] = np.nan\n", - "ax[1, 0].imshow(dt_peak, origin='lower')\n", - "ax[1, 1].imshow(ps.tools.randomize_colors(snow_out.regions), origin='lower')\n", + "ax[1, 0].imshow(dt_peak, origin=\"lower\")\n", + "ax[1, 1].imshow(ps.tools.randomize_colors(snow_out.regions), origin=\"lower\")\n", "ax[0, 0].set_title(\"Binary image\")\n", "ax[0, 1].set_title(\"Distance transform\")\n", "ax[1, 0].set_title(\"Distance transform peaks\")\n", diff --git a/examples/filters/tutorials/snow_partitioning_parallel.ipynb b/examples/filters/tutorials/snow_partitioning_parallel.ipynb index c8d2e1cd9..65491e306 100644 --- a/examples/filters/tutorials/snow_partitioning_parallel.ipynb +++ b/examples/filters/tutorials/snow_partitioning_parallel.ipynb @@ -87,7 +87,7 @@ "source": [ "im = ps.generators.overlapping_spheres([1000, 1000], r=10, porosity=0.5)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(im, origin='lower');" + "ax.imshow(im, origin=\"lower\");" ] }, { @@ -117,7 +117,8 @@ "source": [ "parallel_kw = {\"divs\": 2}\n", "snow_out = ps.filters.snow_partitioning_parallel(\n", - " im=im, parallel_kw=parallel_kw, r_max=5, sigma=0.4)" + " im=im, parallel_kw=parallel_kw, r_max=5, sigma=0.4\n", + ")" ] }, { @@ -160,7 +161,7 @@ "source": [ "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", "ax.imshow(randomize_colors(snow_out.regions))\n", - "ax.set_title('Segmented Image');" + "ax.set_title(\"Segmented Image\");" ] }, { diff --git a/examples/general/denoising_and_segmenting_images.ipynb b/examples/general/denoising_and_segmenting_images.ipynb index 0bde7bf69..e410da611 100644 --- a/examples/general/denoising_and_segmenting_images.ipynb +++ b/examples/general/denoising_and_segmenting_images.ipynb @@ -63,8 +63,8 @@ ], "source": [ "im = ps.generators.blobs(shape=[100, 100])\n", - "new_im = (im*0.2) * np.random.rand(*im.shape) + 0.8*im\n", - "new_im += (~im*0.2) * np.random.rand(*im.shape)\n", + "new_im = (im * 0.2) * np.random.rand(*im.shape) + 0.8 * im\n", + "new_im += (~im * 0.2) * np.random.rand(*im.shape)\n", "fig, ax = subplots(figsize=[5, 5])\n", "ax.imshow(new_im);" ] @@ -98,7 +98,7 @@ ], "source": [ "fig, ax = subplots(figsize=[5, 5])\n", - "ax.hist(new_im.flatten(), bins=25, edgecolor='k');" + "ax.hist(new_im.flatten(), bins=25, edgecolor=\"k\");" ] }, { @@ -161,11 +161,11 @@ } ], "source": [ - "new_im = np.random.normal(loc=.4, scale=0.035, size=im.shape) * im\n", - "new_im += np.random.normal(loc=.6, scale=0.035, size=im.shape) * (~im)\n", + "new_im = np.random.normal(loc=0.4, scale=0.035, size=im.shape) * im\n", + "new_im += np.random.normal(loc=0.6, scale=0.035, size=im.shape) * (~im)\n", "fig, ax = subplots(1, 2, figsize=[10, 5])\n", "ax[0].imshow(new_im)\n", - "ax[1].hist(new_im.flatten(), bins=25, edgecolor='k');" + "ax[1].hist(new_im.flatten(), bins=25, edgecolor=\"k\");" ] }, { @@ -228,11 +228,11 @@ } ], "source": [ - "new_im = np.random.normal(loc=.4, scale=0.1, size=im.shape) * im\n", - "new_im += np.random.normal(loc=.6, scale=0.1, size=im.shape) * (~im)\n", + "new_im = np.random.normal(loc=0.4, scale=0.1, size=im.shape) * im\n", + "new_im += np.random.normal(loc=0.6, scale=0.1, size=im.shape) * (~im)\n", "fig, ax = subplots(1, 3, figsize=[15, 5])\n", "ax[0].imshow(new_im)\n", - "ax[1].hist(new_im.flatten(), bins=25, edgecolor='k')\n", + "ax[1].hist(new_im.flatten(), bins=25, edgecolor=\"k\")\n", "ax[2].imshow(new_im > 0.5);" ] }, @@ -264,11 +264,11 @@ } ], "source": [ - "im = imageio.volread('../../docs/_static/images/Sample 1.tif')\n", - "im = (im - im.min())/(im.max() - im.min())\n", + "im = imageio.volread(\"../../docs/_static/images/Sample 1.tif\")\n", + "im = (im - im.min()) / (im.max() - im.min())\n", "fig, ax = subplots(1, 3, figsize=[15, 5])\n", "ax[0].imshow(im[0, ...].T)\n", - "ax[1].hist(im.flatten(), bins=25, edgecolor='k')\n", + "ax[1].hist(im.flatten(), bins=25, edgecolor=\"k\")\n", "ax[2].imshow(im[0, ...].T > 0.6);" ] }, @@ -324,13 +324,13 @@ "source": [ "import scipy.ndimage as spim\n", "\n", - "im = imageio.volread('../../docs/_static/images/Sample 1.tif')\n", - "im = (im - im.min())/(im.max() - im.min())\n", + "im = imageio.volread(\"../../docs/_static/images/Sample 1.tif\")\n", + "im = (im - im.min()) / (im.max() - im.min())\n", "im = im[0, ...]\n", "im1 = spim.uniform_filter(im, size=3)\n", - "im1 = (im1 - im1.min())/(im1.max() - im1.min())\n", + "im1 = (im1 - im1.min()) / (im1.max() - im1.min())\n", "im2 = spim.gaussian_filter(im, sigma=1)\n", - "im2 = (im2 - im2.min())/(im2.max() - im2.min())\n", + "im2 = (im2 - im2.min()) / (im2.max() - im2.min())\n", "fig, ax = subplots(2, 3, figsize=[10, 5])\n", "ax[0][0].imshow(im)\n", "ax[0][1].imshow(im1)\n", @@ -368,7 +368,7 @@ } ], "source": [ - "im = ~ps.generators.random_spheres([100, 100], r=8)*1.0\n", + "im = ~ps.generators.random_spheres([100, 100], r=8) * 1.0\n", "im1 = spim.uniform_filter(im, size=6)\n", "im2 = spim.gaussian_filter(im, sigma=2)\n", "fig, ax = subplots(2, 2, figsize=[10, 10])\n", @@ -422,14 +422,14 @@ "source": [ "from skimage.restoration import estimate_sigma, non_local_means\n", "\n", - "im = imageio.volread('../../docs/_static/images/Sample 1.tif')\n", - "im = (im - im.min())/(im.max() - im.min())\n", + "im = imageio.volread(\"../../docs/_static/images/Sample 1.tif\")\n", + "im = (im - im.min()) / (im.max() - im.min())\n", "im = im[0, ...]\n", "im1 = spim.median_filter(im, size=3)\n", - "im1 = (im1 - im1.min())/(im1.max() - im1.min())\n", + "im1 = (im1 - im1.min()) / (im1.max() - im1.min())\n", "s = estimate_sigma(im)\n", "im2 = non_local_means.denoise_nl_means(im)\n", - "im2 = (im2 - im2.min())/(im2.max() - im2.min())\n", + "im2 = (im2 - im2.min()) / (im2.max() - im2.min())\n", "fig, ax = subplots(2, 3, figsize=[10, 5])\n", "ax[0][0].imshow(im)\n", "ax[0][1].imshow(im1)\n", @@ -468,9 +468,9 @@ ], "source": [ "fig, ax = subplots(1, 3, figsize=[15, 5])\n", - "ax[0].hist(im.flatten(), bins=25, edgecolor='k')\n", - "ax[1].hist(im1.flatten(), bins=25, edgecolor='k')\n", - "ax[2].hist(im2.flatten(), bins=25, edgecolor='k');" + "ax[0].hist(im.flatten(), bins=25, edgecolor=\"k\")\n", + "ax[1].hist(im1.flatten(), bins=25, edgecolor=\"k\")\n", + "ax[2].hist(im2.flatten(), bins=25, edgecolor=\"k\");" ] }, { @@ -501,34 +501,34 @@ } ], "source": [ - "im = imageio.volread('../../docs/_static/images/Sample 1.tif')\n", - "im = (im - im.min())/(im.max() - im.min())\n", + "im = imageio.volread(\"../../docs/_static/images/Sample 1.tif\")\n", + "im = (im - im.min()) / (im.max() - im.min())\n", "im = im[0, ...]\n", "s = estimate_sigma(im)\n", "\n", "kw = {\n", - " 'patch_size': 7,\n", - " 'patch_distance': 11,\n", - " 'h': 0.1,\n", + " \"patch_size\": 7,\n", + " \"patch_distance\": 11,\n", + " \"h\": 0.1,\n", "}\n", "im1 = non_local_means.denoise_nl_means(im, sigma=s, **kw)\n", - "im1 = (im1 - im1.min())/(im1.max() - im1.min())\n", + "im1 = (im1 - im1.min()) / (im1.max() - im1.min())\n", "\n", "kw = {\n", - " 'patch_size': 7,\n", - " 'patch_distance': 7,\n", - " 'h': 0.1,\n", + " \"patch_size\": 7,\n", + " \"patch_distance\": 7,\n", + " \"h\": 0.1,\n", "}\n", "im2 = non_local_means.denoise_nl_means(im, sigma=s, **kw)\n", - "im2 = (im2 - im2.min())/(im2.max() - im2.min())\n", + "im2 = (im2 - im2.min()) / (im2.max() - im2.min())\n", "\n", "kw = {\n", - " 'patch_size': 9,\n", - " 'patch_distance': 7,\n", - " 'h': 0.1,\n", + " \"patch_size\": 9,\n", + " \"patch_distance\": 7,\n", + " \"h\": 0.1,\n", "}\n", "im3 = non_local_means.denoise_nl_means(im, sigma=s, **kw)\n", - "im3 = (im3 - im3.min())/(im3.max() - im3.min())\n", + "im3 = (im3 - im3.min()) / (im3.max() - im3.min())\n", "\n", "fig, ax = subplots(2, 3, figsize=[10, 5])\n", "ax[0][0].imshow(im1)\n", diff --git a/examples/general/getting_started.ipynb b/examples/general/getting_started.ipynb index fdfe90219..9a0163e58 100644 --- a/examples/general/getting_started.ipynb +++ b/examples/general/getting_started.ipynb @@ -141,7 +141,7 @@ "source": [ "cr = ps.filters.apply_chords(im)\n", "labels, N = spim.label(cr)\n", - "cr = ps.filters.flood(cr, labels=labels, mode='size')\n", + "cr = ps.filters.flood(cr, labels=labels, mode=\"size\")\n", "\n", "fig, ax = plt.subplots(figsize=[3, 3])\n", "ax.imshow(cr);" @@ -190,9 +190,9 @@ "data = ps.metrics.two_point_correlation(im)\n", "\n", "fig, ax = plt.subplots(figsize=[6, 3])\n", - "ax.plot(data.distance, data.probability_scaled, 'bo-', markersize=3)\n", - "ax.set_ylabel('probability')\n", - "ax.set_xlabel('correlation length [voxels]');" + "ax.plot(data.distance, data.probability_scaled, \"bo-\", markersize=3)\n", + "ax.set_ylabel(\"probability\")\n", + "ax.set_xlabel(\"correlation length [voxels]\");" ] }, { @@ -232,9 +232,9 @@ "fig, ax = plt.subplots(1, 2, figsize=[6, 3])\n", "ax[0].imshow(mip)\n", "# Now show intrusion curve\n", - "ax[1].plot(data.R, data.cdf, 'bo-')\n", - "ax[1].set_xlabel('Pore Radius [voxels]')\n", - "ax[1].set_ylabel('Volume Invaded [voxels]');" + "ax[1].plot(data.R, data.cdf, \"bo-\")\n", + "ax[1].set_xlabel(\"Pore Radius [voxels]\")\n", + "ax[1].set_ylabel(\"Volume Invaded [voxels]\");" ] } ], diff --git a/examples/general/loading_images.ipynb b/examples/general/loading_images.ipynb index 2d90566df..196a5bf0c 100644 --- a/examples/general/loading_images.ipynb +++ b/examples/general/loading_images.ipynb @@ -239,7 +239,7 @@ ], "source": [ "fig, ax = subplots(figsize=[5, 5])\n", - "ax.hist(im3d.flatten(), bins=25, edgecolor='k');" + "ax.hist(im3d.flatten(), bins=25, edgecolor=\"k\");" ] }, { @@ -337,7 +337,7 @@ } ], "source": [ - "im2 = imageio.volread('../../docs/_static/images/Sample 1.tif')\n", + "im2 = imageio.volread(\"../../docs/_static/images/Sample 1.tif\")\n", "ps.imshow(im2, axis=0);" ] }, diff --git a/examples/generators/reference/blobs.ipynb b/examples/generators/reference/blobs.ipynb index c533c1499..37363ba0d 100644 --- a/examples/generators/reference/blobs.ipynb +++ b/examples/generators/reference/blobs.ipynb @@ -66,7 +66,7 @@ "shape = [200, 200]\n", "im = ps.generators.blobs(shape=shape)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -108,7 +108,7 @@ "e = 0.75\n", "im = ps.generators.blobs(shape=[500, 500], porosity=e)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -148,10 +148,10 @@ "im = ps.generators.blobs(shape=[500, 500], porosity=None)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", - "ax[1].hist(im.flatten(), edgecolor='k');" + "ax[1].hist(im.flatten(), edgecolor=\"k\");" ] }, { @@ -181,11 +181,11 @@ "source": [ "im = ps.generators.blobs(shape=[500, 500], porosity=None, blobiness=1)\n", "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", - "ax[0].imshow(im, origin='lower', interpolation='none')\n", + "ax[0].imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im < 0.5, origin='lower', interpolation='none')\n", + "ax[1].imshow(im < 0.5, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(im < 0.75, origin='lower', interpolation='none')\n", + "ax[2].imshow(im < 0.75, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] }, @@ -226,12 +226,12 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "im1 = ps.generators.blobs(shape=shape, porosity=e, blobiness=1)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", "im2 = ps.generators.blobs(shape=shape, porosity=e, blobiness=2)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].axis(False);\n" + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].axis(False);" ] }, { @@ -262,11 +262,11 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "im1 = ps.generators.blobs(shape=shape, porosity=e, blobiness=[2, 1])\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", "im2 = ps.generators.blobs(shape=shape, porosity=e, blobiness=[1, 3])\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -308,9 +308,9 @@ "im1 = ps.generators.blobs(shape=[500, 500], porosity=0.5, seed=0)\n", "im2 = ps.generators.blobs(shape=[500, 500], porosity=0.5, seed=0)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -346,10 +346,10 @@ "im2 = np.tile(im, [2, 2])\n", "\n", "fig, ax = plt.subplots(1, 2)\n", - "ax[0].imshow(im, interpolation='none')\n", + "ax[0].imshow(im, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, interpolation='none')\n", - "ax[1].axis(False);\n" + "ax[1].imshow(im2, interpolation=\"none\")\n", + "ax[1].axis(False);" ] } ], diff --git a/examples/generators/reference/borders.ipynb b/examples/generators/reference/borders.ipynb index 63d481d88..6b36a9bde 100644 --- a/examples/generators/reference/borders.ipynb +++ b/examples/generators/reference/borders.ipynb @@ -81,7 +81,7 @@ "bd = ps.generators.borders(shape=im.shape)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(bd, interpolation='none')\n", + "ax.imshow(bd, interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -123,7 +123,7 @@ "bd = ps.generators.borders(shape=im.shape, thickness=3)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(bd, interpolation='none')\n", + "ax.imshow(bd, interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -163,16 +163,16 @@ "source": [ "fig, ax = plt.subplots(1, 3, figsize=[12, 6])\n", "\n", - "bd = ps.generators.borders(shape=im.shape, thickness=3, mode='faces')\n", - "ax[0].imshow(bd, interpolation='none')\n", + "bd = ps.generators.borders(shape=im.shape, thickness=3, mode=\"faces\")\n", + "ax[0].imshow(bd, interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", - "bd = ps.generators.borders(shape=im.shape, thickness=3, mode='edges')\n", - "ax[1].imshow(bd, interpolation='none')\n", + "bd = ps.generators.borders(shape=im.shape, thickness=3, mode=\"edges\")\n", + "ax[1].imshow(bd, interpolation=\"none\")\n", "ax[1].axis(False)\n", "\n", - "bd = ps.generators.borders(shape=im.shape, thickness=3, mode='corners')\n", - "ax[2].imshow(bd, interpolation='none')\n", + "bd = ps.generators.borders(shape=im.shape, thickness=3, mode=\"corners\")\n", + "ax[2].imshow(bd, interpolation=\"none\")\n", "ax[2].axis(False);" ] }, @@ -202,9 +202,9 @@ ], "source": [ "im = ps.generators.blobs(shape=[10, 10, 10], porosity=0.6)\n", - "bd = ps.generators.borders(shape=im.shape, thickness=3, mode='edges')\n", - "ax = plt.figure().add_subplot(projection='3d')\n", - "ax.voxels(bd, edgecolor='k', linewidth=0.25);" + "bd = ps.generators.borders(shape=im.shape, thickness=3, mode=\"edges\")\n", + "ax = plt.figure().add_subplot(projection=\"3d\")\n", + "ax.voxels(bd, edgecolor=\"k\", linewidth=0.25);" ] }, { @@ -233,9 +233,9 @@ ], "source": [ "im = ps.generators.blobs(shape=[15, 15, 15], porosity=0.6)\n", - "bd = ps.generators.borders(shape=im.shape, thickness=3, mode='corners')\n", - "ax = plt.figure().add_subplot(projection='3d')\n", - "ax.voxels(bd, edgecolor='k', linewidth=0.25);" + "bd = ps.generators.borders(shape=im.shape, thickness=3, mode=\"corners\")\n", + "ax = plt.figure().add_subplot(projection=\"3d\")\n", + "ax.voxels(bd, edgecolor=\"k\", linewidth=0.25);" ] } ], diff --git a/examples/generators/reference/cylinders.ipynb b/examples/generators/reference/cylinders.ipynb index 3bd90d323..16e991e6f 100644 --- a/examples/generators/reference/cylinders.ipynb +++ b/examples/generators/reference/cylinders.ipynb @@ -209,14 +209,14 @@ "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, porosity=porosity)\n", "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'Actual porosity is {im.sum()/im.size}')\n", + "ax[0].set_title(f\"Actual porosity is {im.sum() / im.size}\")\n", "\n", "porosity = 0.8\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=r, porosity=porosity)\n", "\n", "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'Actual porosity is {im.sum()/im.size}');" + "ax[1].set_title(f\"Actual porosity is {im.sum() / im.size}\");" ] }, { @@ -388,13 +388,13 @@ "im = ps.generators.cylinders(shape=[200, 200, 200], r=8, porosity=porosity, maxiter=2)\n", "ax[0].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'Actual porosity is {im.sum()/im.size}')\n", + "ax[0].set_title(f\"Actual porosity is {im.sum() / im.size}\")\n", "\n", "im = ps.generators.cylinders(shape=[200, 200, 200], r=8, porosity=porosity, maxiter=5)\n", "\n", "ax[1].imshow(ps.visualization.xray(im, axis=2), cmap=plt.cm.bone)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'Actual porosity is {im.sum()/im.size}');" + "ax[1].set_title(f\"Actual porosity is {im.sum() / im.size}\");" ] } ], diff --git a/examples/generators/reference/cylindrical_pillars_array.ipynb b/examples/generators/reference/cylindrical_pillars_array.ipynb index 0a48f21b9..4f6045aaa 100644 --- a/examples/generators/reference/cylindrical_pillars_array.ipynb +++ b/examples/generators/reference/cylindrical_pillars_array.ipynb @@ -70,15 +70,13 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=(10, 5))\n", "np.random.seed(0)\n", - "im1 = ps.generators.cylindrical_pillars_array(\n", - " shape=[401, 601], spacing=30)\n", - "im2 = ps.generators.cylindrical_pillars_array(\n", - " shape=[401, 601], spacing=60)\n", + "im1 = ps.generators.cylindrical_pillars_array(shape=[401, 601], spacing=30)\n", + "im2 = ps.generators.cylindrical_pillars_array(shape=[401, 601], spacing=60)\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Spacing=30')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Spacing=60');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Spacing=30\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Spacing=60\");" ] }, { @@ -123,18 +121,18 @@ "im1 = ps.generators.cylindrical_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='simple',\n", + " lattice=\"simple\",\n", ")\n", "im2 = ps.generators.cylindrical_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='triangular',\n", + " lattice=\"triangular\",\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Simple Cubic Lattice')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Triangular Lattice');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Simple Cubic Lattice\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Triangular Lattice\");" ] }, { @@ -179,20 +177,20 @@ "im1 = ps.generators.cylindrical_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='simple',\n", + " lattice=\"simple\",\n", " truncate=True,\n", ")\n", "im2 = ps.generators.cylindrical_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='simple',\n", + " lattice=\"simple\",\n", " truncate=False,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Truncated to Shape')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Expanded to whole number of unit cells');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Truncated to Shape\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Expanded to whole number of unit cells\");" ] }, { @@ -237,19 +235,19 @@ "np.random.seed(0)\n", "im1 = ps.generators.cylindrical_pillars_array(\n", " shape=[401, 601],\n", - " dist='uniform',\n", + " dist=\"uniform\",\n", " dist_kwargs=dict(loc=10, scale=10),\n", ")\n", "im2 = ps.generators.cylindrical_pillars_array(\n", " shape=[401, 601],\n", - " dist='norm',\n", + " dist=\"norm\",\n", " dist_kwargs=dict(loc=10, scale=4),\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Narrow Uniform Distribution')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Normal Distribution');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Narrow Uniform Distribution\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Normal Distribution\");" ] }, { @@ -293,8 +291,8 @@ " seed=0,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none');\n" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\");" ] } ], diff --git a/examples/generators/reference/cylindrical_pillars_mesh.ipynb b/examples/generators/reference/cylindrical_pillars_mesh.ipynb index f8c03da10..958f5b023 100644 --- a/examples/generators/reference/cylindrical_pillars_mesh.ipynb +++ b/examples/generators/reference/cylindrical_pillars_mesh.ipynb @@ -79,10 +79,10 @@ " a=5000,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('a=500')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('a=5000');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"a=500\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"a=5000\");" ] }, { @@ -133,10 +133,10 @@ " f=0.9,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('f=0.5')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('f=0.95');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"f=0.5\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"f=0.95\");" ] }, { @@ -181,10 +181,10 @@ " n=40,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('n=20')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('n=40');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"n=20\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"n=40\");" ] }, { @@ -235,10 +235,10 @@ " truncate=True,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('truncate=False')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('truncate=True');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"truncate=False\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"truncate=True\");" ] } ], diff --git a/examples/generators/reference/cylindrical_plug.ipynb b/examples/generators/reference/cylindrical_plug.ipynb index ac96f2239..4837fbf07 100644 --- a/examples/generators/reference/cylindrical_plug.ipynb +++ b/examples/generators/reference/cylindrical_plug.ipynb @@ -67,8 +67,8 @@ "im = ps.generators.blobs(shape=[15, 15, 15], porosity=0.6)\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape)\n", "\n", - "ax = plt.figure(figsize=[6, 6]).add_subplot(projection='3d')\n", - "ax.voxels(cyl, edgecolor='k', linewidth=.25);" + "ax = plt.figure(figsize=[6, 6]).add_subplot(projection=\"3d\")\n", + "ax.voxels(cyl, edgecolor=\"k\", linewidth=0.25);" ] }, { @@ -106,7 +106,7 @@ "source": [ "cyl = ps.generators.cylindrical_plug(shape=[21, 21])\n", "\n", - "plt.imshow(cyl, origin='lower', interpolation='none')\n", + "plt.imshow(cyl, origin=\"lower\", interpolation=\"none\")\n", "plt.axis(False);" ] }, @@ -149,13 +149,13 @@ "r = 5\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape, r=r)\n", "\n", - "ax[0].imshow(cyl[..., 10], interpolation='none', origin='lower')\n", + "ax[0].imshow(cyl[..., 10], interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", "r = 8\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape, r=r)\n", "\n", - "ax[1].imshow(cyl[..., 10], interpolation='none', origin='lower')\n", + "ax[1].imshow(cyl[..., 10], interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -192,9 +192,9 @@ "cyl2 = ps.generators.cylindrical_plug(shape=im.shape, r=r, smooth=False)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(cyl1[..., 10], interpolation='none', origin='lower')\n", + "ax[0].imshow(cyl1[..., 10], interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(cyl2[..., 10], interpolation='none', origin='lower')\n", + "ax[1].imshow(cyl2[..., 10], interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -232,16 +232,16 @@ } ], "source": [ - "fig, (ax1, ax2, ax3) = plt.subplots(ncols=3, subplot_kw={'projection': '3d'}, figsize=[15, 5])\n", + "fig, (ax1, ax2, ax3) = plt.subplots(ncols=3, subplot_kw={\"projection\": \"3d\"}, figsize=[15, 5])\n", "\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape, axis=0)\n", - "ax1.voxels(cyl, edgecolor='k', linewidth=.25)\n", + "ax1.voxels(cyl, edgecolor=\"k\", linewidth=0.25)\n", "\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape, axis=1)\n", - "ax2.voxels(cyl, edgecolor='k', linewidth=.25)\n", + "ax2.voxels(cyl, edgecolor=\"k\", linewidth=0.25)\n", "\n", "cyl = ps.generators.cylindrical_plug(shape=im.shape, axis=2)\n", - "ax3.voxels(cyl, edgecolor='k', linewidth=.25);" + "ax3.voxels(cyl, edgecolor=\"k\", linewidth=0.25);" ] } ], diff --git a/examples/generators/reference/elevation.ipynb b/examples/generators/reference/elevation.ipynb index a9c02a5d6..1880b0b57 100644 --- a/examples/generators/reference/elevation.ipynb +++ b/examples/generators/reference/elevation.ipynb @@ -118,9 +118,9 @@ "y = ps.generators.elevation(shape=[50, 20], axis=1, voxel_size=3e-4)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[4, 4])\n", - "ax[0].imshow(x, vmax=5*1e-3)\n", + "ax[0].imshow(x, vmax=5 * 1e-3)\n", "ax[0].axis(False)\n", - "ax[1].imshow(y, vmax=10*1e-3)\n", + "ax[1].imshow(y, vmax=10 * 1e-3)\n", "ax[1].axis(False);" ] } diff --git a/examples/generators/reference/faces.ipynb b/examples/generators/reference/faces.ipynb index 9f2eb4643..4527e9234 100644 --- a/examples/generators/reference/faces.ipynb +++ b/examples/generators/reference/faces.ipynb @@ -63,8 +63,8 @@ "im = ps.generators.blobs(shape=[10, 10, 10])\n", "faces = ps.generators.faces(shape=im.shape, inlet=0, outlet=0)\n", "\n", - "ax = plt.figure().add_subplot(projection='3d')\n", - "ax.voxels(faces, edgecolor='k', linewidth=0.25);" + "ax = plt.figure().add_subplot(projection=\"3d\")\n", + "ax.voxels(faces, edgecolor=\"k\", linewidth=0.25);" ] }, { @@ -101,8 +101,8 @@ "source": [ "faces = ps.generators.faces(shape=im.shape, inlet=2, outlet=0)\n", "\n", - "ax = plt.figure().add_subplot(projection='3d')\n", - "ax.voxels(faces, edgecolor='k', linewidth=0.25);" + "ax = plt.figure().add_subplot(projection=\"3d\")\n", + "ax.voxels(faces, edgecolor=\"k\", linewidth=0.25);" ] } ], diff --git a/examples/generators/reference/fractal_noise.ipynb b/examples/generators/reference/fractal_noise.ipynb index 5e3349044..29f162e1c 100644 --- a/examples/generators/reference/fractal_noise.ipynb +++ b/examples/generators/reference/fractal_noise.ipynb @@ -61,7 +61,7 @@ "shape = [200, 200]\n", "im = ps.generators.fractal_noise(shape=shape)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -101,7 +101,7 @@ "cores = 1\n", "im = ps.generators.fractal_noise(shape=shape, cores=cores)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -143,15 +143,15 @@ "seed = 1\n", "im3 = ps.generators.fractal_noise(shape=shape, seed=seed, cores=cores)\n", "fig, ax = plt.subplots(1, 3, figsize=[9, 3])\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[2].imshow(im3, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[2].imshow(im3, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", "ax[1].axis(False)\n", "ax[2].axis(False)\n", - "ax[0].set_title('seed = 0')\n", - "ax[1].set_title('seed = 0')\n", - "ax[2].set_title('seed = 1');" + "ax[0].set_title(\"seed = 0\")\n", + "ax[1].set_title(\"seed = 0\")\n", + "ax[2].set_title(\"seed = 1\");" ] }, { @@ -193,13 +193,13 @@ "im1 = ps.generators.fractal_noise(shape=shape, frequency=frequency, cores=cores, seed=seed)\n", "ax[0].imshow(im)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'frequency = 0.05')\n", + "ax[0].set_title(f\"frequency = 0.05\")\n", "\n", "frequency = 0.05\n", "im2 = ps.generators.fractal_noise(shape=shape, frequency=frequency, cores=cores, seed=seed)\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'frequency = 0.1');" + "ax[1].set_title(f\"frequency = 0.1\");" ] }, { @@ -236,17 +236,21 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", - "octaves=2\n", - "im1 = ps.generators.fractal_noise(shape=shape, octaves=octaves, frequency=frequency, seed=seed, cores=cores)\n", + "octaves = 2\n", + "im1 = ps.generators.fractal_noise(\n", + " shape=shape, octaves=octaves, frequency=frequency, seed=seed, cores=cores\n", + ")\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'octaves = {octaves}')\n", + "ax[0].set_title(f\"octaves = {octaves}\")\n", "\n", - "octaves=10\n", - "im2 = ps.generators.fractal_noise(shape=shape, octaves=octaves, frequency=frequency, seed=seed, cores=cores)\n", + "octaves = 10\n", + "im2 = ps.generators.fractal_noise(\n", + " shape=shape, octaves=octaves, frequency=frequency, seed=seed, cores=cores\n", + ")\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'octaves = {octaves}');" + "ax[1].set_title(f\"octaves = {octaves}\");" ] }, { @@ -287,13 +291,13 @@ "im1 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores)\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'gain = {gain}')\n", + "ax[0].set_title(f\"gain = {gain}\")\n", "\n", "gain = 0.5\n", "im2 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores)\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'gain = {gain}');" + "ax[1].set_title(f\"gain = {gain}\");" ] }, { @@ -331,29 +335,29 @@ "source": [ "fig, ax = plt.subplots(2, 2, figsize=[8, 8])\n", "\n", - "mode='perlin'\n", + "mode = \"perlin\"\n", "im1 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores, mode=mode)\n", "ax[0][0].imshow(im1)\n", "ax[0][0].axis(False)\n", - "ax[0][0].set_title(f'mode = {mode}')\n", + "ax[0][0].set_title(f\"mode = {mode}\")\n", "\n", - "mode = 'simplex'\n", + "mode = \"simplex\"\n", "im2 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores, mode=mode)\n", "ax[0][1].imshow(im2)\n", "ax[0][1].axis(False)\n", - "ax[0][1].set_title(f'mode = {mode}')\n", + "ax[0][1].set_title(f\"mode = {mode}\")\n", "\n", - "mode = 'cubic'\n", + "mode = \"cubic\"\n", "im2 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores, mode=mode)\n", "ax[1][0].imshow(im2)\n", "ax[1][0].axis(False)\n", - "ax[1][0].set_title(f'mode = {mode}')\n", + "ax[1][0].set_title(f\"mode = {mode}\")\n", "\n", - "mode = 'value'\n", + "mode = \"value\"\n", "im2 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores, mode=mode)\n", "ax[1][1].imshow(im2)\n", "ax[1][1].axis(False)\n", - "ax[1][1].set_title(f'mode = {mode}');" + "ax[1][1].set_title(f\"mode = {mode}\");" ] }, { @@ -390,18 +394,22 @@ "source": [ "fig, ax = plt.subplots(2, 2, figsize=[8, 8])\n", "\n", - "mode='perlin'\n", - "uniform=True\n", - "im1 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores, mode=mode, uniform=uniform)\n", + "mode = \"perlin\"\n", + "uniform = True\n", + "im1 = ps.generators.fractal_noise(\n", + " shape=shape, gain=gain, seed=seed, cores=cores, mode=mode, uniform=uniform\n", + ")\n", "ax[0][0].imshow(im1)\n", "ax[0][0].axis(False)\n", - "ax[0][0].set_title(f'uniform = {uniform}')\n", + "ax[0][0].set_title(f\"uniform = {uniform}\")\n", "\n", - "uniform=False\n", - "im2 = ps.generators.fractal_noise(shape=shape, gain=gain, seed=seed, cores=cores, mode=mode, uniform=uniform)\n", + "uniform = False\n", + "im2 = ps.generators.fractal_noise(\n", + " shape=shape, gain=gain, seed=seed, cores=cores, mode=mode, uniform=uniform\n", + ")\n", "ax[0][1].imshow(im2)\n", "ax[0][1].axis(False)\n", - "ax[0][1].set_title(f'uniform = {uniform}')\n", + "ax[0][1].set_title(f\"uniform = {uniform}\")\n", "\n", "ax[1][0].hist(im1.flatten())\n", "ax[1][1].hist(im2.flatten());" @@ -440,17 +448,21 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", - "porosity1=0.3\n", - "im1 = ps.generators.fractal_noise(shape=shape, porosity=porosity1, gain=gain, seed=seed, cores=cores, mode=mode)\n", + "porosity1 = 0.3\n", + "im1 = ps.generators.fractal_noise(\n", + " shape=shape, porosity=porosity1, gain=gain, seed=seed, cores=cores, mode=mode\n", + ")\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'porosity = {porosity1}')\n", + "ax[0].set_title(f\"porosity = {porosity1}\")\n", "\n", - "porosity2=0.6\n", - "im2 = ps.generators.fractal_noise(shape=shape, porosity=porosity2, gain=gain, seed=seed, cores=cores, mode=mode)\n", + "porosity2 = 0.6\n", + "im2 = ps.generators.fractal_noise(\n", + " shape=shape, porosity=porosity2, gain=gain, seed=seed, cores=cores, mode=mode\n", + ")\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'porosity = {porosity2}');" + "ax[1].set_title(f\"porosity = {porosity2}\");" ] } ], diff --git a/examples/generators/reference/insert_shape.ipynb b/examples/generators/reference/insert_shape.ipynb index f50ee65ac..c1298fce7 100644 --- a/examples/generators/reference/insert_shape.ipynb +++ b/examples/generators/reference/insert_shape.ipynb @@ -55,7 +55,7 @@ "im = ps.generators.insert_shape(im=im, element=shape, center=[25, 25])\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -95,7 +95,7 @@ "im = ps.generators.insert_shape(im=im, element=shape, center=[8, 8], value=3)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -135,14 +135,16 @@ "\n", "shape = np.ones([11, 11])\n", "im = ps.generators.insert_shape(im=im, element=shape, center=[25, 25], value=3)\n", - "im = ps.generators.insert_shape(im=im, element=shape, center=[18, 18], value=5, mode='overwrite')\n", + "im = ps.generators.insert_shape(\n", + " im=im, element=shape, center=[18, 18], value=5, mode=\"overwrite\"\n", + ")\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(im, interpolation='none', origin='lower')\n", + "ax[0].imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", - "im = ps.generators.insert_shape(im=im, element=shape, center=[12, 12], value=7, mode='overlay')\n", - "ax[1].imshow(im, interpolation='none', origin='lower')\n", + "im = ps.generators.insert_shape(im=im, element=shape, center=[12, 12], value=7, mode=\"overlay\")\n", + "ax[1].imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -185,7 +187,7 @@ "im = ps.generators.insert_shape(im=im, element=shape, corner=[10, 10], value=3)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] } diff --git a/examples/generators/reference/lattice_spheres.ipynb b/examples/generators/reference/lattice_spheres.ipynb index 1b6503cae..bc9891d9d 100644 --- a/examples/generators/reference/lattice_spheres.ipynb +++ b/examples/generators/reference/lattice_spheres.ipynb @@ -61,17 +61,17 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "shape = [200, 200]\n", - "r=10\n", + "r = 10\n", "im1 = ps.generators.lattice_spheres(shape=shape, r=r)\n", - "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].imshow(im1, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'radius = {r}')\n", + "ax[0].set_title(f\"radius = {r}\")\n", "\n", - "r= 20\n", + "r = 20\n", "im2 = ps.generators.lattice_spheres(shape=shape, r=r)\n", - "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].imshow(im2, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'radius = {r}');" + "ax[1].set_title(f\"radius = {r}\");" ] }, { @@ -110,16 +110,16 @@ "\n", "s = 35\n", "im1 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s)\n", - "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].imshow(im1, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'spacing = {s}')\n", + "ax[0].set_title(f\"spacing = {s}\")\n", "\n", "\n", "s = 50\n", "im2 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s)\n", - "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].imshow(im2, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'spacing = {s}');" + "ax[1].set_title(f\"spacing = {s}\");" ] }, { @@ -158,15 +158,15 @@ "\n", "o = 0\n", "im1 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o)\n", - "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].imshow(im1, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'offset = {o}')\n", + "ax[0].set_title(f\"offset = {o}\")\n", "\n", "o = 25\n", "im2 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o)\n", - "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].imshow(im2, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'offset = {o}');" + "ax[1].set_title(f\"offset = {o}\");" ] }, { @@ -203,20 +203,20 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", - "L='sc'\n", + "L = \"sc\"\n", "r = 10\n", "im1 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", "\n", - "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].imshow(im1, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'lattice = {L}')\n", + "ax[0].set_title(f\"lattice = {L}\")\n", "\n", - "L='tri'\n", + "L = \"tri\"\n", "im2 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", "\n", - "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].imshow(im2, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'lattice = {L}');" + "ax[1].set_title(f\"lattice = {L}\");" ] }, { @@ -255,23 +255,23 @@ "r = 10\n", "s = 25\n", "shape = [100, 100, 100]\n", - "L = 'sc'\n", + "L = \"sc\"\n", "im1 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", "ax[0].imshow(ps.visualization.show_3D(im1), cmap=plt.cm.bone)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'lattice = {L}')\n", + "ax[0].set_title(f\"lattice = {L}\")\n", "\n", - "L = 'fcc'\n", + "L = \"fcc\"\n", "im2 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", "ax[1].imshow(ps.visualization.show_3D(im2), cmap=plt.cm.bone)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'lattice = {L}')\n", + "ax[1].set_title(f\"lattice = {L}\")\n", "\n", - "L = 'bcc'\n", + "L = \"bcc\"\n", "im3 = ps.generators.lattice_spheres(shape=shape, r=r, spacing=s, offset=o, lattice=L)\n", "ax[2].imshow(ps.visualization.show_3D(im3), cmap=plt.cm.bone)\n", "ax[2].axis(False)\n", - "ax[2].set_title(f'lattice = {L}');" + "ax[2].set_title(f\"lattice = {L}\");" ] } ], diff --git a/examples/generators/reference/line_segment.ipynb b/examples/generators/reference/line_segment.ipynb index c9df3a45f..51f6c6ce0 100644 --- a/examples/generators/reference/line_segment.ipynb +++ b/examples/generators/reference/line_segment.ipynb @@ -72,7 +72,7 @@ "im[xs, ys] = True\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] } diff --git a/examples/generators/reference/overlapping_spheres.ipynb b/examples/generators/reference/overlapping_spheres.ipynb index 013a61006..07d1f3f9a 100644 --- a/examples/generators/reference/overlapping_spheres.ipynb +++ b/examples/generators/reference/overlapping_spheres.ipynb @@ -66,13 +66,13 @@ "im1 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e)\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'radius = {r}')\n", + "ax[0].set_title(f\"radius = {r}\")\n", "\n", "r = 20\n", "im2 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e)\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'radius = {r}');" + "ax[1].set_title(f\"radius = {r}\");" ] }, { @@ -114,13 +114,13 @@ "im1 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e)\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'porosity = {e}')\n", + "ax[0].set_title(f\"porosity = {e}\")\n", "\n", "e = 0.4\n", "im2 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e)\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'porosity = {e}');" + "ax[1].set_title(f\"porosity = {e}\");" ] }, { @@ -165,23 +165,23 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "print('target porosity =', e)\n", + "print(\"target porosity =\", e)\n", "\n", "np.random.seed(0)\n", "mi = 1\n", "im1 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e, maxiter=mi)\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'maxiter = {mi}')\n", - "print('porosity = ', ps.metrics.porosity(im1))\n", + "ax[0].set_title(f\"maxiter = {mi}\")\n", + "print(\"porosity = \", ps.metrics.porosity(im1))\n", "\n", "np.random.seed(0)\n", "mi = 10\n", "im2 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e, maxiter=mi)\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'maxiter = {mi}');\n", - "print('porosity = ', ps.metrics.porosity(im2))" + "ax[1].set_title(f\"maxiter = {mi}\")\n", + "print(\"porosity = \", ps.metrics.porosity(im2))" ] }, { @@ -226,24 +226,24 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "print('target porosity =', e)\n", + "print(\"target porosity =\", e)\n", "\n", "np.random.seed(0)\n", "t = 1e-2\n", - "mi=100\n", + "mi = 100\n", "im1 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e, maxiter=mi, tol=t)\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'tol = {t}')\n", - "print('porosity = ', ps.metrics.porosity(im1))\n", + "ax[0].set_title(f\"tol = {t}\")\n", + "print(\"porosity = \", ps.metrics.porosity(im1))\n", "\n", "np.random.seed(0)\n", "t = 1e-4\n", "im2 = ps.generators.overlapping_spheres(shape=shape, r=r, porosity=e, maxiter=mi, tol=t)\n", "ax[1].imshow(im2)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'tol = {t}');\n", - "print('porosity = ', ps.metrics.porosity(im2))" + "ax[1].set_title(f\"tol = {t}\")\n", + "print(\"porosity = \", ps.metrics.porosity(im2))" ] } ], diff --git a/examples/generators/reference/polydisperse_spheres.ipynb b/examples/generators/reference/polydisperse_spheres.ipynb index 168f19582..ec033a4aa 100644 --- a/examples/generators/reference/polydisperse_spheres.ipynb +++ b/examples/generators/reference/polydisperse_spheres.ipynb @@ -65,7 +65,7 @@ "im = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist, seed=10)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -105,14 +105,14 @@ "\n", "porosity = 0.75\n", "im1 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist)\n", - "ax[0].imshow(im1, interpolation='none', origin='lower')\n", - "ax[0].set_title(f'porosity = {im1.sum()/im1.size}')\n", + "ax[0].imshow(im1, interpolation=\"none\", origin=\"lower\")\n", + "ax[0].set_title(f\"porosity = {im1.sum() / im1.size}\")\n", "ax[0].axis(False)\n", "\n", "porosity = 0.5\n", "im2 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist)\n", - "ax[1].imshow(im2, interpolation='none', origin='lower')\n", - "ax[1].set_title(f'porosity = {im2.sum()/im2.size}')\n", + "ax[1].imshow(im2, interpolation=\"none\", origin=\"lower\")\n", + "ax[1].set_title(f\"porosity = {im2.sum() / im2.size}\")\n", "ax[1].axis(False);" ] }, @@ -152,14 +152,14 @@ "\n", "dist = spst.norm(loc=10, scale=5)\n", "im1 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist)\n", - "ax[0].imshow(im1, interpolation='none', origin='lower')\n", - "ax[0].set_title(f'distribution = {dist.kwds}')\n", + "ax[0].imshow(im1, interpolation=\"none\", origin=\"lower\")\n", + "ax[0].set_title(f\"distribution = {dist.kwds}\")\n", "ax[0].axis(False)\n", "\n", "dist = spst.norm(loc=5, scale=2)\n", "im2 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist)\n", - "ax[1].imshow(im2, interpolation='none', origin='lower')\n", - "ax[1].set_title(f'distribution = {dist.kwds}')\n", + "ax[1].imshow(im2, interpolation=\"none\", origin=\"lower\")\n", + "ax[1].set_title(f\"distribution = {dist.kwds}\")\n", "ax[1].axis(False);" ] }, @@ -200,14 +200,14 @@ "dist = spst.norm(loc=10, scale=5)\n", "nbins = 3\n", "im1 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist, nbins=nbins)\n", - "ax[0].imshow(im1, interpolation='none', origin='lower')\n", - "ax[0].set_title(f'nbins = {nbins}')\n", + "ax[0].imshow(im1, interpolation=\"none\", origin=\"lower\")\n", + "ax[0].set_title(f\"nbins = {nbins}\")\n", "ax[0].axis(False)\n", "\n", "nbins = 10\n", "im2 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist, nbins=nbins)\n", - "ax[1].imshow(im2, interpolation='none', origin='lower')\n", - "ax[1].set_title(f'nbins = {nbins}')\n", + "ax[1].imshow(im2, interpolation=\"none\", origin=\"lower\")\n", + "ax[1].set_title(f\"nbins = {nbins}\")\n", "ax[1].axis(False);" ] }, @@ -248,14 +248,14 @@ "dist = spst.norm(loc=10, scale=5)\n", "r_min = 5\n", "im1 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist, r_min=r_min)\n", - "ax[0].imshow(im1, interpolation='none', origin='lower')\n", - "ax[0].set_title(f'r_min = {r_min}')\n", + "ax[0].imshow(im1, interpolation=\"none\", origin=\"lower\")\n", + "ax[0].set_title(f\"r_min = {r_min}\")\n", "ax[0].axis(False)\n", "\n", "r_min = 2\n", "im2 = ps.generators.polydisperse_spheres(shape=shape, porosity=porosity, dist=dist, r_min=r_min)\n", - "ax[1].imshow(im2, interpolation='none', origin='lower')\n", - "ax[1].set_title(f'r_min = {r_min}')\n", + "ax[1].imshow(im2, interpolation=\"none\", origin=\"lower\")\n", + "ax[1].set_title(f\"r_min = {r_min}\")\n", "ax[1].axis(False);" ] } diff --git a/examples/generators/reference/pseudo_electrostatic_packing.ipynb b/examples/generators/reference/pseudo_electrostatic_packing.ipynb index 1945dcd01..4340083f3 100644 --- a/examples/generators/reference/pseudo_electrostatic_packing.ipynb +++ b/examples/generators/reference/pseudo_electrostatic_packing.ipynb @@ -70,14 +70,14 @@ } ], "source": [ - "im = ps.generators.borders(shape=[200, 200], mode='faces')\n", + "im = ps.generators.borders(shape=[200, 200], mode=\"faces\")\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, maxiter=35)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(im, interpolation='none', origin='lower')\n", + "ax[0].imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "ax[0].set_title(\"input im\")\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", "ax[1].set_title(\"spheres\");" ] @@ -121,15 +121,15 @@ } ], "source": [ - "sites = ps.generators.borders(shape=[200, 200], mode='corners', thickness=30)\n", + "sites = ps.generators.borders(shape=[200, 200], mode=\"corners\", thickness=30)\n", "im = np.zeros_like(sites, dtype=bool)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, sites=sites, r=8, maxiter=50)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(sites, interpolation='none', origin='lower')\n", + "ax[0].imshow(sites, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "ax[0].set_title(\"sites\")\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", "ax[1].set_title(\"output\");" ] @@ -176,16 +176,16 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "r = 5\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces')\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\")\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=r)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "ax[0].set_title(f\"radius: {r}\")\n", "\n", "r = 10\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces')\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\")\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=r)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", "ax[1].set_title(f\"radius: {r}\");" ] @@ -232,18 +232,18 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "clearance = -1\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces')\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\")\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=r, clearance=clearance)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'clearance: {clearance}')\n", + "ax[0].set_title(f\"clearance: {clearance}\")\n", "\n", "clearance = 5\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces')\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\")\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=r, clearance=clearance)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'clearance: {clearance}');" + "ax[1].set_title(f\"clearance: {clearance}\");" ] }, { @@ -288,16 +288,16 @@ "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", "\n", "protrusion = -2\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=20)\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=20)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, protrusion=protrusion)\n", - "ax[0].imshow(packing + 0.5*im, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing + 0.5 * im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "ax[0].set_title(f\"protrusion: {protrusion}\")\n", "\n", "protrusion = 8\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=20)\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=20)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, protrusion=protrusion)\n", - "ax[1].imshow(packing + 0.5*im, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing + 0.5 * im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", "ax[1].set_title(f\"protrusion: {protrusion}\");" ] @@ -343,14 +343,14 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=1)\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=1)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, maxiter=20)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=1)\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=1)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, maxiter=200)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -388,14 +388,14 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=1)\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=1)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, phi=0.25)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=1)\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=1)\n", "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, phi=0.5)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -434,16 +434,20 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "compactness = 1.0\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=1)\n", - "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, phi=0.25, compactness=compactness)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=1)\n", + "packing = ps.generators.pseudo_electrostatic_packing(\n", + " im=im, r=10, phi=0.25, compactness=compactness\n", + ")\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].set_title(f\"compactness: {compactness}\")\n", "ax[0].axis(False)\n", "\n", "compactness = 0.15\n", - "im = ps.generators.borders(shape=[151, 151], mode='faces', thickness=1)\n", - "packing = ps.generators.pseudo_electrostatic_packing(im=im, r=10, phi=0.25, compactness=compactness)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "im = ps.generators.borders(shape=[151, 151], mode=\"faces\", thickness=1)\n", + "packing = ps.generators.pseudo_electrostatic_packing(\n", + " im=im, r=10, phi=0.25, compactness=compactness\n", + ")\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].set_title(f\"compactness: {compactness}\")\n", "ax[1].axis(False);" ] diff --git a/examples/generators/reference/pseudo_gravity_packing.ipynb b/examples/generators/reference/pseudo_gravity_packing.ipynb index f83f8651e..2a2b11632 100644 --- a/examples/generators/reference/pseudo_gravity_packing.ipynb +++ b/examples/generators/reference/pseudo_gravity_packing.ipynb @@ -74,9 +74,9 @@ "packing = ps.generators.pseudo_gravity_packing(im=~im, r=8, maxiter=100)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(packing[40, ...], interpolation='none', origin='lower')\n", + "ax[0].imshow(packing[40, ...], interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(packing[..., 50], interpolation='none', origin='lower')\n", + "ax[1].imshow(packing[..., 50], interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -124,13 +124,23 @@ "r = 5\n", "im = ps.generators.cylindrical_plug(shape=[151, 101, 101], axis=0)\n", "packing = ps.generators.pseudo_gravity_packing(im=~im, r=r, maxiter=500)\n", - "ax[0].imshow(ps.visualization.xray(~packing, axis=2).T, cmap=plt.cm.bone, interpolation='none', origin='lower')\n", + "ax[0].imshow(\n", + " ps.visualization.xray(~packing, axis=2).T,\n", + " cmap=plt.cm.bone,\n", + " interpolation=\"none\",\n", + " origin=\"lower\",\n", + ")\n", "ax[0].axis(False)\n", "\n", "r = 10\n", "im = ps.generators.cylindrical_plug(shape=[151, 101, 101], axis=0)\n", "packing = ps.generators.pseudo_gravity_packing(im=~im, r=r, maxiter=100)\n", - "ax[1].imshow(ps.visualization.xray(~packing, axis=2).T, cmap=plt.cm.bone, interpolation='none', origin='lower')\n", + "ax[1].imshow(\n", + " ps.visualization.xray(~packing, axis=2).T,\n", + " cmap=plt.cm.bone,\n", + " interpolation=\"none\",\n", + " origin=\"lower\",\n", + ")\n", "ax[1].axis(False);" ] }, @@ -177,12 +187,12 @@ "\n", "im = np.zeros([300, 300], dtype=bool)\n", "packing = ps.generators.pseudo_gravity_packing(im=im, r=r, clearance=3, maxiter=500)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", "im = np.zeros([300, 300], dtype=bool)\n", "packing = ps.generators.pseudo_gravity_packing(im=im, r=r, clearance=-1, maxiter=100)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -223,12 +233,12 @@ "\n", "im = ps.generators.blobs([300, 300], porosity=0.2, seed=0)\n", "packing = ps.generators.pseudo_gravity_packing(im=im, r=r, protrusion=3)\n", - "ax[0].imshow(packing + im*2.0, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing + im * 2.0, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", "im = ps.generators.blobs([300, 300], porosity=0.1, seed=0)\n", "packing = ps.generators.pseudo_gravity_packing(im=im, r=r, protrusion=-5, maxiter=100)\n", - "ax[1].imshow(packing + im*2.0, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing + im * 2.0, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -274,11 +284,11 @@ "fig, ax = plt.subplots(1, 2, figsize=[12, 5])\n", "\n", "packing = ps.generators.pseudo_gravity_packing(shape=[300, 300], r=r, axis=0, maxiter=100)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", "packing = ps.generators.pseudo_gravity_packing(shape=[300, 300], r=r, axis=1, maxiter=100)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -324,11 +334,11 @@ "fig, ax = plt.subplots(1, 2, figsize=[12, 5])\n", "\n", "packing = ps.generators.pseudo_gravity_packing(shape=[300, 300], r=r, maxiter=50)\n", - "ax[0].imshow(packing, interpolation='none', origin='lower')\n", + "ax[0].