{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Saving plots\n", "\n", "Basic example on how to save plots with plotly." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you want to be able to save figures as PDF or PNG you will need to install kaleido and uncomment the import statement" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Kaleido has an unresolved bug that makes the saving process hang forever and never finish on some machines. If that is happening to you see this issue for guidance on how to deal with it: https://github.com/plotly/Kaleido/issues/134" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import RNApysoforms as RNApy\n", "\n", "## If you want to be able to save figures as PDF and PNG you will \n", "## Kaleido requires a browser which is hard to do on read the docs so I commented it out. Please uncomment the import statement when using it\n", "\n", "#import kaleido " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "fill": "toself", "fillcolor": "#636EFA", "hoverinfo": "text", "hoverlabel": { "namelength": -1 }, "hoveron": "fills+points", "hovertemplate": "transcript_name: APP-201
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Feature Type: exon
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Feature Type: exon
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Feature Type: exon
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Feature Type: exon
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Feature Type: exon
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Feature Type: exon
Feature Number: 7
Chromosome: 21
Start: 25982344
End: 25982477
Size: 134
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Feature Type: exon
Feature Number: 6
Chromosome: 21
Start: 26021840
End: 26022042
Size: 203
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Feature Type: exon
Feature Number: 5
Chromosome: 21
Start: 26051000
End: 26051193
Size: 194
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Feature Type: exon
Feature Number: 4
Chromosome: 21
Start: 26053236
End: 26053348
Size: 113
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Feature Type: exon
Feature Number: 3
Chromosome: 21
Start: 26089943
End: 26090072
Size: 130
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Feature Type: exon
Feature Number: 2
Chromosome: 21
Start: 26111979
End: 26112146
Size: 168
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Feature Type: exon
Feature Number: 1
Chromosome: 21
Start: 26170985
End: 26171128
Size: 144
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Feature Type: exon
Feature Number: 17
Chromosome: 21
Start: 25880550
End: 25881771
Size: 1222
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Feature Type: exon
Feature Number: 16
Chromosome: 21
Start: 25891722
End: 25891868
Size: 147
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Feature Type: exon
Feature Number: 15
Chromosome: 21
Start: 25897573
End: 25897673
Size: 101
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Feature Type: exon
Feature Number: 14
Chromosome: 21
Start: 25905024
End: 25905077
Size: 54
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Feature Type: exon
Feature Number: 13
Chromosome: 21
Start: 25911741
End: 25911962
Size: 222
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Feature Type: exon
Feature Number: 12
Chromosome: 21
Start: 25954590
End: 25954689
Size: 100
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Feature Type: exon
Feature Number: 11
Chromosome: 21
Start: 25955627
End: 25955755
Size: 129
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Feature Type: exon
Feature Number: 10
Chromosome: 21
Start: 25975070
End: 25975228
Size: 159
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Feature Type: exon
Feature Number: 9
Chromosome: 21
Start: 25975954
End: 25976028
Size: 75
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Feature Type: exon
Feature Number: 8
Chromosome: 21
Start: 25982344
End: 25982477
Size: 134
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Feature Type: exon
Feature Number: 7
Chromosome: 21
Start: 26000015
End: 26000182
Size: 168
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Feature Type: exon
Feature Number: 6
Chromosome: 21
Start: 26021840
End: 26022042
Size: 203
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Feature Type: exon
Feature Number: 5
Chromosome: 21
Start: 26051000
End: 26051193
Size: 194
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Feature Type: exon
Feature Number: 4
Chromosome: 21
Start: 26053236
End: 26053348
Size: 113
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Feature Type: exon
Feature Number: 3
Chromosome: 21
Start: 26089943
End: 26090072
Size: 130
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Feature Type: exon
Feature Number: 2
Chromosome: 21
Start: 26111979
End: 26112146
Size: 168
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Feature Type: exon
Feature Number: 1
Chromosome: 21
Start: 26170564
End: 26170787
Size: 224
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Feature Type: exon
Feature Number: 16
Chromosome: 21
Start: 25880550
End: 25881771
Size: 1222
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Feature Type: exon
Feature Number: 15
Chromosome: 21
Start: 25891722
End: 25891868
Size: 147
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Feature Type: exon
Feature Number: 14
Chromosome: 21
Start: 25897573
End: 25897673
Size: 101
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Feature Type: exon