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", "\n", "packing = ps.generators.pseudo_gravity_packing(shape=[300, 300], r=r, maxiter=150)\n", - "ax[1].imshow(packing, interpolation='none', origin='lower')\n", + "ax[1].imshow(packing, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False);" ] }, @@ -369,9 +379,9 @@ " shape=[200, 200],\n", " r=16,\n", " clearance=5,\n", - " edges='extended',\n", + " edges=\"extended\",\n", " seed=0,\n", - " phi=.25,\n", + " phi=0.25,\n", " smooth=False,\n", " value=3,\n", ")\n", @@ -380,7 +390,7 @@ " r=8,\n", " clearance=5,\n", " protrusion=5,\n", - " edges='contained',\n", + " edges=\"contained\",\n", " seed=0,\n", " phi=0.1,\n", " maxiter=1000,\n", @@ -388,14 +398,7 @@ " value=2,\n", ")\n", "im = ps.generators.random_spheres(\n", - " im=im,\n", - " r=12,\n", - " clearance=5,\n", - " protrusion=5,\n", - " edges='contained',\n", - " seed=0,\n", - " smooth=True,\n", - " value=1\n", + " im=im, r=12, clearance=5, protrusion=5, edges=\"contained\", seed=0, smooth=True, value=1\n", ")\n", "fig, ax = plt.subplots()\n", "ax.imshow(im)\n", diff --git a/examples/generators/reference/ramp.ipynb b/examples/generators/reference/ramp.ipynb index fb8c8d9e5..5d91d08b1 100644 --- a/examples/generators/reference/ramp.ipynb +++ b/examples/generators/reference/ramp.ipynb @@ -72,7 +72,7 @@ "shape = [200, 200]\n", "im = ps.generators.ramp(shape=shape, inlet=1, outlet=0)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none');" + "ax.imshow(im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -116,9 +116,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "h0 = ax[0].imshow(ps.generators.ramp([100, 100], inlet=0, outlet=1), origin='lower')\n", + "h0 = ax[0].imshow(ps.generators.ramp([100, 100], inlet=0, outlet=1), origin=\"lower\")\n", "plt.colorbar(h0)\n", - "h1 = ax[1].imshow(ps.generators.ramp([100, 100], inlet=100, outlet=0), origin='lower')\n", + "h1 = ax[1].imshow(ps.generators.ramp([100, 100], inlet=100, outlet=0), origin=\"lower\")\n", "plt.colorbar(h1);" ] }, @@ -163,11 +163,11 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "axis = 0\n", - "ax[0].imshow(ps.generators.ramp([100, 100], inlet=0, outlet=1, axis=axis), origin='lower')\n", + "ax[0].imshow(ps.generators.ramp([100, 100], inlet=0, outlet=1, axis=axis), origin=\"lower\")\n", "ax[0].set_title(f\"Axis: {axis}\")\n", "\n", "axis = 1\n", - "ax[1].imshow(ps.generators.ramp([100, 100], inlet=0, outlet=1, axis=1), origin='lower')\n", + "ax[1].imshow(ps.generators.ramp([100, 100], inlet=0, outlet=1, axis=1), origin=\"lower\")\n", "ax[1].set_title(f\"Axis: {axis}\");" ] } diff --git a/examples/generators/reference/random_cantor_dust.ipynb b/examples/generators/reference/random_cantor_dust.ipynb index de0148106..c68d660f1 100644 --- a/examples/generators/reference/random_cantor_dust.ipynb +++ b/examples/generators/reference/random_cantor_dust.ipynb @@ -65,7 +65,7 @@ "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", "\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=8)\n", - "ax.imshow(im, interpolation='none')\n", + "ax.imshow(im, interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -105,17 +105,17 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "n=4\n", + "n = 4\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=n)\n", - "ax[0].imshow(im, interpolation='none')\n", + "ax[0].imshow(im, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'n = {n}')\n", + "ax[0].set_title(f\"n = {n}\")\n", "\n", - "n=8\n", + "n = 8\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=n)\n", - "ax[1].imshow(im, interpolation='none')\n", + "ax[1].imshow(im, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'n = {n}');" + "ax[1].set_title(f\"n = {n}\");" ] }, { @@ -154,17 +154,17 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "f=0.7\n", + "f = 0.7\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=n, f=f)\n", - "ax[0].imshow(im, interpolation='none')\n", + "ax[0].imshow(im, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'f = {f}')\n", + "ax[0].set_title(f\"f = {f}\")\n", "\n", - "f=0.9\n", + "f = 0.9\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=n, f=f)\n", - "ax[1].imshow(im, interpolation='none')\n", + "ax[1].imshow(im, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'f = {f}');" + "ax[1].set_title(f\"f = {f}\");" ] }, { @@ -203,17 +203,17 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", - "p=2\n", + "p = 2\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=8, p=p)\n", - "ax[0].imshow(im, interpolation='none')\n", + "ax[0].imshow(im, interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'p = {p}')\n", + "ax[0].set_title(f\"p = {p}\")\n", "\n", - "p=3\n", + "p = 3\n", "im = ps.generators.random_cantor_dust(shape=[500, 500], n=8, p=p)\n", - "ax[1].imshow(im, interpolation='none')\n", + "ax[1].imshow(im, interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'p = {p}');" + "ax[1].set_title(f\"p = {p}\");" ] } ], diff --git a/examples/generators/reference/random_spheres.ipynb b/examples/generators/reference/random_spheres.ipynb index ea215eb4d..748c87c80 100644 --- a/examples/generators/reference/random_spheres.ipynb +++ b/examples/generators/reference/random_spheres.ipynb @@ -75,7 +75,7 @@ "im = ps.generators.random_spheres(shape=shape, r=r)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.axis(False)\n", - "ax.imshow(im, origin='lower', interpolation='none');" + "ax.imshow(im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -120,7 +120,7 @@ "im = ps.generators.random_spheres(im=im, r=r)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.axis(False)\n", - "ax.imshow(im, origin='lower', interpolation='none');" + "ax.imshow(im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -165,17 +165,17 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "\n", "r = 20\n", - "mode = 'contained'\n", + "mode = \"contained\"\n", "im1 = ps.generators.random_spheres(shape=shape, r=r, edges=mode)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'edges = {mode}')\n", + "ax[0].set_title(f\"edges = {mode}\")\n", "\n", - "mode = 'extended'\n", + "mode = \"extended\"\n", "im2 = ps.generators.random_spheres(shape=shape, r=r, edges=mode)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'edges = {mode}');" + "ax[1].set_title(f\"edges = {mode}\");" ] }, { @@ -221,15 +221,15 @@ "\n", "c = -4\n", "im1 = ps.generators.random_spheres(shape=shape, r=r, clearance=c)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'clearance = {c}')\n", + "ax[0].set_title(f\"clearance = {c}\")\n", "\n", "c = 4\n", "im2 = ps.generators.random_spheres(shape=shape, r=r, clearance=c)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'clearance = {c}');" + "ax[1].set_title(f\"clearance = {c}\");" ] }, { @@ -270,9 +270,9 @@ "im3 = ps.generators.random_spheres(im=im1, r=8, protrusion=5)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[2].imshow(im3, origin='lower', interpolation='none');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[2].imshow(im3, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -319,9 +319,9 @@ "im4 = ps.generators.random_spheres(im=im2, r=5, protrusion=5)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].imshow(im3, origin='lower', interpolation='none')\n", - "ax[2].imshow(im4, origin='lower', interpolation='none');" + "ax[0].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(im3, origin=\"lower\", interpolation=\"none\")\n", + "ax[2].imshow(im4, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -368,15 +368,15 @@ "\n", "maxiter = 5\n", "im1 = ps.generators.random_spheres(shape=shape, r=r, clearance=c, maxiter=maxiter)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'maxiter = {maxiter}')\n", + "ax[0].set_title(f\"maxiter = {maxiter}\")\n", "\n", "vf = 0.2\n", "im2 = ps.generators.random_spheres(shape=shape, r=r, clearance=c, phi=vf)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'phi = {vf}')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none');" + "ax[1].set_title(f\"phi = {vf}\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -416,15 +416,15 @@ "\n", "smooth = True\n", "im1 = ps.generators.random_spheres(shape=[100, 100], r=10, smooth=smooth)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'smooth = {smooth}')\n", + "ax[0].set_title(f\"smooth = {smooth}\")\n", "\n", "smooth = False\n", "im2 = ps.generators.random_spheres(shape=[100, 100], r=10, smooth=smooth)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'smooth = {smooth}')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none');" + "ax[1].set_title(f\"smooth = {smooth}\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -464,21 +464,21 @@ "\n", "seed = 1\n", "im1 = ps.generators.random_spheres(shape=[100, 100], r=10, seed=seed)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'seed = {seed}')\n", + "ax[0].set_title(f\"seed = {seed}\")\n", "\n", "seed = 1\n", "im2 = ps.generators.random_spheres(shape=[100, 100], r=10, seed=seed)\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'seed = {seed}')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].set_title(f\"seed = {seed}\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "\n", "seed = 2\n", "im2 = ps.generators.random_spheres(shape=[100, 100], r=10, seed=seed)\n", "ax[2].axis(False)\n", - "ax[2].set_title(f'seed = {seed}')\n", - "ax[2].imshow(im2, origin='lower', interpolation='none');" + "ax[2].set_title(f\"seed = {seed}\")\n", + "ax[2].imshow(im2, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -518,18 +518,18 @@ "\n", "value = 2\n", "im1 = ps.generators.random_spheres(shape=[100, 100], r=10, value=value)\n", - "im1 = ps.generators.random_spheres(im=im1, r=5, value=value+2, protrusion=-2)\n", - "h = ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "im1 = ps.generators.random_spheres(im=im1, r=5, value=value + 2, protrusion=-2)\n", + "h = ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[0].set_title(f'value = {value} and {value + 2}')\n", + "ax[0].set_title(f\"value = {value} and {value + 2}\")\n", "fig.colorbar(h)\n", "\n", "value = -2\n", "im2 = ps.generators.random_spheres(shape=[100, 100], r=10, value=value)\n", - "im2 = ps.generators.random_spheres(im=im2, r=5, value=value-2, protrusion=-2)\n", - "h = ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "im2 = ps.generators.random_spheres(im=im2, r=5, value=value - 2, protrusion=-2)\n", + "h = ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[1].set_title(f'value = {value} and {value - 2}')\n", + "ax[1].set_title(f\"value = {value} and {value - 2}\")\n", "fig.colorbar(h);" ] } diff --git a/examples/generators/reference/rectangular_pillars_array.ipynb b/examples/generators/reference/rectangular_pillars_array.ipynb index 641030e07..d41f57965 100644 --- a/examples/generators/reference/rectangular_pillars_array.ipynb +++ b/examples/generators/reference/rectangular_pillars_array.ipynb @@ -70,15 +70,13 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=(10, 5))\n", "np.random.seed(0)\n", - "im1 = ps.generators.rectangular_pillars_array(\n", - " shape=[401, 601], spacing=30)\n", - "im2 = ps.generators.rectangular_pillars_array(\n", - " shape=[401, 601], spacing=60)\n", + "im1 = ps.generators.rectangular_pillars_array(shape=[401, 601], spacing=30)\n", + "im2 = ps.generators.rectangular_pillars_array(shape=[401, 601], spacing=60)\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Spacing=30')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Spacing=60');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Spacing=30\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Spacing=60\");" ] }, { @@ -123,18 +121,18 @@ "im1 = ps.generators.rectangular_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='simple',\n", + " lattice=\"simple\",\n", ")\n", "im2 = ps.generators.rectangular_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='triangular',\n", + " lattice=\"triangular\",\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Simple Cubic Lattice')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Triangular Lattice');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Simple Cubic Lattice\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Triangular Lattice\");" ] }, { @@ -179,20 +177,20 @@ "im1 = ps.generators.rectangular_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='simple',\n", + " lattice=\"simple\",\n", " truncate=True,\n", ")\n", "im2 = ps.generators.rectangular_pillars_array(\n", " shape=[401, 601],\n", " spacing=70,\n", - " lattice='simple',\n", + " lattice=\"simple\",\n", " truncate=False,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Truncated to Shape')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Expanded to whole number of unit cells');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Truncated to Shape\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Expanded to whole number of unit cells\");" ] }, { @@ -237,19 +235,19 @@ "np.random.seed(0)\n", "im1 = ps.generators.rectangular_pillars_array(\n", " shape=[401, 601],\n", - " dist='uniform',\n", + " dist=\"uniform\",\n", " dist_kwargs=dict(loc=1, scale=3),\n", ")\n", "im2 = ps.generators.rectangular_pillars_array(\n", " shape=[401, 601],\n", - " dist='norm',\n", + " dist=\"norm\",\n", " dist_kwargs=dict(loc=5, scale=2),\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title('Narrow Uniform Distribution')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title('Normal Distribution');" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Narrow Uniform Distribution\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Normal Distribution\");" ] }, { @@ -293,8 +291,8 @@ " seed=0,\n", ")\n", "\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[1].imshow(im2, origin='lower', interpolation='none');\n" + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\");" ] } ], diff --git a/examples/generators/reference/sierpinski_foam.ipynb b/examples/generators/reference/sierpinski_foam.ipynb index de0e0342b..9e736fec7 100644 --- a/examples/generators/reference/sierpinski_foam.ipynb +++ b/examples/generators/reference/sierpinski_foam.ipynb @@ -69,11 +69,11 @@ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "\n", "im = ps.generators.sierpinski_foam(shape=[3**4, 3**5], n=3)\n", - "ax[0].imshow(im, interpolation='none')\n", + "ax[0].imshow(im, interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", "im = ps.generators.sierpinski_foam(shape=[3**5, 3**5], n=5)\n", - "ax[1].imshow(im, interpolation='none')\n", + "ax[1].imshow(im, interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -112,10 +112,10 @@ "im2 = ps.generators.sierpinski_foam(shape=[3**n, 3**n], n=n)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].imshow(im1, interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", - "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].imshow(im2, interpolation=\"none\")\n", "ax[1].axis(False);" ] }, @@ -148,17 +148,17 @@ ], "source": [ "im1 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode=None)\n", - "im2 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode='upper')\n", - "im3 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode='centered')\n", + "im2 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode=\"upper\")\n", + "im3 = ps.generators.sierpinski_foam(shape=[100, 100], n=n, mode=\"centered\")\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", - "ax[0].imshow(im1, interpolation='none')\n", + "ax[0].imshow(im1, interpolation=\"none\")\n", "ax[0].axis(False)\n", "\n", - "ax[1].imshow(im2, interpolation='none')\n", + "ax[1].imshow(im2, interpolation=\"none\")\n", "ax[1].axis(False)\n", "\n", - "ax[2].imshow(im3, interpolation='none')\n", + "ax[2].imshow(im3, interpolation=\"none\")\n", "ax[2].axis(False);" ] } diff --git a/examples/generators/reference/spheres_from_coords.ipynb b/examples/generators/reference/spheres_from_coords.ipynb index d5afa1a5f..c5592077d 100644 --- a/examples/generators/reference/spheres_from_coords.ipynb +++ b/examples/generators/reference/spheres_from_coords.ipynb @@ -57,7 +57,14 @@ } ], "source": [ - "df = pd.DataFrame({'X': [10, 20, 40, 40], 'Y': [10, 30, 50, 10], 'Z': [0, 0, 0, 0], 'R': [5.0, 8.0, 17.5, 4.0]})\n", + "df = pd.DataFrame(\n", + " {\n", + " \"X\": [10, 20, 40, 40],\n", + " \"Y\": [10, 30, 50, 10],\n", + " \"Z\": [0, 0, 0, 0],\n", + " \"R\": [5.0, 8.0, 17.5, 4.0],\n", + " }\n", + ")\n", "print(df)" ] }, @@ -157,7 +164,12 @@ } ], "source": [ - "dct = {'X': [10, 20, 40, 40], 'Y': [10, 30, 50, 10], 'Z': [0, 0, 0, 0], 'R': [5.0, 8.0, 17.5, 4.0]}\n", + "dct = {\n", + " \"X\": [10, 20, 40, 40],\n", + " \"Y\": [10, 30, 50, 10],\n", + " \"Z\": [0, 0, 0, 0],\n", + " \"R\": [5.0, 8.0, 17.5, 4.0],\n", + "}\n", "im = ps.generators.spheres_from_coords(dct)\n", "plt.imshow(im);" ] @@ -188,7 +200,12 @@ } ], "source": [ - "dct = {'X': [10, 20, 40, 40], 'Y': [0, 0, 0, 0], 'Z': [10, 30, 50, 10], 'R': [5.0, 8.0, 17.5, 4.0]}\n", + "dct = {\n", + " \"X\": [10, 20, 40, 40],\n", + " \"Y\": [0, 0, 0, 0],\n", + " \"Z\": [10, 30, 50, 10],\n", + " \"R\": [5.0, 8.0, 17.5, 4.0],\n", + "}\n", "im = ps.generators.spheres_from_coords(dct)\n", "plt.imshow(im);" ] @@ -219,7 +236,12 @@ } ], "source": [ - "dct = {'X': [10, 20, 40, 40], 'Y': [10, 30, 50, 10], 'Z': [4, 8, 12, 16], 'R': [5.0, 8.0, 17.5, 4.0]}\n", + "dct = {\n", + " \"X\": [10, 20, 40, 40],\n", + " \"Y\": [10, 30, 50, 10],\n", + " \"Z\": [4, 8, 12, 16],\n", + " \"R\": [5.0, 8.0, 17.5, 4.0],\n", + "}\n", "im = ps.generators.spheres_from_coords(dct)\n", "plt.imshow(ps.visualization.xray(~im, axis=0).T, cmap=plt.cm.bone_r);" ] @@ -252,8 +274,8 @@ } ], "source": [ - "im1 = ps.generators.spheres_from_coords(df, mode='extended')\n", - "im2 = ps.generators.spheres_from_coords(df, mode='contained')\n", + "im1 = ps.generators.spheres_from_coords(df, mode=\"extended\")\n", + "im2 = ps.generators.spheres_from_coords(df, mode=\"contained\")\n", "fig, ax = plt.subplots(1, 2)\n", "ax[0].imshow(im1)\n", "ax[1].imshow(im2);" diff --git a/examples/generators/reference/voronoi_edges.ipynb b/examples/generators/reference/voronoi_edges.ipynb index f19a4da15..47f082650 100644 --- a/examples/generators/reference/voronoi_edges.ipynb +++ b/examples/generators/reference/voronoi_edges.ipynb @@ -61,7 +61,7 @@ "ncells = 20\n", "im = ps.generators.voronoi_edges(shape=shape, ncells=ncells)\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -93,7 +93,7 @@ "ncells = 40\n", "im = ps.generators.voronoi_edges(shape=shape, r=3, ncells=ncells)\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(ps.visualization.show_3D(im), interpolation='none')\n", + "ax.imshow(ps.visualization.show_3D(im), interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -133,7 +133,7 @@ "flat_faces = False\n", "im = ps.generators.voronoi_edges(shape=shape, ncells=ncells, flat_faces=flat_faces)\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -174,14 +174,14 @@ "r = 1\n", "ncells = 10\n", "im1 = ps.generators.voronoi_edges(shape=shape, r=r, ncells=ncells)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title(f'r = {r}')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(f\"r = {r}\")\n", "ax[0].axis(False)\n", "\n", "r = 4\n", "im2 = ps.generators.voronoi_edges(shape=shape, r=r, ncells=ncells)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title(f'r = {r}')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(f\"r = {r}\")\n", "ax[1].axis(False);" ] }, @@ -221,14 +221,14 @@ "\n", "ncells = 10\n", "im1 = ps.generators.voronoi_edges(shape=shape, ncells=ncells)\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", - "ax[0].set_title(f'ncells = {ncells}')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(f\"ncells = {ncells}\")\n", "ax[0].axis(False)\n", "\n", "ncells = 40\n", "im2 = ps.generators.voronoi_edges(shape=shape, ncells=ncells)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", - "ax[1].set_title(f'ncells = {ncells}')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(f\"ncells = {ncells}\")\n", "ax[1].axis(False);" ] } diff --git a/examples/generators/tutorials/creating_multiscale_images_2.ipynb b/examples/generators/tutorials/creating_multiscale_images_2.ipynb index be4eb577a..d6992edd1 100644 --- a/examples/generators/tutorials/creating_multiscale_images_2.ipynb +++ b/examples/generators/tutorials/creating_multiscale_images_2.ipynb @@ -18,7 +18,7 @@ "source": [ "import matplotlib.pyplot as plt\n", "\n", - "import porespy as ps\n" + "import porespy as ps" ] }, { @@ -50,7 +50,7 @@ "source": [ "im1 = ps.generators.blobs([500, 500], blobiness=0.5, porosity=0.6)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im1, interpolation='none')\n", + "ax.imshow(im1, interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -82,7 +82,7 @@ "source": [ "im2 = ps.generators.blobs([500, 500], blobiness=2.5, porosity=0.5)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im2, interpolation='none')\n", + "ax.imshow(im2, interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -112,9 +112,9 @@ } ], "source": [ - "im3 = ~(~im1*im2)\n", + "im3 = ~(~im1 * im2)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im3, interpolation='none')\n", + "ax.imshow(im3, interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -203,7 +203,7 @@ "im1 = ps.generators.blobs([300, 300], blobiness=0.5, porosity=0.6)\n", "im2 = ~ps.generators.random_spheres(im=~im1, r=10, clearance=-2)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im2, interpolation='none')\n", + "ax.imshow(im2, interpolation=\"none\")\n", "ax.axis(False);" ] }, diff --git a/examples/generators/tutorials/cylinders.ipynb b/examples/generators/tutorials/cylinders.ipynb index 3a71e9c40..a49e1bdc6 100644 --- a/examples/generators/tutorials/cylinders.ipynb +++ b/examples/generators/tutorials/cylinders.ipynb @@ -97,7 +97,7 @@ " \"phi_max\": phi_max,\n", " \"theta_max\": theta_max,\n", " \"length\": length,\n", - " \"maxiter\": maxiter\n", + " \"maxiter\": maxiter,\n", "}" ] }, @@ -2597,16 +2597,16 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=(8, 4))\n", "\n", - "ax[0].plot(porosity_target, runtime_ncylinder, \"o-\", label='using # cylinders')\n", - "ax[0].plot(porosity_target, runtime_porosity, \"o-\", label='using porosity')\n", - "ax[0].set_xlabel('target porosity')\n", - "ax[0].set_ylabel('duration [sec]')\n", + "ax[0].plot(porosity_target, runtime_ncylinder, \"o-\", label=\"using # cylinders\")\n", + "ax[0].plot(porosity_target, runtime_porosity, \"o-\", label=\"using porosity\")\n", + "ax[0].set_xlabel(\"target porosity\")\n", + "ax[0].set_ylabel(\"duration [sec]\")\n", "ax[0].legend()\n", "\n", "ax[1].scatter(porosity_target, porosity_actual)\n", "ax[1].plot(porosity_target, porosity_target, \"g--\")\n", - "ax[1].set_xlabel('target porosity')\n", - "ax[1].set_ylabel('attained porosity');" + "ax[1].set_xlabel(\"target porosity\")\n", + "ax[1].set_ylabel(\"attained porosity\");" ] }, { diff --git a/examples/generators/tutorials/generate_spheres_packings.ipynb b/examples/generators/tutorials/generate_spheres_packings.ipynb index 765e602ec..596ad19f1 100644 --- a/examples/generators/tutorials/generate_spheres_packings.ipynb +++ b/examples/generators/tutorials/generate_spheres_packings.ipynb @@ -63,7 +63,7 @@ } ], "source": [ - "df = pd.read_csv('finney_packing.csv')\n", + "df = pd.read_csv(\"finney_packing.csv\")\n", "print(df)" ] }, @@ -94,10 +94,10 @@ "metadata": {}, "outputs": [], "source": [ - "df['X'] *= 10\n", - "df['Y'] *= 10\n", - "df['Z'] *= 10\n", - "df['R'] = 10.0" + "df[\"X\"] *= 10\n", + "df[\"Y\"] *= 10\n", + "df[\"Z\"] *= 10\n", + "df[\"R\"] = 10.0" ] }, { @@ -229,7 +229,7 @@ } ], "source": [ - "df = pd.read_csv(\"5to1_VL49.9_2.csv\", header=None, names=['X', 'Y', 'Z', 'R'])\n", + "df = pd.read_csv(\"5to1_VL49.9_2.csv\", header=None, names=[\"X\", \"Y\", \"Z\", \"R\"])\n", "print(df)" ] }, @@ -248,10 +248,10 @@ "metadata": {}, "outputs": [], "source": [ - "df['X'] *= 50\n", - "df['Y'] *= 50\n", - "df['Z'] *= 50\n", - "df['R'] *= 50" + "df[\"X\"] *= 50\n", + "df[\"Y\"] *= 50\n", + "df[\"Z\"] *= 50\n", + "df[\"R\"] *= 50" ] }, { @@ -311,7 +311,7 @@ } ], "source": [ - "(df['X'].max()*df['Y'].max()*df['Z'].max())**0.333" + "(df[\"X\"].max() * df[\"Y\"].max() * df[\"Z\"].max()) ** 0.333" ] }, { @@ -359,7 +359,12 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow(ps.visualization.xray(~im[..., :100], axis=2), interpolation='none', origin='lower', cmap=plt.cm.bone)\n", + "ax.imshow(\n", + " ps.visualization.xray(~im[..., :100], axis=2),\n", + " interpolation=\"none\",\n", + " origin=\"lower\",\n", + " cmap=plt.cm.bone,\n", + ")\n", "ax.axis(False);" ] } diff --git a/examples/generators/tutorials/making_blobs.ipynb b/examples/generators/tutorials/making_blobs.ipynb index ce552ef67..159c744e6 100644 --- a/examples/generators/tutorials/making_blobs.ipynb +++ b/examples/generators/tutorials/making_blobs.ipynb @@ -249,7 +249,7 @@ } ], "source": [ - "print(f\"The porosity is: {im.sum()/im.size:.3}\")" + "print(f\"The porosity is: {im.sum() / im.size:.3}\")" ] }, { diff --git a/examples/metrics/reference/bond_number.ipynb b/examples/metrics/reference/bond_number.ipynb index a64823f4e..2fbaf4712 100644 --- a/examples/metrics/reference/bond_number.ipynb +++ b/examples/metrics/reference/bond_number.ipynb @@ -45,7 +45,6 @@ } ], "source": [ - "\n", "import porespy as ps\n", "\n", "im = ps.generators.blobs([100, 100], porosity=0.8, seed=0)\n", @@ -55,7 +54,7 @@ " sigma=0.01,\n", " voxel_size=1e-5,\n", " delta_rho=1000,\n", - ")\n" + ")" ] }, { @@ -96,8 +95,8 @@ " sigma=0.01,\n", " voxel_size=1e-5,\n", " delta_rho=1000,\n", - " source='lt',\n", - " method='median',\n", + " source=\"lt\",\n", + " method=\"median\",\n", ")" ] }, @@ -134,8 +133,8 @@ " sigma=0.01,\n", " voxel_size=1e-5,\n", " delta_rho=1000,\n", - " source='dt',\n", - " method='mean',\n", + " source=\"dt\",\n", + " method=\"mean\",\n", " mask_source=True,\n", ")" ] @@ -173,8 +172,8 @@ " sigma=0.01,\n", " voxel_size=1e-5,\n", " delta_rho=1000,\n", - " source='dt',\n", - " method='mean',\n", + " source=\"dt\",\n", + " method=\"mean\",\n", " mask_source=True,\n", " use_diameter=True,\n", ")" diff --git a/examples/metrics/reference/boxcount.ipynb b/examples/metrics/reference/boxcount.ipynb index 75f9a0310..2c7c5491a 100644 --- a/examples/metrics/reference/boxcount.ipynb +++ b/examples/metrics/reference/boxcount.ipynb @@ -52,7 +52,7 @@ "source": [ "im = ps.generators.sierpinski_foam([3**5, 3**5], n=5, mode=None)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im, interpolation='none', origin='lower')\n", + "ax.imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -128,13 +128,13 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].loglog(b.size, b.count)\n", - "ax[0].set_xlabel('box length')\n", - "ax[0].set_ylabel('number of partially filled boxes')\n", + "ax[0].set_xlabel(\"box length\")\n", + "ax[0].set_ylabel(\"number of partially filled boxes\")\n", "\n", "ax[1].semilogx(b.size, b.slope)\n", "ax[1].plot([0, 1000], [1.9, 1.9])\n", - "ax[1].set_xlabel('box length')\n", - "ax[1].set_ylabel('slope')\n", + "ax[1].set_xlabel(\"box length\")\n", + "ax[1].set_ylabel(\"slope\")\n", "ax[1].set_ylim([0, 3]);" ] }, @@ -173,13 +173,13 @@ "b = ps.metrics.boxcount(im=im, bins=20)\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].loglog(b.size, b.count)\n", - "ax[0].set_xlabel('box length')\n", - "ax[0].set_ylabel('number of partially filled boxes')\n", + "ax[0].set_xlabel(\"box length\")\n", + "ax[0].set_ylabel(\"number of partially filled boxes\")\n", "\n", "ax[1].semilogx(b.size, b.slope)\n", "ax[1].plot([0, 1000], [1.9, 1.9])\n", - "ax[1].set_xlabel('box length')\n", - "ax[1].set_ylabel('slope')\n", + "ax[1].set_xlabel(\"box length\")\n", + "ax[1].set_ylabel(\"slope\")\n", "ax[1].set_ylim([0, 3]);" ] } diff --git a/examples/metrics/reference/chord_counts.ipynb b/examples/metrics/reference/chord_counts.ipynb index f8fd607ec..ecb5c47bd 100644 --- a/examples/metrics/reference/chord_counts.ipynb +++ b/examples/metrics/reference/chord_counts.ipynb @@ -67,7 +67,7 @@ "im = ps.generators.blobs(shape=[500, 500], seed=0)\n", "im = ps.filters.apply_chords(im)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -105,8 +105,8 @@ "chord_length = ps.metrics.chord_counts(im=im)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.hist(chord_length, bins=100)\n", - "plt.xlabel('chord length along x axis')\n", - "plt.ylabel('frequency');" + "plt.xlabel(\"chord length along x axis\")\n", + "plt.ylabel(\"frequency\");" ] }, { @@ -142,8 +142,8 @@ "source": [ "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.plot(np.bincount(chord_length))\n", - "plt.xlabel('chord length')\n", - "plt.ylabel('the number of chords of each length');" + "plt.xlabel(\"chord length\")\n", + "plt.ylabel(\"the number of chords of each length\");" ] }, { diff --git a/examples/metrics/reference/chord_length_distribution.ipynb b/examples/metrics/reference/chord_length_distribution.ipynb index 5e3ec4b2c..27dd01a68 100644 --- a/examples/metrics/reference/chord_length_distribution.ipynb +++ b/examples/metrics/reference/chord_length_distribution.ipynb @@ -68,7 +68,7 @@ "im = ps.generators.blobs(shape=[500, 500])\n", "im = ps.filters.apply_chords(im)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -105,12 +105,12 @@ "source": [ "data = ps.metrics.chord_length_distribution(im=im)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.L,data.pdf)\n", - "ax[1].plot(data.L,data.cdf)\n", - "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.L, data.pdf)\n", + "ax[1].plot(data.L, data.cdf)\n", + "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -153,12 +153,12 @@ "source": [ "data = ps.metrics.chord_length_distribution(im=im, bins=40)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.L,data.pdf)\n", - "ax[1].plot(data.L,data.cdf)\n", - "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.L, data.pdf)\n", + "ax[1].plot(data.L, data.cdf)\n", + "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -202,12 +202,12 @@ "source": [ "data = ps.metrics.chord_length_distribution(im=im, log=True)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.LogL,data.pdf)\n", - "ax[1].plot(data.LogL,data.cdf)\n", - "ax[2].bar(data.LogL, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.LogL, data.pdf)\n", + "ax[1].plot(data.LogL, data.cdf)\n", + "ax[2].bar(data.LogL, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -258,13 +258,13 @@ } ], "source": [ - "voxel_size=1e-3\n", + "voxel_size = 1e-3\n", "data = ps.metrics.chord_length_distribution(im=im, voxel_size=voxel_size)\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"PDF scaling included in the result\")\n", "data = ps.metrics.chord_length_distribution(im=im)\n", - "ax[1].bar(data.L*voxel_size, data.cdf, data.bin_widths*voxel_size, edgecolor='k')\n", + "ax[1].bar(data.L * voxel_size, data.cdf, data.bin_widths * voxel_size, edgecolor=\"k\")\n", "ax[1].set_title(\"PDF scaling after the result\")" ] }, @@ -306,14 +306,14 @@ } ], "source": [ - "data = ps.metrics.chord_length_distribution(im=im, normalization='length')\n", + "data = ps.metrics.chord_length_distribution(im=im, normalization=\"length\")\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.L,data.pdf)\n", - "ax[1].plot(data.L,data.cdf)\n", - "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.L, data.pdf)\n", + "ax[1].plot(data.L, data.cdf)\n", + "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] } ], diff --git a/examples/metrics/reference/find_h.ipynb b/examples/metrics/reference/find_h.ipynb index cfbb4b2fc..10c1b4eaf 100644 --- a/examples/metrics/reference/find_h.ipynb +++ b/examples/metrics/reference/find_h.ipynb @@ -73,12 +73,12 @@ "inv = ps.simulations.drainage(im=im, inlets=inlets, pc=pc)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(inv.im_snwp/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(inv.im_snwp / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[0].set_title('Saturation map')\n", - "ax[1].imshow((inv.im_snwp < 0.6)*(inv.im_snwp > 0)/im, interpolation='none', origin='lower')\n", + "ax[0].set_title(\"Saturation map\")\n", + "ax[1].imshow((inv.im_snwp < 0.6) * (inv.im_snwp > 0) / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", - "ax[1].set_title('Fluid distribution at saturation = 0.6');" + "ax[1].set_title(\"Fluid distribution at saturation = 0.6\");" ] }, { @@ -118,7 +118,7 @@ ], "source": [ "s_prof = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6)\n", - "plt.plot(s_prof.position, s_prof.saturation, 'b-o')\n", + "plt.plot(s_prof.position, s_prof.saturation, \"b-o\")\n", "plt.xlabel(\"distance from injection face\")\n", "plt.ylabel(\"non-wetting phase saturation\");" ] diff --git a/examples/metrics/reference/find_porosity_threshold.ipynb b/examples/metrics/reference/find_porosity_threshold.ipynb index 437d343b4..9b11d6b2a 100644 --- a/examples/metrics/reference/find_porosity_threshold.ipynb +++ b/examples/metrics/reference/find_porosity_threshold.ipynb @@ -23,6 +23,7 @@ "source": [ "import porespy as ps\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -128,11 +129,11 @@ "dt = edt(im)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", - "ax[0].imshow(dt/im)\n", + "ax[0].imshow(dt / im)\n", "ax[0].axis(False)\n", - "ax[1].imshow((dt >= r.R)/im)\n", + "ax[1].imshow((dt >= r.R) / im)\n", "ax[1].axis(False)\n", - "ax[2].imshow((dt >= (r.R + 1))/im)\n", + "ax[2].imshow((dt >= (r.R + 1)) / im)\n", "ax[2].axis(False);" ] }, @@ -204,11 +205,11 @@ ], "source": [ "fig, ax = plt.subplots(1, 3, figsize=[12, 4])\n", - "ax[0].imshow(dt/im)\n", + "ax[0].imshow(dt / im)\n", "ax[0].axis(False)\n", - "ax[1].imshow((dt >= r.R)/im)\n", + "ax[1].imshow((dt >= r.R) / im)\n", "ax[1].axis(False)\n", - "ax[2].imshow((dt >= (r.R + 1))/im)\n", + "ax[2].imshow((dt >= (r.R + 1)) / im)\n", "ax[2].axis(False);" ] }, diff --git a/examples/metrics/reference/is_percolating.ipynb b/examples/metrics/reference/is_percolating.ipynb index c2032c0f3..4bd729a34 100644 --- a/examples/metrics/reference/is_percolating.ipynb +++ b/examples/metrics/reference/is_percolating.ipynb @@ -230,7 +230,7 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(im1)\n", "ax[0].axis(False)\n", - "ax[1].imshow(inlets*1.0 + outlets*2.0)\n", + "ax[1].imshow(inlets * 1.0 + outlets * 2.0)\n", "ax[1].axis(False);" ] }, @@ -316,8 +316,8 @@ } ], "source": [ - "print(ps.metrics.is_percolating(im2, axis=1, conn='min'))\n", - "print(ps.metrics.is_percolating(im2, axis=1, conn='max'))" + "print(ps.metrics.is_percolating(im2, axis=1, conn=\"min\"))\n", + "print(ps.metrics.is_percolating(im2, axis=1, conn=\"max\"))" ] } ], diff --git a/examples/metrics/reference/lineal_path_distribution.ipynb b/examples/metrics/reference/lineal_path_distribution.ipynb index 288cda241..bfbc0fff2 100644 --- a/examples/metrics/reference/lineal_path_distribution.ipynb +++ b/examples/metrics/reference/lineal_path_distribution.ipynb @@ -30,6 +30,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -73,9 +74,11 @@ "import matplotlib.pyplot as plt\n", "\n", "im_binary = ps.generators.blobs(shape=[100, 100], blobiness=[1, 1], porosity=0.75)\n", - "im = ps.filters.distance_transform_lin(im=im_binary, axis=0, mode='forward')\n", + "im = ps.filters.distance_transform_lin(im=im_binary, axis=0, mode=\"forward\")\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im/im_binary, origin='lower', interpolation='none') # division by zero is shown as white regions\n", + "ax.imshow(\n", + " im / im_binary, origin=\"lower\", interpolation=\"none\"\n", + ") # division by zero is shown as white regions\n", "ax.axis(False);" ] }, @@ -117,12 +120,12 @@ "source": [ "data = ps.metrics.lineal_path_distribution(im)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.L,data.pdf)\n", - "ax[1].plot(data.L,data.cdf)\n", - "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.L, data.pdf)\n", + "ax[1].plot(data.L, data.cdf)\n", + "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -172,10 +175,10 @@ "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", "ax[0].plot(data.L, data.pdf)\n", "ax[1].plot(data.L, data.cdf)\n", - "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[2].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -224,12 +227,12 @@ "source": [ "data = ps.metrics.lineal_path_distribution(im=im, log=True)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.LogL,data.pdf)\n", - "ax[1].plot(data.LogL,data.cdf)\n", - "ax[2].bar(data.LogL, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.LogL, data.pdf)\n", + "ax[1].plot(data.LogL, data.cdf)\n", + "ax[2].bar(data.LogL, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -275,13 +278,13 @@ } ], "source": [ - "voxel_size=1e-3\n", + "voxel_size = 1e-3\n", "data = ps.metrics.lineal_path_distribution(im=im, voxel_size=voxel_size)\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].bar(data.L, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].bar(data.L, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"PDF scaling included in the result\")\n", "data = ps.metrics.lineal_path_distribution(im=im)\n", - "ax[1].bar(data.L*voxel_size, data.cdf, data.bin_widths*voxel_size, edgecolor='k')\n", + "ax[1].bar(data.L * voxel_size, data.cdf, data.bin_widths * voxel_size, edgecolor=\"k\")\n", "ax[1].set_title(\"PDF scaling after the result\");" ] } diff --git a/examples/metrics/reference/mesh_surface_area.ipynb b/examples/metrics/reference/mesh_surface_area.ipynb index 1b30c6b2a..521c000ea 100644 --- a/examples/metrics/reference/mesh_surface_area.ipynb +++ b/examples/metrics/reference/mesh_surface_area.ipynb @@ -75,9 +75,9 @@ "im = ps.generators.blobs(shape=[50, 50, 50])\n", "mesh = ps.tools.mesh_region(region=im)\n", "surface_area = ps.metrics.mesh_surface_area(mesh=mesh)\n", - "print('surface area of void space is', str(surface_area))\n", + "print(\"surface area of void space is\", str(surface_area))\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im[:,:,5], origin='lower', interpolation='none')\n", + "ax.imshow(im[:, :, 5], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -110,9 +110,9 @@ } ], "source": [ - "verts, faces = mesh['verts'], mesh['faces']\n", + "verts, faces = mesh[\"verts\"], mesh[\"faces\"]\n", "surface_area = ps.metrics.mesh_surface_area(verts=verts, faces=faces)\n", - "print('surface area of void space is', str(surface_area))" + "print(\"surface area of void space is\", str(surface_area))" ] }, { @@ -154,12 +154,12 @@ ], "source": [ "snow = ps.filters.snow_partitioning(im)\n", - "regions = snow.regions/im\n", - "region = regions==30\n", + "regions = snow.regions / im\n", + "region = regions == 30\n", "mesh = ps.tools.mesh_region(region=region)\n", "ps.visualization.show_mesh(mesh)\n", "area = ps.metrics.mesh_surface_area(verts=verts, faces=faces)\n", - "print('surface area of the meshed pore region '+str(area))" + "print(\"surface area of the meshed pore region \" + str(area))" ] } ], diff --git a/examples/metrics/reference/mesh_volume.ipynb b/examples/metrics/reference/mesh_volume.ipynb index d6b5e6095..0e4ef990f 100644 --- a/examples/metrics/reference/mesh_volume.ipynb +++ b/examples/metrics/reference/mesh_volume.ipynb @@ -72,14 +72,14 @@ ], "source": [ "np.random.seed(10)\n", - "im = ps.generators.blobs(shape=[50,50])\n", + "im = ps.generators.blobs(shape=[50, 50])\n", "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", "region = regions == 10\n", "volume = ps.metrics.mesh_volume(region)\n", - "print('volume is=', volume)\n", + "print(\"volume is=\", volume)\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(region, origin='lower', interpolation='none')\n", + "ax.imshow(region, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] } diff --git a/examples/metrics/reference/pc_map_to_pc_curve.ipynb b/examples/metrics/reference/pc_map_to_pc_curve.ipynb index f3bb23378..4b38e2235 100644 --- a/examples/metrics/reference/pc_map_to_pc_curve.ipynb +++ b/examples/metrics/reference/pc_map_to_pc_curve.ipynb @@ -26,6 +26,7 @@ "import porespy as ps\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -127,9 +128,9 @@ } ], "source": [ - "plt.semilogx(pc_curve.pc, pc_curve.snwp, 'b-o')\n", - "plt.xlabel('Capillary Pressure [Pa]')\n", - "plt.ylabel('Non-wetting Phase Saturation');" + "plt.semilogx(pc_curve.pc, pc_curve.snwp, \"b-o\")\n", + "plt.xlabel(\"Capillary Pressure [Pa]\")\n", + "plt.ylabel(\"Non-wetting Phase Saturation\");" ] } ], diff --git a/examples/metrics/reference/percolating_porosity.ipynb b/examples/metrics/reference/percolating_porosity.ipynb index ad02712bf..f8e0bb216 100644 --- a/examples/metrics/reference/percolating_porosity.ipynb +++ b/examples/metrics/reference/percolating_porosity.ipynb @@ -20,6 +20,7 @@ "import porespy as ps\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -63,9 +64,9 @@ " tmp = ps.metrics.percolating_porosity(im)\n", " perc.append(tmp)\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(eps, perc, 'b.-')\n", - "ax.set_xlabel('Total porosity')\n", - "ax.set_ylabel('Percolating porosity');" + "ax.plot(eps, perc, \"b.-\")\n", + "ax.set_xlabel(\"Total porosity\")\n", + "ax.set_ylabel(\"Percolating porosity\");" ] }, { @@ -190,8 +191,8 @@ } ], "source": [ - "eps_min = ps.metrics.percolating_porosity(im, axis=1, conn='min')\n", - "eps_max = ps.metrics.percolating_porosity(im, axis=1, conn='max')\n", + "eps_min = ps.metrics.percolating_porosity(im, axis=1, conn=\"min\")\n", + "eps_max = ps.metrics.percolating_porosity(im, axis=1, conn=\"max\")\n", "\n", "print(f\"The percolating porosity in the x and y directions is {eps_min} and {eps_max}\")" ] diff --git a/examples/metrics/reference/phase_fraction.ipynb b/examples/metrics/reference/phase_fraction.ipynb index a50d65481..19df2043a 100644 --- a/examples/metrics/reference/phase_fraction.ipynb +++ b/examples/metrics/reference/phase_fraction.ipynb @@ -32,6 +32,7 @@ "import numpy as np\n", "from porespy.filters import fftmorphology\n", "from skimage.morphology import disk\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -81,14 +82,14 @@ "source": [ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[500, 500])\n", - "im_close = fftmorphology(im=im, strel=disk(10), mode='erosion')\n", - "pad = im*1.0-im_close*1.0\n", + "im_close = fftmorphology(im=im, strel=disk(10), mode=\"erosion\")\n", + "pad = im * 1.0 - im_close * 1.0\n", "phases = im + pad\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(phases, origin='lower', interpolation='none')\n", - "ax.axis(False);\n", - "labels=np.unique(phases)\n", - "print('labels of phases are',labels)" + "ax.imshow(phases, origin=\"lower\", interpolation=\"none\")\n", + "ax.axis(False)\n", + "labels = np.unique(phases)\n", + "print(\"labels of phases are\", labels)" ] }, { diff --git a/examples/metrics/reference/pore_size_distribution.ipynb b/examples/metrics/reference/pore_size_distribution.ipynb index 6fdaec28c..aa74c0dc2 100644 --- a/examples/metrics/reference/pore_size_distribution.ipynb +++ b/examples/metrics/reference/pore_size_distribution.ipynb @@ -30,6 +30,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -74,7 +75,7 @@ "im = ps.generators.blobs(shape=[500, 500])\n", "im = ps.filters.porosimetry(im)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -116,12 +117,12 @@ "source": [ "data = ps.metrics.pore_size_distribution(im=im)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.bin_centers,data.pdf)\n", - "ax[1].plot(data.bin_centers,data.cdf)\n", - "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.bin_centers, data.pdf)\n", + "ax[1].plot(data.bin_centers, data.cdf)\n", + "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -169,12 +170,12 @@ "source": [ "data = ps.metrics.pore_size_distribution(im=im, bins=25)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.bin_centers,data.pdf)\n", - "ax[1].plot(data.bin_centers,data.cdf)\n", - "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.bin_centers, data.pdf)\n", + "ax[1].plot(data.bin_centers, data.cdf)\n", + "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -230,12 +231,12 @@ "source": [ "data = ps.metrics.pore_size_distribution(im=im, log=False)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.bin_centers,data.pdf)\n", - "ax[1].plot(data.bin_centers,data.cdf)\n", - "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.bin_centers, data.pdf)\n", + "ax[1].plot(data.bin_centers, data.cdf)\n", + "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -281,13 +282,13 @@ } ], "source": [ - "voxel_size=1e-3\n", + "voxel_size = 1e-3\n", "data = ps.metrics.pore_size_distribution(im=im, voxel_size=voxel_size, log=False)\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"PDF scaling included in the result\")\n", "data = ps.metrics.pore_size_distribution(im=im, log=False)\n", - "ax[1].bar(data.bin_centers*voxel_size, data.cdf, data.bin_widths*voxel_size, edgecolor='k')\n", + "ax[1].bar(data.bin_centers * voxel_size, data.cdf, data.bin_widths * voxel_size, edgecolor=\"k\")\n", "ax[1].set_title(\"PDF scaling after the result\");" ] } diff --git a/examples/metrics/reference/porosity.ipynb b/examples/metrics/reference/porosity.ipynb index bd498e917..5cd2fb235 100644 --- a/examples/metrics/reference/porosity.ipynb +++ b/examples/metrics/reference/porosity.ipynb @@ -24,6 +24,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -109,7 +110,7 @@ "im[~cyl] = 2\n", "\n", "fig, ax = plt.subplots(figsize=[4, 5])\n", - "ax.imshow(im[50, ...], interpolation='none', origin='lower')\n", + "ax.imshow(im[50, ...], interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False)\n", "\n", "e = ps.metrics.porosity(im)\n", diff --git a/examples/metrics/reference/porosity_by_type.ipynb b/examples/metrics/reference/porosity_by_type.ipynb index 0bc05c2b3..1b666b02b 100644 --- a/examples/metrics/reference/porosity_by_type.ipynb +++ b/examples/metrics/reference/porosity_by_type.ipynb @@ -18,6 +18,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, diff --git a/examples/metrics/reference/porosity_profile.ipynb b/examples/metrics/reference/porosity_profile.ipynb index e47ab8255..59518e2b6 100644 --- a/examples/metrics/reference/porosity_profile.ipynb +++ b/examples/metrics/reference/porosity_profile.ipynb @@ -73,11 +73,11 @@ "prf = ps.metrics.porosity_profile(im)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(*prf, 'b.-')\n", - "ax.plot([0, 50], [0.65, 0.65], 'r--')\n", + "ax.plot(*prf, \"b.-\")\n", + "ax.plot([0, 50], [0.65, 0.65], \"r--\")\n", "ax.set_ylim([0, 1])\n", - "ax.set_xlabel('Position along axis')\n", - "ax.set_ylabel('Porosity');" + "ax.set_xlabel(\"Position along axis\")\n", + "ax.set_ylabel(\"Porosity\");" ] }, { @@ -124,13 +124,13 @@ "prf2 = ps.metrics.porosity_profile(im, axis=2)\n", "\n", "fig, ax = plt.subplots(figsize=[6, 4])\n", - "ax.plot(*prf0, 'b.-')\n", - "ax.plot(*prf1, 'g.-')\n", - "ax.plot(*prf2, 'c.-')\n", - "ax.plot([0, 50], [0.65, 0.65], 'r--')\n", + "ax.plot(*prf0, \"b.-\")\n", + "ax.plot(*prf1, \"g.-\")\n", + "ax.plot(*prf2, \"c.-\")\n", + "ax.plot([0, 50], [0.65, 0.65], \"r--\")\n", "ax.set_ylim([0, 1])\n", - "ax.set_xlabel('Position along axis')\n", - "ax.set_ylabel('Porosity');" + "ax.set_xlabel(\"Position along axis\")\n", + "ax.set_ylabel(\"Porosity\");" ] } ], diff --git a/examples/metrics/reference/props_to_DataFrame.ipynb b/examples/metrics/reference/props_to_DataFrame.ipynb index 44a6804f5..a3be737fe 100644 --- a/examples/metrics/reference/props_to_DataFrame.ipynb +++ b/examples/metrics/reference/props_to_DataFrame.ipynb @@ -27,6 +27,7 @@ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import scipy.ndimage as spim\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -64,7 +65,7 @@ "im = ~ps.generators.overlapping_spheres([100, 100], r=10, porosity=0.6)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -102,7 +103,7 @@ "props = ps.metrics.regionprops_3D(regions)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(regions, origin='lower', interpolation='none')\n", + "ax.imshow(regions, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, diff --git a/examples/metrics/reference/props_to_image.ipynb b/examples/metrics/reference/props_to_image.ipynb index 4dda49a92..0cdd28b7b 100644 --- a/examples/metrics/reference/props_to_image.ipynb +++ b/examples/metrics/reference/props_to_image.ipynb @@ -27,6 +27,7 @@ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import scipy.ndimage as spim\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -63,7 +64,7 @@ "im = ~ps.generators.overlapping_spheres([100, 100], r=10, porosity=0.6, seed=7)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -101,7 +102,7 @@ "props = ps.metrics.regionprops_3D(regions)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(regions, origin='lower', interpolation='none')\n", + "ax.imshow(regions, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -135,16 +136,16 @@ } ], "source": [ - "im1 = ps.metrics.prop_to_image(props, im.shape, 'convex_volume')\n", - "im2 = ps.metrics.prop_to_image(props, im.shape, 'sphericity')\n", - "im3 = ps.metrics.prop_to_image(props, im.shape, 'orientation')\n", + "im1 = ps.metrics.prop_to_image(props, im.shape, \"convex_volume\")\n", + "im2 = ps.metrics.prop_to_image(props, im.shape, \"sphericity\")\n", + "im3 = ps.metrics.prop_to_image(props, im.shape, \"orientation\")\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[14, 4])\n", - "ax[0].imshow(im1, origin='lower', interpolation='none')\n", + "ax[0].imshow(im1, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(im2, origin='lower', interpolation='none')\n", + "ax[1].imshow(im2, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(im3, origin='lower', interpolation='none')\n", + "ax[2].imshow(im3, origin=\"lower\", interpolation=\"none\")\n", "ax[2].axis(False);" ] } diff --git a/examples/metrics/reference/radial_density_distribution.ipynb b/examples/metrics/reference/radial_density_distribution.ipynb index c84b2ce94..e996c3161 100644 --- a/examples/metrics/reference/radial_density_distribution.ipynb +++ b/examples/metrics/reference/radial_density_distribution.ipynb @@ -31,6 +31,7 @@ "import numpy as np\n", "import porespy as ps\n", "from edt import edt\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -76,7 +77,7 @@ "dt = edt(im)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(dt, origin='lower', interpolation='none')\n", + "ax.imshow(dt, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -119,12 +120,12 @@ "data = ps.metrics.radial_density_distribution(dt=dt)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.bin_centers,data.pdf)\n", - "ax[1].plot(data.bin_centers,data.cdf)\n", - "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.bin_centers, data.pdf)\n", + "ax[1].plot(data.bin_centers, data.cdf)\n", + "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -173,12 +174,12 @@ "data = ps.metrics.radial_density_distribution(dt=dt, bins=25)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.bin_centers,data.pdf)\n", - "ax[1].plot(data.bin_centers,data.cdf)\n", - "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.bin_centers, data.pdf)\n", + "ax[1].plot(data.bin_centers, data.cdf)\n", + "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -226,12 +227,12 @@ "source": [ "data = ps.metrics.radial_density_distribution(dt=dt, log=True)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].plot(data.bin_centers,data.pdf)\n", - "ax[1].plot(data.bin_centers,data.cdf)\n", - "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k')\n", + "ax[0].plot(data.bin_centers, data.pdf)\n", + "ax[1].plot(data.bin_centers, data.cdf)\n", + "ax[2].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", "ax[0].set_title(\"Probability Density Function\")\n", "ax[1].set_title(\"Cumulative Density Function\")\n", - "ax[2].set_title('Bar Plot');" + "ax[2].set_title(\"Bar Plot\");" ] }, { @@ -277,13 +278,13 @@ } ], "source": [ - "voxel_size=1e-3\n", + "voxel_size = 1e-3\n", "data = ps.metrics.radial_density_distribution(dt=dt, voxel_size=voxel_size, log=False)\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor='k');\n", - "ax[0].set_title(\"PDF scaling included in the result\");\n", + "ax[0].bar(data.bin_centers, data.cdf, data.bin_widths, edgecolor=\"k\")\n", + "ax[0].set_title(\"PDF scaling included in the result\")\n", "data = ps.metrics.radial_density_distribution(dt=dt, log=False)\n", - "ax[1].bar(data.bin_centers*voxel_size, data.cdf, data.bin_widths*voxel_size, edgecolor='k');\n", + "ax[1].bar(data.bin_centers * voxel_size, data.cdf, data.bin_widths * voxel_size, edgecolor=\"k\")\n", "ax[1].set_title(\"PDF scaling after the result\");" ] } diff --git a/examples/metrics/reference/region_interface_areas.ipynb b/examples/metrics/reference/region_interface_areas.ipynb index 1e38f5263..42efdc8e2 100644 --- a/examples/metrics/reference/region_interface_areas.ipynb +++ b/examples/metrics/reference/region_interface_areas.ipynb @@ -31,6 +31,7 @@ "import numpy as np\n", "import porespy as ps\n", "from skimage.morphology import disk\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -72,12 +73,12 @@ ], "source": [ "np.random.seed(10)\n", - "im = ps.generators.blobs(shape=[200,200])\n", + "im = ps.generators.blobs(shape=[200, 200])\n", "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(regions/im, origin='lower', interpolation='none')\n", + "ax.imshow(regions / im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -128,9 +129,9 @@ "conns, interface_areas = ps.metrics.region_interface_areas(regions, areas)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(np.arange(0,len(conns)), interface_areas, 'o')\n", - "plt.xlabel('interface (throat) number');\n", - "plt.ylabel('interface area (Voxel^2)');" + "ax.plot(np.arange(0, len(conns)), interface_areas, \"o\")\n", + "plt.xlabel(\"interface (throat) number\")\n", + "plt.ylabel(\"interface area (Voxel^2)\");" ] }, { @@ -176,13 +177,15 @@ } ], "source": [ - "voxel_size=1e-1\n", - "conns, interface_areas = ps.metrics.region_interface_areas(regions, areas, voxel_size=voxel_size)\n", + "voxel_size = 1e-1\n", + "conns, interface_areas = ps.metrics.region_interface_areas(\n", + " regions, areas, voxel_size=voxel_size\n", + ")\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(np.arange(0,len(conns)), interface_areas, 'o')\n", - "plt.xlabel('interface (throat) number')\n", - "plt.ylabel('interface area (m^2)');" + "ax.plot(np.arange(0, len(conns)), interface_areas, \"o\")\n", + "plt.xlabel(\"interface (throat) number\")\n", + "plt.ylabel(\"interface area (m^2)\");" ] }, { @@ -229,13 +232,13 @@ } ], "source": [ - "voxel_size=1e-1\n", + "voxel_size = 1e-1\n", "conns, interface_areas = ps.metrics.region_interface_areas(regions, areas, strel=disk(10))\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(np.arange(0,len(conns)), interface_areas, 'o')\n", - "plt.xlabel('interface (throat) number')\n", - "plt.ylabel('interface area (m^2)');" + "ax.plot(np.arange(0, len(conns)), interface_areas, \"o\")\n", + "plt.xlabel(\"interface (throat) number\")\n", + "plt.ylabel(\"interface area (m^2)\");" ] } ], diff --git a/examples/metrics/reference/region_surface_areas.ipynb b/examples/metrics/reference/region_surface_areas.ipynb index 3c7bf9350..cd04aac38 100644 --- a/examples/metrics/reference/region_surface_areas.ipynb +++ b/examples/metrics/reference/region_surface_areas.ipynb @@ -31,6 +31,7 @@ "import numpy as np\n", "import porespy as ps\n", "from skimage.morphology import disk\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -72,12 +73,12 @@ ], "source": [ "np.random.seed(10)\n", - "im = ps.generators.blobs(shape=[200,200])\n", + "im = ps.generators.blobs(shape=[200, 200])\n", "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(regions/im, origin='lower', interpolation='none')\n", + "ax.imshow(regions / im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -124,7 +125,7 @@ " regions_sur[mask] = surface_areas[i]\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", - "plt.imshow(regions_sur, origin='lower', interpolation='none')\n", + "plt.imshow(regions_sur, origin=\"lower\", interpolation=\"none\")\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" ] @@ -172,14 +173,14 @@ } ], "source": [ - "voxel_size=1e-3\n", + "voxel_size = 1e-3\n", "surface_areas = ps.metrics.region_surface_areas(regions=regions, voxel_size=voxel_size)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 4])\n", - "ax[0].hist(surface_areas, edgecolor='k')\n", + "ax[0].hist(surface_areas, edgecolor=\"k\")\n", "ax[0].set_title(\"PDF scaling included in the result\")\n", "surface_areas = ps.metrics.region_surface_areas(regions=regions)\n", - "ax[1].hist(surface_areas*voxel_size**2, edgecolor='k')\n", + "ax[1].hist(surface_areas * voxel_size**2, edgecolor=\"k\")\n", "ax[1].set_title(\"PDF scaling after the result\");" ] }, @@ -234,7 +235,7 @@ " regions_sur[mask] = surface_areas[i]\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", - "plt.imshow(regions_sur, origin='lower', interpolation='none')\n", + "plt.imshow(regions_sur, origin=\"lower\", interpolation=\"none\")\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" ] diff --git a/examples/metrics/reference/region_volumes.ipynb b/examples/metrics/reference/region_volumes.ipynb index aca6ddb70..1f4a01bc8 100644 --- a/examples/metrics/reference/region_volumes.ipynb +++ b/examples/metrics/reference/region_volumes.ipynb @@ -30,6 +30,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -76,7 +77,7 @@ "regions = snow.regions\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(regions[:, :, 20], origin='lower', interpolation='none')\n", + "ax.imshow(regions[:, :, 20], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -123,7 +124,7 @@ " regions_vol[mask] = vols[i]\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", - "plt.imshow(regions_vol[:, :, 10], origin='lower', interpolation='none')\n", + "plt.imshow(regions_vol[:, :, 10], origin=\"lower\", interpolation=\"none\")\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" ] @@ -171,14 +172,14 @@ } ], "source": [ - "vols = ps.metrics.region_volumes(regions=regions, method='voxel')\n", + "vols = ps.metrics.region_volumes(regions=regions, method=\"voxel\")\n", "regions_vol = np.copy(regions)\n", "for i in range(0, len(vols)):\n", " mask = np.array(np.where(regions_vol == i, regions_vol, 0), dtype=bool)\n", " regions_vol[mask] = vols[i]\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[5, 4])\n", - "plt.imshow(regions_vol[:, :, 10], origin='lower', interpolation='none')\n", + "plt.imshow(regions_vol[:, :, 10], origin=\"lower\", interpolation=\"none\")\n", "cbar = plt.colorbar(ax=ax, shrink=0.8)\n", "ax.axis(False);" ] diff --git a/examples/metrics/reference/regionprops_3D.ipynb b/examples/metrics/reference/regionprops_3D.ipynb index a4a5b4d2c..e96037c9d 100644 --- a/examples/metrics/reference/regionprops_3D.ipynb +++ b/examples/metrics/reference/regionprops_3D.ipynb @@ -64,7 +64,7 @@ "im = ps.generators.random_spheres(shape=[80, 80, 80], r=10, clearance=3)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(im[20, ...], origin='lower', interpolation='none')\n", + "ax.imshow(im[20, ...], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -109,7 +109,7 @@ "regions = spim.label(im)[0]\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(regions[20, ...], origin='lower', interpolation='none')\n", + "ax.imshow(regions[20, ...], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -268,7 +268,7 @@ ], "source": [ "for d in dir(props[0]):\n", - " if not d.startswith('_'):\n", + " if not d.startswith(\"_\"):\n", " print(d)" ] }, diff --git a/examples/metrics/reference/rev_porosity.ipynb b/examples/metrics/reference/rev_porosity.ipynb index bec0f7c3e..e43a33f41 100644 --- a/examples/metrics/reference/rev_porosity.ipynb +++ b/examples/metrics/reference/rev_porosity.ipynb @@ -30,6 +30,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -74,7 +75,7 @@ "im = ps.generators.blobs(shape=[100, 100, 100])\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im[:,:,6], origin='lower', interpolation='none')\n", + "ax.imshow(im[:, :, 6], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -117,7 +118,7 @@ "rev = ps.metrics.rev_porosity(im=im)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(rev.volume, rev.porosity, 'r.')