Feature Number: 13
Chromosome: 21
Start: 25905024
End: 25905077
Size: 54
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Feature Type: exon
Feature Number: 12
Chromosome: 21
Start: 25911741
End: 25911962
Size: 222
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Feature Type: exon
Feature Number: 11
Chromosome: 21
Start: 25954590
End: 25954689
Size: 100
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Feature Type: exon
Feature Number: 10
Chromosome: 21
Start: 25955627
End: 25955755
Size: 129
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Feature Type: exon
Feature Number: 9
Chromosome: 21
Start: 25975070
End: 25975228
Size: 159
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Feature Type: exon
Feature Number: 8
Chromosome: 21
Start: 25975954
End: 25976028
Size: 75
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Feature Type: exon
Feature Number: 7
Chromosome: 21
Start: 25982344
End: 25982477
Size: 134
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Feature Type: exon
Feature Number: 6
Chromosome: 21
Start: 26021840
End: 26022042
Size: 203
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Feature Type: exon
Feature Number: 5
Chromosome: 21
Start: 26051000
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fItyMF5bhqcfuUUZfuLtOqJ9T3D07qaf0itMnfd5y3H5zb2kdETP9xOiUczdSRjsdRz3SRIjoWQtWeLU+XKiPygnjyxarTgJhQYDSJCya2X+V9CRNzK7Q7+7XHPWK99oHG0/zXs38WuFuGKjZcmklibfSxOgXKb3F/sw+vKpb2aw0MXpwVKflL2mi1zeM0tYO8/VfD2ZKNZWAt+egu76nFqfeSBPtLhl61yOjc9PTta2mthvr5UxAT5oY/Vigt0uMfB6MHTZQ+qHC7LQHdyME1Ysn651neueS9jOr13q9fPVEktF1QPu5t9JEuxuPNr7Z9PT6uzfXCbNc5Xw88ZD7idF5qLdOiRxWe5+Ww4ofsIQAlkehqEc2uRvhIhh6K1p4/SABEiCB6iJAaVJdpGtIPr5KE71h53pTXPQeTNS/vso3X6OdBMw8IPpDmmgfcrx9YdNKCe1uCXpD+rXSwV2eZqWJmRc1u6SJO8HFh6cacsGoxmp4cw566nvqKWz+kCYCg7xwttG56enaVo0omVUACehNndF70TQ7bcLTyCZ1VdX3ZG9kvdGoEnm3FU/nm5kXZb36eiOTtGUwKzmMrivavI3upUb3T08757m7Tshr27Ru2cRwVxu5Xc32E1+kifbHH3mKl3qUiZjGq25fdxJG1NnTTjsBPDWZNQmQQJgToDQJ8w7gbfW9lSbqubbqobLaX9PMPphob9LibzMPeup6Bps00baBeKj4ZtNOZd0Rbx5e5bRCSZqo15MweoD3tp8yfPgR8GZ6jruXOO25U13SxNO1LfxaNDxrrL03Gk3l1PshQk1Mbw0vMWLE7D3Zm/uO9rlATIFVv/wareMhl1dv7TK9+6J2dxW9c97oWSJYpInMtW5SgjJ1xd3UJe2PJer+YVaaiB+ejA5PW1m7kxx6aWrXOtHGd/eDCKVJeF7zWGsSCBUClCah0lJBUk5vpYnRInFWpIkahfyAJD5bNj8NZ85l6y6AGkrSRMvMm4fXUJQm8q+RQdLFWYwQJmB2IVhPv3wHYqSJFrv22taoQXIItwyLbpaA3vQcefSJ+ocHM1MrRZ7a+4fZe7K39x11ed56/yunnW3MTJt1x0e9roheOPVInGCXJnrXKLulid7i72b7o7fSRCtFvJEmHGFqtlUYjgRIIBAEKE0CQT2E8/RFmujdsP0lTQRK9cOamV9e/DHSRJuGN1MDRJnnLfkPBt5xo+42fFo23j68ivTdjdxRt4eZB2+j4cXuhg+r13bwhncInxosehAQkF8IjXZfEueFvOWw2TVN9MLpvQS6CyfQeJqeo4fPzPkZBNhZBD8S0JMmInntCESz9xw9aWLmnuztfUcuz7U9OmH9ll3QTrU1Ot/MoDNiIt//1VN4jbho62P2/mV2FKzZ64m7kWtmrhNaFp64mu0nRu2gXbfEXXtpR5nI/Vb8N338YCmqOzHiqS5m+grDkAAJkIBdBChN7CJbQ9P1Vpro3bDlFxtf1jQRDxx/6NNV2YlHvimrh+3qvTiJcsg77Mi755hZmFSv/HoMjLgYdQN5PrN2aKzeUGyjaQfuHob0yqPHXQ534nSG0yr34uFF3l3B6JdJvXLJv4jq7SCix1tOQ7vyv7q9xI5IPEjALAGjtUG01wW9/qvX17WfqacaqM9fs9LE6Hw2c20zy4DhQpeAkSDQG3mkNwJF1Fx9/TYj+N3dk412p9FKEfle/OEXm3S3xfX1Wu/p3qo9n/TOL700zN6/zEoTd9cT9f1QT4TKzwN62z67m54jdsYx4qrePcdMPzE6Y7wRt3pCxNPIEzlfq6ORQveMZ8lJgARChQClSai0VJCU01tpIootP7SJrfPEIV402rZqBnkxM/WN39NCsHrzuNUPGjImbZ7ic/nXZ29GPhgNC9abB6wNa/Rrt1xGvQX/jOZ2a+sjfrXu2K61tOWi3sOryENbHlFmIZz0fmXULkqnXXhQXVY9ISK3raizOMyONJFZ6C2K54lfkJwSLEYQEtA7b/XOLb21FrTbYssvofJizSKdF6c/iVf//SHUU8vMShO9a6LIUxzatQf0rm1BiJtF8iMBd6Mq9NbD0LvXeZLWZu7JRv3U3X1HTvf6Xl2UkQVaNN5e6+U0H72/P9Q766nTVTNLaZgs3RcT6sRh7/7DSjB3O9O5u3+ZlSZG91zxrKPdVUt77581cQje/2S9VFZPI9L0+ofedUx77fDUT4y6sJHk1YbXG2Wi96xjtHuOu+cyP55eTIoESIAEfCZAaeIzOkYMBwJWh7aGAyPWkQRIgARIgARIoGYScCfy/FVjMzv5+SsvpkMCJEACvhCgNPGFGuOEDQFKk7BpalaUBEiABEiABEhAQ8DuqTNGU4DZECRAAiQQTAQoTYKpNViWoCNAaRJ0TcICkQAJkAAJkAAJVCMBefpM+4suUKYQ+SN7oy21/ZE20yABEiABfxKgNPEnTaZFAiRAAiRAAiRAAiRAAiRAAiRAAiRQYwhQmtSYpmRFSIAESIAESIAESIAESIAESIAESIAE/EmA0sSfNJlWwAkUFpejorISdWKjA16WUC1ASWkFikrLkRQfE6pVCOly5xeVQfRj0YfjakeFdF2sFD4nvxSxtaNQKzrSSjIhHbe4tAIlpeVIDPNz8dz5YjSsWzuk21IUXvTpkrIKJNWJCcl+nZlbgrp1YhAVGRFybVFQXA5UViI+BJ8NKioqkZ1fivqJtUKOuyhwdl4JEuJiEB0Vev0mJIGz0CRAArYQoDSxBSsTDRQBShPr5ClNrDO0kgKliYMepQlAaeLoC5QmVq4o/otLaeI/lt6kRGniDS2GJQESIAF7CFCa2MOVqQaIAKWJdfCUJtYZWkmB0oTSRO4/lCaUJlauJf6OS2nib6Lm0qM0MceJoUiABEjATgKUJnbSZdrVToDSxDpyShPrDK2kQGlCaUJp4nwGcaSJlSuK/+JSmviPpTcpUZp4Q4thSYAESMAeApQm9nBlqgEiQGliHTyliXWGVlKgNKE0oTShNLFyDbErLqWJXWTdp0tpEhjuzJUESIAE1AQoTdgfahQBShPrzUlpYp2hlRQoTShNKE0oTaxcQ+yKS2liF1lKk8CQZa4kQAIkYJ4ApYl5VgwZAgQoTaw3EqWJdYZWUqA0oTShNKE0sXINsSsupYldZClNAkOWuZIACZCAeQKUJuZZMWQIEKA0sd5IlCbWGVpJgdKE0oTShNLEyjXErriUJnaRpTQJDFnmSgIkQALmCVCamGfFkCFAgNLEeiNRmlhnaCUFShNKE0oTShMr1xC74lKa2EWW0iQwZJkrCZAACZgnQGlinhVDhgABShPrjURpYp2hlRQoTShNKE0oTaxcQ+yKS2liF1lKk8CQZa4kQAIkYJ4ApYl5VgwZAgQoTaw3EqWJdYZWUqA0oTShNKE0sXINsSsupYldZClNAkOWuXoicDYjGw8OT8fRE2dw+829kD5+sKco/J4EaiwBSpMa27ThWTFKE+vtTmlinaGVFChNKE0oTShNrFxD7IpLaWIXWUqTwJD1Ptef9x3Co6NnIyevwDBy9y7tsSB9BOLjYr3PIMhiWJEmalaCx/U9u7itXUFhEYalvYitO/c6hWuRmoJl89PQqEEyvE3T3zjTZi7Ch19sQjC1sZrJqCEDMGjgLUq15fKqGfqbSTilR2kSTq0dBnWlNLHeyJQm1hlaSYHShNKE0oTSxMo1xK64lCZ2kaU0CQxZa7laEQrWcg6N2N4Ijm8275SEiTjUL/7y5/Jn3qRpByVKEzuohk6alCah01YsqQkClCYmIHkIQmlinaGVFChNKE0oTShNrFxD7IpLaWIXWUqTwJC1lqs7aaIeNSGmtbRt1QxzF76njFCY8cIyacSC+tCOBliy4lMpjvh87LCBSEtfpIxw0Y7ckMOq09OOhtALI8o2ceSDyggPbVmnjn4Yj42ZK03PkcWFut7333UT1m/ZJX0vDnkKj9GIHO1ICLm87kZEiLR++uUAOl7SRneUj0hz4B03eFUHbfuopx0ZcRJlNWqzn/YdlPJPSojH4jlj0KFdK91RMbIEEuHS0wZj1oIVEju5PfVG23ga1eLtSBN1v5JH8KjLJZdf1Ffd1nJbhfM0LUoTa9dMxg4yApQm1huE0sQ6QyspUJpQmlCaUJpYuYbYFZfSxC6ylCaBIWstV7PSxJ3IcCcN1C/v8ovzitVrFZEiv/DqjX4QL9ILl3+E59Iek7KQp72oX8DFi/JX67Y