\n", + "ax.plot(rev.volume, rev.porosity, \"r.\")\n", "ax.set_xlabel(\"volume\")\n", "ax.set_ylabel(\"porosity\");" ] @@ -168,7 +169,7 @@ "rev = ps.metrics.rev_porosity(im=im, n=2000)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(rev.volume, rev.porosity, 'r.')\n", + "ax.plot(rev.volume, rev.porosity, \"r.\")\n", "ax.set_xlabel(\"volume\")\n", "ax.set_ylabel(\"porosity\");" ] @@ -205,15 +206,15 @@ ], "source": [ "slices = ps.tools.get_slices_multigrid(\n", - " im=im, \n", + " im=im,\n", " block_size_range=[10, 50],\n", ")\n", "rev = ps.metrics.rev_porosity(im, slices=slices)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(rev.volume, rev.porosity, 'r.')\n", + "ax.plot(rev.volume, rev.porosity, \"r.\")\n", "ax.set_xlabel(\"volume\")\n", - "ax.set_ylabel(\"porosity\");\n" + "ax.set_ylabel(\"porosity\");" ] } ], diff --git a/examples/metrics/reference/rev_tortuosity.ipynb b/examples/metrics/reference/rev_tortuosity.ipynb index 709006470..291223cca 100644 --- a/examples/metrics/reference/rev_tortuosity.ipynb +++ b/examples/metrics/reference/rev_tortuosity.ipynb @@ -55,7 +55,7 @@ "# Generate a Test Image\n", "im = ps.generators.blobs(shape=[300, 300], porosity=0.7, blobiness=2, seed=1)\n", "plt.figure(figsize=[6, 6])\n", - "plt.imshow(im, origin='lower')\n", + "plt.imshow(im, origin=\"lower\")\n", "\n", "# Calculate Tortuosity for Different Subdomain Sizes\n", "rev = ps.metrics.rev_tortuosity(im)" @@ -130,25 +130,25 @@ "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", "\n", "# Plot porosity vs volume\n", - "ax[0].scatter(rev.volume, rev.porosity_orig, marker='.', alpha=0.25, fc='tab:red', ec='none')\n", + "ax[0].scatter(rev.volume, rev.porosity_orig, marker=\".\", alpha=0.25, fc=\"tab:red\", ec=\"none\")\n", "ax[0].set_ylim([0, 1])\n", "ax[0].set_xlim([0, im.size])\n", - "ax[0].set_ylabel('Porosity')\n", - "ax[0].set_xlabel('Subdomain Volume')\n", + "ax[0].set_ylabel(\"Porosity\")\n", + "ax[0].set_xlabel(\"Subdomain Volume\")\n", "\n", "# Plot tortuosity vs volume\n", - "ax[1].scatter(rev.volume, rev.tau, marker='.', alpha=0.25, fc='tab:blue', ec='none')\n", + "ax[1].scatter(rev.volume, rev.tau, marker=\".\", alpha=0.25, fc=\"tab:blue\", ec=\"none\")\n", "ax[1].set_ylim([0, None])\n", "ax[1].set_xlim([0, im.size])\n", - "ax[1].set_ylabel('Tortuosity')\n", - "ax[1].set_xlabel('Subdomain Volume')\n", + "ax[1].set_ylabel(\"Tortuosity\")\n", + "ax[1].set_xlabel(\"Subdomain Volume\")\n", "\n", "# Plot tortuosity vs porosity\n", - "ax[2].scatter(rev.porosity_perc, rev.tau, marker='.', alpha=0.25, fc='tab:green', ec='none')\n", + "ax[2].scatter(rev.porosity_perc, rev.tau, marker=\".\", alpha=0.25, fc=\"tab:green\", ec=\"none\")\n", "ax[2].set_xlim([0, 1])\n", "ax[2].set_ylim([0, None])\n", - "ax[2].set_xlabel('Porosity')\n", - "ax[2].set_ylabel('Tortuosity')\n", + "ax[2].set_xlabel(\"Porosity\")\n", + "ax[2].set_ylabel(\"Tortuosity\")\n", "\n", "plt.tight_layout();" ] @@ -261,25 +261,25 @@ "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", "\n", "# Plot porosity vs volume\n", - "ax[0].scatter(rev.volume, rev.porosity_orig, marker='.', alpha=0.25, fc='tab:red', ec='none')\n", + "ax[0].scatter(rev.volume, rev.porosity_orig, marker=\".\", alpha=0.25, fc=\"tab:red\", ec=\"none\")\n", "ax[0].set_ylim([0, 1])\n", "ax[0].set_xlim([0, im.size])\n", - "ax[0].set_ylabel('Porosity')\n", - "ax[0].set_xlabel('Subdomain Volume')\n", + "ax[0].set_ylabel(\"Porosity\")\n", + "ax[0].set_xlabel(\"Subdomain Volume\")\n", "\n", "# Plot tortuosity vs volume\n", - "ax[1].scatter(rev.volume, rev.tau, marker='.', alpha=0.25, fc='tab:blue', ec='none')\n", + "ax[1].scatter(rev.volume, rev.tau, marker=\".\", alpha=0.25, fc=\"tab:blue\", ec=\"none\")\n", "ax[1].set_ylim([0, None])\n", "ax[1].set_xlim([0, im.size])\n", - "ax[1].set_ylabel('Tortuosity')\n", - "ax[1].set_xlabel('Subdomain Volume')\n", + "ax[1].set_ylabel(\"Tortuosity\")\n", + "ax[1].set_xlabel(\"Subdomain Volume\")\n", "\n", "# Plot tortuosity vs porosity\n", - "ax[2].scatter(rev.porosity_perc, rev.tau, marker='.', alpha=0.25, fc='tab:green', ec='none')\n", + "ax[2].scatter(rev.porosity_perc, rev.tau, marker=\".\", alpha=0.25, fc=\"tab:green\", ec=\"none\")\n", "ax[2].set_xlim([0, 1])\n", "ax[2].set_ylim([0, None])\n", - "ax[2].set_xlabel('Porosity')\n", - "ax[2].set_ylabel('Tortuosity')\n", + "ax[2].set_xlabel(\"Porosity\")\n", + "ax[2].set_ylabel(\"Tortuosity\")\n", "\n", "plt.tight_layout();" ] diff --git a/examples/metrics/reference/satn_profile.ipynb b/examples/metrics/reference/satn_profile.ipynb index 3d9127530..aac2d937b 100644 --- a/examples/metrics/reference/satn_profile.ipynb +++ b/examples/metrics/reference/satn_profile.ipynb @@ -73,12 +73,12 @@ "inv = ps.simulations.drainage(im=im, pc=pc, inlets=inlets)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv.im_snwp/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(inv.im_snwp / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[0].set_title('Saturation map')\n", - "ax[1].imshow((inv.im_snwp < 0.6)*(inv.im_snwp > 0)/im, interpolation='none', origin='lower')\n", + "ax[0].set_title(\"Saturation map\")\n", + "ax[1].imshow((inv.im_snwp < 0.6) * (inv.im_snwp > 0) / im, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", - "ax[1].set_title('Fluid distribution at saturation = 0.6');" + "ax[1].set_title(\"Fluid distribution at saturation = 0.6\");" ] }, { @@ -121,7 +121,7 @@ "s_prof = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(s_prof.position, s_prof.saturation, 'b-o')\n", + "ax.plot(s_prof.position, s_prof.saturation, \"b-o\")\n", "ax.set_xlabel(\"distance from injection face\")\n", "ax.set_ylabel(\"non-wetting phase saturation\")\n", "ax.set_ylim([0, 1]);" @@ -168,15 +168,15 @@ "s_prof1 = ps.metrics.satn_profile(satn=inv.im_snwp, s=s)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(s_prof1.position, s_prof1.saturation, 'b-o', label=s)\n", + "ax.plot(s_prof1.position, s_prof1.saturation, \"b-o\", label=s)\n", "\n", "s = 0.4\n", "s_prof2 = ps.metrics.satn_profile(satn=inv.im_snwp, s=s)\n", - "ax.plot(s_prof2.position, s_prof2.saturation, 'r-o', label=s)\n", + "ax.plot(s_prof2.position, s_prof2.saturation, \"r-o\", label=s)\n", "\n", "s = 0.1\n", "s_prof3 = ps.metrics.satn_profile(satn=inv.im_snwp, s=s)\n", - "ax.plot(s_prof3.position, s_prof3.saturation, 'g-o', label=s)\n", + "ax.plot(s_prof3.position, s_prof3.saturation, \"g-o\", label=s)\n", "\n", "ax.set_xlabel(\"distance from injection face\")\n", "ax.set_ylabel(\"non-wetting phase saturation\")\n", @@ -224,15 +224,15 @@ "s_prof1 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, span=s)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(s_prof1.position, s_prof1.saturation, 'b-o', label=s)\n", + "ax.plot(s_prof1.position, s_prof1.saturation, \"b-o\", label=s)\n", "\n", "s = 10\n", "s_prof2 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, span=s)\n", - "ax.plot(s_prof2.position, s_prof2.saturation, 'r-o', label=s)\n", + "ax.plot(s_prof2.position, s_prof2.saturation, \"r-o\", label=s)\n", "\n", "s = 30\n", "s_prof3 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, span=s)\n", - "ax.plot(s_prof3.position, s_prof3.saturation, 'g-o', label=s)\n", + "ax.plot(s_prof3.position, s_prof3.saturation, \"g-o\", label=s)\n", "\n", "ax.set_xlabel(\"distance from injection face\")\n", "ax.set_ylabel(\"non-wetting phase saturation\")\n", @@ -276,13 +276,13 @@ } ], "source": [ - "s_prof1 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, mode='slide')\n", + "s_prof1 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, mode=\"slide\")\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(s_prof1.position, s_prof1.saturation, 'b-o', label='slide')\n", + "ax.plot(s_prof1.position, s_prof1.saturation, \"b-o\", label=\"slide\")\n", "\n", - "s_prof2 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, mode='tile')\n", - "ax.plot(s_prof2.position, s_prof2.saturation, 'r-o', label='tile')\n", + "s_prof2 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, mode=\"tile\")\n", + "ax.plot(s_prof2.position, s_prof2.saturation, \"r-o\", label=\"tile\")\n", "\n", "ax.set_xlabel(\"distance from injection face\")\n", "ax.set_ylabel(\"non-wetting phase saturation\")\n", @@ -329,10 +329,10 @@ "s_prof1 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, axis=0)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(s_prof1.position, s_prof1.saturation, 'b-o', label='Axis:0')\n", + "ax.plot(s_prof1.position, s_prof1.saturation, \"b-o\", label=\"Axis:0\")\n", "\n", "s_prof2 = ps.metrics.satn_profile(satn=inv.im_snwp, s=0.6, axis=1)\n", - "ax.plot(s_prof2.position, s_prof2.saturation, 'r-o', label='Axis:1')\n", + "ax.plot(s_prof2.position, s_prof2.saturation, \"r-o\", label=\"Axis:1\")\n", "\n", "ax.set_xlabel(\"distance from injection face\")\n", "ax.set_ylabel(\"non-wetting phase saturation\")\n", diff --git a/examples/metrics/reference/two_point_correlation.ipynb b/examples/metrics/reference/two_point_correlation.ipynb index 7fabf5751..143d6436f 100644 --- a/examples/metrics/reference/two_point_correlation.ipynb +++ b/examples/metrics/reference/two_point_correlation.ipynb @@ -30,6 +30,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import porespy as ps\n", + "\n", "ps.visualization.set_mpl_style()" ] }, @@ -71,10 +72,10 @@ ], "source": [ "np.random.seed(10)\n", - "im = ps.generators.blobs(shape=[100,100, 100])\n", + "im = ps.generators.blobs(shape=[100, 100, 100])\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im[:,:,6], origin='lower', interpolation='none')\n", + "ax.imshow(im[:, :, 6], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -117,7 +118,7 @@ "data = ps.metrics.two_point_correlation(im)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.plot(data.distance, data.probability, 'r.')\n", + "ax.plot(data.distance, data.probability, \"r.\")\n", "ax.set_xlabel(\"distance\")\n", "ax.set_ylabel(\"two point correlation function\");" ] diff --git a/examples/metrics/tutorials/computing_fractal_dim.ipynb b/examples/metrics/tutorials/computing_fractal_dim.ipynb index 326ed79f9..7fe1b7c0d 100644 --- a/examples/metrics/tutorials/computing_fractal_dim.ipynb +++ b/examples/metrics/tutorials/computing_fractal_dim.ipynb @@ -177,15 +177,15 @@ ], "source": [ "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(8, 4))\n", - "ax1.set_yscale('log')\n", - "ax1.set_xscale('log')\n", - "ax1.set_xlabel('box edge length')\n", - "ax1.set_ylabel('number of boxes spanning phases')\n", - "ax2.set_xlabel('box edge length')\n", - "ax2.set_ylabel('slope')\n", - "ax2.set_xscale('log')\n", - "ax1.plot(data.size, data.count, '-o')\n", - "ax2.plot(data.size, data.slope, '-o');" + "ax1.set_yscale(\"log\")\n", + "ax1.set_xscale(\"log\")\n", + "ax1.set_xlabel(\"box edge length\")\n", + "ax1.set_ylabel(\"number of boxes spanning phases\")\n", + "ax2.set_xlabel(\"box edge length\")\n", + "ax2.set_ylabel(\"slope\")\n", + "ax2.set_xscale(\"log\")\n", + "ax1.plot(data.size, data.count, \"-o\")\n", + "ax2.plot(data.size, data.slope, \"-o\");" ] }, { diff --git a/examples/metrics/tutorials/lineal_path_function.ipynb b/examples/metrics/tutorials/lineal_path_function.ipynb index a3a7580ec..9f61c0b47 100644 --- a/examples/metrics/tutorials/lineal_path_function.ipynb +++ b/examples/metrics/tutorials/lineal_path_function.ipynb @@ -1016,7 +1016,7 @@ } ], "source": [ - "paths = ps.filters.distance_transform_lin(im, mode='forward', axis=0)\n", + "paths = ps.filters.distance_transform_lin(im, mode=\"forward\", axis=0)\n", "ps.imshow(paths);" ] }, @@ -2319,9 +2319,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 1)\n", - "ax.bar(x=lpf.L, height=lpf.cdf, width=lpf.bin_widths, edgecolor='k', alpha=0.8)\n", - "ax.set_xlabel('Path length [voxels]')\n", - "ax.set_ylabel('Fraction of voxels within stated distance to solid');" + "ax.bar(x=lpf.L, height=lpf.cdf, width=lpf.bin_widths, edgecolor=\"k\", alpha=0.8)\n", + "ax.set_xlabel(\"Path length [voxels]\")\n", + "ax.set_ylabel(\"Fraction of voxels within stated distance to solid\");" ] }, { @@ -2815,7 +2815,7 @@ } ], "source": [ - "paths = ps.filters.distance_transform_lin(im, mode='forward', axis=1)\n", + "paths = ps.filters.distance_transform_lin(im, mode=\"forward\", axis=1)\n", "ps.imshow(paths);" ] }, @@ -4239,7 +4239,7 @@ ], "source": [ "lpf = ps.metrics.lineal_path_distribution(paths, bins=range(1, 200, 10))\n", - "ax.bar(x=lpf.L, height=lpf.cdf, width=lpf.bin_widths, edgecolor='k', alpha=0.8)\n", + "ax.bar(x=lpf.L, height=lpf.cdf, width=lpf.bin_widths, edgecolor=\"k\", alpha=0.8)\n", "fig" ] }, diff --git a/examples/metrics/tutorials/porosity_profiles.ipynb b/examples/metrics/tutorials/porosity_profiles.ipynb index 3975d63b4..3cbe28a6c 100644 --- a/examples/metrics/tutorials/porosity_profiles.ipynb +++ b/examples/metrics/tutorials/porosity_profiles.ipynb @@ -161,12 +161,12 @@ ], "source": [ "fig, ax = plt.subplots(figsize=(5, 4))\n", - "ax.plot(x_profile.position*voxel_size, x_profile.porosity, 'b-', label='yz-plane', alpha=0.5)\n", - "ax.plot(y_profile.position*voxel_size, y_profile.porosity, 'r-', label='xz-plane', alpha=0.5)\n", - "ax.plot(z_profile.position*voxel_size, z_profile.porosity, 'g-', label='xy-plane', alpha=0.5)\n", + "ax.plot(x_profile.position * voxel_size, x_profile.porosity, \"b-\", label=\"yz-plane\", alpha=0.5)\n", + "ax.plot(y_profile.position * voxel_size, y_profile.porosity, \"r-\", label=\"xz-plane\", alpha=0.5)\n", + "ax.plot(z_profile.position * voxel_size, z_profile.porosity, \"g-\", label=\"xy-plane\", alpha=0.5)\n", "ax.set_ylim([0, 1])\n", - "ax.set_ylabel('Porosity of slice')\n", - "ax.set_xlabel('Position of slice along given axis [um]')\n", + "ax.set_ylabel(\"Porosity of slice\")\n", + "ax.set_xlabel(\"Position of slice along given axis [um]\")\n", "ax.legend();" ] }, @@ -207,12 +207,30 @@ ], "source": [ "fig, ax = plt.subplots(figsize=(5, 4))\n", - "ax.plot(x_profile.position/x_profile.position.max(), x_profile.porosity, 'b-', label='yz-plane', alpha=0.5)\n", - "ax.plot(y_profile.position/y_profile.position.max(), y_profile.porosity, 'r-', label='xz-plane', alpha=0.5)\n", - "ax.plot(z_profile.position/z_profile.position.max(), z_profile.porosity, 'g-', label='xy-plane', alpha=0.5)\n", + "ax.plot(\n", + " x_profile.position / x_profile.position.max(),\n", + " x_profile.porosity,\n", + " \"b-\",\n", + " label=\"yz-plane\",\n", + " alpha=0.5,\n", + ")\n", + "ax.plot(\n", + " y_profile.position / y_profile.position.max(),\n", + " y_profile.porosity,\n", + " \"r-\",\n", + " label=\"xz-plane\",\n", + " alpha=0.5,\n", + ")\n", + "ax.plot(\n", + " z_profile.position / z_profile.position.max(),\n", + " z_profile.porosity,\n", + " \"g-\",\n", + " label=\"xy-plane\",\n", + " alpha=0.5,\n", + ")\n", "ax.set_ylim([0, 1])\n", - "ax.set_ylabel('Porosity of slice')\n", - "ax.set_xlabel('Fractional distance along given axis')\n", + "ax.set_ylabel(\"Porosity of slice\")\n", + "ax.set_xlabel(\"Fractional distance along given axis\")\n", "ax.legend();" ] } diff --git a/examples/metrics/tutorials/regionprops_3d.ipynb b/examples/metrics/tutorials/regionprops_3d.ipynb index 61fc03288..22f29a78d 100644 --- a/examples/metrics/tutorials/regionprops_3d.ipynb +++ b/examples/metrics/tutorials/regionprops_3d.ipynb @@ -539,7 +539,7 @@ ], "source": [ "snow = ps.filters.snow_partitioning(im=im)\n", - "regions = snow.regions*snow.im" + "regions = snow.regions * snow.im" ] }, { @@ -1068,7 +1068,7 @@ ], "source": [ "r = props[3]\n", - "attrs = [a for a in r.__dir__() if not a.startswith('_')]\n", + "attrs = [a for a in r.__dir__() if not a.startswith(\"_\")]\n", "print(attrs)" ] }, @@ -2382,7 +2382,7 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow(r.border + 0.5*r.inscribed_sphere);" + "ax.imshow(r.border + 0.5 * r.inscribed_sphere);" ] }, { @@ -3038,7 +3038,7 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow(r.image + 1.0*r.convex_image);" + "ax.imshow(r.image + 1.0 * r.convex_image);" ] }, { @@ -4592,9 +4592,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 3, figsize=(8, 3))\n", - "ax[0].hist(df['volume'], edgecolor=\"k\")\n", - "ax[1].hist(df['solidity'], edgecolor=\"k\")\n", - "ax[2].hist(df['sphericity'], edgecolor=\"k\")\n", + "ax[0].hist(df[\"volume\"], edgecolor=\"k\")\n", + "ax[1].hist(df[\"solidity\"], edgecolor=\"k\")\n", + "ax[2].hist(df[\"sphericity\"], edgecolor=\"k\")\n", "ax[0].set_title(\"Volume\")\n", "ax[1].set_title(\"Solidity\")\n", "ax[2].set_title(\"Sphericity\");" @@ -5123,9 +5123,9 @@ ], "source": [ "# Create an image of maximally inscribed spheres\n", - "sph = ps.metrics.prop_to_image(regionprops=props, shape=im.shape, prop='inscribed_sphere')\n", + "sph = ps.metrics.prop_to_image(regionprops=props, shape=im.shape, prop=\"inscribed_sphere\")\n", "fig, ax = plt.subplots()\n", - "ax.imshow(sph + 0.5*(~im), cmap=plt.cm.inferno);" + "ax.imshow(sph + 0.5 * (~im), cmap=plt.cm.inferno);" ] }, { @@ -5596,9 +5596,9 @@ ], "source": [ "# Create an image colorized by solidity\n", - "sph = ps.metrics.prop_to_image(regionprops=props, shape=im.shape, prop='solidity')\n", + "sph = ps.metrics.prop_to_image(regionprops=props, shape=im.shape, prop=\"solidity\")\n", "fig, ax = plt.subplots()\n", - "ax.imshow(sph + 0.5*(~im), cmap=plt.cm.jet);" + "ax.imshow(sph + 0.5 * (~im), cmap=plt.cm.jet);" ] }, { diff --git a/examples/networks/reference/add_boundary_regions.ipynb b/examples/networks/reference/add_boundary_regions.ipynb index 4bd5ed716..0c4887c29 100644 --- a/examples/networks/reference/add_boundary_regions.ipynb +++ b/examples/networks/reference/add_boundary_regions.ipynb @@ -90,11 +90,11 @@ "ws = ps.tools.randomize_colors(ws)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[15, 5])\n", - "ax[0].imshow(im, interpolation='none', origin='lower')\n", + "ax[0].imshow(im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(dt/im/~pk, interpolation='none', origin='lower')\n", + "ax[1].imshow(dt / im / ~pk, interpolation=\"none\", origin=\"lower\")\n", "ax[1].axis(False)\n", - "ax[2].imshow(ws/im, interpolation='none', origin='lower')\n", + "ax[2].imshow(ws / im, interpolation=\"none\", origin=\"lower\")\n", "ax[2].axis(False);" ] }, @@ -126,10 +126,10 @@ ], "source": [ "ws_w_bd = ps.networks.add_boundary_regions(ws)\n", - "temp = np.pad(im, 3, mode='constant', constant_values=True)\n", + "temp = np.pad(im, 3, mode=\"constant\", constant_values=True)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(ws_w_bd/temp, interpolation='none', origin='lower')\n", + "ax.imshow(ws_w_bd / temp, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -187,10 +187,10 @@ "source": [ "pw = 10\n", "ws_w_bd = ps.networks.add_boundary_regions(ws, pad_width=pw)\n", - "temp = np.pad(im, pw, mode='constant', constant_values=True)\n", + "temp = np.pad(im, pw, mode=\"constant\", constant_values=True)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(ws_w_bd/temp, interpolation='none', origin='lower')\n", + "ax.imshow(ws_w_bd / temp, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -231,10 +231,10 @@ "source": [ "pw = [10, 0]\n", "ws_w_bd = ps.networks.add_boundary_regions(ws, pad_width=pw)\n", - "temp = np.pad(im, pw, mode='constant', constant_values=True)\n", + "temp = np.pad(im, pw, mode=\"constant\", constant_values=True)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(ws_w_bd/temp, interpolation='none', origin='lower')\n", + "ax.imshow(ws_w_bd / temp, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] }, @@ -275,10 +275,10 @@ "source": [ "pw = [[0, 0], [10, 3]]\n", "ws_w_bd = ps.networks.add_boundary_regions(ws, pad_width=pw)\n", - "temp = np.pad(im, pw, mode='constant', constant_values=True)\n", + "temp = np.pad(im, pw, mode=\"constant\", constant_values=True)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(ws_w_bd/temp, interpolation='none', origin='lower')\n", + "ax.imshow(ws_w_bd / temp, interpolation=\"none\", origin=\"lower\")\n", "ax.axis(False);" ] } diff --git a/examples/networks/reference/diffusive_size_factor_AI.ipynb b/examples/networks/reference/diffusive_size_factor_AI.ipynb index 9c9c79753..9640ea4d8 100644 --- a/examples/networks/reference/diffusive_size_factor_AI.ipynb +++ b/examples/networks/reference/diffusive_size_factor_AI.ipynb @@ -137,9 +137,9 @@ "outputs": [], "source": [ "path = \"./sf-model-lib/diffusion\"\n", - "path_train = os.path.join(path, 'g_train_original.hdf5')\n", - "path_weights = os.path.join(path, 'model_weights.h5')\n", - "g_train = h5py.File(path_train, 'r')['g_train'][()]\n", + "path_train = os.path.join(path, \"g_train_original.hdf5\")\n", + "path_weights = os.path.join(path, \"model_weights.h5\")\n", + "g_train = h5py.File(path_train, \"r\")[\"g_train\"][()]\n", "model = ps.networks.create_model()\n", "model.load_weights(path_weights)" ] @@ -167,14 +167,11 @@ "np.random.seed(17)\n", "shape = [120, 120, 120]\n", "dist = sp.stats.norm(loc=7, scale=5)\n", - "im = ps.generators.polydisperse_spheres(shape=shape,\n", - " porosity=0.7,\n", - " dist=dist,\n", - " r_min=7)\n", + "im = ps.generators.polydisperse_spheres(shape=shape, porosity=0.7, dist=dist, r_min=7)\n", "results = ps.filters.snow_partitioning(im=im.astype(bool))\n", - "regions = results['regions']\n", + "regions = results[\"regions\"]\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(regions[:, :, 20], origin='lower', interpolation='none')\n", + "ax.imshow(regions[:, :, 20], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -199,10 +196,9 @@ "outputs": [], "source": [ "conns = ps.networks.find_conns(regions)\n", - "size_factors = ps.networks.diffusive_size_factor_AI(regions,\n", - " model=model,\n", - " g_train=g_train,\n", - " throat_conns=conns)" + "size_factors = ps.networks.diffusive_size_factor_AI(\n", + " regions, model=model, g_train=g_train, throat_conns=conns\n", + ")" ] }, { @@ -235,14 +231,14 @@ "metadata": {}, "outputs": [], "source": [ - "fname = os.path.join(path, 'g_finite_difference120-phi7.hdf5')\n", - "g_FD = h5py.File(fname, 'r')['g_finite_difference'][()]\n", + "fname = os.path.join(path, \"g_finite_difference120-phi7.hdf5\")\n", + "g_FD = h5py.File(fname, \"r\")[\"g_finite_difference\"][()]\n", "g_AI = size_factors\n", "max_val = np.max([g_FD, g_AI])\n", "plt.figure(figsize=[4, 4])\n", - "plt.plot(g_FD, g_AI, '*', [0, max_val], [0, max_val], 'r')\n", - "plt.xlabel('g reference')\n", - "plt.ylabel('g prediction')\n", + "plt.plot(g_FD, g_AI, \"*\", [0, max_val], [0, max_val], \"r\")\n", + "plt.xlabel(\"g reference\")\n", + "plt.ylabel(\"g prediction\")\n", "r2 = r2_score(g_FD, g_AI)\n", "print(f\"The R^2 prediction accuracy is {r2:.3}\")" ] @@ -274,15 +270,14 @@ "metadata": {}, "outputs": [], "source": [ - "fname = os.path.join(path, 'pair.hdf5')\n", - "pair_in = h5py.File(fname, 'r')\n", - "im_pair = pair_in['pair'][()]\n", + "fname = os.path.join(path, \"pair.hdf5\")\n", + "pair_in = h5py.File(fname, \"r\")\n", + "im_pair = pair_in[\"pair\"][()]\n", "conns = ps.networks.find_conns(im_pair)\n", "sf_FD = ps.networks.diffusive_size_factor_DNS(im_pair, throat_conns=conns)\n", - "sf_AI = ps.networks.diffusive_size_factor_AI(im_pair,\n", - " model=model,\n", - " g_train=g_train,\n", - " throat_conns=conns)\n", + "sf_AI = ps.networks.diffusive_size_factor_AI(\n", + " im_pair, model=model, g_train=g_train, throat_conns=conns\n", + ")\n", "print(f\"Diffusive size factor from FD: {sf_FD[0]:.2f}, and AI: {sf_AI[0]:.2f}\")" ] } diff --git a/examples/networks/reference/diffusive_size_factor_DNS.ipynb b/examples/networks/reference/diffusive_size_factor_DNS.ipynb index aed2404b8..0d2d5a65f 100644 --- a/examples/networks/reference/diffusive_size_factor_DNS.ipynb +++ b/examples/networks/reference/diffusive_size_factor_DNS.ipynb @@ -57,15 +57,12 @@ "np.random.seed(10)\n", "shape = [40, 40, 40]\n", "dist = sp.stats.norm(loc=7, scale=5)\n", - "im = ps.generators.polydisperse_spheres(shape=shape,\n", - " porosity=0.7,\n", - " dist=dist,\n", - " r_min=3)\n", + "im = ps.generators.polydisperse_spheres(shape=shape, porosity=0.7, dist=dist, r_min=3)\n", "\n", "results = ps.filters.snow_partitioning(im=im.astype(bool))\n", - "regions = results['regions']\n", + "regions = results[\"regions\"]\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(regions[:, :, 5], origin='lower', interpolation='none')\n", + "ax.imshow(regions[:, :, 5], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -97,8 +94,7 @@ "outputs": [], "source": [ "conns = ps.networks.find_conns(regions)\n", - "size_factors = ps.networks.diffusive_size_factor_DNS(regions,\n", - " throat_conns=conns)" + "size_factors = ps.networks.diffusive_size_factor_DNS(regions, throat_conns=conns)" ] }, { @@ -122,9 +118,9 @@ "outputs": [], "source": [ "voxel_size = 1e-6\n", - "size_factors = ps.networks.diffusive_size_factor_DNS(regions,\n", - " throat_conns=conns,\n", - " voxel_size=1e-6)" + "size_factors = ps.networks.diffusive_size_factor_DNS(\n", + " regions, throat_conns=conns, voxel_size=1e-6\n", + ")" ] } ], diff --git a/examples/networks/reference/label_boundaries.ipynb b/examples/networks/reference/label_boundaries.ipynb index 9252a7473..917399892 100644 --- a/examples/networks/reference/label_boundaries.ipynb +++ b/examples/networks/reference/label_boundaries.ipynb @@ -29,7 +29,7 @@ "import porespy as ps\n", "\n", "ws = op.Workspace()\n", - "ws.settings['loglevel'] = 50\n", + "ws.settings[\"loglevel\"] = 50\n", "np.random.seed(10)\n", "ps.visualization.set_mpl_style()" ] @@ -171,7 +171,7 @@ ], "source": [ "net = ps.networks.regions_to_network(snow.regions)\n", - "net = ps.networks.label_boundaries(network=net, labels=[['north', 'south'], ['east', 'west']])\n", + "net = ps.networks.label_boundaries(network=net, labels=[[\"north\", \"south\"], [\"east\", \"west\"]])\n", "for item in net.keys():\n", " print(item)" ] diff --git a/examples/networks/reference/label_phases.ipynb b/examples/networks/reference/label_phases.ipynb index 44d241efd..d8c408403 100644 --- a/examples/networks/reference/label_phases.ipynb +++ b/examples/networks/reference/label_phases.ipynb @@ -43,7 +43,7 @@ "np.random.seed(13)\n", "im = ps.generators.overlapping_spheres([100, 100], r=7, porosity=0.7)\n", "snow = ps.filters.snow_partitioning_n(im=im.astype(int) + 1)\n", - "ps.imshow(snow.regions, origin='lower', interpolation='none');" + "ps.imshow(snow.regions, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -183,7 +183,7 @@ ], "source": [ "net = ps.networks.regions_to_network(regions=snow.regions, phases=snow.im)\n", - "net = ps.networks.label_phases(network=net, alias={1: 'void', 2: 'grain'})\n", + "net = ps.networks.label_phases(network=net, alias={1: \"void\", 2: \"grain\"})\n", "for item in net.keys():\n", " print(item)" ] diff --git a/examples/networks/reference/magnet.ipynb b/examples/networks/reference/magnet.ipynb index 0941f870d..a8db5bdaf 100644 --- a/examples/networks/reference/magnet.ipynb +++ b/examples/networks/reference/magnet.ipynb @@ -102,7 +102,7 @@ "source": [ "plt.figure(figsize=[5, 5])\n", "plt.imshow(im * dt)\n", - "plt.axis('off');" + "plt.axis(\"off\");" ] }, { @@ -142,9 +142,9 @@ "source": [ "sk = ski.morphology.skeletonize(im)\n", "plt.figure(figsize=[5, 5])\n", - "plt.title('Serial Skeleton')\n", - "plt.imshow(~sk*im*dt)\n", - "plt.axis('off');" + "plt.title(\"Serial Skeleton\")\n", + "plt.imshow(~sk * im * dt)\n", + "plt.axis(\"off\");" ] }, { @@ -194,12 +194,14 @@ } ], "source": [ - "overlap = 2*np.max(dt)\n", - "sk_p = ps.networks.skeleton_parallel(im, parallel_kw={'divs': 2, 'overlap': overlap, 'cores': None})\n", + "overlap = 2 * np.max(dt)\n", + "sk_p = ps.networks.skeleton_parallel(\n", + " im, parallel_kw={\"divs\": 2, \"overlap\": overlap, \"cores\": None}\n", + ")\n", "plt.figure(figsize=[5, 5])\n", - "plt.title('Parallel Skeleton')\n", - "plt.imshow(~sk_p*im*dt)\n", - "plt.axis('off');" + "plt.title(\"Parallel Skeleton\")\n", + "plt.imshow(~sk_p * im * dt)\n", + "plt.axis(\"off\");" ] }, { @@ -253,12 +255,12 @@ "juncs_m = ps.networks.merge_nearby_juncs(sk, fj.juncs, dt=s)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 5])\n", - "ax[0].imshow(juncs*2 + sk + ~im, origin='lower', interpolation='none')\n", - "ax[0].set_title('Junctions Before Merging')\n", - "ax[0].axis('off')\n", - "ax[1].imshow(juncs_m*2 + sk + ~im, origin='lower', interpolation='none')\n", - "ax[1].set_title('Junctions After Merging')\n", - "ax[1].axis('off');" + "ax[0].imshow(juncs * 2 + sk + ~im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0].set_title(\"Junctions Before Merging\")\n", + "ax[0].axis(\"off\")\n", + "ax[1].imshow(juncs_m * 2 + sk + ~im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].set_title(\"Junctions After Merging\")\n", + "ax[1].axis(\"off\");" ] }, { @@ -295,12 +297,11 @@ ], "source": [ "throats = (~juncs_m) * sk\n", - "ftj = ps.networks.find_throat_junctions(\n", - " im, sk, juncs_m, throats, dt, mode=\"maximum filter\")\n", + "ftj = ps.networks.find_throat_junctions(im, sk, juncs_m, throats, dt, mode=\"maximum filter\")\n", "plt.figure(figsize=[5, 5])\n", - "plt.imshow(ftj.new_juncs.astype('bool')*3 + juncs_m*2 + sk + ~im)\n", - "plt.title('Fast Marching')\n", - "plt.axis('off');" + "plt.imshow(ftj.new_juncs.astype(\"bool\") * 3 + juncs_m * 2 + sk + ~im)\n", + "plt.title(\"Fast Marching\")\n", + "plt.axis(\"off\");" ] }, { @@ -337,17 +338,27 @@ ], "source": [ "ftj1 = ps.networks.find_throat_junctions(\n", - " im, sk, juncs_m, throats, dt, l_max=3, mode=\"maximum filter\")\n", + " im, sk, juncs_m, throats, dt, l_max=3, mode=\"maximum filter\"\n", + ")\n", "ftj2 = ps.networks.find_throat_junctions(\n", - " im, sk, juncs_m, throats, dt, l_max=7, mode=\"maximum filter\")\n", + " im, sk, juncs_m, throats, dt, l_max=7, mode=\"maximum filter\"\n", + ")\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[10, 5])\n", - "ax[0].imshow(ftj1.new_juncs.astype('bool')*3 + juncs_m*2 + sk + ~im, origin='lower', interpolation='none')\n", - "ax[0].set_title('l_max=3')\n", - "ax[0].axis('off')\n", - "ax[1].imshow(ftj2.new_juncs.astype('bool')*3 + juncs_m*2 + sk + ~im, origin='lower', interpolation='none')\n", - "ax[1].set_title('l_max=7')\n", - "ax[1].axis('off');" + "ax[0].imshow(\n", + " ftj1.new_juncs.astype(\"bool\") * 3 + juncs_m * 2 + sk + ~im,\n", + " origin=\"lower\",\n", + " interpolation=\"none\",\n", + ")\n", + "ax[0].set_title(\"l_max=3\")\n", + "ax[0].axis(\"off\")\n", + "ax[1].imshow(\n", + " ftj2.new_juncs.astype(\"bool\") * 3 + juncs_m * 2 + sk + ~im,\n", + " origin=\"lower\",\n", + " interpolation=\"none\",\n", + ")\n", + "ax[1].set_title(\"l_max=7\")\n", + "ax[1].axis(\"off\");" ] }, { @@ -369,9 +380,11 @@ "metadata": {}, "outputs": [], "source": [ - "dt_inv = 1/spim.gaussian_filter(dt, sigma=0.4)\n", + "dt_inv = 1 / spim.gaussian_filter(dt, sigma=0.4)\n", "nodes = ps.networks.juncs_to_pore_centers(throats, dt_inv)\n", - "throat_area = ps.networks.get_throat_area(im, sk, nodes, n_walkers=10, step_size=0.5, max_n_steps=None)" + "throat_area = ps.networks.get_throat_area(\n", + " im, sk, nodes, n_walkers=10, step_size=0.5, max_n_steps=None\n", + ")" ] }, { @@ -424,8 +437,8 @@ } ], "source": [ - "ax = op.visualization.plot_connections(net, throats=net['throat.all'], c='k')\n", - "ax = op.visualization.plot_coordinates(net, pores=net['pore.all'], c='r', markersize=50, ax=ax)\n", + "ax = op.visualization.plot_connections(net, throats=net[\"throat.all\"], c=\"k\")\n", + "ax = op.visualization.plot_coordinates(net, pores=net[\"pore.all\"], c=\"r\", markersize=50, ax=ax)\n", "fig, ax = plt.gcf(), plt.gca()\n", "ax.imshow(im.T * dt.T)\n", "ax.axis(False);" diff --git a/examples/networks/reference/map_to_regions.ipynb b/examples/networks/reference/map_to_regions.ipynb index 95da98aff..3b8736fa5 100644 --- a/examples/networks/reference/map_to_regions.ipynb +++ b/examples/networks/reference/map_to_regions.ipynb @@ -28,7 +28,7 @@ "import porespy as ps\n", "\n", "ws = op.Workspace()\n", - "ws.settings['loglevel'] = 50\n", + "ws.settings[\"loglevel\"] = 50\n", "np.random.seed(10)\n", "ps.visualization.set_mpl_style()" ] @@ -184,10 +184,10 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "op.visualization.plot_connections(pn, c='w', linewidth=2, ax=ax)\n", - "op.visualization.plot_coordinates(pn, c='w', s=100, ax=ax)\n", - "plt.imshow(snow_output.regions.T, origin='lower')\n", - "plt.axis('off');" + "op.visualization.plot_connections(pn, c=\"w\", linewidth=2, ax=ax)\n", + "op.visualization.plot_coordinates(pn, c=\"w\", s=100, ax=ax)\n", + "plt.imshow(snow_output.regions.T, origin=\"lower\")\n", + "plt.axis(\"off\");" ] }, { @@ -210,7 +210,7 @@ }, "outputs": [], "source": [ - "pn['pore.values'] = np.random.rand(pn.Np)" + "pn[\"pore.values\"] = np.random.rand(pn.Np)" ] }, { @@ -250,8 +250,8 @@ } ], "source": [ - "reg = ps.networks.map_to_regions(regions=snow_output.regions.T, values=pn['pore.values'])\n", - "plt.imshow(reg, origin='lower');" + "reg = ps.networks.map_to_regions(regions=snow_output.regions.T, values=pn[\"pore.values\"])\n", + "plt.imshow(reg, origin=\"lower\");" ] } ], diff --git a/examples/networks/reference/regions_to_network.ipynb b/examples/networks/reference/regions_to_network.ipynb index 14e1ce9e3..84c7fbfec 100644 --- a/examples/networks/reference/regions_to_network.ipynb +++ b/examples/networks/reference/regions_to_network.ipynb @@ -43,7 +43,7 @@ "source": [ "np.random.seed(13)\n", "im = ps.generators.overlapping_spheres([100, 100], r=7, porosity=0.7)\n", - "plt.imshow(im, origin='lower', interpolation='none');" + "plt.imshow(im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -207,7 +207,7 @@ ], "source": [ "snow = ps.filters.snow_partitioning(im)\n", - "plt.imshow(snow.regions/im, origin='lower', interpolation='none');" + "plt.imshow(snow.regions / im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -327,7 +327,7 @@ ], "source": [ "snow2 = ps.filters.snow_partitioning(~im)\n", - "plt.imshow(snow2.regions, origin='lower', interpolation='none');" + "plt.imshow(snow2.regions, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -356,8 +356,8 @@ } ], "source": [ - "ws = snow.regions + (snow2.regions + snow.regions.max())*~im\n", - "plt.imshow(ws, origin='lower', interpolation='none');" + "ws = snow.regions + (snow2.regions + snow.regions.max()) * ~im\n", + "plt.imshow(ws, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -390,7 +390,7 @@ } ], "source": [ - "net2 = ps.networks.regions_to_network(regions=ws, phases=im.astype(int)+1)" + "net2 = ps.networks.regions_to_network(regions=ws, phases=im.astype(int) + 1)" ] }, { @@ -460,7 +460,7 @@ } ], "source": [ - "net1['pore.phase']" + "net1[\"pore.phase\"]" ] }, { @@ -482,7 +482,7 @@ } ], "source": [ - "net2['pore.phase']" + "net2[\"pore.phase\"]" ] }, { diff --git a/examples/networks/reference/snow2.ipynb b/examples/networks/reference/snow2.ipynb index cf725988f..9beb7e4f4 100644 --- a/examples/networks/reference/snow2.ipynb +++ b/examples/networks/reference/snow2.ipynb @@ -146,8 +146,8 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", - "ax[0].imshow(net1.regions, origin='lower', interpolation='none')\n", - "ax[1].imshow(net2.regions, origin='lower', interpolation='none');" + "ax[0].imshow(net1.regions, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(net2.regions, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -188,7 +188,7 @@ } ], "source": [ - "ax = op.visualization.plot_connections(pn1, c='k')\n", + "ax = op.visualization.plot_connections(pn1, c=\"k\")\n", "ax = op.visualization.plot_coordinates(pn1, markersize=50, ax=ax)\n", "fig, ax = plt.gcf(), plt.gca()\n", "ax.imshow(net1.regions.T)\n", @@ -233,7 +233,7 @@ } ], "source": [ - "ax = op.visualization.plot_connections(pn2, c='k')\n", + "ax = op.visualization.plot_connections(pn2, c=\"k\")\n", "ax = op.visualization.plot_coordinates(pn2, markersize=50, ax=ax)\n", "fig, ax = plt.gcf(), plt.gca()\n", "ax.imshow(net2.regions.T)\n", @@ -1736,10 +1736,16 @@ } ], "source": [ - "ax = op.visualization.plot_connections(pn2, throats=pn2['throat.phase2_phase2'], c='k')\n", - "ax = op.visualization.plot_connections(pn2, throats=pn2['throat.phase2_phase1'], c='grey', ax=ax)\n", - "ax = op.visualization.plot_coordinates(pn2, pores=pn2['pore.phase2'], c='r', markersize=50, ax=ax)\n", - "ax = op.visualization.plot_coordinates(pn2, pores=pn2['pore.phase1'], c='g', markersize=50, ax=ax)\n", + "ax = op.visualization.plot_connections(pn2, throats=pn2[\"throat.phase2_phase2\"], c=\"k\")\n", + "ax = op.visualization.plot_connections(\n", + " pn2, throats=pn2[\"throat.phase2_phase1\"], c=\"grey\", ax=ax\n", + ")\n", + "ax = op.visualization.plot_coordinates(\n", + " pn2, pores=pn2[\"pore.phase2\"], c=\"r\", markersize=50, ax=ax\n", + ")\n", + "ax = op.visualization.plot_coordinates(\n", + " pn2, pores=pn2[\"pore.phase1\"], c=\"g\", markersize=50, ax=ax\n", + ")\n", "fig, ax = plt.gcf(), plt.gca()\n", "ax.imshow(net2.regions.T)\n", "ax.axis(False);" @@ -1770,7 +1776,9 @@ "metadata": {}, "outputs": [], "source": [ - "net3 = ps.networks.snow2(phases=im.astype(int) + 1, phase_alias={1: 'solid', 2: 'void'}, boundary_width=0)" + "net3 = ps.networks.snow2(\n", + " phases=im.astype(int) + 1, phase_alias={1: \"solid\", 2: \"void\"}, boundary_width=0\n", + ")" ] }, { @@ -3291,7 +3299,7 @@ "im = ps.generators.blobs([400, 400], porosity=0.6)\n", "a = ps.networks.snow2(im, boundary_width=[[5, 0], 10])\n", "fig, ax = plt.subplots(figsize=[6, 6])\n", - "ax.imshow(a.regions, origin='lower', interpolation='none')\n", + "ax.imshow(a.regions, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -3336,7 +3344,7 @@ ], "source": [ "pn = op.io.network_from_porespy(a.network)\n", - "ax = op.visualization.plot_connections(pn, c='k')\n", + "ax = op.visualization.plot_connections(pn, c=\"k\")\n", "ax = op.visualization.plot_coordinates(pn, markersize=50, ax=ax)\n", "fig, ax = plt.gcf(), plt.gca()\n", "ax.imshow(a.regions.T)\n", @@ -3406,12 +3414,12 @@ "mx2 = spim.maximum_filter(dt_blur, footprint=ps.tools.ps_disk(r=4, smooth=False))\n", "pk2 = dt_blur == mx2\n", "fig, ax = plt.subplots(3, 2, figsize=[8, 12])\n", - "ax[0][0].imshow(dt, origin='lower', interpolation='none')\n", - "ax[1][0].imshow(mx1, origin='lower', interpolation='none')\n", - "ax[2][0].imshow(pk1/im, origin='lower', interpolation='none')\n", - "ax[0][1].imshow(dt_blur, origin='lower', interpolation='none')\n", - "ax[1][1].imshow(mx2, origin='lower', interpolation='none')\n", - "ax[2][1].imshow(pk2/im, origin='lower', interpolation='none');" + "ax[0][0].imshow(dt, origin=\"lower\", interpolation=\"none\")\n", + "ax[1][0].imshow(mx1, origin=\"lower\", interpolation=\"none\")\n", + "ax[2][0].imshow(pk1 / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[0][1].imshow(dt_blur, origin=\"lower\", interpolation=\"none\")\n", + "ax[1][1].imshow(mx2, origin=\"lower\", interpolation=\"none\")\n", + "ax[2][1].imshow(pk2 / im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -3456,8 +3464,8 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(net1.regions, origin='lower', interpolation='none')\n", - "ax[1].imshow(net2.regions, origin='lower', interpolation='none')\n", + "ax[0].imshow(net1.regions, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(net2.regions, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", "ax[1].axis(False);" ] @@ -3534,9 +3542,9 @@ "source": [ "np.random.seed(0)\n", "im = ps.generators.overlapping_spheres([400, 400], r=20, porosity=0.8)\n", - "parallel_kw = {'cores': 1, 'divs': [2, 2], 'overlap': 1}\n", + "parallel_kw = {\"cores\": 1, \"divs\": [2, 2], \"overlap\": 1}\n", "net1 = ps.networks.snow2(phases=im, parallel_kw=parallel_kw)\n", - "parallel_kw = {'cores': 1, 'divs': [2, 2], 'overlap': None}\n", + "parallel_kw = {\"cores\": 1, \"divs\": [2, 2], \"overlap\": None}\n", "net2 = ps.networks.snow2(phases=im, parallel_kw=parallel_kw)" ] }, @@ -3560,10 +3568,10 @@ "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "temp = ps.tools.randomize_colors(net1.regions)\n", - "ax[0].imshow(temp, origin='lower', interpolation='none')\n", + "ax[0].imshow(temp, origin=\"lower\", interpolation=\"none\")\n", "ax[0].axis(False)\n", "temp = ps.tools.randomize_colors(net2.regions)\n", - "ax[1].imshow(temp, origin='lower', interpolation='none')\n", + "ax[1].imshow(temp, origin=\"lower\", interpolation=\"none\")\n", "ax[1].axis(False);" ] } diff --git a/examples/networks/tutorials/adding_boundary_pores.ipynb b/examples/networks/tutorials/adding_boundary_pores.ipynb index 3e4d9ee12..b4ba59a6d 100644 --- a/examples/networks/tutorials/adding_boundary_pores.ipynb +++ b/examples/networks/tutorials/adding_boundary_pores.ipynb @@ -37,7 +37,7 @@ "import porespy as ps\n", "\n", "ws = op.Workspace()\n", - "ws.settings['loglevel'] = 50\n", + "ws.settings[\"loglevel\"] = 50\n", "ps.visualization.set_mpl_style()" ] }, @@ -128,9 +128,9 @@ "source": [ "snow = ps.filters.snow_partitioning(im)\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", - "ax[0].imshow(snow.dt, origin='lower', interpolation='none')\n", - "ax[1].imshow(snow.peaks > 0, origin='lower', interpolation='none')\n", - "ax[2].imshow(snow.regions, origin='lower', interpolation='none');" + "ax[0].imshow(snow.dt, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(snow.peaks > 0, origin=\"lower\", interpolation=\"none\")\n", + "ax[2].imshow(snow.regions, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -166,7 +166,7 @@ "bds = ps.networks.add_boundary_regions(regions=snow.regions, pad_width=[5, 5])\n", "cm = copy(plt.cm.nipy_spectral)\n", "plt.figure(figsize=[4, 4])\n", - "plt.imshow(bds, origin='lower', interpolation='none', cmap=cm);" + "plt.imshow(bds, origin=\"lower\", interpolation=\"none\", cmap=cm);" ] }, { @@ -257,10 +257,10 @@ "source": [ "pn = op.io.network_from_porespy(net)\n", "fig = plt.figure()\n", - "fig = op.visualization.plot_connections(pn, c='w', linewidth=2, ax=fig)\n", - "fig = op.visualization.plot_coordinates(pn, c='w', s=200, ax=fig)\n", - "plt.imshow(bds.T, cmap=cm, origin='lower')\n", - "plt.axis('off');" + "fig = op.visualization.plot_connections(pn, c=\"w\", linewidth=2, ax=fig)\n", + "fig = op.visualization.plot_coordinates(pn, c=\"w\", s=200, ax=fig)\n", + "plt.imshow(bds.T, cmap=cm, origin=\"lower\")\n", + "plt.axis(\"off\");" ] }, { diff --git a/examples/networks/tutorials/predicting_diffusive_size_factors_rock_sample.ipynb b/examples/networks/tutorials/predicting_diffusive_size_factors_rock_sample.ipynb index a3e78b6f8..0b7e74e94 100644 --- a/examples/networks/tutorials/predicting_diffusive_size_factors_rock_sample.ipynb +++ b/examples/networks/tutorials/predicting_diffusive_size_factors_rock_sample.ipynb @@ -109,9 +109,9 @@ "outputs": [], "source": [ "path_AI = \"./sf-model-lib/diffusion\"\n", - "path_train = os.path.join(path_AI, 'g_train_original.hdf5')\n", - "path_weights = os.path.join(path_AI, 'model_weights.h5')\n", - "g_train = h5py.File(path_train, 'r')['g_train'][()]" + "path_train = os.path.join(path_AI, \"g_train_original.hdf5\")\n", + "path_weights = os.path.join(path_AI, \"model_weights.h5\")\n", + "g_train = h5py.File(path_train, \"r\")[\"g_train\"][()]" ] }, { @@ -138,7 +138,7 @@ "outputs": [], "source": [ "voxel_size = 2.25e-6\n", - "with open('../../../test/fixtures/image_Leopard_slice100.npy', 'rb') as f:\n", + "with open(\"../../../test/fixtures/image_Leopard_slice100.npy\", \"rb\") as f:\n", " im = np.load(f)" ] }, @@ -295,7 +295,7 @@ "snow = ps.networks.snow2(im, boundary_width=0, parallelization=None, voxel_size=voxel_size)\n", "regions = snow.regions\n", "net = snow.network\n", - "conns = net['throat.conns']" + "conns = net[\"throat.conns\"]" ] }, { @@ -364,11 +364,7 @@ ], "source": [ "predicted_ai = ps.networks.diffusive_size_factor_AI(\n", - " regions,\n", - " model=model,\n", - " g_train=g_train,\n", - " throat_conns=conns,\n", - " voxel_size=voxel_size\n", + " regions, model=model, g_train=g_train, throat_conns=conns, voxel_size=voxel_size\n", ")" ] }, @@ -410,11 +406,11 @@ ], "source": [ "startTime = time.time()\n", - "predicted_dns = ps.networks.diffusive_size_factor_DNS(regions,\n", - " throat_conns=conns,\n", - " voxel_size=voxel_size)\n", - "executionTime_dns = (time.time() - startTime)\n", - "print('Execution time in seconds: ' + str(executionTime_dns))" + "predicted_dns = ps.networks.diffusive_size_factor_DNS(\n", + " regions, throat_conns=conns, voxel_size=voxel_size\n", + ")\n", + "executionTime_dns = time.time() - startTime\n", + "print(\"Execution time in seconds: \" + str(executionTime_dns))" ] }, { @@ -469,10 +465,10 @@ "source": [ "max_val = np.max([predicted_ai, predicted_dns])\n", "plt.figure(figsize=[8, 8])\n", - "plt.plot(predicted_ai, predicted_dns, '*', [0, max_val], [0, max_val], 'r')\n", - "plt.title(r'$R^2$ = ' + str(np.round(r2_score(predicted_dns, predicted_ai), 2)))\n", - "plt.xlabel('AI_based size factor values')\n", - "plt.ylabel('DNS_based size factor values')" + "plt.plot(predicted_ai, predicted_dns, \"*\", [0, max_val], [0, max_val], \"r\")\n", + "plt.title(r\"$R^2$ = \" + str(np.round(r2_score(predicted_dns, predicted_ai), 2)))\n", + "plt.xlabel(\"AI_based size factor values\")\n", + "plt.ylabel(\"DNS_based size factor values\")" ] } ], diff --git a/examples/networks/tutorials/snow_advanced.ipynb b/examples/networks/tutorials/snow_advanced.ipynb index a0a9faea0..4f9cf2552 100644 --- a/examples/networks/tutorials/snow_advanced.ipynb +++ b/examples/networks/tutorials/snow_advanced.ipynb @@ -38,7 +38,7 @@ "from porespy.filters import find_peaks, trim_nearby_peaks, trim_saddle_points\n", "from porespy.tools import randomize_colors\n", "\n", - "ps.settings.tqdm['disable'] = True\n", + "ps.settings.tqdm[\"disable\"] = True\n", "ps.visualization.set_mpl_style()\n", "np.random.seed(10)" ] @@ -134,12 +134,12 @@ } ], "source": [ - "print('Initial number of peaks: ', spim.label(peaks)[1])\n", + "print(\"Initial number of peaks: \", spim.label(peaks)[1])\n", "peaks = trim_saddle_points(peaks=peaks, dt=dt1)\n", - "print('Peaks after trimming saddle points: ', spim.label(peaks)[1])\n", + "print(\"Peaks after trimming saddle points: \", spim.label(peaks)[1])\n", "peaks = trim_nearby_peaks(peaks=peaks, dt=dt)\n", "peaks, N = spim.label(peaks)\n", - "print('Peaks after trimming nearby peaks: ', N)" + "print(\"Peaks after trimming nearby peaks: \", N)" ] }, { @@ -190,7 +190,7 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.imshow((regions*im)[:, :, 100], cmap=plt.cm.nipy_spectral);" + "ax.imshow((regions * im)[:, :, 100], cmap=plt.cm.nipy_spectral);" ] }, { @@ -206,7 +206,7 @@ "metadata": {}, "outputs": [], "source": [ - "net = ps.networks.regions_to_network(regions*im, voxel_size=1)" + "net = ps.networks.regions_to_network(regions * im, voxel_size=1)" ] }, { @@ -295,7 +295,7 @@ "outputs": [], "source": [ "im = ps.tools.align_image_with_openpnm(im)\n", - "imageio.volsave('image.tif', np.array(im, dtype=np.int8))" + "imageio.volsave(\"image.tif\", np.array(im, dtype=np.int8))" ] }, { diff --git a/examples/networks/tutorials/snow_basic.ipynb b/examples/networks/tutorials/snow_basic.ipynb index f8a1ad58f..cfbeba367 100644 --- a/examples/networks/tutorials/snow_basic.ipynb +++ b/examples/networks/tutorials/snow_basic.ipynb @@ -310,11 +310,13 @@ "source": [ "fig, ax = plt.subplots(figsize=[5, 5])\n", "ax.imshow(im.T, cmap=plt.cm.bone)\n", - "op.visualization.plot_coordinates(ax=fig,\n", - " network=pn,\n", - " size_by=pn[\"pore.inscribed_diameter\"],\n", - " color_by=pn[\"pore.inscribed_diameter\"],\n", - " markersize=200)\n", + "op.visualization.plot_coordinates(\n", + " ax=fig,\n", + " network=pn,\n", + " size_by=pn[\"pore.inscribed_diameter\"],\n", + " color_by=pn[\"pore.inscribed_diameter\"],\n", + " markersize=200,\n", + ")\n", "op.visualization.plot_connections(network=pn, ax=fig)\n", "ax.axis(\"off\");" ] diff --git a/examples/networks/tutorials/using_diffusive_size_factor_AI_with_snow.ipynb b/examples/networks/tutorials/using_diffusive_size_factor_AI_with_snow.ipynb index 15180c2c9..d1f4c2a96 100644 --- a/examples/networks/tutorials/using_diffusive_size_factor_AI_with_snow.ipynb +++ b/examples/networks/tutorials/using_diffusive_size_factor_AI_with_snow.ipynb @@ -144,9 +144,9 @@ "ps.visualization.set_mpl_style()\n", "warnings.filterwarnings(\"ignore\")\n", "path = \"./sf-model-lib/diffusion\"\n", - "path_train = os.path.join(path, 'g_train_original.hdf5')\n", - "path_weights = os.path.join(path, 'model_weights.h5')\n", - "g_train = h5py.File(path_train, 'r')['g_train'][()]\n", + "path_train = os.path.join(path, \"g_train_original.hdf5\")\n", + "path_weights = os.path.join(path, \"model_weights.h5\")\n", + "g_train = h5py.File(path_train, \"r\")[\"g_train\"][()]\n", "model = ps.networks.create_model()\n", "model.load_weights(path_weights)" ] @@ -190,12 +190,9 @@ "np.random.seed(17)\n", "shape = [120, 120, 120]\n", "dist = sp.stats.norm(loc=7, scale=5)\n", - "im = ps.generators.polydisperse_spheres(shape=shape,\n", - " porosity=0.7,\n", - " dist=dist,\n", - " r_min=7)\n", + "im = ps.generators.polydisperse_spheres(shape=shape, porosity=0.7, dist=dist, r_min=7)\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", - "ax.imshow(im[:, :, 20], origin='lower', interpolation='none')\n", + "ax.imshow(im[:, :, 20], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -295,12 +292,11 @@ } ], "source": [ - "conns = net['throat.conns']\n", - "size_factors = ps.networks.diffusive_size_factor_AI(regions,\n", - " model=model,\n", - " g_train=g_train,\n", - " throat_conns=conns)\n", - "net['throat.diffusive_size_factor_AI'] = size_factors" + "conns = net[\"throat.conns\"]\n", + "size_factors = ps.networks.diffusive_size_factor_AI(\n", + " regions, model=model, g_train=g_train, throat_conns=conns\n", + ")\n", + "net[\"throat.diffusive_size_factor_AI\"] = size_factors" ] }, { @@ -334,8 +330,8 @@ "source": [ "pn = op.io.network_from_porespy(net)\n", "fig, ax = plt.subplots(1, 1, figsize=[5, 5])\n", - "ax = op.visualization.plot_connections(network=pn, alpha=0.8, color='grey', ax=ax)\n", - "ax = op.visualization.plot_coordinates(network=pn, ax=ax, color='b', markersize=50)" + "ax = op.visualization.plot_connections(network=pn, alpha=0.8, color=\"grey\", ax=ax)\n", + "ax = op.visualization.plot_coordinates(network=pn, ax=ax, color=\"b\", markersize=50)" ] }, { @@ -408,19 +404,24 @@ "metadata": {}, "outputs": [], "source": [ - "pn['pore.diameter'] = pn['pore.inscribed_diameter']\n", - "pn['throat.diameter'] = pn['throat.inscribed_diameter']\n", - "pn['throat.coords'] = pn['throat.global_peak']\n", - "pn.add_model(propname='throat.length',\n", - " model=op.models.geometry.throat_length.hybrid_cones_and_cylinders)\n", - "pn.add_model(propname='throat.diffusive_size_factors',\n", - " model=op.models.geometry.diffusive_size_factors.cones_and_cylinders,)\n", + "pn[\"pore.diameter\"] = pn[\"pore.inscribed_diameter\"]\n", + "pn[\"throat.diameter\"] = pn[\"throat.inscribed_diameter\"]\n", + "pn[\"throat.coords\"] = pn[\"throat.global_peak\"]\n", + "pn.add_model(\n", + " propname=\"throat.length\", model=op.models.geometry.throat_length.hybrid_cones_and_cylinders\n", + ")\n", + "pn.add_model(\n", + " propname=\"throat.diffusive_size_factors\",\n", + " model=op.models.geometry.diffusive_size_factors.cones_and_cylinders,\n", + ")\n", "phase = op.phase.Phase(network=pn)\n", - "phase['pore.diffusivity'] = 1\n", - "phase['throat.diffusivity'] = 1\n", - "phase.add_model(propname='throat.diffusive_conductance',\n", - " model=op.models.physics.diffusive_conductance.generic_diffusive)\n", - "g_SF = np.copy(phase['throat.diffusive_conductance'])" + "phase[\"pore.diffusivity\"] = 1\n", + "phase[\"throat.diffusivity\"] = 1\n", + "phase.add_model(\n", + " propname=\"throat.diffusive_conductance\",\n", + " model=op.models.physics.diffusive_conductance.generic_diffusive,\n", + ")\n", + "g_SF = np.copy(phase[\"throat.diffusive_conductance\"])" ] }, { @@ -437,10 +438,12 @@ "outputs": [], "source": [ "cn = pn.conns\n", - "L1, Lt, L2 = pn['pore.diameter'][\n", - " cn[:, 0]] / 2, pn['throat.length'], pn['pore.diameter'][cn[:, 1]] / 2\n", - "D1, Dt, D2 = pn['pore.diameter'][\n", - " cn[:, 0]], pn['throat.diameter'], pn['pore.diameter'][cn[:, 1]]\n", + "L1, Lt, L2 = (\n", + " pn[\"pore.diameter\"][cn[:, 0]] / 2,\n", + " pn[\"throat.length\"],\n", + " pn[\"pore.diameter\"][cn[:, 1]] / 2,\n", + ")\n", + "D1, Dt, D2 = pn[\"pore.diameter\"][cn[:, 0]], pn[\"throat.diameter\"], pn[\"pore.diameter\"][cn[:, 1]]\n", "A1, At, A2 = np.pi * D1**2 / 4, np.pi * Dt**2 / 4, np.pi * D2**2 / 4\n", "g_Geo = 1 / (L1 / A1 + L2 / A2 + Lt / At)" ] @@ -458,10 +461,12 @@ "metadata": {}, "outputs": [], "source": [ - "phase.add_model(propname='throat.diffusive_conductance',\n", - " model=op.models.physics.diffusive_conductance.generic_diffusive,\n", - " size_factors='throat.diffusive_size_factor_AI')\n", - "g_AI = np.copy(phase['throat.diffusive_conductance'])" + "phase.add_model(\n", + " propname=\"throat.diffusive_conductance\",\n", + " model=op.models.physics.diffusive_conductance.generic_diffusive,\n", + " size_factors=\"throat.diffusive_size_factor_AI\",\n", + ")\n", + "g_AI = np.copy(phase[\"throat.diffusive_conductance\"])" ] }, { @@ -503,31 +508,31 @@ } ], "source": [ - "fname = os.path.join(path, 'g_finite_difference120-phi7.hdf5')\n", - "g_FD = h5py.File(fname, 'r')['g_finite_difference'][()]\n", + "fname = os.path.join(path, \"g_finite_difference120-phi7.hdf5\")\n", + "g_FD = h5py.File(fname, \"r\")[\"g_finite_difference\"][()]\n", "max_val = np.max([g_FD, g_AI, g_Geo, g_SF])\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 4])\n", "\n", - "ax[0].plot(g_FD, g_Geo, '*', [0, max_val], [0, max_val], 'r')\n", + "ax[0].plot(g_FD, g_Geo, \"*\", [0, max_val], [0, max_val], \"r\")\n", "ax[0].set_xlim([0, max_val])\n", "ax[0].set_ylim([0, max_val])\n", - "ax[0].set_xlabel('finite difference $g_d$')\n", - "ax[0].set_ylabel('geometry based $g_d$')\n", - "ax[0].set_title('$R^2$ = ' + str(np.round(r2_score(g_FD, g_Geo), 2)))\n", + "ax[0].set_xlabel(\"finite difference $g_d$\")\n", + "ax[0].set_ylabel(\"geometry based $g_d$\")\n", + "ax[0].set_title(\"$R^2$ = \" + str(np.round(r2_score(g_FD, g_Geo), 2)))\n", "\n", - "ax[1].plot(g_FD, g_SF, '*', [0, max_val], [0, max_val], 'r')\n", + "ax[1].plot(g_FD, g_SF, \"*\", [0, max_val], [0, max_val], \"r\")\n", "ax[1].set_xlim([0, max_val])\n", "ax[1].set_ylim([0, max_val])\n", - "ax[1].set_xlabel('finite difference $g_d$')\n", - "ax[1].set_ylabel('shape factor based $g_d$')\n", - "ax[1].set_title('$R^2$ = ' + str(np.round(r2_score(g_FD, g_SF), 2)))\n", + "ax[1].set_xlabel(\"finite difference $g_d$\")\n", + "ax[1].set_ylabel(\"shape factor based $g_d$\")\n", + "ax[1].set_title(\"$R^2$ = \" + str(np.round(r2_score(g_FD, g_SF), 2)))\n", "\n", - "ax[2].plot(g_FD, g_AI, '*', [0, max_val], [0, max_val], 'r')\n", + "ax[2].plot(g_FD, g_AI, \"*\", [0, max_val], [0, max_val], \"r\")\n", "ax[2].set_xlim([0, max_val])\n", "ax[2].set_ylim([0, max_val])\n", - "ax[2].set_xlabel('finite difference $g_d$')\n", - "ax[2].set_ylabel('AI based $g_d$')\n", - "ax[2].set_title(r'$R^2$ = ' + str(np.round(r2_score(g_FD, g_AI), 2)));" + "ax[2].set_xlabel(\"finite difference $g_d$\")\n", + "ax[2].set_ylabel(\"AI based $g_d$\")\n", + "ax[2].set_title(r\"$R^2$ = \" + str(np.round(r2_score(g_FD, g_AI), 2)));" ] }, { diff --git a/examples/simulations/reference/drainage.ipynb b/examples/simulations/reference/drainage.ipynb index 69384fa39..32f8644c8 100644 --- a/examples/simulations/reference/drainage.ipynb +++ b/examples/simulations/reference/drainage.ipynb @@ -100,23 +100,24 @@ "def plot_results(res):\n", " fig, ax = plt.subplots(1, 3, figsize=[15, 4])\n", "\n", - " h = ax[0].imshow(res.im_seq/im, origin='lower')\n", + " h = ax[0].imshow(res.im_seq / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.0f}\")\n", - " cbar.ax.set_title('Invasion Sequence', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"Invasion Sequence\", rotation=90, y=0, c=\"w\")\n", " ax[0].axis(False)\n", - " ax[0].set_title('(a) Sequence Map')\n", + " ax[0].set_title(\"(a) Sequence Map\")\n", "\n", - " h = ax[1].imshow(res.im_snwp/im, origin='lower')\n", + " h = ax[1].imshow(res.im_snwp / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.1f}\")\n", - " cbar.ax.set_title('Non-Wetting Phase Saturation', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"Non-Wetting Phase Saturation\", rotation=90, y=0, c=\"w\")\n", " ax[1].axis(False)\n", - " ax[1].set_title('(b) Saturation Map')\n", + " ax[1].set_title(\"(b) Saturation Map\")\n", "\n", - " h = ax[2].imshow(np.log10(res.im_pc)/im, origin='lower')\n", + " h = ax[2].imshow(np.log10(res.im_pc) / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.1f}\")\n", - " cbar.ax.set_title('log(Capillary Pressure)', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"log(Capillary Pressure)\", rotation=90, y=0, c=\"w\")\n", " ax[2].axis(False)\n", - " ax[2].set_title('(c) Capillary Pressure Map')\n", + " ax[2].set_title(\"(c) Capillary Pressure Map\")\n", + "\n", "\n", "plot_results(drn)" ] @@ -315,13 +316,15 @@ ], "source": [ "residual = ps.filters.local_thickness(im) > 15\n", - "mask = ps.filters.trim_disconnected_voxels(residual, inlets=ps.generators.borders(im.shape, mode='faces'))\n", + "mask = ps.filters.trim_disconnected_voxels(\n", + " residual, inlets=ps.generators.borders(im.shape, mode=\"faces\")\n", + ")\n", "residual = residual * ~mask\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(residual/im)\n", + "ax.imshow(residual / im)\n", "ax.axis(False)\n", - "ax.set_title('Locations of residual non-wetting phase')\n", + "ax.set_title(\"Locations of residual non-wetting phase\")\n", "\n", "drn = ps.simulations.drainage(\n", " im=im,\n", diff --git a/examples/simulations/reference/imbibition.ipynb b/examples/simulations/reference/imbibition.ipynb index b6360e830..274632626 100644 --- a/examples/simulations/reference/imbibition.ipynb +++ b/examples/simulations/reference/imbibition.ipynb @@ -93,23 +93,24 @@ "def plot_results(res):\n", " fig, ax = plt.subplots(1, 3, figsize=[15, 4])\n", "\n", - " h = ax[0].imshow(res.im_seq/im, origin='lower')\n", + " h = ax[0].imshow(res.im_seq / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.0f}\")\n", - " cbar.ax.set_title('Invasion Sequence', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"Invasion Sequence\", rotation=90, y=0, c=\"w\")\n", " ax[0].axis(False)\n", - " ax[0].set_title('(a) Sequence Map')\n", + " ax[0].set_title(\"(a) Sequence Map\")\n", "\n", - " h = ax[1].imshow(res.im_snwp/im, origin='lower')\n", + " h = ax[1].imshow(res.im_snwp / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.1f}\")\n", - " cbar.ax.set_title('Non-Wetting Phase Saturation', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"Non-Wetting Phase Saturation\", rotation=90, y=0, c=\"w\")\n", " ax[1].axis(False)\n", - " ax[1].set_title('(b) Saturation Map')\n", + " ax[1].set_title(\"(b) Saturation Map\")\n", "\n", - " h = ax[2].imshow(np.log10(res.im_pc)/im, origin='lower')\n", + " h = ax[2].imshow(np.log10(res.im_pc) / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.1f}\")\n", - " cbar.ax.set_title('log(Capillary Pressure)', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"log(Capillary Pressure)\", rotation=90, y=0, c=\"w\")\n", " ax[2].axis(False)\n", - " ax[2].set_title('(c) Capillary Pressure Map')\n", + " ax[2].set_title(\"(c) Capillary Pressure Map\")\n", + "\n", "\n", "plot_results(imb)" ] @@ -308,14 +309,16 @@ } ], "source": [ - "residual = (ps.filters.local_thickness(im) < 5)*im\n", - "mask = ps.filters.trim_disconnected_voxels(residual, inlets=ps.generators.borders(im.shape, mode='faces'))\n", + "residual = (ps.filters.local_thickness(im) < 5) * im\n", + "mask = ps.filters.trim_disconnected_voxels(\n", + " residual, inlets=ps.generators.borders(im.shape, mode=\"faces\")\n", + ")\n", "residual = residual * ~mask\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.imshow(residual/im)\n", + "ax.imshow(residual / im)\n", "ax.axis(False)\n", - "ax.set_title('Locations of residual wetting phase')\n", + "ax.set_title(\"Locations of residual wetting phase\")\n", "\n", "imb = ps.simulations.imbibition(\n", " im=im,\n", diff --git a/examples/simulations/reference/injection.ipynb b/examples/simulations/reference/injection.ipynb index b6ecd826c..8a955d6bc 100644 --- a/examples/simulations/reference/injection.ipynb +++ b/examples/simulations/reference/injection.ipynb @@ -102,23 +102,24 @@ "def plot_results(inv):\n", " fig, ax = plt.subplots(1, 3, figsize=[15, 4])\n", "\n", - " h = ax[0].imshow(inv.im_seq/im, origin='lower')\n", + " h = ax[0].imshow(inv.im_seq / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.0f}\")\n", - " cbar.ax.set_title('Invasion Sequence', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"Invasion Sequence\", rotation=90, y=0, c=\"w\")\n", " ax[0].axis(False)\n", - " ax[0].set_title('(a) Sequence Map')\n", + " ax[0].set_title(\"(a) Sequence Map\")\n", "\n", - " h = ax[1].imshow(inv.im_snwp/im, origin='lower')\n", + " h = ax[1].imshow(inv.im_snwp / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.1f}\")\n", - " cbar.ax.set_title('Non-Wetting Phase Saturation', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"Non-Wetting Phase Saturation\", rotation=90, y=0, c=\"w\")\n", " ax[1].axis(False)\n", - " ax[1].set_title('(b) Saturation Map')\n", + " ax[1].set_title(\"(b) Saturation Map\")\n", "\n", - " h = ax[2].imshow(np.log10(inv.im_pc)/im, origin='lower')\n", + " h = ax[2].imshow(np.log10(inv.im_pc) / im, origin=\"lower\")\n", " cbar = fig.colorbar(h, aspect=10, format=\"{x:.1f}\")\n", - " cbar.ax.set_title('log(Capillary Pressure)', rotation=90, y=0, c='w')\n", + " cbar.ax.set_title(\"log(Capillary Pressure)\", rotation=90, y=0, c=\"w\")\n", " ax[2].axis(False)\n", - " ax[2].set_title('(c) Capillary Pressure Map')\n", + " ax[2].set_title(\"(c) Capillary Pressure Map\")\n", + "\n", "\n", "plot_results(inv)" ] @@ -212,7 +213,7 @@ " rho_nwp=0,\n", " rho_wp=0,\n", " voxel_size=1e-4,\n", - " )\n", + ")\n", "\n", "inv = ps.simulations.injection(\n", " im=im,\n", @@ -365,14 +366,14 @@ " pc=pc,\n", " inlets=inlets,\n", " outlets=outlets,\n", - " conn='min',\n", + " conn=\"min\",\n", ")\n", "inv2 = ps.simulations.injection(\n", " im=im,\n", " pc=pc,\n", " inlets=inlets,\n", " outlets=outlets,\n", - " conn='max',\n", + " conn=\"max\",\n", ")\n", "\n", "plot_results(inv1)\n", @@ -453,18 +454,8 @@ } ], "source": [ - "inv1 = ps.simulations.injection(\n", - " im=im,\n", - " pc=pc,\n", - " inlets=inlets,\n", - " method='qbip'\n", - ")\n", - "inv2 = ps.simulations.injection(\n", - " im=im,\n", - " pc=pc,\n", - " inlets=inlets,\n", - " method='ibip'\n", - ")\n", + "inv1 = ps.simulations.injection(im=im, pc=pc, inlets=inlets, method=\"qbip\")\n", + "inv2 = ps.simulations.injection(im=im, pc=pc, inlets=inlets, method=\"ibip\")\n", "\n", "diff = np.sum(inv1.im_seq != inv2.im_seq)\n", "print(f\"The number of pixels with a different value is {diff}\")" diff --git a/examples/simulations/tutorials/drainage_with_gravity_advanced.ipynb b/examples/simulations/tutorials/drainage_with_gravity_advanced.ipynb index b93bec5d3..178185efc 100644 --- a/examples/simulations/tutorials/drainage_with_gravity_advanced.ipynb +++ b/examples/simulations/tutorials/drainage_with_gravity_advanced.ipynb @@ -63,7 +63,7 @@ "im = ps.generators.blobs([600, 300], porosity=0.65, blobiness=1.5, seed=4)\n", "im = ps.filters.fill_invalid_pores(im)\n", "fig, ax = plt.subplots(figsize=[6, 5.4])\n", - "ax.imshow(im, origin='lower', interpolation='none');" + "ax.imshow(im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -103,7 +103,7 @@ "metadata": {}, "outputs": [], "source": [ - "dt = edt(im)*voxel_size # convert from voxels to meters" + "dt = edt(im) * voxel_size # convert from voxels to meters" ] }, { @@ -137,10 +137,10 @@ } ], "source": [ - "pc = -2*sigma*np.cos(np.deg2rad(theta))/dt\n", + "pc = -2 * sigma * np.cos(np.deg2rad(theta)) / dt\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 8])\n", - "ax[0].imshow(pc, origin='lower', interpolation='none')\n", - "ax[1].imshow(pc[:50, :50], origin='lower', interpolation='none');" + "ax[0].imshow(pc, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(pc[:50, :50], origin=\"lower\", interpolation=\"none\");" ] }, { @@ -190,11 +190,11 @@ "source": [ "bottom = np.ones_like(im)\n", "bottom[0, :] = False\n", - "h = (edt(bottom) + 1)*voxel_size\n", + "h = (edt(bottom) + 1) * voxel_size\n", "pc = pc + delta_rho * g * h\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 8])\n", - "ax[0].imshow(pc, origin='lower', interpolation='none')\n", - "ax[1].imshow(pc[:50, :50], origin='lower', interpolation='none');" + "ax[0].imshow(pc, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(pc[:50, :50], origin=\"lower\", interpolation=\"none\");" ] }, { @@ -230,11 +230,11 @@ } ], "source": [ - "pc_applied = np.median(pc)/2\n", + "pc_applied = np.median(pc) / 2\n", "seeds = pc < pc_applied\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 8])\n", - "ax[0].imshow(seeds/im, origin='lower', interpolation='none')\n", - "ax[1].imshow((seeds/im)[200:400, ...], origin='lower', interpolation='none');" + "ax[0].imshow(seeds / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow((seeds / im)[200:400, ...], origin=\"lower\", interpolation=\"none\");" ] }, { @@ -270,8 +270,8 @@ "source": [ "labels = spim.label(seeds)[0]\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 8])\n", - "ax[0].imshow(labels/im, origin='lower', interpolation='none')\n", - "ax[1].imshow((labels/im)[200:400, ...], origin='lower', interpolation='none');" + "ax[0].imshow(labels / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow((labels / im)[200:400, ...], origin=\"lower\", interpolation=\"none\");" ] }, { @@ -309,8 +309,8 @@ "keep = keep[keep > 0] # Remove 0's if any\n", "seeds = np.isin(labels, keep)\n", "fig, ax = plt.subplots(1, 2, figsize=[6, 8])\n", - "ax[0].imshow(seeds/im, origin='lower', interpolation='none')\n", - "ax[1].imshow((seeds/im)[200:400, ...], origin='lower', interpolation='none');" + "ax[0].imshow(seeds / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow((seeds / im)[200:400, ...], origin=\"lower\", interpolation=\"none\");" ] }, { @@ -347,7 +347,7 @@ "hits = np.where(seeds)\n", "for loc in tqdm(range(len(hits[0]))):\n", " i, j = hits[0][loc], hits[1][loc]\n", - " r = int(dt[i, j]/voxel_size) # Convert back into voxels\n", + " r = int(dt[i, j] / voxel_size) # Convert back into voxels\n", " ps.tools.insert_sphere(im=blobs, c=np.hstack([[i, j]]), r=r, v=True)" ] }, @@ -385,7 +385,7 @@ ], "source": [ "fig, ax = plt.subplots(figsize=[6, 5.4])\n", - "ax.imshow((seeds*1.0 + blobs*1.0)/im, origin='lower');" + "ax.imshow((seeds * 1.0 + blobs * 1.0) / im, origin=\"lower\");" ] }, { @@ -411,7 +411,7 @@ } ], "source": [ - "satn = blobs.sum()/im.sum()\n", + "satn = blobs.sum() / im.sum()\n", "print(pc_applied, satn)" ] }, @@ -451,7 +451,7 @@ "inlets = ps.generators.faces(im.shape, inlet=0)\n", "pc1 = ps.simulations.drainage(pc=pc, im=im, inlets=inlets, steps=25)\n", "fig, ax = plt.subplots(figsize=[6, 5.4])\n", - "ax.imshow(pc1.im_pc/im, origin='lower');" + "ax.imshow(pc1.im_pc / im, origin=\"lower\");" ] }, { @@ -518,9 +518,9 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "ax.plot(pc_curve.pc, pc_curve.snwp, 'b-o')\n", - "ax.set_xlabel('Pseudo Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-wetting phase saturation');" + "ax.plot(pc_curve.pc, pc_curve.snwp, \"b-o\")\n", + "ax.set_xlabel(\"Pseudo Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-wetting phase saturation\");" ] }, { @@ -555,9 +555,9 @@ } ], "source": [ - "pc = -2*sigma*np.cos(np.deg2rad(theta))/dt\n", + "pc = -2 * sigma * np.cos(np.deg2rad(theta)) / dt\n", "pc2 = ps.simulations.drainage(pc=pc, im=im, inlets=inlets, steps=25)\n", - "ax.plot(pc2.pc, pc2.snwp, 'r-o')\n", + "ax.plot(pc2.pc, pc2.snwp, \"r-o\")\n", "fig" ] }, diff --git a/examples/simulations/tutorials/drainage_with_gravity_basic.ipynb b/examples/simulations/tutorials/drainage_with_gravity_basic.ipynb index fcf64d9bb..853243bcf 100644 --- a/examples/simulations/tutorials/drainage_with_gravity_basic.ipynb +++ b/examples/simulations/tutorials/drainage_with_gravity_basic.ipynb @@ -89,7 +89,7 @@ "source": [ "voxel_size = 1e-4 # m/voxel side, a large value is used illustrate the gravity effect\n", "dt = edt(im) # Obtain the distance transform, using the terrific edt package\n", - "pc = -2*0.072*np.cos(np.deg2rad(180))/(dt*voxel_size) # Apply Washburn equation" + "pc = -2 * 0.072 * np.cos(np.deg2rad(180)) / (dt * voxel_size) # Apply Washburn equation" ] }, { @@ -134,8 +134,8 @@ "drn = ps.simulations.drainage(pc=pc, im=im, inlets=inlets, steps=25)\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[7, 14])\n", - "ax[0].imshow(drn.im_pc/im, origin='lower', interpolation='none')\n", - "ax[1].imshow(np.log10(drn.im_pc), origin='lower', interpolation='none');" + "ax[0].imshow(drn.im_pc / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(np.log10(drn.im_pc), origin=\"lower\", interpolation=\"none\");" ] }, { @@ -176,11 +176,11 @@ "Pc, Snwp = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=drn.im_pc,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", - "plt.plot(Pc, Snwp, 'b-o')\n", - "plt.xlabel('Capillary Pressure [Pa]')\n", - "plt.ylabel('Non-wetting Phase Saturation');" + "plt.plot(Pc, Snwp, \"b-o\")\n", + "plt.xlabel(\"Capillary Pressure [Pa]\")\n", + "plt.ylabel(\"Non-wetting Phase Saturation\");" ] }, { @@ -225,8 +225,8 @@ ")\n", "drn2 = ps.simulations.drainage(pc=pc, im=im, inlets=inlets, steps=25)\n", "fig, ax = plt.subplots(1, 2, figsize=[7, 14])\n", - "ax[0].imshow(drn2.im_pc/im, origin='lower', interpolation='none')\n", - "ax[1].imshow(np.log10(drn2.im_pc), origin='lower', interpolation='none');" + "ax[0].imshow(drn2.im_pc / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(np.log10(drn2.im_pc), origin=\"lower\", interpolation=\"none\");" ] }, { @@ -263,11 +263,11 @@ "Pc2, Snwp2 = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=drn2.im_pc,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", - "plt.plot(Pc2, Snwp2, 'r-o')\n", - "plt.xlabel('Capillary Pressure [Pa]')\n", - "plt.ylabel('Non-wetting Phase Saturation');" + "plt.plot(Pc2, Snwp2, \"r-o\")\n", + "plt.xlabel(\"Capillary Pressure [Pa]\")\n", + "plt.ylabel(\"Non-wetting Phase Saturation\");" ] }, { @@ -301,10 +301,10 @@ } ], "source": [ - "plt.plot(Pc, Snwp, 'b-o')\n", - "plt.plot(Pc2, Snwp2, 'r-o')\n", - "plt.xlabel('Capillary Pressure [Pa]')\n", - "plt.ylabel('Non-wetting Phase Saturation');" + "plt.plot(Pc, Snwp, \"b-o\")\n", + "plt.plot(Pc2, Snwp2, \"r-o\")\n", + "plt.xlabel(\"Capillary Pressure [Pa]\")\n", + "plt.ylabel(\"Non-wetting Phase Saturation\");" ] }, { diff --git a/examples/simulations/tutorials/finding_tortuosity_from_image.ipynb b/examples/simulations/tutorials/finding_tortuosity_from_image.ipynb index bd7c44845..3f3909a98 100644 --- a/examples/simulations/tutorials/finding_tortuosity_from_image.ipynb +++ b/examples/simulations/tutorials/finding_tortuosity_from_image.ipynb @@ -144,7 +144,7 @@ "np.random.seed(2)\n", "im = ps.generators.overlapping_spheres([200, 200], r=10, porosity=0.65)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False)" ] }, @@ -287,7 +287,7 @@ } ], "source": [ - "plt.imshow(results.im_conc, origin='lower', interpolation='none', cmap=plt.cm.plasma)\n", + "plt.imshow(results.im_conc, origin=\"lower\", interpolation=\"none\", cmap=plt.cm.plasma)\n", "plt.colorbar()\n", "results.formation_factor" ] diff --git a/examples/simulations/tutorials/overview_of_two_phase_flow_part1.ipynb b/examples/simulations/tutorials/overview_of_two_phase_flow_part1.ipynb index b05b48a0d..e471719df 100644 --- a/examples/simulations/tutorials/overview_of_two_phase_flow_part1.ipynb +++ b/examples/simulations/tutorials/overview_of_two_phase_flow_part1.ipynb @@ -64,7 +64,7 @@ "source": [ "im = ~ps.generators.random_spheres([400, 400], r=15, clearance=10, seed=22)\n", "fig, ax = plt.subplots(figsize=[3, 3])\n", - "ax.imshow(im);\n" + "ax.imshow(im);" ] }, { @@ -154,10 +154,10 @@ "from edt import edt\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=(4, 8))\n", - "ax[0].imshow(edt(im)/im, interpolation='none', origin='lower')\n", + "ax[0].imshow(edt(im) / im, interpolation=\"none\", origin=\"lower\")\n", "ax[0].axis(False)\n", - "ax[1].imshow(np.log10(pc)/im, interpolation='none', origin='lower')\n", - "ax[1].axis(False);\n" + "ax[1].imshow(np.log10(pc) / im, interpolation=\"none\", origin=\"lower\")\n", + "ax[1].axis(False);" ] }, { @@ -291,10 +291,10 @@ ], "source": [ "fig, ax = plt.subplots(2, 2, figsize=(6, 6))\n", - "ax[0][0].imshow((drn1.im_seq <= 1)/im)\n", - "ax[0][1].imshow((drn1.im_seq <= 2)/im)\n", - "ax[1][0].imshow((drn1.im_seq <= 3)/im)\n", - "ax[1][1].imshow((drn1.im_seq <= 4)/im);" + "ax[0][0].imshow((drn1.im_seq <= 1) / im)\n", + "ax[0][1].imshow((drn1.im_seq <= 2) / im)\n", + "ax[1][0].imshow((drn1.im_seq <= 3) / im)\n", + "ax[1][1].imshow((drn1.im_seq <= 4) / im);" ] }, { @@ -324,8 +324,8 @@ "Pc = np.unique(drn1.im_pc[im]).tolist()\n", "satn = []\n", "for p in Pc:\n", - " nwp = (drn1.im_pc <= p)*im\n", - " satn.append(nwp.sum()/im.sum())" + " nwp = (drn1.im_pc <= p) * im\n", + " satn.append(nwp.sum() / im.sum())" ] }, { @@ -358,9 +358,9 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[7, 3.5])\n", - "ax[0].plot(Pc, satn, marker='o', markersize=6, linewidth=1, color='blue')\n", - "ax[0].set_xlabel('Capillary Pressure [Pa]')\n", - "ax[0].set_ylabel('Non-Wetting Phase Saturation')\n", + "ax[0].plot(Pc, satn, marker=\"o\", markersize=6, linewidth=1, color=\"blue\")\n", + "ax[0].set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax[0].set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax[0].set_xlim([None, 100])\n", "ax[0].set_ylim([-0.05, 1.05])\n", "\n", @@ -369,21 +369,21 @@ "ax[1].plot(\n", " Pc,\n", " satn,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='blue',\n", + " color=\"blue\",\n", ")\n", "ax[1].plot(\n", " Pc[:2],\n", " satn[:2],\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=2,\n", - " color='limegreen',\n", + " color=\"limegreen\",\n", ")\n", - "ax[1].set_xlabel('Capillary Pressure [Pa]')\n", - "ax[1].set_ylabel('Non-Wetting Phase Saturation')\n", + "ax[1].set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax[1].set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax[1].set_xlim([None, 100])\n", "ax[1].set_ylim([-0.05, 1.05]);" ] @@ -427,20 +427,20 @@ "Pc, Snwp = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=drn1.im_pc,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[3.5, 3.5])\n", "ax.plot(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='blue',\n", + " color=\"blue\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([None, 100])\n", "ax.set_ylim([0, 1.05]);" ] @@ -461,13 +461,7 @@ "outputs": [], "source": [ "outlets = ps.generators.faces(im.shape, outlet=0)\n", - "drn2 = ps.simulations.drainage(\n", - " im=im,\n", - " pc=pc,\n", - " inlets=inlets,\n", - " outlets=outlets,\n", - " steps=20\n", - ")" + "drn2 = ps.simulations.drainage(im=im, pc=pc, inlets=inlets, outlets=outlets, steps=20)" ] }, { @@ -535,7 +529,7 @@ "\n", "Snwp = []\n", "for p in Pc:\n", - " s = (drn2.im_pc[im] <= p).sum()/im.sum()\n", + " s = (drn2.im_pc[im] <= p).sum() / im.sum()\n", " Snwp.append(s)\n", "\n", "# Remebering that we need to add some points to the beginning each\n", @@ -570,13 +564,13 @@ "ax.plot(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='red',\n", + " color=\"red\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([0, 100])\n", "ax.set_ylim([0, 1.05]);" ] @@ -644,20 +638,20 @@ "Pc, Snwp = ps.metrics.pc_map_to_pc_curve(\n", " pc=drn2.im_pc,\n", " im=im,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[3.5, 3.5])\n", "ax.plot(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='red',\n", + " color=\"red\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([0, 100])\n", "ax.set_ylim([0, 1.05]);" ] @@ -713,8 +707,8 @@ ], "source": [ "residual = ps.filters.local_thickness(im, sizes=[23]) > 0\n", - "residual = residual*~ps.filters.fill_closed_pores(residual)\n", - "plt.imshow(residual/im)" + "residual = residual * ~ps.filters.fill_closed_pores(residual)\n", + "plt.imshow(residual / im)" ] }, { @@ -762,7 +756,7 @@ ], "source": [ "fig, ax = plt.subplots(1, 3, figsize=[9, 3])\n", - "ax[0].imshow(drn3.im_seq/im)\n", + "ax[0].imshow(drn3.im_seq / im)\n", "ax[1].imshow(drn3.im_snwp)\n", "ax[2].imshow(drn3.im_pc)\n", "ax[0].set_title(\"Sequence Map\")\n", @@ -805,7 +799,7 @@ "\n", "Snwp = []\n", "for p in Pc:\n", - " s = (drn3.im_pc[im] <= p).sum()/im.sum()\n", + " s = (drn3.im_pc[im] <= p).sum() / im.sum()\n", " Snwp.append(s)\n", "\n", "Pc[0] = Pc[1]" @@ -837,13 +831,13 @@ "ax.plot(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='green',\n", + " color=\"green\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([0, 100])\n", "ax.set_ylim([0, 1.05]);" ] @@ -882,19 +876,19 @@ " im=im,\n", " pc_min=0,\n", " pc_max=100,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "fig, ax = plt.subplots(figsize=[3.5, 3.5])\n", "ax.plot(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='green',\n", + " color=\"green\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([0, 100])\n", "ax.set_ylim([0, 1.05]);" ] @@ -935,53 +929,53 @@ " im=im,\n", " pc_min=0,\n", " pc_max=100,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "Pc2, Snwp2 = ps.metrics.pc_map_to_pc_curve(\n", " pc=drn2.im_pc,\n", " im=im,\n", " pc_min=0,\n", " pc_max=100,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "Pc3, Snwp3 = ps.metrics.pc_map_to_pc_curve(\n", " pc=drn3.im_pc,\n", " im=im,\n", " pc_min=0,\n", " pc_max=100,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[5, 5])\n", "ax.plot(\n", " Pc1,\n", " Snwp1,\n", - " marker='o',\n", - " color='blue',\n", + " marker=\"o\",\n", + " color=\"blue\",\n", " markersize=6,\n", " linewidth=1,\n", - " label='No trapping, No residual',\n", + " label=\"No trapping, No residual\",\n", ")\n", "ax.plot(\n", " Pc2,\n", " Snwp2,\n", - " marker='^',\n", - " color='red',\n", + " marker=\"^\",\n", + " color=\"red\",\n", " markersize=6,\n", " linewidth=1,\n", - " label='Trapping, No residual',\n", + " label=\"Trapping, No residual\",\n", ")\n", "ax.plot(\n", " Pc3,\n", " Snwp3,\n", - " marker='s',\n", - " color='green',\n", + " marker=\"s\",\n", + " color=\"green\",\n", " markersize=6,\n", " linewidth=1,\n", - " label='Trapping and Residual',\n", + " label=\"Trapping and Residual\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([0, 100])\n", "ax.set_ylim([0, 1.05])\n", "ax.legend();" diff --git a/examples/simulations/tutorials/overview_of_two_phase_flow_part2.ipynb b/examples/simulations/tutorials/overview_of_two_phase_flow_part2.ipynb index 67a6711a9..366c54d34 100644 --- a/examples/simulations/tutorials/overview_of_two_phase_flow_part2.ipynb +++ b/examples/simulations/tutorials/overview_of_two_phase_flow_part2.ipynb @@ -62,7 +62,7 @@ "source": [ "im = ~ps.generators.random_spheres([400, 400], r=15, clearance=10, seed=22)\n", "fig, ax = plt.subplots(figsize=[3, 3])\n", - "ax.imshow(im);\n" + "ax.imshow(im);" ] }, { @@ -132,7 +132,7 @@ "fig, ax = plt.subplots(1, 3, figsize=[9, 3])\n", "ax[0].imshow(imb1.im_seq)\n", "ax[1].imshow(imb1.im_snwp)\n", - "ax[2].imshow(imb1.im_pc, vmax=imb1.im_pc.max()/10)\n", + "ax[2].imshow(imb1.im_pc, vmax=imb1.im_pc.max() / 10)\n", "ax[0].set_title(\"Sequence Map\")\n", "ax[1].set_title(\"Saturation Map\")\n", "ax[2].set_title(\"Capillary Pressure Map\");" @@ -182,10 +182,10 @@ "print(Snwp)\n", "\n", "fig, ax = plt.subplots(2, 2, figsize=(6, 6))\n", - "ax[0][0].imshow((imb1.im_snwp >= Snwp[6])/im)\n", - "ax[0][1].imshow((imb1.im_snwp >= Snwp[5])/im)\n", - "ax[1][0].imshow((imb1.im_snwp >= Snwp[4])/im)\n", - "ax[1][1].imshow((imb1.im_snwp >= Snwp[3])/im);" + "ax[0][0].imshow((imb1.im_snwp >= Snwp[6]) / im)\n", + "ax[0][1].imshow((imb1.im_snwp >= Snwp[5]) / im)\n", + "ax[1][0].imshow((imb1.im_snwp >= Snwp[4]) / im)\n", + "ax[1][1].imshow((imb1.im_snwp >= Snwp[3]) / im);" ] }, { @@ -233,13 +233,13 @@ "Pc = np.unique(imb1.im_pc[im])[-1::-1].tolist()\n", "Snwp = []\n", "for p in Pc:\n", - " nwp = (imb1.im_pc < p)*im\n", - " Snwp.append(nwp.sum()/im.sum())\n", + " nwp = (imb1.im_pc < p) * im\n", + " Snwp.append(nwp.sum() / im.sum())\n", "\n", "fig, ax = plt.subplots(1, 2, figsize=[7, 3.5])\n", - "ax[0].semilogx(Pc, Snwp, marker='o', markersize=6, linewidth=1, color='blue')\n", - "ax[0].set_xlabel('Capillary Pressure [Pa]')\n", - "ax[0].set_ylabel('Non-Wetting Phase Saturation')\n", + "ax[0].semilogx(Pc, Snwp, marker=\"o\", markersize=6, linewidth=1, color=\"blue\")\n", + "ax[0].set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax[0].set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax[0].set_ylim([0, 1.05])\n", "\n", "Pc.insert(0, Pc[0])\n", @@ -248,22 +248,22 @@ "ax[1].semilogx(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='blue',\n", + " color=\"blue\",\n", ")\n", "ax[1].semilogx(\n", " Pc[:2],\n", " Snwp[:2],\n", - " marker='s',\n", + " marker=\"s\",\n", " markersize=8,\n", " linewidth=2,\n", - " color='limegreen',\n", - " markerfacecolor='none',\n", + " color=\"limegreen\",\n", + " markerfacecolor=\"none\",\n", ")\n", - "ax[1].set_xlabel('Capillary Pressure [Pa]')\n", - "ax[1].set_ylabel('Non-Wetting Phase Saturation')\n", + "ax[1].set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax[1].set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax[1].set_ylim([0, 1.05]);" ] }, @@ -299,13 +299,13 @@ "Pc, Snwp = ps.metrics.pc_map_to_pc_curve(\n", " pc=imb1.im_pc,\n", " im=im,\n", - " mode='imbibition',\n", + " mode=\"imbibition\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[3.5, 3.5])\n", - "ax.semilogx(Pc, Snwp, marker='o', markersize=6, linewidth=1, color='blue')\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.semilogx(Pc, Snwp, marker=\"o\", markersize=6, linewidth=1, color=\"blue\")\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_ylim([0, 1.05]);" ] }, @@ -348,30 +348,30 @@ "Pc2, Snwp2 = ps.metrics.pc_map_to_pc_curve(\n", " pc=imb2.im_pc,\n", " im=im,\n", - " mode='imbibition',\n", + " mode=\"imbibition\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", "ax.semilogx(\n", " Pc,\n", " Snwp,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='blue',\n", - " label='Access Limited',\n", + " color=\"blue\",\n", + " label=\"Access Limited\",\n", ")\n", "ax.semilogx(\n", " Pc2,\n", " Snwp2,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='red',\n", - " label='No Access Limitations',\n", + " color=\"red\",\n", + " label=\"No Access Limitations\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_ylim([0, 1.05])\n", "ax.legend();" ] @@ -439,7 +439,7 @@ "fig, ax = plt.subplots(1, 3, figsize=[9, 3])\n", "ax[0].imshow(imb3.im_seq)\n", "ax[1].imshow(imb3.im_snwp)\n", - "ax[2].imshow(imb3.im_pc, vmax=imb3.im_pc.max()/10)\n", + "ax[2].imshow(imb3.im_pc, vmax=imb3.im_pc.max() / 10)\n", "ax[0].set_title(\"Sequence Map\")\n", "ax[1].set_title(\"Saturation Map\")\n", "ax[2].set_title(\"Capillary Pressure Map\");" @@ -479,20 +479,20 @@ "Pc3, Snwp3 = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=imb3.im_pc,\n", - " mode='imbibition',\n", + " mode=\"imbibition\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[3.5, 3.5])\n", "ax.semilogx(\n", " Pc3,\n", " Snwp3,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='blue',\n", + " color=\"blue\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_ylim([0, 1.05]);" ] }, @@ -596,7 +596,7 @@ "Pc4, Snwp4 = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=imb4.im_pc,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", " pc_min=1,\n", " pc_max=100,\n", ")\n", @@ -605,13 +605,13 @@ "ax.semilogx(\n", " Pc4,\n", " Snwp4,\n", - " marker='o',\n", + " marker=\"o\",\n", " markersize=6,\n", " linewidth=1,\n", - " color='blue',\n", + " color=\"blue\",\n", ")\n", - "ax.set_xlabel('Capillary Pressure [Pa]')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.set_xlabel(\"Capillary Pressure [Pa]\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_xlim([1, 100])\n", "ax.set_ylim([0, 1.05]);" ] diff --git a/examples/simulations/tutorials/overview_of_two_phase_flow_part3.ipynb b/examples/simulations/tutorials/overview_of_two_phase_flow_part3.ipynb index e4c2a8560..e5b4f39b1 100644 --- a/examples/simulations/tutorials/overview_of_two_phase_flow_part3.ipynb +++ b/examples/simulations/tutorials/overview_of_two_phase_flow_part3.ipynb @@ -63,7 +63,7 @@ "source": [ "im = ~ps.generators.random_spheres([400, 400], r=15, clearance=10, seed=22)\n", "fig, ax = plt.subplots(figsize=[3, 3])\n", - "ax.imshow(im);\n" + "ax.imshow(im);" ] }, { @@ -130,7 +130,7 @@ "fig, ax = plt.subplots(1, 3, figsize=[9, 3])\n", "ax[0].imshow(inv1.im_seq)\n", "ax[1].imshow(inv1.im_snwp)\n", - "ax[2].imshow(inv1.im_pc, vmax=inv1.im_pc.max()/5)\n", + "ax[2].imshow(inv1.im_pc, vmax=inv1.im_pc.max() / 5)\n", "ax[0].set_title(\"Sequence Map\")\n", "ax[1].set_title(\"Saturation Map\")\n", "ax[2].set_title(\"Capillary Pressure Map\");" @@ -168,10 +168,10 @@ ], "source": [ "fig, ax = plt.subplots(2, 2, figsize=(6, 6))\n", - "ax[0][0].imshow((inv1.im_snwp <= 0.2)/im)\n", - "ax[0][1].imshow((inv1.im_snwp <= 0.4)/im)\n", - "ax[1][0].imshow((inv1.im_snwp <= 0.6)/im)\n", - "ax[1][1].imshow((inv1.im_snwp <= 0.8)/im);\n" + "ax[0][0].imshow((inv1.im_snwp <= 0.2) / im)\n", + "ax[0][1].imshow((inv1.im_snwp <= 0.4) / im)\n", + "ax[1][0].imshow((inv1.im_snwp <= 0.6) / im)\n", + "ax[1][1].imshow((inv1.im_snwp <= 0.8) / im);" ] }, { @@ -199,8 +199,8 @@ ], "source": [ "for s in [0.2, 0.4, 0.6, 0.8]:\n", - " satn = (inv1.im_snwp <= s)[im].sum()/im.sum()\n", - " print(f\"Requested: {s}, Actual {satn}\")\n" + " satn = (inv1.im_snwp <= s)[im].sum() / im.sum()\n", + " print(f\"Requested: {s}, Actual {satn}\")" ] }, { @@ -232,7 +232,7 @@ " Snwp.append(mask.sum())\n", " Pc.append(inv1.im_pc[mask][0])\n", "Pc = np.array(Pc)\n", - "Snwp = np.cumsum(Snwp)/im.sum()\n" + "Snwp = np.cumsum(Snwp) / im.sum()" ] }, { @@ -268,13 +268,13 @@ " im=im,\n", " pc=inv1.im_pc,\n", " seq=inv1.im_seq,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(np.log10(Pc1), Snwp1, linewidth=0.75, color='blue', label='injection')\n", - "ax.set_xlabel('log(Capillary Pressure [Pa])')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.plot(np.log10(Pc1), Snwp1, linewidth=0.75, color=\"blue\", label=\"injection\")\n", + "ax.set_xlabel(\"log(Capillary Pressure [Pa])\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_ylim([0, 1.05]);" ] }, @@ -319,10 +319,10 @@ "Pc2, Snwp2 = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=drn.im_pc,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", - "ax.step(np.log10(Pc2), Snwp2, linewidth=1.0, color='red', label='drainage')\n", + "ax.step(np.log10(Pc2), Snwp2, linewidth=1.0, color=\"red\", label=\"drainage\")\n", "ax.legend()\n", "display(fig);" ] @@ -376,8 +376,8 @@ ")\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[9, 3])\n", - "ax[0].imshow(inv2.im_seq/im)\n", - "ax[1].imshow(inv2.im_snwp/im)\n", + "ax[0].imshow(inv2.im_seq / im)\n", + "ax[1].imshow(inv2.im_snwp / im)\n", "ax[2].imshow(inv2.im_pc)\n", "ax[0].set_title(\"Sequence Map\")\n", "ax[1].set_title(\"Saturation Map\")\n", @@ -426,13 +426,13 @@ " im=im,\n", " pc=inv2.im_pc,\n", " seq=inv2.im_seq,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", - "ax.plot(np.log10(Pc3), Snwp3, linewidth=0.75, color='blue', label='injection')\n", - "ax.set_xlabel('log(Capillary Pressure [Pa])')\n", - "ax.set_ylabel('Non-Wetting Phase Saturation')\n", + "ax.plot(np.log10(Pc3), Snwp3, linewidth=0.75, color=\"blue\", label=\"injection\")\n", + "ax.set_xlabel(\"log(Capillary Pressure [Pa])\")\n", + "ax.set_ylabel(\"Non-Wetting Phase Saturation\")\n", "ax.set_ylim([0, 1.05]);" ] }, @@ -469,10 +469,10 @@ "Pc4, Snwp4 = ps.metrics.pc_map_to_pc_curve(\n", " im=im,\n", " pc=drn2.im_pc,\n", - " mode='drainage',\n", + " mode=\"drainage\",\n", ")\n", "\n", - "ax.step(np.log10(Pc4), Snwp4, linewidth=1.0, color='red', label='drainage')\n", + "ax.step(np.log10(Pc4), Snwp4, linewidth=1.0, color=\"red\", label=\"drainage\")\n", "ax.legend()\n", "display(fig);" ] diff --git a/examples/simulations/tutorials/using_injection.ipynb b/examples/simulations/tutorials/using_injection.ipynb index 26092eaba..a895c452b 100644 --- a/examples/simulations/tutorials/using_injection.ipynb +++ b/examples/simulations/tutorials/using_injection.ipynb @@ -29,7 +29,6 @@ }, "outputs": [], "source": [ - "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", @@ -132,7 +131,7 @@ " inlets=bd,\n", " maxiter=25000,\n", " return_pressures=True,\n", - " method='qbip',\n", + " method=\"qbip\",\n", ")\n", "inv_satn = ps.filters.seq_to_satn(seq=inv.im_seq, im=im)" ] @@ -166,7 +165,7 @@ " steps=None,\n", ")\n", "drn_seq = ps.filters.satn_to_seq(satn=drn.im_snwp, im=im)\n", - "drn_seq[im*(drn_seq == 0)] = -1 # Adjust to set uninvaded to -1\n", + "drn_seq[im * (drn_seq == 0)] = -1 # Adjust to set uninvaded to -1\n", "drn_satn = ps.filters.seq_to_satn(drn_seq, im=im)" ] }, @@ -213,8 +212,8 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(inv_satn/im, origin='lower', interpolation='none')\n", - "ax[1].imshow(drn_satn/im, origin='lower', interpolation='none');" + "ax[0].imshow(inv_satn / im, origin=\"lower\", interpolation=\"none\")\n", + "ax[1].imshow(drn_satn / im, origin=\"lower\", interpolation=\"none\");" ] }, { @@ -245,8 +244,8 @@ "for s in satns:\n", " inv_mask = (inv_satn_t <= s) * (inv_satn_t > 0)\n", " drn_mask = (drn_satn_t <= s) * (drn_satn_t > 0)\n", - " diff[(drn_mask == 1)*(inv_mask == 0)*(im == 1)] = 1\n", - " diff[(drn_mask == 0)*(inv_mask == 1)*(im == 1)] = -1\n", + " diff[(drn_mask == 1) * (inv_mask == 0) * (im == 1)] = 1\n", + " diff[(drn_mask == 0) * (inv_mask == 1) * (im == 1)] = -1\n", " err.append((drn_mask != inv_mask).sum())" ] }, @@ -287,10 +286,10 @@ ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", - "ax[0].imshow(diff/im, origin='lower', vmin=-1, vmax=1)\n", - "ax[1].plot(satns, err, 'o-')\n", - "ax[1].set_xlabel('Saturation')\n", - "ax[1].set_ylabel('Number of Pixels');" + "ax[0].imshow(diff / im, origin=\"lower\", vmin=-1, vmax=1)\n", + "ax[1].plot(satns, err, \"o-\")\n", + "ax[1].set_xlabel(\"Saturation\")\n", + "ax[1].set_ylabel(\"Number of Pixels\");" ] }, { @@ -352,24 +351,24 @@ "ax.plot(\n", " np.log10(pc_curve_inv.pc),\n", " pc_curve_inv.snwp,\n", - " 'g-',\n", + " \"g-\",\n", " linewidth=1,\n", - " label='invasion',\n", + " label=\"invasion\",\n", ")\n", "ax.step(\n", " np.array(np.log10(pc_curve_drn.pc)),\n", " pc_curve_drn.snwp,\n", - " 'r--',\n", - " where='post',\n", + " \"r--\",\n", + " where=\"post\",\n", " markersize=20,\n", " linewidth=3,\n", " alpha=0.6,\n", - " label='drainage',\n", + " label=\"drainage\",\n", ")\n", - "plt.xlabel('log(Capillary Pressure [Pa])')\n", - "plt.ylabel('Non-wetting Phase Saturation')\n", + "plt.xlabel(\"log(Capillary Pressure [Pa])\")\n", + "plt.ylabel(\"Non-wetting Phase Saturation\")\n", "plt.legend()\n", - "ax.xaxis.grid(True, which='both')" + "ax.xaxis.grid(True, which=\"both\")" ] }, { diff --git a/examples/simulations/tutorials/using_rev_tortuosity.ipynb b/examples/simulations/tutorials/using_rev_tortuosity.ipynb index f77941f07..cedc8a87f 100644 --- a/examples/simulations/tutorials/using_rev_tortuosity.ipynb +++ b/examples/simulations/tutorials/using_rev_tortuosity.ipynb @@ -30,8 +30,8 @@ "import porespy as ps\n", "\n", "ps.settings.loglevel = 50\n", - "ps.settings.tqdm['disable'] = False\n", - "ps.settings.tqdm['leave'] = True" + "ps.settings.tqdm[\"disable\"] = False\n", + "ps.settings.tqdm[\"leave\"] = True" ] }, { @@ -68,7 +68,7 @@ } ], "source": [ - "im = ps.generators.blobs([300]*2, porosity=0.7, blobiness=2, seed=1)\n", + "im = ps.generators.blobs([300] * 2, porosity=0.7, blobiness=2, seed=1)\n", "plt.imshow(im)" ] }, @@ -120,7 +120,7 @@ "source": [ "slices = ps.tools.get_slices_random(im, 500)\n", "rev = ps.metrics.rev_tortuosity(im, slices=slices, axis=0, dask_on=True)\n", - "converted = ps.tools.results_to_df(rev)\n" + "converted = ps.tools.results_to_df(rev)" ] }, { @@ -196,21 +196,35 @@ ], "source": [ "fig, ax = plt.subplots(1, 3, figsize=[10, 7])\n", - "ax[0].scatter(rev.volume, rev.porosity_orig, marker='.', alpha=0.25, fc='tab:red', ec='none')\n", - "ax[1].scatter(rev.volume[rev.axis == 0], rev.tau[rev.axis == 0], marker='.', alpha=0.25, fc='tab:blue', ec='none')\n", - "ax[2].scatter(rev.porosity_perc[rev.axis == 0], rev.tau[rev.axis == 0], marker='.', alpha=0.25, fc='tab:green', ec='none')\n", + "ax[0].scatter(rev.volume, rev.porosity_orig, marker=\".\", alpha=0.25, fc=\"tab:red\", ec=\"none\")\n", + "ax[1].scatter(\n", + " rev.volume[rev.axis == 0],\n", + " rev.tau[rev.axis == 0],\n", + " marker=\".\",\n", + " alpha=0.25,\n", + " fc=\"tab:blue\",\n", + " ec=\"none\",\n", + ")\n", + "ax[2].scatter(\n", + " rev.porosity_perc[rev.axis == 0],\n", + " rev.tau[rev.axis == 0],\n", + " marker=\".\",\n", + " alpha=0.25,\n", + " fc=\"tab:green\",\n", + " ec=\"none\",\n", + ")\n", "ax[0].set_ylim([0, 1])\n", "ax[0].set_xlim([0, im.size])\n", - "ax[0].set_ylabel('Porosity')\n", - "ax[0].set_xlabel('Subdomain Volume')\n", + "ax[0].set_ylabel(\"Porosity\")\n", + "ax[0].set_xlabel(\"Subdomain Volume\")\n", "ax[1].set_ylim([0, None])\n", "ax[1].set_xlim([0, im.size])\n", - "ax[1].set_ylabel('log(Tortuosity)')\n", - "ax[1].set_xlabel('Subdomain Volume')\n", + "ax[1].set_ylabel(\"log(Tortuosity)\")\n", + "ax[1].set_xlabel(\"Subdomain Volume\")\n", "ax[2].set_xlim([0, 1])\n", "ax[2].set_ylim([0, None])\n", - "ax[2].set_xlabel('Porosity')\n", - "ax[2].set_ylabel('log(Tortuosity)')" + "ax[2].set_xlabel(\"Porosity\")\n", + "ax[2].set_ylabel(\"log(Tortuosity)\")" ] }, { @@ -266,21 +280,35 @@ "converted = ps.tools.results_to_df(rev)\n", "\n", "fig, ax = plt.subplots(1, 3, figsize=[10, 7])\n", - "ax[0].scatter(rev.volume, rev.porosity_orig, marker='.', alpha=0.25, fc='tab:red', ec='none')\n", - "ax[1].scatter(rev.volume[rev.axis == 0], rev.tau[rev.axis == 0], marker='.', alpha=0.25, fc='tab:blue', ec='none')\n", - "ax[2].scatter(rev.porosity_perc[rev.axis == 0], rev.tau[rev.axis == 0], marker='.', alpha=0.25, fc='tab:green', ec='none')\n", + "ax[0].scatter(rev.volume, rev.porosity_orig, marker=\".\", alpha=0.25, fc=\"tab:red\", ec=\"none\")\n", + "ax[1].scatter(\n", + " rev.volume[rev.axis == 0],\n", + " rev.tau[rev.axis == 0],\n", + " marker=\".\",\n", + " alpha=0.25,\n", + " fc=\"tab:blue\",\n", + " ec=\"none\",\n", + ")\n", + "ax[2].scatter(\n", + " rev.porosity_perc[rev.axis == 0],\n", + " rev.tau[rev.axis == 0],\n", + " marker=\".\",\n", + " alpha=0.25,\n", + " fc=\"tab:green\",\n", + " ec=\"none\",\n", + ")\n", "ax[0].set_ylim([0, 1])\n", "ax[0].set_xlim([0, im.size])\n", - "ax[0].set_ylabel('Porosity')\n", - "ax[0].set_xlabel('Subdomain Volume')\n", + "ax[0].set_ylabel(\"Porosity\")\n", + "ax[0].set_xlabel(\"Subdomain Volume\")\n", "ax[1].set_ylim([0, None])\n", "ax[1].set_xlim([0, im.size])\n", - "ax[1].set_ylabel('log(Tortuosity)')\n", - "ax[1].set_xlabel('Subdomain Volume')\n", + "ax[1].set_ylabel(\"log(Tortuosity)\")\n", + "ax[1].set_xlabel(\"Subdomain Volume\")\n", "ax[2].set_xlim([0, 1])\n", "ax[2].set_ylim([0, None])\n", - "ax[2].set_xlabel('Porosity')\n", - "ax[2].set_ylabel('log(Tortuosity)')" + "ax[2].set_xlabel(\"Porosity\")\n", + "ax[2].set_ylabel(\"log(Tortuosity)\")" ] }, { diff --git a/examples/tools/reference/all_to_uniform.ipynb b/examples/tools/reference/all_to_uniform.ipynb index ec53a9369..92493831b 100644 --- a/examples/tools/reference/all_to_uniform.ipynb +++ b/examples/tools/reference/all_to_uniform.ipynb @@ -83,9 +83,9 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].axis(False)\n", "ax[0].imshow(im)\n", - "ax[1].hist(im.flatten(), edgecolor='k', bins=25)\n", - "ax[1].set_xlabel('Value')\n", - "ax[1].set_ylabel('Counts');" + "ax[1].hist(im.flatten(), edgecolor=\"k\", bins=25)\n", + "ax[1].set_xlabel(\"Value\")\n", + "ax[1].set_ylabel(\"Counts\");" ] }, { @@ -131,9 +131,9 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].axis(False)\n", "ax[0].imshow(im1)\n", - "ax[1].hist(im1.flatten(), edgecolor='k', bins=25)\n", - "ax[1].set_xlabel('Value')\n", - "ax[1].set_ylabel('Counts');" + "ax[1].hist(im1.flatten(), edgecolor=\"k\", bins=25)\n", + "ax[1].set_xlabel(\"Value\")\n", + "ax[1].set_ylabel(\"Counts\");" ] }, { @@ -179,9 +179,9 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].axis(False)\n", "ax[0].imshow(im2)\n", - "ax[1].hist(im2.flatten(), edgecolor='k', bins=25)\n", - "ax[1].set_xlabel('Value')\n", - "ax[1].set_ylabel('Counts');" + "ax[1].hist(im2.flatten(), edgecolor=\"k\", bins=25)\n", + "ax[1].set_xlabel(\"Value\")\n", + "ax[1].set_ylabel(\"Counts\");" ] } ], diff --git a/examples/tools/reference/bbox_to_slices.ipynb b/examples/tools/reference/bbox_to_slices.ipynb index ca464852f..e4b0e7cd5 100644 --- a/examples/tools/reference/bbox_to_slices.ipynb +++ b/examples/tools/reference/bbox_to_slices.ipynb @@ -398,10 +398,10 @@ "fig, ax = plt.subplots(1, 2, figsize=[8, 4])\n", "ax[0].imshow(im)\n", "ax[0].axis(False)\n", - "ax[0].set_title('2D image')\n", + "ax[0].set_title(\"2D image\")\n", "ax[1].imshow(im3d[25, ...])\n", "ax[1].axis(False)\n", - "ax[1].set_title('3D image');" + "ax[1].set_title(\"3D image\");" ] }, { @@ -651,11 +651,11 @@ "fig, ax = plt.subplots(1, 2, figsize=[7, 7])\n", "ax[0].imshow(im[box2d])\n", "ax[0].axis(False)\n", - "ax[0].set_title('2D')\n", + "ax[0].set_title(\"2D\")\n", "\n", "ax[1].imshow(im3d[box3d][25, ...])\n", "ax[1].axis(False)\n", - "ax[1].set_title('3D')" + "ax[1].set_title(\"3D\")" ] } ], diff --git a/examples/tools/reference/get_slices_grid.ipynb b/examples/tools/reference/get_slices_grid.ipynb index 0c01ff9f9..6aab0ac7f 100644 --- a/examples/tools/reference/get_slices_grid.ipynb +++ b/examples/tools/reference/get_slices_grid.ipynb @@ -80,7 +80,7 @@ "im = ps.generators.blobs([500, 500])\n", "fig, ax = plt.subplots(1, 1, figsize=[4, 4])\n", "ax.axis(False)\n", - "ax.imshow(im, origin='lower');" + "ax.imshow(im, origin=\"lower\");" ] }, { @@ -150,7 +150,7 @@ "source": [ "fig, ax = plt.subplots(1, 4, figsize=[8, 2])\n", "for i, s in enumerate(slices):\n", - " ax[i].imshow(im[s], origin='lower')\n", + " ax[i].imshow(im[s], origin=\"lower\")\n", " ax[i].axis(False)" ] } diff --git a/examples/tools/reference/insert_cylinder.ipynb b/examples/tools/reference/insert_cylinder.ipynb index fbe5a6b92..d5a668e4c 100644 --- a/examples/tools/reference/insert_cylinder.ipynb +++ b/examples/tools/reference/insert_cylinder.ipynb @@ -204,7 +204,7 @@ } ], "source": [ - "im = ps.tools.insert_cylinder(im=im*1.0, xyz0=[20, 20, 20], xyz1=[60, 60, 50], r=20)\n", + "im = ps.tools.insert_cylinder(im=im * 1.0, xyz0=[20, 20, 20], xyz1=[60, 60, 50], r=20)\n", "\n", "fig, ax = plt.subplots(figsize=[4, 4])\n", "ax.imshow(ps.visualization.xray(~(im > 1)))\n", diff --git a/examples/tools/reference/make_contiguous.ipynb b/examples/tools/reference/make_contiguous.ipynb index 794dc954b..dd519475d 100644 --- a/examples/tools/reference/make_contiguous.ipynb +++ b/examples/tools/reference/make_contiguous.ipynb @@ -357,7 +357,7 @@ }, "outputs": [], "source": [ - "im1 = ps.tools.make_contiguous(im=im, mode='keep_zeros')" + "im1 = ps.tools.make_contiguous(im=im, mode=\"keep_zeros\")" ] }, { diff --git a/examples/tools/reference/unpad.ipynb b/examples/tools/reference/unpad.ipynb index f4393cabb..6a8154068 100644 --- a/examples/tools/reference/unpad.ipynb +++ b/examples/tools/reference/unpad.ipynb @@ -134,9 +134,9 @@ "ax[0].imshow(im)\n", "ax[1].imshow(im1)\n", "ax[2].imshow(im3)\n", - "ax[0].set_title('image')\n", - "ax[1].set_title('pad added')\n", - "ax[2].set_title('pad removed');" + "ax[0].set_title(\"image\")\n", + "ax[1].set_title(\"pad added\")\n", + "ax[2].set_title(\"pad removed\");" ] } ], diff --git a/examples/visualization/reference/bar.ipynb b/examples/visualization/reference/bar.ipynb index 398f73128..201b9d6b6 100644 --- a/examples/visualization/reference/bar.ipynb +++ b/examples/visualization/reference/bar.ipynb @@ -1542,7 +1542,7 @@ } ], "source": [ - "ps.visualization.bar(results, h='cdf')" + "ps.visualization.bar(results, h=\"cdf\")" ] }, { @@ -2266,7 +2266,7 @@ } ], "source": [ - "ps.visualization.bar(results, edgecolor='r', alpha=0.5)" + "ps.visualization.bar(results, edgecolor=\"r\", alpha=0.5)" ] } ], diff --git a/examples/visualization/reference/prep_for_imshow.ipynb b/examples/visualization/reference/prep_for_imshow.ipynb index 073dee491..c6e72602d 100644 --- a/examples/visualization/reference/prep_for_imshow.ipynb +++ b/examples/visualization/reference/prep_for_imshow.ipynb @@ -1012,7 +1012,7 @@ "source": [ "kw = ps.visualization.prep_for_imshow(im=dt, mask=im)\n", "cmap = copy(plt.cm.plasma)\n", - "cmap.set_under('grey')\n", + "cmap.set_under(\"grey\")\n", "plt.imshow(**kw, cmap=cmap);" ] }, @@ -1460,8 +1460,8 @@ "mask = im * (dt < 3)\n", "kw = ps.visualization.prep_for_imshow(im=dt, mask=mask)\n", "cmap = copy(plt.cm.plasma)\n", - "cmap.set_under('grey')\n", - "cmap.set_over('green')\n", + "cmap.set_under(\"grey\")\n", + "cmap.set_over(\"green\")\n", "plt.imshow(**kw, cmap=cmap);" ] }, @@ -2139,7 +2139,7 @@ "kw2 = ps.visualization.prep_for_imshow(im=dt, mask=im, axis=2)\n", "\n", "cmap = copy(plt.cm.plasma)\n", - "cmap.set_under('grey')\n", + "cmap.set_under(\"grey\")\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "ax[0].imshow(**kw1, cmap=cmap)\n", "ax[1].imshow(**kw2, cmap=cmap);" @@ -2819,7 +2819,7 @@ "kw2 = ps.visualization.prep_for_imshow(im=dt, mask=im, slice=20)\n", "\n", "cmap = copy(plt.cm.plasma)\n", - "cmap.set_under('grey')\n", + "cmap.set_under(\"grey\")\n", "fig, ax = plt.subplots(1, 2, figsize=[12, 6])\n", "ax[0].imshow(**kw1, cmap=cmap)\n", "ax[1].imshow(**kw2, cmap=cmap);" diff --git a/examples/visualization/reference/satn_to_movie.ipynb b/examples/visualization/reference/satn_to_movie.ipynb index d45f23c9c..c09d2f62c 100644 --- a/examples/visualization/reference/satn_to_movie.ipynb +++ b/examples/visualization/reference/satn_to_movie.ipynb @@ -88,7 +88,7 @@ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[100, 100], blobiness=1)\n", "fig, ax = plt.subplots()\n", - "ax.imshow(im, origin='lower', interpolation='none')\n", + "ax.imshow(im, origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -103258,7 +103258,7 @@ } ], "source": [ - "mov = ps.visualization.satn_to_movie(im=im, satn=satn, cmap='plasma')\n", + "mov = ps.visualization.satn_to_movie(im=im, satn=satn, cmap=\"plasma\")\n", "image_based_ip_cmap = mov.to_jshtml()" ] }, @@ -201025,7 +201025,7 @@ } ], "source": [ - "mov = ps.visualization.satn_to_movie(im=im, satn=satn, c_under='green')\n", + "mov = ps.visualization.satn_to_movie(im=im, satn=satn, c_under=\"green\")\n", "image_based_ip_c_under = mov.to_jshtml()" ] }, @@ -296750,7 +296750,7 @@ } ], "source": [ - "mov = ps.visualization.satn_to_movie(im=im, satn=satn, c_over='yellow')\n", + "mov = ps.visualization.satn_to_movie(im=im, satn=satn, c_over=\"yellow\")\n", "image_based_ip_c_over = mov.to_jshtml()" ] }, diff --git a/examples/visualization/reference/satn_to_panels.ipynb b/examples/visualization/reference/satn_to_panels.ipynb index a748a9e1a..922a2ecec 100644 --- a/examples/visualization/reference/satn_to_panels.ipynb +++ b/examples/visualization/reference/satn_to_panels.ipynb @@ -87,7 +87,7 @@ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[50, 50, 50])\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(im[:, :, 20], origin='lower', interpolation='none')\n", + "ax.imshow(im[:, :, 20], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] }, @@ -140,7 +140,7 @@ "out = ps.simulations.drainage(im=im)\n", "inv_seq, inv_size = out.im_seq, out.im_size\n", "satn = ps.filters.seq_to_satn(seq=inv_seq, im=im)\n", - "fig, ax = ps.visualization.satn_to_panels(satn[:25, :25, 10], im[:25, :25, 10]);" + "fig, ax = ps.visualization.satn_to_panels(satn[:25, :25, 10], im[:25, :25, 10])" ] }, { @@ -189,7 +189,7 @@ } ], "source": [ - "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=9);" + "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=9)" ] }, { @@ -238,7 +238,7 @@ } ], "source": [ - "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=6, axis=1);" + "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=6, axis=1)" ] }, { @@ -287,7 +287,7 @@ } ], "source": [ - "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=5, axis=1, slice=4);" + "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=5, axis=1, slice=4)" ] }, { @@ -328,7 +328,7 @@ } ], "source": [ - "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=5, axis=1, slice=25);" + "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=5, axis=1, slice=25)" ] }, { @@ -377,7 +377,9 @@ } ], "source": [ - "fig, ax = ps.visualization.satn_to_panels(satn, im, bins=5, axis=1, slice=25, interpolation=None);" + "fig, ax = ps.visualization.satn_to_panels(\n", + " satn, im, bins=5, axis=1, slice=25, interpolation=None\n", + ")" ] } ], diff --git a/examples/visualization/reference/show_mesh.ipynb b/examples/visualization/reference/show_mesh.ipynb index a2a1cacd5..f494003a5 100644 --- a/examples/visualization/reference/show_mesh.ipynb +++ b/examples/visualization/reference/show_mesh.ipynb @@ -3121,7 +3121,7 @@ "np.random.seed(10)\n", "im = ps.generators.blobs(shape=[50, 50, 50])\n", "snow = ps.filters.snow_partitioning(im)\n", - "regions = snow.regions/im\n", + "regions = snow.regions / im\n", "region = regions == 30\n", "mesh = ps.tools.mesh_region(region=region)\n", "fig = ps.visualization.show_mesh(mesh)" diff --git a/examples/visualization/reference/show_panels.ipynb b/examples/visualization/reference/show_panels.ipynb index 43f3f1e64..02e99ec37 100644 --- a/examples/visualization/reference/show_panels.ipynb +++ b/examples/visualization/reference/show_panels.ipynb @@ -17,8 +17,7 @@ "metadata": {}, "outputs": [], "source": [ - "\n", - "import porespy as ps\n" + "import porespy as ps" ] }, { diff --git a/examples/visualization/tutorials/visualizing_tif_in_paraveiw.ipynb b/examples/visualization/tutorials/visualizing_tif_in_paraveiw.ipynb index 195c11238..539c3a283 100644 --- a/examples/visualization/tutorials/visualizing_tif_in_paraveiw.ipynb +++ b/examples/visualization/tutorials/visualizing_tif_in_paraveiw.ipynb @@ -86,7 +86,7 @@ "snow = ps.filters.snow_partitioning(im)\n", "regions = snow.regions\n", "fig, ax = plt.subplots(1, 1, figsize=[6, 6])\n", - "ax.imshow(regions[:, :, 20], origin='lower', interpolation='none')\n", + "ax.imshow(regions[:, :, 20], origin=\"lower\", interpolation=\"none\")\n", "ax.axis(False);" ] },