7SRNtWT1JE1n0iHjy2ie+jAqR6yDScTeVx2ikidHUHlFfvTroSRP1Z3qchFgxGmmiJx30yqoeUaNmLeqc0qCeJIXqJiUo05HMjGyxS5rIZZVZqPtRuIoTShNr10zGDjIClCbWG4TSxDpDKylQmlCaUJpQmli5htgVl9LELrKUJoEhay1Xs9LEzAum/OIrSiT/0m9mREDrlk2cRljoLdRqNIpArr27URfqOuqNNFGPHNG+4B88ckoZGeJpTROjkSnqkRuivGakiZa3Xh306uyJk8jfX9JEWy912urymymTmXV21KOYvO1X6jbWi2vtLAqt2JQmodVeLK0HApQm1rsIpYl1hlZSoDShNKE0oTSxcg2xKy6liV1kKU0CQ9ZarlaliXp0hboksmAw83IrpoHopePpJVmdn7+kiba8Z85lm5YmojxGo0XEd55Gr3hbB73wZoSAXdLEXd1F/fUki9yGdow0SWmYrIwc0jtLwnVhWUoTa9dMxg4yApQm1huE0sQ6QyspUJpQmlCaUJpYuYbYFZfSxC6ylCaBIWstV1+liV48vREUZqWJqIU7cfLRl5tdpvQEozTRtoaaiTxFxGj0Sk2SJmZGJqlZ2S1NjNahsXb2hGZsSpPQbDeW2oAApYn1rkFpYp2hlRQoTShNKE0oTaxcQ+yKS2liF1lKk8CQtZarr9LE7PoX3kgTdU206Z/JyHJZpNQOaeLr9BwhPMTCuE89do+0rbB86K0xYqc0MTMVxq6RJmrx5WnhV3dyycyWw2b6lZlpX9bOntCMTWkSmu3GUlOa2NYHKE1sQ2sqYUoTShNKE0oTUxeLag5EaVLNwP8vu4qKSmTnl6J+Yq3AFMBirtl5JUiIi0F0VITFlIIruq/SxN2oElFDb6bniGkUQ8e/gKmj/yrt2CIO+aVYbwFPTwvBmlkPRG+NEL066YXTa0G1HFGvfeJNmu5GmujJF1EOeXFcuc5mFoI1msKjN9rD3UKwetNtjEaMiM+nznkTL88c6SSVZJbejjRRL0Yr89YTRnrhRJ7i82Urv5T6aXxcbHCdlDaXhtLEZsBMvnoJcKSJdd6UJtYZWkmB0oTShNKE0sTKNcSuuJQmdpF1ny6lSWC4e8rVV2miFhtyHjdecwW27fxF2lLYW2ki71qjLq/eFA+zWw6rF5P1tBCslpF2wVftbjFGUz2MFjPVWztDL03tlsPaBXH1ts6Vy65lZcRJpKlde0RdPqOdcdQizNNoFne7ABlJCm+liV7/k1loZY4RN2+nEHk6l0Lle0qTUGkpltMUAUoTU5jcBqI0sc7QSgqUJpQmlCaUJlauIXbFpTSxiyylSWDIMldfCJgdQeJL2oxDAsFMgNIkmFuHZfOaAKWJ18hcIlCaWGdoJQVKE0oTShNKEyvXELviUprYRZbSJDBkmasvBChNfKHGODWBAKVJTWhF1kEhQGlivTNQmlhnaCUFShNKE0oTShMr1xC74lKa2EWW0iQwZJmrLwQoTXyhxjg1gQClSU1oRdaB0sSPfYDSxI8wfUiK0oTShNKE0sSHS4ftUShNbEesmwHXNAkMd+ZKAiRAAmoClCbsDzWKAEeaWG9OShPrDK2kQGlCaUJpQmli5RpiV1xKE7vIuk+X0iQw3JkrCZAACVCasA/UWAKUJtabltLEOkMrKVCaUJpQmlCaWLmG2BWX0sQuspQmgSHLXEmABEjAPAGONDHPiiFDgAClifVGojSxztBKCpQmlCaUJpQmVq4hdsWlNLGLLKVJYMi1N1BDAAAgAElEQVQyVxIgARIwT4DSxDwrhgwBApQm1huJ0sQ6QyspUJpQmlCaUJpYuYbYFZfSxC6ylCaBIctcSYAESMA8AUoT86wYMgQIUJpYbyRKE+sMraRAaUJpQmlCaWLlGmJXXEoTu8hSmgSGLHMlARIgAfMEKE3Ms2LIECBAaWK9kShNrDO0kgKlCaUJpQmliZVriF1xKU3sIktpEhiyzNUKgYLCIgxLexG9rroMgwbeYiUpv8VdsuJTbPp+Nxakj8DWnXsxa8EKLJufhkYNkv2WBxMKXwKUJuHb9jWy5pQm1puV0sQ6QyspUJpQmlCaUJpYuYbYFZfSxC6ylCaBIctctQTU0iE+LtYtIEoT9p9wI0BpEm4tXsPrS2livYEpTawztJICpQmlCaUJpYmVa4hdcSlN7CJLaRIYsszVijQJRnreSJ9gLD/LFNwEKE2Cu31ConR5eXnIyclRypqYmAjxTz4KCgqQnZ3tUpeEhAQkJSUpnxcWFiIrK0v5OzY2FvXr11f+Li0txdmzZxEZGYkmTZo4pXfy5ElUVlaiqKQcFZVAfO0ol/xSU1NN88zPz8f58+eV8HXq1EHdunWVv4uKipCZmemUXlRUFBo3buz02YkTJ3TzTE5ORnx8vPKd4Cc4ikMwEWzkQ1sW8XlERASaNm1quj5mA4o65eYVoLi0Aglx0S7RzLatHFEwE+zkQ9tXxOeiLUWbyseZM2dQVlbmlLeWV25uLsQ/vaNBgwaoXbu28pXoe6IPCt4inWA/KE0cLZSTX4rY2lGoFV3VN4K97fxdPnEelpSWIzE+xt9Jh1R6584Xo2HdqnM6pAqvKqzo0yVlFUiqExOS/ZrSJDA9r6KiEtn5paifWCswBbCYa3ZeCRLiYhAdFWExpcBH3/vLKez95Vi1F+Tii1LRsYPrM6wsCRIS4vD1hh+kcompKdf37IKzGdl4cHg6+t3QHe+s/lr6bvGcMUhpmCx9fvTEGafwP+87hEdHz0ZOXoH0eYvUFGVqi8hn7sL3pM+7d2kv5SEO9fQcd2UxA0wur1yuUUMGSNN+tJ/L9ZPTTJu5CB9+sUnJQi6fenqO+FLNQtRRDiePqNHWX83STPkZpuYToDSp+W1sew1n/esrbN/dDBERjpebS9ocwLTJVfMbX3ltPf67IRlRUc43/ItbH8S0STcrL8yvLdmAL75NQlSU4+E4pd5hzJrRW3np/vyL/+HVN4sQgXy8PLe9Ig2EmHhi9D7E1DaWCAV5J/Hy3AvRsmULUzz++fx/8f3OpoiIdMiX1s0P4dmpNyE62iESli7/Dh9+VhvRMVXiIzriOF6c3QmNGjWSwvx+4DBGjj2EuDrOIqWirATX987GE3+/VgonZM+U6Z/jlwOtpb87tjuEyeP/qJRz7otfY/OOxoiMrJIYxQUn8fLzF6NZs2am6mMmkBAL4yZvwKlzFxgGb9/mdzwz+U/K9/Nf/hbrvquPSE3bigAVFeW4qvNJjBl1kxJ+xnOfY9cvrZS/CwvO4tlJqeh0WVvps4yMDDw17n8oKq16OKgoL0Pv7mcwctgNSrwp0z/B3t8dcdRHaUk+7rurEvfe3VX6uLi4GBOeWYcjJ1qieeMjSH/mWggZF8wHpYmjdUJNmgjR996b7yE3U1/mGfW5M+fOoFGDRpII1R7lFeI8qkRMtP7LRkR0BP7y2F+cJGsw921fy0Zp4is5/8ajNPEfz7279+Kr1V85CX5t6nn5eYiMiER8XLz0Q0btWs4COalhEgY8PADiB5tgPmqSNPnw02K8v8YhFarz6H9zLO65Pc4lS1lmyCLhm807lXU8RGAhClIbN5Akh5AD2ik1sihITxssiRa9kRris5Uff6sIFCEp2rZqhoF33OAiTYRY0SuLpzVFZDFyz63XSaJElPPjLzfj1r49nfLQK6+6bEZrmmhZiL/Vwkebv/z32GEDJS48SEAQoDRhP7BM4Pl567F7/1WI/D/B0KrpRkwYe53yErDo9e+waUdHREc7v6xe0GQz0sb0Vm74ry/dgvXfX4roaMeNoV7CD5gyvoPyQvDFV7uxfFUKKiuzMGtKoiIMjh07hnHP5CM2vo1hXfJyDuO5KTFo1cpYCKgjv7BgA3bt66qIimYNt2DiuB6IiXH84vvWO9vx5bq2iKlVNSIkonwfZkxqpIw22f/bQUxKr0RCorOoKS8rRo8uuzHk0aultIQ0eXb2Ohw60Uv6u22LTRj/9HVKcea/vBE791yByKiqX5vz8w5i9tQ4tGhhTgKZaWQxomXacz8hI+cKw+CtUzdgwtgqefHqos3Y+mMnREW7/gospEmni7dh5PBrlPRmz/kW+w73VPpGft4JjBtRiss7XSiFESOJJqefQmnFJUqcivJSXHnZTjwxxMFHHM/OXouDx6vSlT8vKc7BbX2P4O67HDc5IU1mzNqBkxndkFJvOyaN7Yy4ONcHDzN8qisMpYmDdLBLE9G31COaxMi0V8e8iofbPuxVV1nw7QIM7jUYtWO8H0mx5sAa9B7ZG5dcUnW+yJmLkXniZUo9isurggVRYEqT4GgMShPr7VBeXi7d81ctXYXUPam4uPHFholu+G0DakfVxlWtr9IN89q+1zBi7ginUbDWS+j/FGqSNFnzZQVWf1Luf0geUvxT30jc+SdXOaaVHOqX/Y7tWkvSRP3iL6TDqKkvYe7UJ9ChneMHLCFBxJE+frCLNNFbt0SImWUrv8TsSUMwZvpCZSFYbVlEXlPnvImXZ470uBCrWvaoBYu78k4c+aDLQrSepImahSx/hKTR5k9pUu1dPCQypDQJiWYK7kJSmjjah9LEuZ9Smvh23lKaBL80EVMJxXSvPXv2KI0spp6tXbwWY7uMVT5bvXM17nztTlS+UmnYGWZ9MQsjbhiB2Bj9EVARj0fgokYX4ddpv7qksXzPctT/Y320bu0YpaY+Lr30UrRv396pjL71yMDHojQJfBuIElCaWG8HeUTZ/FnzcUP+DegwrQMe6/UYFj6w0CXxr3/5GrWja6P3hb1dvhuyfAhe2/SaJEz0pj9bL6n/UqA0sc7SrDSRJceD9/SFkTTRigwhGn4/dNytNBFTXdSHmNrib2kiRIw8IkbOS0+8yOWVpYmoqzwaxIo0UedPaWK9z9bEFChNamKrVnOdKE0cwClNnDsepYlvJyKliYNbMI80kaXJe+855niLQ0xvO/DNATzT4xnls/teuw/v7nzXsjQRCeqJlzd2vYGcdjnQW69pwIABUjnEr9qhflCaBEcLUppYbwdZmkwcPRED6wyUpEnLui1x+LnDLom7kybN/9Ecx/OOh8Q5Tmlivd+YlSZ2jTRRiwnlnqfZcpgjTay3M1MIbgKUJsHdPiFROkoTShNOz/HfqUppEvzSRAyxF1Ni9u/frzS8mJ7z5sQ3MaKDY4E8cRSVFuHmeTdj3eh1hh3E00iTZz97Fn3b90W3Vt1c0nh337u4fMjlutNzunfvjvvuuw9PPfWU/zpngFKiNAkQeE22lCbW2+Hvf/+7lMiN3W9Eh0Md8OiyR/HpsE+RHO+6SLk7aSLSSBiVgEcefQTz5s2zXjAbU6A0sQ7XrDRRi4v8giKX6TnySJQmKfWlkSXaNUL0pslo1zQRaSx66xPcf9eNfpueo7emyIrVX+PRv/xJmoJjVF51fQVlEVYcYsSK3kKwRtNztCNLBAeRlnbRWestyRRCmQClSZC1nnoXmiArmmFxXnnte+w73FtZ06RF4/WYPP4GZd2KhYs34budnVzWNGneaAMmje+jrGmy+I3N2LhdrH3iWHOibvx2PDPhMmVNE7EQ7FvvN6mWNU3mzluHn6R1WhyLrzapvxlT0noqa5ose2sr/rvxYqc1TVC2D89ONremSbfL/4ehjznW6BC/BE9/7hscOeVYo6NV6npMHHujwvuF+euwa1+3alnTZGr6LmTlORZR1TsuaLIOk8ZXLez68sKN2Lars+GaJh0u3IrRI/ooSc2c/TV+O3aN05omY58sQefLL5LCiDVNJs04iTK0V+KINU26dNiB4Y9XrWEyfeZ/cfhUVbpyYLGmSf8/HMKAP18pfSTWnXhm5jacyeqO+olbMHr4xS5rmtSqVSuoFoelNHG0ZjCPNNE7N8RIk3nj5iGxuGrnMDPX8J+O/IRLm1+qu/aINEakUuyWpZ9SVlkWHpn+iO5IEzN5h0oYSpPgaClKE/+1w5cffontK7ejbp2qXfm0qZ/MPCk9H6XUTUFFZSUiNReCvLg8jJw10u1isv4rse8p1SRp8t22CmzcUuE7DB9j9ugaiWuudt1JTr2rjUhaveON0RQTd7vRyFJFCAej3XNEPmJnG72FYDd9v1uZYuPNmiYiTe3uNWZ2z1GXNykhHt26XIK8vEKvpYnIXxYl4v/F9KPc/EJMHf1XZe0XH5uO0WoQAUqTIGvMx4Z/iTp1GgRZqdwX5/Chg0hu1F+RJoU5q7D89fuUF+MnR69CTtHNLtKkMOcDvPnanYqIGDV2FTLz+irSJDdzLV56/ko0bNhQKsCLCz7H9t1dUFSUgclPl+Oyyy6TPt+1axdmzIlBUrJjMVG9QywE+/QT2eja1VgIqOMNHvoOyqNuV6RJfvbHeGPhLcrL9fhJq3HiXB8naZKTtRvTJ9RBu3btpKQ2bd6K+Ysb6S4Em1jrc8x7/m4pXEVFBR4a9C5ikxx/l+SvxL8X/0UpzpBh76IUtzpJk5zzB5A2shCdO3f2W18RO9cMfWo7EutVLfSqTbwoZyWWv1FVtmEjVyK/tJ+hNIks+xCLX7lXSeavg99GVNzdTtLkL3cexa39HXO2f//9d4x7JgN161WtVi6kSe3INXhlnmO6gTgeeOQtxCZW/S1/LqRJm+abMXXirdJHYp2JR4etRULdfsg8uxbNmiYgWrN2RJOG2Rg14lqlH/oNqI8JUZo4wIWaNJH7m9iO3F9HidhyuKxc2q5T7xC7eYXCNtpWeVCaWCXon/iUJv7hKFIRo9WysrJMJSh20DpfUIZ6Cc7XAbGoeZ06dUylEchANUmaBJKjXt56u90EWxlDsTzeCp9QrCPL7D0BShPvmdka476//YaEJHM7vNhaEC8SP3V8E1Ka9lCkSW7mf7Bi6QDll9PHn1yJwvI/ukiT3MzVWLbkdohf+sUx7KlVyCupkibZ59ZhwZyOaNKkifT97DmfYPevXVFYlIlxw/MVAbJt2zbMXpCIusmuW9DK1RDSZNig0+jdu2oHFndVfHjwO4iKrZImOec+wZuL+kqLP4pj9NgPcC7nOidpkp35M6aOjUbHjh2lMF99vR5L3mquK01qRXyOhQuqpMnAh1cisf5dUry87FV4Z+lApXiPDHkXiNFIk+wDGD00G2IIvr+OM2fOYOioXUhu4DqCQ84jN2Ml3l2uEjpPrEQJjKVJedGHWLqoSprc//DbiK3rLE3+fMvvuPvPDlGzd+9eTEovQHL9Tkq1hDSJKF+DJa9USZJ7H3wbifXvcam6kCbNUzYhfdpt0ndi5NagoRtQt0FfnD21DfUaVo1kkiOnNvweE8Z0DZpf6yhNHC0TitLEX+einI7YZrSktByJ8frSxN/5BWt6lCbB0TKUJoFpByFNsvNLUT/R8awUageliX0tFirSROxU8+EXm3RBqEe02EfKc8rqMopRK4vnjOEoE8/YwioEpUmQNTelCaUJpQmlSWFxOerERiOutusWg0F2ybKtOJQmAKWJo3tRmth2mnmVMKWJV7j8FpjSxG8omRAJkAAJ+EyA0sRndPZEpDShNKE0oTShNOFIE3GHoTShNLHnScO3VClNfONmNRaliVWCjE8CJEAC1glQmlhn6NcUKE0oTShNKE0oTShNKE2qbq0caeLXxwyfE6M08RmdpYiUJpbwMTIJkAAJ+IVAjZMmH3/8MW677TZ89NFHuPVWx2KQ4pg1axbGjRvnBE0Os2PHDlx77bUQux/Ix0MPPYSlS5fqQtaG1+al/r5Pnz5Ys2aNsgOMWJiyf//+WLfOsQWlNh9KE0oTShNKE0oTShNKE0oTvzzl+TERShM/wvQiKUoTL2AxKAmQAAnYRKBGSRNZSIgVycWuImrpIaTJnj17lM+E2LjzzjvxwQcfSGgHDRqEzz77DE2bNpV23BBio1+/fhg7dqwT+pMnT0ry5aWXXpJEiPhbhFuyZAmuvPJKJe7o0aMlaaPNd/jw4fjrX/8qhRXHww8/jEsvvVTJh9KE0sQuaSJ29di5cyeuvvpq3csJF4KtbdNl1rtkuRCsgxfXNOH0HPnM4UgT764hdoWmNLGLrPt0KU0Cw525kgAJkICaQI2SJkKECPnx+uuvY9SoUVixYoUkQcShlReyGBFyIzU11Uma6IV3123U4kOUYfr06Vi+fLkkVeQyyUJGm44YGTNnzhxlNAqlCaWJv6WJkCWvvvqqdA7cfPPNePPNNylNVAS4e05w3hQpTShNKE2C69ykNAlMe1CaBIY7cyUBEiCBGitN1GJEO4LDXyNNtN1HLV/EyBIhQVatWqWMaNGORNHG15aL0oTSxF/SRC1LTp06JXU9cV5QmsQ5nYaUJsF5U6Q0oTShNAmuc5PSJDDtQWkSGO7MlQRIgARqpDTRkxfqERz+XNNEDVC8hIpDngrkjTQRYYcNG4YtW7YoI2JqgjQ58MtM9O4ZhYiICInN1u9z0OSCCYiOjnU6+w7++k9cfVU5oqIc26p+v+08GrcU4RwvtUcPvI2O7X9BQkKi9PdPP51FfL1xyM8/hYYJC9E0tbn0+YnjR5FZ8ATq1W9neHbn5RxGXOQ/0fKCC0xdATZ/V4AWF05AZGS0FP7gr/PQvWsuYmJqSX9v33EeDVPHIaZWgpLe2dPfI7XBu0hp3ET67PDhoyiq/AcSEls45VleVowTB59Fjx6OelVWVmLj5gq0ucSx5s7vv8zAtb2qpops3lKAFm3SEBkVo6RzPms/6sbOR7PmzmnLAYoKC/HmG4tx5rRDlsjH5Z2vwO13/lmXQX5+HnbvvRgtWt9vyOjAnhm45pqqsm3ZmofUVmmIinad2lJRUY4j+2egV894Jb2Nm4vR6uIJSt/IzzuBqLLZaNu2mRTm3NkzOHr6dqQ07a3EqSgvxdEDM9CzRxXr9RuL0bb9RJdylhTnIOv0TFzRpb70XXFREX7Y1Rgt2z6Gs6e2oV7Djkr/kiM3TN6CJ4ddjtq1PU/PSYyPQa3oSFN9SB2ovKIS2XklpuJVSp0CkM4exykUlkelYBDG9ZcbnRzENdL+vpCcUAtRkd53uJKyCuQWlJo6R0U9pCMiNE/t6mgHUyB9CKRcV71vYh9y83+UkGZfDeevO+INkjzf2/3fYkyRBEigphGoMdNztNNitCM8tCM61A3pbgqNWrZoF20V34lpN+qFXs1KE/WaKvL6JqJMNUGa5GSsxBsL70BkpOPlcuQ/VqO48k8u0iQn430seqkfatVyiIjR4z5EQVk/5aU26+y3mJN+MRo3bix9//y8L7D3QA8UFmVi1JAsdOlyhfS5YPniogaom9zW8PwU0mTwA0fRs6f+eh7aiEOG/QfR8Xcp0uT82Y/x6vzrEB/vEABpk9cgM+9GJ2mSnfkTxo2oQIcOHaQwa7/dhGUrW+tKk+iKTzBv7u1SuIqKCvxtyIdIanC39Hdu5rt48zXH/4vj8eHvIzL2DidpkpN9AMMGnUG3bt0M6yxGmixevBhz5vwLp0+flsI98MADeO21Rbpxzp49i6fG/4J6Da8zTDPn3DtYuvge5fvho1ajPLK/oTQpLXgfry24Swn/yJCViE++10ma3HrTL7jzjj5SmF9++QXPzi1Dcv3LlThCmlSWfoiXX7hT+ezhwSuR1OA+l3IKaZLacD2mTOjnYJmbg6FPbUVywz8aShMx0iTtH11NSRMrL/HKC5MhXccXBcVlEAvBxteORlxth1AMx0O8iNauFeWTpKopvEpKK1BSVo6EuCphWlPq5k09MnJK0CDJcZ+w66iOc1v0aSFZfJWvdtXdbLpZeSVIio/xSS6ZzcOucIUl5ZJ9i6vt+CEklA4x0uR8QSnqJdh7DtjF5Hx+CerExiA6KjDGysq5bRcTpksCJBB6BGqMNBEjPv7973+7tMBzzz0nLbLqqzQxalI9YSLCmlnTxEiYiPg1QZrkZv4HK5YOUKTJ40+uRGH5H12kSW7maixbcrsiTYY9tQp5JZye46/pOXLf5ZomG1C3QV+30mTCGHPSpDou8VwI1kGZ03M4PUc+37gQbHVceTznwek5nhnZEYLTc+ygyjRJgARIwDsCNUKaGK0bohYYYrcb9e45akyeFmvVIjUSJiKcdpqQu7VU1CNM5DwoTShN/C1N1PKEu+e4Ts/hmibe3TSqKzSlCaUJpUl1nW3m8qE0McfJ36EoTfxNlOmRAAmQgPcEaoQ00e5AI2NQCwwhTPwhTYSg6dGjB44cOeJEWx7RIj4UEubaa69FQUEB+vTp4zR9R29EjDoMpQmliV3SxNPlgVsOB8e8Z440cfRUShNKE0oTT1ft6v2e0qR6ecu5UZoEhjtzJQESIAE1gRohTWpSk1KaUJpQmhQguX4n5bQWa5pElK/BklcGKJ/d++DbSKxftbaK/IVY06R5yiakT7vN8eKdk4NBQzk9JxSvkZQmlCaUJsF15lKaBKY9KE0Cw525kgAJkAClSRD3AUoTShNKE0oTsRBsndjwXgiW0oTShNIkuB5WKE0C0x6UJoHhzlxJgARIgNIkiPsApQmlCaUJpQmlCafniNtUsdg9p7Rc2m0lnA8uBBscrU9pEph2oDQJDHfm6p5AQWERhqW9iF5XXYZBA28JClxLVnyKTd/vxoL0Edi6cy9mLViBZfPT0KhBclCUr6YW4pvNO02z/nnfITw6ejZy8gow7JE7sW3nL7b0IXVfiI+L9Qt6Ts/xC0b/JUJpQmlCaUJpQmlCaUJpUnVfpTTx3zOGlZQoTazQ8z0upYnv7BjTOwLevGhSmjizFeJASCT5SEqIx+I5Y9ChXSsIrnMXvucU4fabeyF9/GCnz/TCCQF0fc8u3jWkl6HTZi6SYmjLYzYZs9JE22fs7EPe9GWz9aQ0MUuqmsL9fcRaJCY2rqbc/JPNgd/3o27DPyIyMkpKsPD8Six/YyAiIiKkv4ePehe5xbe4bDlckP0+li6+CzExjl9RRz79HrILxdbEcdLfuZlrMX9OF6SkpEh/P//ip/hhz5UoKsrAhKdK0LlzZ+nzH374Ac+9GIek5AsNK5SXcxgjh2SgR4/upir96OMrUBF9ByIjo6Xw+Vkf4fWFtyAuzlG2cRPfx8mM6xFTK0FJLydrN6aOi8Wll14qfbZ+wya8/EZTJCS2cMqzvKwY8TGf4qUXHGt0VFRU4IFH3kV83bulv4tz38Oy1+9X4jw29B2URd6GyKiqX5tzzh/AmGG56Nq1q6n6mAl09uxZDBu9A4n1bjQMXpj9Dt5a+qDy/RMj3kVB2Z8QFe26iGpFRTkiSj/AklcHKuEfGrQcMXUGKH0jP+8E7r3tIO64/TopzK+//oqJz2YjKbnqBiHWNImJ+AgL59+npHP/X5chrm7V3/IXYk2TVs02Ytqk2x19KDcXg4d9g4Tkfsg6uw4tWtRDTIyzca5f9wRGj+ijbH1thpWdYeSFYONrRyGutuOcCoZDPp+rqyycnsORJnJfq4nSJCbKcX8MpUOWJtFRkaFUbKmsBcXlQGUl4mMd9/RQOihNQqm1QrusdrxoVieRQJVf5Lv4rTWKJBF1FiMqPvxiI9KefECSJvIIGDHqQZYFIpyQIuIzPfGgTsNOjtUlTc5mZOPB4ekYO2yg7SLIjr5AaWJnL/QhbbGDSagdi9/Yid+O9VGkSfNG6zBlwo3Ki/Err23A1v91dpEmzRpuwOS0PoiKcrwYvvb6Rmze0UmRJklx2zBtYickJDjExGef/4i3P2iKiopMzJ6ahGbNmkmfHzt2DOOm5iG2TltDdEKaPDclBq1aXWAK779e+AZ7fu+hSJPGyZswdWIvRfAsXb4Faze1c5ImlaW/IH1KCho3dkiv/b8dxKT0Sl1p0vWynXji79dI4SorK/HMs1/j2Nk+0t8XNFmHSeNvUsr5/LxvsfvXq5ykSX7eQcyeGocWLZyFjKnKGQTKz8/H5Bk/4nzBVYbJtEj5FlMm/EH5fsEr67HjpysMpUn7Nt/hH09dr4R/dtZ/ceD4tU7SZOyTJeh8+UVSGCFuJs44gXI4xJM4hDS5vP02jHjCwUccz6R/haOnHaJFfQhpcssNB3DfgG7Sx8XFxZj67FacPX81kuM3Y/jfWyniS44XGxuLpKQkK+j8GldIE9F3li0YjeQkh6Qze+TkFqK0rAwN6iWajWIqXElpGS7tfB0GPjzcVHh/BKI0oTSR+1FNkyb/fnky8rMO+eM0QWlZOU6dyUaL1AZ+Sc9dIqXlFSgoKMJDQyajU2fHNTZUDkqTwLVUdl4JEuJiEB2ColBL7cTPu3Bsz+5qh5na7lI07+Q62kB+MUxIiMPXG36QyiWPTJBfUPvd0B3vrP5a+k6MfEhpmCy9uB494XjfkMOrp02Iz1ukpihTW9QjILp3aS/FEYd6eo67spgBJpdXLteoIQOkaT/az7UjL8QL/4dfbFKykMunnp4jvhR1llmIqSFyOHnqhrb+ajbuym9GBOi9wGtHWVgVFyJ+XkEh8vIKpalJ6pEuovzq+qm/046Q0XIxqrt2VIy6v8h1E+UQh2jL2/r2dOp3ogwLnh2Bl95crUzPEWUcNfUl3HJjD7y2/GMprnZEjl5flNvQqC9weo6ZM5BhqoXA8/PWY/f+qxRp0qrpRkwYe53yYrzo9e+waUdHF2lyQZPNSBvTW5Emry/dgvXfX6pIk3oJP2DK+A6KNPniq91YvioFlZVZmDUl0VmaPJOP2Pg2hvX1Vpq8sGADdu3rqkiTZg23YOK4Hoo0eeud7fhyXVsnaVwVk1YAACAASURBVBJRvg8zJjUyJU16dNmNIY9eLZVXSJNnZ6/DoRO9pL/bttiE8U9XCYH5L2/Ezj1XVIs0mfbcT8jIucKQY+vUDZgw9gbl+1cXbcbWHzsZSpNOF2/DyOEOOSSO2XO+xb7DPZ2kybgRpbi8k2OUkJAmk9NPobTiEiWOkCZXCsk0xMFHHM/OXouDx6vSlT8X0uS2vkdw912OhwshTWbM2oGTGd2QUm87Jo3t7CJNquUk8SITIU2mTpmCrF9XYNEE74Zkbvs5C+IFs1/PJl7kCKz9/gxuuMoxokvvyMguxrs/XIwnxsw1DHP06FGpL7ds2dKrvI0CU5pQmsh9o6ZIk+zcYqx4ZwVO/fIpEsv2YPSD7SyfK1k5JVj+2VEMv9f4RwNvMvn+5wxc1cFYwIhrTEaDoejX3zEyUu84deoUCgoK0KaN8T3ZmzL5IyyliT8o+pZGTZImuStfR84Kx1SG6jwS73oQSQ8MdclSfoGURYJ6tIIILERBauMGymgG7Yu6/CKdnjZY+uVf7+VefLby428VgSJeTNu2aoaBd9zgIk3EFBS9snhaU0QWD/fcep0kSkQ5P/5yM27t29MpD73yqstmtKaJloX4Wy18tPmbESFyY5iZmmI06kH9+YrVa6UpPL5OxxHt8s2mnU5TguTRLfkFRU4jPESZ09IXKWG9FTba+GoGdeJjJbZNUupL030Ey6HjX8DU0X9VhJ080sSoP17fq4sSVz0yxagvij6j/Y4jTarzCsW8TBOgNHGgojRx7jJieg6lienTSAkopIn4VU4cFdvu8ioBX6VJZLf30btTXaxfoj81S0iT5z+tj+v6VU3N0hasb9++0kdCnPjjoDShNJH7UU2RJmcz85DSIBHDB92C+Us+9fr81juv/ClNYrq/j/IK99cdcY359uR16HKlQ/rrHf6+FvjjekJp4g+KvqVRk6RJ0ftLUfRO9UuT2LseQux9j7k0gPbFUP2y37Fda5epEPIv+XOnPiGttSEO9Quz0TQS9WKv4gV52covMXvSEIyZvlAZJaCNK/KaOudNvDxzpMeFWI3Eg7vyThz5oMtCtJ6kiXpaiCx/xAu3Nn9vpYngIU+z0TtLjF7gZZZyXHejNzydfVrxoU5buyiu1VEuennJi+6eOZctjRbR9jEh2uTRJu6kiTquXM4H7+krjQzSLjxs1BcFK0oTTz2G3weEAKWJAzuliXP3ozTx7XQMlDTpdFECfnzbIT60h5Am879shJvvcF60TB2uVy/HSCBKE9/aXS8Wd89xUKlp0mTk4D/hhUWfBJ00EfJUHO5krZAm32XejG7dXUf6yX3Y39cCf5xRlCb+oOhbGpQmvnFTxzIrTdQvmUbSRCsyxMvl74eOS7/sG0kTeZqFXCbxAutvaaInHvTEi1xeWZqIF2p5oVQr0kSdv7fSxNMuPWZGmminkOite+KuJ3mSJlq+amnk7UgTdVxRJrV0EtJE3h1HXV71FB0r0sRdXzTqC5yeY/0axBT8RIDSxAGS0sS5Q1Ga+HaCCWky5h//wO87VmD1v4x/zdVLfcdex/Scm3t4Nz1n92/ncdmFdQ0LnHm+GO/vaodhY583DPPGG29IwuSRRx7xreKaWBxpwpEmcpeoKdLkfF4JXnnlZRSc3ITjv2/DS2O9m36nd2Jl55bg7S+OYejd1qfCZOaU4HxuKVo3q2N4DotrTE7jYW6n57z33nsQU3SefPJJv1wL/JEIpYk/KPqWBqWJb9x8kSZ2jTRRv4zK5dKOVgjXkSZmBIuZNU30eomZqT9yPE/SRC127B5pYjTCSMtKb3qOp5EmZvqiYMKRJtavO0zBBgLPzf4cO/depKxpcmHLnzFt8i3KuhUvvfoN1n2X6rLuRZsWezBt0s3KmiavLvoWX29soqx90rDur5g5raeypsmnn+/E4uURiKjMxbzZbZzWNBkx9iBqxRovipqfdwzzZrUwvRDsrDlf4oef2ihrmrRsshczpt5UtRDsvzfh4/8mIyam6uEysvIw5s68xGlNk6cnnER8QqoT9fLyYlxz1QkMH+pYIFW8aE6e9il+O9JB+vuSNnswZULVnvf/ev4rbNvVCpGRVbvnFOYfw/x/XuD3hWDHT9mEs1kXG/aSi1r+hGlT+ivfz1uwFhu3N0NUlP7uOVd0/B1jR1eNXpg+81P8vL+90jcKC05j6th66NzZkadY0+TpCT+hpLy1kkdFRSl6XHEETw2vmjoyedoa7D/c0aWcpSW5+POtBRg4wLFLkljTZOLUb3HsTDs0abgP6VOvDYk1TQ4eOooVr/4DSQmuXN2dwmIBsNKyCtRLNn7p8eUSUFZajg5X3Ig77jUeaeJLuu7iUJpQmsj9o6ZIE9GnS8oqsOqNdJw/95tfTpmysnKcychBauN6fknPXSLi2lJUVIwHHpuCSy693Pb8/JkBpYk/aXqXFqWJd7z0QpsdaaJ+UdSuYyHSlV9S5fUmtGuE6L2ka9eKEGkseusT3H/XjX6bnqO3psiK1V/j0b/8yWl9DHdrsIj6yVv+iukuegvBGk3P0b7My4ujml1fRDCyunuOkB5/6NPVaVcZb0aAuJMmcl+Q14zRrknirWDQ9hOR9w+790vr3mjXNBHtItrtp18O4IbeVzhNGfNGmshr7qjXsJH74uD7/wSxJoy8hou2L3CkifVrEFPwE4GsrCyIf/JRt25dNGhQtZDc+fPnkZGR4ZKb2LGkYcOGyuc5OTk4d+6c8rfY3rdp06bK34WFhTh58qT0wt2qVSvlxVtIh0OHDknyoaikQvqvdqtW8ZlYlM7stqnaOiUmJqJRo0ZKWfLy8qDd6UjsAiQWwZTzEFsJHzx4UDdPwUdwUl4Kzp2DqL84kpOTUb9+feW77OxsZGZmuvBr3bq16fqYbWrBNyc3H2JaQEKc69aMZttWzq9evXoQ/+RD1EPURz5Eu4i2lHdQEn+LBUXLysqciix4CC7yIfqT6Fd6h9i9qE6dKmlw+vRpiJ2B4uPj0aSJdyMwzHLzZzh5y+E6sdFBteWwP+toJi1KE0oT5fp4vhgN63onEM30seoOI0uTpDoxqBUdetv2ylsOR0WG3nbJlCbV3dur8qtJ0qRk/RcoWbum2mHWuvZm1Lqh6gcruQDu1sAwGgHhbjca9a4nRrvniLzFVAu9hWDV2+p6s6aJSFO7e42Z3XPU5RW7sXTrcom0e4y30kTkr95FRkw/ys0vlBYvldd+8dTo2l1o1DvUaNtJpKXdFUYbXy+MuzK4kyZCGhjtniPSVPcJs7vnqHeqEXWRpYlY9Fe7e47MQt65yZfpOeopWGLBXPmQ+4m7vkBp4qn38vuwJFBYXI6KykqIF04evhEoKa1AUWk5kuKrRrb4lhJj+UKA0sRBjdKE0oTSxJcriH1xKE3sY+su5YqKSmTnl6J+Yq3AFMBirjVJmlhE4ffo3o4Q8HsBamiC3gqfGoqB1dIQiKj016p9REsCQUCA0sR6I1CaWGdoJQVKE0oTuf9wIVgHiZo2PYcjTaxcIX2Ly5EmvnHzRyxKE39Q1E8jVKSJelSCtibqES32kfKcsrqM6lEiwVB27SgcbW3k0Raea+k5RHXm5bk0wRWC0iS42oOlsUiA0sQiwP+//RyliXWGVlKgNKE0oTRxPoMoTaxcUfwXlyNN/MfSm5Q40sQbWgxLAiRAAvYQoDSxhytTDRABShPr4ClNrDO0kgKlCaUJpQmliZVriF1xKU3sIus+XUqTwHBnriRAAiSgJkBpwv5QowhQmlhvTkoT6wytpEBpQmlCaUJpYuUaYldcShO7yFKaBIYscyUBEiAB8wQoTcyzYsgQIEBpYr2RKE2sM7SSAqUJpQmlCaWJlWuIXXEpTewiS2kSGLLMlQRIgATME6A0Mc+KIUOAAKWJ9UaiNLHO0EoKlCaUJpQmlCZWriF2xaU0sYsspUlgyDJXEiABEjBPgNLEPCuGDAEClCbWG4nSxDpDKylQmlCaUJpQmli5htgVl9LELrKUJoEhy1xJgARIwDwBShPzrBgyBAhQmlhvJEoT6wytpEBpQmlCaUJpYuUaYldcShO7yFKaBIYscyUBEiAB8wQoTcyzYsgQIEBpYr2RKE2sM7SSAqUJpQmlCaWJlWuIXXEpTewiS2kSGLLMlQRIgATME6A0Mc+KIUOAAKWJ9UaiNLHO0EoKlCaUJpQmlCZWriF2xaU0sYsspUlgyDJXEiABEjBPgNLEPCuGDAEClCbWG4nSxDpDKylQmlCaUJpQmli5htgVl9LELrKUJoEhy1xJgARIwDwBShPzrBgyBAhQmlhvJEoT6wytpEBpQmlCaUJpYuUaYldcShO7yFKaBIYscyUBEiAB8wQoTcyzYsgQIEBpYr2RKE2sM7SSAqUJpQmlCaWJlWuIXXEpTewiS2kSGLLMlQRIgATME6A0Mc+KIUOAAKWJ9UaiNLHO0EoKlCaUJpQmlCZWriF2xaU0sYsspUlgyDJXEiABEjBPgNLEPCuGDAEClCbWG4nSxDpDKylQmlCaUJpQmli5htgVl9LELrKUJoEhy1xJgARIwDwBShPzrBgyBAhQmlhvJEoT6wytpEBpQmlCaUJpYuUaYldcShO7yFKaBIYscyUBEiAB8wQoTcyzYsgQIEBpYr2RKE2sM7SSAqUJpQmlCaWJlWuIXXEpTewiS2kSGLLM1SyBgsIiDEt7EVt37kX3Lu2xIH0E4uNizUa3Pdw3m3dK5UtKiMfiOWPQoV0r2/NkBuFHgNIk/Nq8RteY0sR681KaWGdoJQVKE0oTShNKEyvXELviUprYRZbSJDBkfcv1532H8Ojo2cjJK3BJoKa+tAdKmsgyRK+lRg0ZgEEDb5G+siJN0mYuwodfbDIlg+SwLVJTsGx+Gho1SJbyV/cJdbl862GMFawEKE2CtWVYLp8IUJr4hM0pEqWJdYZWUqA0oTShNKE0sXINsSsupYldZClNAkPWt1z5guwbN19iqaWJGN1yfc8uiiAR6cmCgtLEF7qM4y0BShNviTF8UBOgNLHePJQm1hlaSYHShNKE0oTSxMo1xK64lCZ2kaU0CQxZ33I1I03kEQkiB/llXz1aQx6p8NO+g8q0kvvuuBGvLf9YKZQcT3ywZMWnmLvwPYh4Y4cNRFr6IimcPBXlbEY2HhyejqMnzijxb7+5F9LHD1b+1hu1oR4xoZeGXH4xJUeenqNNVy6bnJF2tI1aaKSnDcasBSuUcnoalaEnTTxxVE/P0RsVpM5T3U5y+bWjSNS9xJuRJmqecp7qsnvL0bfeylj+JEBp4k+aTCvgBChNrDcBpYl1hlZSoDShNKE0oTSxcg2xKy6liV1kKU0CQ9a3XM1IE5Gy9gX7oy83K+JDntqhlgLyS7TeqAmtmBDpy3LiTEaWJDTktUbEd1rBoZYuct7ipX7sjIWYNXEIzpzLVqYcqWWNqMMf+nSV0taTJtqpLQePnHJJR11HPVnkbg0SPWmix1Ytn+T0tBxbt2xiqg7u1mqxQ5qoRYp2NE1Nne7l25kX+FiUJoFvA5bAjwQoTazDpDSxztBKCpQmlCaUJpQmVq4hdsWlNLGLLKVJYMj6lqu7NU3Ui6SqX4bvv+smrN+ySxphoZYSeoJEb4SCnvQQpVfnoR5BoQ3//Gsr3a7b4Wl6i94ICTUHrWhRrxEiFo/VLtJqFFfbIp5Gmsi8tXkYCRK9evqypom7niO3g9mRJnKZjEb9eBqN41svZixfCFCa+EKNcYKWAKWJ9aahNLHO0EoKlCaUJpQmlCZWriF2xaU0sYsspUlgyPqWq9mRJiJ1rWDRvgDrvcTrCQojaWI0pUaumfwiLo9yUddYPYrBSAS5m1ZiJFq0ZdUbBWJFmrhb50SuU0rDZGW6kpq5Xr6+SBMzC8GalSZ6o4jU7URp4tt5akcsShM7qDLNgBGgNLGOntLEOkMrKVCaUJpQmlCaWLmG2BWX0sQuspQmgSHrW67BKk08vVy7m+Ijtuh1J04G3nGDy9SW6pYmRsJHfK4tSyhKE3drqfjWUxnL3wQoTfxNlOkFlACliXX8lCbWGVpJgdKE0oTShNLEyjXErriUJnaRpTQJDFnfcjUrTap7eo52YVF3tfM00kM72mXiyAddpEmgpufo1cvs+iX+mp7jz5EmnqZG+dZLGcsOApQmdlBlmgEjQGliHT2liXWGVlKgNKE0oTShNLFyDbErLqWJXWQpTQJD1rdczUoT7bSPFavXGi4Eq54qozcVx2h6jqiB0WKp4vNlK7/E7ElDMGb6Qjx4T19py151HPX0nd8PHVd221FPLRHrlfhjIVij6UDq9VC0LWJUN6Nw6jzMihR3bLX5eLMQrFo8uVukVy+cWIxW/lzdbr71WMbyFwFKE3+RZDpBQYDSxHozUJpYZ2glBUoTShNKE0oTK9cQu+JSmthFltIkMGR9y9XdQrDyS/tb738lLbyqfol3t1WutiTakQyeXuyN1jYRo0/Uo0TU+agXrfU0dcfKVrl6Iyk8jXSRy2lFmog0PG05LMKo6yb+9teWwyItd2vOeNpyWMTn7jm+naN2xaI0sYss0w0IAUoT69gpTawztJICpQmlCaUJpYmVa4hdcSlN7CJLaRIYsoHPlVMzAt8GLAEJmCVAaWKWFMMZEsjNzUV2drbyfVJSEurWrav8nZ+fj8zMTJf4iYmJSE5OVj4vKChARkaG8ndcXBwaNmyo/F1SUoLTp08jMjISzZo1c0rv2LFjqKysRFFJOSoqgfjaUS75tWjRwnQrauukLWthYSHOnTvnlF50dDSaNm3q9NnRo0d186xfvz7q1KmjfHf+/Hnk5ORIfwt2gqF85OXlISsryymdiIgING/e3FR9RNuI+ugdjRs3Rq1atZSvRJ1ycvNRXFqBhLholyjashm1rRxRtK9gJx+ijqKu6kO0pWhT+Th16hRKS0udwtSrVw8JCQlu05G/TElJQe3atZWwou+JcgregnuwH5QmjhbKyS9FbO0o1Iqu6hvB3nb+Lp84D0tKy5EYH+PvpEMqvXPni9GwbtU5HVKFVxVW9OmSsgok1YkJyX5NaRKYnldRUYns/FLUT6y6VwemJL7lmp1XgoS4GERHRfiWQA2ORWlSgxuXVatxBChNalyTVn+FnvvnF/jh51aIiHC83FzUah9mTOmvFOTlhd9i7aZGiIpyvuFf2PJXTJ/ST3lhXrhoHb7a0ABRUY6H40bJBzBrRm9FLnz2+Y9Y+O9SRCAPL/2rHVJTU6Vwx48fx/Cn9yMm1lmkqEkU5J3Agn+1xgUXtDQFaPbcL7Htfy0RGemQL61S9+PZZ/pCiBFxLF22GR99UQfRMfFKelE4guef6wghIsSx/7eDGJV2DPF1mjjlWVFWgmt7nsXwx6+TPheyZ/K0T/HroYulvy9tux9TJt6ixPnX819h64/NERlZJTGKCo7jpTkXehQn5eXlmPjMFzhw9CKXepeU5OCRgcCt/a+UvhNiYfzkjTid2caQ0SWt9uEZVdvOe2kt1m9t7NK2IoGKinJ07XQEY0f3VdKbnv4pftpfVZaigjN4Ji0FnS93fCakzajxu1BcViW4KspLcXXXkxj15I1KOpOnr8G+A+1cyllakocBt5fivgFXSd8VFxcjbco3OHa6LVJTDmDmM30QGxtrqg8EKlC4SpP3/v0ezh47q2AvLatEVFQESkuLUVBYgHp167ltkpLSEnS7pht639A7UE3n93wpTRxIKU383rV8StAuabJ141Zs/u9mJ4GvLWBRURGKiouQXLfqhxY5TGlZKTp164Qb+t1gWK+C4nJxs0V8rOuPAT7BqMZIlCbVCLuas6I0qWbgzI4ELBCgNLEAj1EdBJ6ftx67919VJRiabsSEsddBjIYQx6LXv8OmHR0RHe38snpBk81IG9MbUVEOMfH60i1Y//2liI6Ok/6ul/ADpozvoIww+OKr3Vi+KgWVlVmYNSVRGW0iRpmMeyYfsfHGL/t5OYfx3JQYtGp1galme2HBBuza11URFc0absHEcT0QE+P4xfetd7bjy3VtEVOravRDRPk+zJjUyEmaTEqvREKi8wiX8rJi9OiyG0MevVpKS0iTZ2evw6ETvaS/27bYhPFPO4SKOOa/vBE791yByKiqX5vz8w5i9tQ4eBo9I6TJjFmbcPS0Iy/1UVyUhb/ceQr9/thJ+lhIk2nP/YSMnCsMGbVO3YAJY6seTF9dtBlbf+yEqGjXX4GFNOl08TaMHH6Nkt7sOd9i3+GeSt/IzzuBcSNKcXmnC6UwZ8+exeT0UyituESJI6TJlZftxBNDHHzE8ezstTh4vCpd+fOS4hzc1vcI7r7LsdiZkCYzZu3AyYxuSKm3HZPGdoYYwRTMRzhIEzGqTIwGks990R6TH5uMYRcOcxp1JD4/cO4Afjz6I+7qcpfbZjt5/iS+q/MdHhv3mGE4MeJKPfIpmPuB1H850kRqIkqT4Oip/pQmQoKI81/cU1+f+zq6ZHRBi3rGo0H3ntyLAxkH8KeOf3KBcS7vHD4r/QxPTHnCULxQmgSuD3GkSeDYM2cSIAH/EaA08R/LsE2J0sTR9JQmzqcApYlvl4RwkCZCqIqpbJ999pkC6e3n38bMq2Yq0qT//P74ZM8n+PWZX7H98HYMWjYIhaWFqHylUhfs8ezjWJa9DP0G9tP9XgjEK6+8UpKUoXJQmjhaitIkOHqsP6WJuAYIabJjxw58uepL3BN7D1o1aIWIxyOw+C+LMeiaQU6V3n18N347+xvu7HynCwwRRz6Mzm9Kk8D1IUqTwLFnziRAAv4jQGniP5ZhmxKlCaUJR5r47/QPF2kiXpj+85//KOC+fudrvHDNC4o0aZvWFgeyDijS5C+v/0UK606avHT0JXTv291Qmvz5z3+mNPFfV622lChNqg2124z8LU1EZqtXr8a2tdvwaMqjijR5pMcjWPLwEkqT/yPA6TnB0f9ZChIggfAmQGkS3u3vl9pTmlCaUJr45VSSEgkHaXLttddi3LhxuOWWqrV7pg+djgkdJyjSJLsgG/ctvg/z75svjTSJi4nDjsM7MP326bqwxUiTzyM/x6Axzr9Qy4HFL9A33XQTvv76a/81ls0pcaSJAzClic0dzWTy/pQmd911F3r27Imnn34aS19cij55fSRpcu3ca/Hl8C8RG+M8ndfdSJO+8/oion4ErrjmCsycOVO3NhxpYrKRbQjGkSY2QGWSJEAC1U6A0qTakbvPUL0LTZAVzbA4ry7ahl+PXKOsadIiZR0mp92orFvx6qKN2PLj5S5rmjRvtAGTxvdR1jVY9PombNpxmbKmSd347XhmwmXKmiZiIdi3P2haLWuazHnxW/z8W3dlTZPG9TZh6oReypom/35rK77eeLHTmiYo24dnJ5tb06Rbpx8xdIhjwUrxMjdt5locPX2t9Her1PWYOLZq0dMX5q/Drn3dfF7T5Jn09ThxznVxTLGmyb23H0f/Wxzrf4g1Taam70JWXlfDtm7Z+FtMTvuD8v1Lr27A9t1dDNc06dB2C0aPrFqfZebsr/HbsWuc1jQZ+2SJshCsWNNk0oyTKEN7JQ+xpknnS7fjyaEOPuKYNvMrHDlVla78uVjTpP9NBzHgbkcdxJomU9O/x9nsHqiXsAWjhl2ou6ZJfHy820UIq/NcDAdposfz+WeeB1QbK5WXVyIyMgL5hXnIzMlEyybuF3EWi0Re1P0i3P3Q3dXZXLbmRWniwEtpYms3M524P6WJOtPV76zGz+t+Rnxc1cLq2kKdzzuPvMI8NGvkuuB7cUkxmndsjgf+/oBhXShNTDez3wNSmvgdKRMkARIIAAFKkwBAd5flkOFfoU5C1Ta7QVY83eIcOnQQyQ1vUaRJYc4qLH/9PuXF+MnRK5FT9EcXaVJw/gMsXXSnIiKeGrMKWflihxrHQp25mWuxYO4VaNSokfT3i/M/x/afuqCoKAOTRpehUyfHAqb/+9//8OzcWkhKdiwmqneIhWBHD81Gt27GQkAdb/DQFSiPukORJvnZH+ONhbcoO6+Mn/QBTpy7zkma5GTtxrS0eFxyiWMR042btmDBkhTdhWDr1PocC553vNxVVFTgoUHvIjbJ8XdJ3kr8e4ljKoI4hgx9F6WRtzpJk5zzBzB+RAG6dHEID6NDbN378KOrEZ98h0sQIU06t9+G0SMdC+uJ7Z6HPrUNifWqhI02UtH597D8zfuVj4eNWIn8sn6G0iSybDUWv3KfEv7hR99GdPzdTtJk4B1HcNutjkVdf/vtN4yflom69arqJaRJ7cg1eGXeACWdB/72FmKTqv6WvxDSpE3zTZg68TbpI7Fd86NPrEVCcj9knf0GzVITEa35BbOivBydOxbjrw9VLTTrFqrNX4arNBFbiovFIeUjt6AUtWt5t+Ww2FZavbiszU1le/KUJg7ElCa2dzVTGdglTcR6Q0LaWzmE+JZ3t9NLh9LECl1rccNNmvz44484evSoaWjNmjXDFVcYL8BvOiEGJAESsJUApYmteL1P/L6//YaEJHM7vHifuj0xTh3fhJSmPRRpkpv5H6xYOkAZZv/4kytRWO4qTXIzV2PZktuVX/iHPbUKeSVV0iT73DosmNMRTZo4tuydPecT7P61KwqLMjFueD66dnUIkG3btmH2gkTUTW5rWEEhTYYNOo3evc29GD88+B1Exd6uSJOcc5/gzUV9IR7MxDF67Ac4l+MsTbIzf8bUsdHo2LGjFOarr9djyVvNdaVJrYjPsXBBlTQZ+PBKJNZ37A6Sl70K7ywdqNTlkSHvAjEaaZJ9QJJA3bvrr98gRxYvog88sgZJDW51YSOkSYc232PcWMf20GfOnMHQUbuQ3KCPIcfcjJV4d7lK6DyxEiUwliblRR9i6aJ7lfTuf/htxNZ1liZ/vuV33P1nx448e/fuxaT0AiTXdwgxcQhpElG+BkteqZIk9z74NhLr3+NSTiFNmqdsQvo0fqTndwAAIABJREFUhzTJycnBoKEbULdBX5w9tQ31GopdnJx3zxHpd+mwE8MfN9c37DmLqlINV2mi5ZqTX4rY2t5JE7vbprrTpzRxEKc0qe6ep5+fXdKkOmpHaVIdlPXzCDdpMvaJO3BPjxzlxyFP5N/dHI/nFnzosnOcp3j8ngRIoHoJUJpUL2+PuVGaUJpQmlCaFBaXo05sNOJqO7bjDseD0oRbDsv9ntIkOK4AlCaBaQcuBBsY7r7mOn3MfUi7u0SaXmrmmP5uJCbOepfSxAwshiGBABKgNAkgfL2sKU0oTShNKE0oTQBKE0oTSpPgekChNAlMe1CaBIa7r7kGQpp8s3knhqW9iFFDBmDQwKoF1s9mZOPB4ek4euKMUp2khHgsnjMGHdq18rWKjEcCYUmA0iTImp3ShNKE0oTShNKE0kTcmjg9x3GD5kiT4HhQoTQJTDtQmgSGu6+5BkKapM1cJBX31JlMLEgfgfg4x+5TsjQZO2wgru/pWCtOFiwinPyZr3VlPBIIJwI1Tpp8/PHHuO222/DRRx/h1lur1nGYNWuWtMWl+pDD7NixA2ILzIKCAuXrhx56CEuXLtXtC9rw2rzU3/fp0wdr1qxRdoBRJ/jwww9j1apVWL9+Pa688krpK0oTShNKE0oTShNKE0qTqrslpUlwPJZSmgSmHShNAsPd11yrW5oIMTJ2xkI8/fi9mPKvNzF19F+VUSR60kQWJ7MWrMCy+Wlo1CDZ16oyHgmEFYEaJU3EThn9+/dHVlYWOnfu7CQ9hDTZs2eP8pkQG3feeSc++OADqcEHDRqEzz77DE2bNpV23BDp9OvXD2PHjnXqECdPnpTky0svvSSJEPG3CLdkyRJJfMhxR48eLUkbbb5yYkLuzJkzB2KLYTkupQkXghV9gNKE0oTShNKE0oTSJNieRilNAtMilCaB4e5rrtUtTcTIka/WbUf6+MEQI07atmqmTNExkiZGn/taZ8YjgXAgUKOkiRAhQn68/vrrGDVqFFasWCFJEHFo5YVabqSmpjpJE73w7jqDGDFy6aWXSoJFlGH69OlYvny5JFXkMslCRqQjRMvAgQMxd+5cPPLII5QmtWpJeLl7DnfP4e45AHfPcVxtuaYJp+fI912ONAmOx1FKk8C0A6VJYLj7mmt1SxMhSv7Qp6s01UYIFPUIEiM5UlBYJK2B8uA9fTlFx9eGZrywI1CjpIlajKhFhp4E8XWkibaHaEeWiBEkYsqNPLVHOxJFxBdlu/vuu6Utc9WjVMR3nJ7D6TkcacKRJhxpQmnCkSYcaRJsT6SUJoFpEUqTwHD3NdfqlCY/7zuEqXPexMszR0rTbLSShCNNfG1FxiMBVwI1RproyQsx/UVeT8Sfa5qoMQoBIg5ZkniSJuqRKLm5uTVSmvy+Nx1Xd4eyR/32Hflo2moioqMdC1PJx8F9/0S3K4sRFeXYVnXHD3locoEIFyf9ffTAW7jkop+RkJAo/b1nTwYSGqQhP/8UkmNfRtPUZtLnJ48fw/mSJ1GvfjvDczwv5zBqVT6HFi1bmroObP2+GC0vmojIyGgp/IF9L6Jr5/OIqRUj/b3zx1w0apaGmFoJSnpnT29FSvIKpKQ0lj47cuQYSiPHISGxhVOe5WXFOH5gBrp1i5c+r6ysxJbvI9HmEseaO7/tnYZePRz5iGPrtiK0bDsRkVFVn53P2o+E6BeQ2ry52/qUl5fj+x3xaNNulEu44qIs5J5LR4cO9aXv8vPzsHd/e7Ro/YBhmr/vmY6eVzuYiGPb9gI0az0RUdG1XeJUVJTj8P7p6HFV1XffbSlF60smKX0jP+8EUDwTbdqkSvHPnT2Lk+fuRErqNUp6FeWlOHpgOq7q6ugX4ti0pQwXtp/kkmdJcQ4yTj6Lzpc75ugWFxXjx5+botWFQ3D21DbUa9hR6V9yZJH+JRduxyN/6+6WpfgyqU4MakVHegynDVBeUYms3BKv4zECCZAAUAnA3OadvtOql1gLUSa3CFXnUlJagZyCUt8zDqGY1dEOIYSjWosayuwDXfaGdV2fT+xsvOqUJktWfIq5C99zqc7tN/eSputwTRM7W5pphxuBGiNNtNNitCM8jNYWEQ2uN4VG7ghq2aJdHFZ8J6bdqBd6dSdN2rVrhwceeACTJk2S1j/RG4VSM0aarMKyJX9W9pwf9tT7KKro5yJNcjM/wBsL+6PW/03PGfH0B8gvvVl5qc0+9y1emNUeTZo0kZrjX89/hp9/uwqFRZn4x9AcZfHc7du3Y84ryaib3Nbw/BXS5PG/nkCvXj1NneOP/H0louPuUKRJzrk1WPzK/2PvTOCjKPL+/c3kvhPuEG4UFJBTDl8V2HU9QETxQrzQBRcF5dZE7lvARZBDUAQFQVRccQFF1wVBQEFAUATlEOQ+Qu57JjP5/6tnpzOTAzqp6fTM5Fvvx8++M131q+6nqivTD9VVdyAszC46XhmzHsmZf3GRJmkphzB+tB9atmyp5Nn87Q68t6ZBqdIkEJvw1pt9lHw2mw1PDfgMkdUeUj5npq7F6uWPquf53OBP4RfU20WaZKSdwPBByejUqdNVr8dsNuOZf2xCVPXeJfIJaXJjo1145WX79nSXL1/G0FcOIaZ69zJjZlz5BB+u6KseHzz0M1j8epYpTQpyP8fyJQ+r+Z/++8cIjXnERZr0uecYHuxjr/P333/HpFn5iKnWWi0jpAYKNuCdhXY+Ij3+zMeIql7EyPG9kCbxNXdg6sR7la8yMjIwaOj3iK5+91WlSbuW+/HSC7dq6ht6Z+LrOXbCfD2Hr+c47rXkjHxUj6rcBx897nPRp80FtgrLVz3OqTwxhfgV4rgicqk89eiRNyffKv6FAmEhRdJfj3r0iClmmqRnWyDEnjem9CwzwkMDEeCvt/r0DDqVJU0cr9jc2ukml22GnWefCCJiy2HunuMZfYNn4d0EfEaaiBkfK1euLNEaM2fOVNYaqag0Kat5SxMmIu/V1jQRx7t06YLTp0+XCOvYgcc3pMm/sGbFo6o0eWHoWuRa7ylFmnyOD5bdr0oTrmnCNU24pgnXNHEMjpQmlCaOvsA1TTzjhyZfzzGmHfh6jjHcK1prZUkTIUdGTlqENyYNUXfLEefsvF5Jq+aNFWly5vxl9XKiIsLw7pxXXMpU9FpZjgSqEgGfkCalzdgoLjDEbjfOu+c4N/LVZpqU1hnKEiYir9bdc0Re351pQmki2vebzd9h2ep6pc40CfL7Cm8vtM/AEDNN+vVfi8hqlCaUJpQmlCZFf3XyLTaYLVZEhhW9mleVfqBQmnhWa1OaGNMelCbGcK9oreOGP4RODc6rM2qvFeeHk7Uw/c11mvNfKx6PkwAJ6EPAJ6SJY/te59dkigsMIUzcIU2E6ChttohjRotD1nTt2hU5OTno1q2by+s7zs1IacKZJpQm5/FQzz/w8EN/VW4NShNKE0oTSpPiP3c400SfH4DljUppUl5i7slPaeIejpUV5eLFizh//rzm6sQun46dPjUXYkYSIIFKJ+AT0qTSqelYIV/P4e453D2Hu+dw9xyuaSL+zHCmif2PLaWJjj86yhGa0qQcsNyYldLEjTAZigRIgAQqSIDSpILg9CpGaUJpQmlCaUJpQmlCaVL0V5bSRK9fHOWLS2lSPl7uyk1p4i6SjEMCJEACFSdAaVJxdrqUpDShNKE0oTShNKE0oTShNNHlR4ZEUEoTCXgSRSlNJOCxKAmQAAm4iQCliZtAuisMpQmlCaUJpQmlCaUJpQmlibt+V7grDqWJu0iWLw6lSfl4MTcJkAAJ6EGA0kQPqhIxnx+6GRGRtSQiVH7RkyeOI7pGD5hM/krluelrseq9fupK4ENHfoKM/B4lthzOSf8MK5Y+iMBA+84QI0Z/gtRcsTVxqPI5I2ULFr3RHjVr1lQ+z5v/JfYd6oC8vGSMG2lBmzZtlO/379+P1+aFICrmujIvPivjFEY8n4LOnTtpAvTcC2tgDXgAJlOAkj87dQOWv90DoaH2c0sc9xkuJP8FgUERaryM1IOY/GoobrzxRuW77Tu+x6LldUrdPSc8aBMWzn1EySd2z3nq7x8jNNq+m05+5lp8sPxxNe4/Bn+EAlNvmPyLdtDISD+BhJey0KFDh6tej9lsxjP/+DfCoh8okS8/LxVtmv+I0SN7KceuXLmCISP3IjL2jjJj5qZ/jNXvP6keHzLsY+QU3Av/gOASZWw2K0yWdXh3ST/12NMDVyMw7BG1b2Rnncdj9/+J+3t3U/IcO3YMY6elIiqmnVrGZrUgyG89lix4TP3uiWdXITSqb4k6zfkZaBS/E1PG91aOZWZm4rkXv0VETA+kJm1FvXoxCAwMcSlnsxWgZfNMDHimq6a+oXem7LwClCZNRFsWFhbqXT2Cg0u2pe6VllIBtxzmmiaOblGVXs+xWCzK3wRPSCaTSf37LM6H0sSYVqE0MYY7ayUBEiABZwKUJh7WH8SDq7eld5b/hONnuqrSpF7NbZg49g71wXjxO9ux++e2JaRJfI3tmDCmG/z97bLlneU78P2+1qo0iQrdgynjWiMiwi4mNn11AB+ui4PNloLZk6IQHx+vfH/27FkkTspCSHjTMtEJaTJzYiAaNWqoCe+ced/i0B9dVGlSO2YnJo27Vf0BuXL1bmze0cxFmhRafseMibVQu3ZtpY5jx09i/IzCUqVJx9YHMHjQbUo+8SA8ecYWnL1sf2hvFLcN4xL/pp7n3PlbcfBoJxdpkp11ErMnhaJ+/fpXvR6r1YpJ07/DhWR7Xc5JSJO+959Dr552QZGdnY2J039GWnbHMmPWr7UVE8feqR5fuPg77Pu1fZnSpEXTHzB6+F/U/DNm/xd/nO3qIk0ShprRts31Sp6kpCSMm3YeVrRQywhp0ubGPRg2xC5WRJo84xucudS9xHkKaXLvHSfR95GblWP5+fmYNH03ktJvQUz4Dxj2QmNVfDkXFn0sJMRVplwVrI4HS5MmYjX+JXNGIVSjz7BZbThx+jKua1ynXGealp6L50fPRcOG2u6TcgUvZ2ZKE0oTR5epKtIkJSUFb/1zNAJN+ZruFrO5AOcvpaJRffs/LLg7ma1BGDz6n6hevboSmtLE3YS1xaM00caJuUiABEhATwKUJnrSrSKx587/DgePdVKlSaO4HRib0F19MF66/Afs3NeqhDRpWOd7jHnlNlWaLF+xC9/92EKVJrERP2Hiqy1VafL1Nwex6tNaKCxMxayJka7SZHI2QsKalEm8vNJk3sLt+OXIzao0ia+xC+MSu6jSZPVHe/GfbU1dpImf9Qimja+pSZp0aXcQgwbeopyvkCbTZ2/Dn+dvVT43rb8Tr44uEgIL3tqB/YfbV1iaTJu1E2cu2etyTkKaPN7nInrc01r5WkiTKTN/RXJG+zI5Nq67HWMT7NsDi7Rk6ffYfaB1mdKkdbM9GP7S7Wr+2XO24sip/3ORJonDLGjT2j5LSEiTCTMuwmK7QS0jpEmHm/ZjyCA7H5Gmz96Ck+eK4jq+F9Kk912n8fCDdhEkpMm0WftwIbkjasXuxfiEtqVKkzIv2IADpUmTxMREZP75BRaObqbpjPLNVsxbcxwJ/Ztryi8yHTudiRMXChDTYYayXXrnzp0RHh6uuby7M1KaUJo4+pSvShMxq+Sdd97BkCFDlEs9efIktn8yHE/dYZ/hKNKPh5LRqaVdWhRPSan5+HTzObzwcNl/+345mo7WzaIrdHt+sNmC2x6ZhyZN7PHLI01++uknxMTEqGUrdAJuLJSTbxV/bBEWUsTWjeF1DUVpoiteBicBEiABTQQoTTRhYqarEaA0sdOhNHHtJeL1HEqT8o8dpUkTPz8/NZBtz4PXDFpeaWLq+JkSc+P87jha0BsjR45UZGZBQcE169IrA6UJpYmjb/mqNBk8eDAWL16ML7/8UrnUS5cuIffPT/B8L/troI77sqx7Xos0ETG0jBml3cdLNuYgpOGjqFPHPmMtM7cA4SEBMBUNR2Xe/j179lSOVcYrhVrGIEoTLZT0yZOWZUZEaCAC/DV0HH1OgVFJgARIQJoApYk0QgagNLH3AUoT13uB0qRiY8PVpElYEJC1Uz9p8sX87rgY/hQGDBgAsZ6BeL3LqERpQmni69LkxRdfxKJFi7B7927lUs+fP4/LB5fiuR72VwX9O34GsYqRUdJk6aZc1Gz1nDqrMyPHgohQIU2u/fArZqpRmrhn9ORME/dwZBQSIAESkCFAaSJDj2UVApQmlCZlLQTLmSblHyRKkyZCYtTEATzbszria9n/FfpqKd9iw6JP/sDIJ+xrxVwrpWSYkZ5lwYnzFtS+ZRaCgoKUdU0caxlcq7wexylNKE0c/cpXZ5qIBV/fffdd/OMf/1AuVbyes+XDoejb1aR8PnEuC+cu5+H2djVKvcWupJnx+dbzGPhAozJvwZ9+T0P7G2IqdIt+/J0Vf+k3v0Kv5xw5ckRZJ8oT1kcSF8+ZJhXqAm4pxJkmbsHIICRAAgYToDQxuAF8ofqZs7/CT4ebqmuaXNfwMKZOuFddt2LR4m+x9Yc6Jda9aFL/N0ydcI+6psnid77F5h211bVPakYfw2tTb1XXNPli0094dxXgV5iJBa9f57KmydBX/kBQSNmLomZnncOC2Q00LwQ7a87X2HewsbqmSYO43zF90p3qmibvr9yJDd9EITCwaM0HU+EpzJ3ZwmVNk1FjzyEsvK5LM1ut+eja6SJeGmJfIFVMXx4/+QscP21f/PSGJr9j0jj71GaR/jn3G/z4cwOYTEW75+TmnMXC1xtrWgh23KSvcPKcfUcf52TOT8ez/Wy4r5d9Bx6xpknixB1ISin7QbtZw0OYMvE+NcybCzdjx5668PcvffecDq1OIGH03Wr+KTO+xKFjzdW+kZtzCZMTq6NtW/taHWJNk9FjDyK/oOghwGazoEv7Mxg5tGhx3AmTN+DoqZYlrslizsRD9+Xi8b5dlGNiTZOxk77F2UvNEFfjKGZM7uaVa5qkpqZi6dxR8PfT9rqMeBi7cDkN8XWqlWuIyc214B+j30StWsbv4EVpQmni6Ly+Kk2K35xit69330yAzZKl6b61FBQgOTULdWpWTIpcqxL/oAgMGDoLkZGRStbyrGlyrdiVfZzSpLKJF9VHaWIce9ZMAiTgPgKUJu5jWWUjZWRkQKz670hi8TfxnyNlZWUp29kWT9HR0YiNjVW/Fg/t4qHZkcLCwlwe3sSWq2L6snhtoEGDBi7hTp06pciHPLNN+d/QYPuOPM6pUaOy/zWueN7i1xQVFYVq1YoeQMVCmZcvX3YpFhAQgHr16qnfifMQ51VaqlGjhiqDxHHxUJyenq5kFUwEG0cSP6STk5Ndwog1LrT+C55oG3E9paW4uDiXLWbFNaVnZEHMVBDTsIsnrW3rKCeYCXaOJK5RXKtzEm0p2tSRzp07B7FAonMSMx4cP9zF92lpacp/pSXx/r3zTjii74k+KHbIEdw9PZW15bCnn7e7z4/ShNLE0aeqijRx9z3k7niUJu4mqi0eX8/Rxom5SIAESEBPApQmetJl7EonkJtvha2wUFmsjqliBMwWG/IsVkSFFc1sqVgklqoIAUoTOzVKE0oTSpOKjCD6laE00Y/t1SJTmhjDvaK1HjhwAGfOnNFcPD4+Hu3bl71roeZAzEgCJKArAUoTXfEyeGUToDSRJ05pIs9QJgKlCaWJo/+IGV9mixWRVVxgcqaJzIjivrKUJu5jWZ5IlCbloWV83oT+CXi07qPw07LN1P9/Jfuj0x9h5oqZLjNujb8KngEJkEBxApQm7BM+RYDSRL45KU3kGcpEoDShNKE0cb2DKE1kRhT3laU0cR/L8kSiNCkPLePzTn1hKsbeNFazBJm6fyrGLtae3/gr1H4Gh478iZGTFuGNSUPQsrn2V+S118CcJFB5BChNKo81a6oEApQm8pApTeQZykSgNKE0oTShNJEZQ/QqS2miF9mrx6U0MYZ7RWs1QpqMeW0p/v31TvWUO7e7EQtnDENYqH378ookdwgPd8SoyLmzDAnoQYDSRA+qjGkYAUoTefSUJvIMZSJQmlCaUJpQmsiMIXqVpTTRiyyliTFk9am1MqVJTm4eXhzzpnIhzpJk2Zov0aRhHP7yf+0qfJHuEB7uiFHhC2BBEnAzAUoTNwNlOGMJUJrI86c0kWcoE4HShNKE0oTSRGYM0asspYleZClNjCGrT62VKU2+/X4/Zi1cgw8WjEHN6qVvPZ6UnIanXpqBM+ftOz4KueKQKWKGSlZOLrKycrF7/2+IigjDu3NeQeMGdRQZI75zJFHuxKkL2PnjQUREhGLz9p9w/923Ysarz0HIkYGjZiMjK0eNIV7HoTTRp48xqjEEKE2M4c5adSJAaSIPltJEnqFMBEoTShNKE0oTmTFEr7KUJnqRpTQxhqw+tVamNBHSQyQhLkpLjpkot3a6CQP69VTlxowxzyniRJT/dud+RZQIySFmqAgpIgTJydMXS6xHIo6/8fYnLuLFIWUSXuynxBQiZ8yMpUpMkbimiT79jFErnwClSeUzZ406EqA0kYdLaSLPUCYCpQmlCaUJpYnMGKJXWUoTvchSmhhDVp9aK1uaNG0UrwiR0lJpMz2cRUtx6SKExwdr/3NVaeKQKo71UorPdnEWNV3at6A00aebMaoBBChNDIDOKvUjQGkiz5bSRJ6hTARKE0oTShNKE5kxRK+ylCZ6kaU0MYasPrVWtjQRV1HWTBMhTSbNeR9vvTZcfX1HzBb5489zShl3SROHaHGIFBFXyBxKE336GKMaQ4DSxBjurFUnApQm8mApTeQZykSgNKE0oTShNJEZQ/QqS2miF1lKE2PI6lNrZUqTa61pwpkm+rQxo1ZNApQmVbPdffaqKU3km5bSRJ6hTARKE0oTShNKE5kxRK+ylCZ6kaU0MYasPrVWpjS51u45YuthsaBrnVrVXBZsdV7TRFBwzFRxfj0nOydPWUDWsVaJyOe85oljVoljTZNH7uuuvCbENU306VeMajwBShPj24Bn4EYClCbyMClN5BnKRKA0oTShNKE0kRlD9CpLaaIXWUoTY8jqU2tlShPHFYjXYf799U71goQscWxBfK3dc8qSJkKKOBZ+FXmcd89x3t5YHOPuOfr0JUb1LAKUJp7VHjwbSQKUJpIAAVCayDOUiUBpQmlCaUJpIjOG6FWW0kQvspQmxpDVp9ZxA8ehU1An+Pn5aapgV84uTFs+TXN+TUGZiQRIwO0EKE3cjpQBjSRAaSJPn9JEnqFMBEoTShNKE0oTmTFEr7KUJnqRpTQxhqw+tV68eBHnz5/XHDwuLg7iPyYSIAHPJkBp4tntw7MrJwFKk3ICKyU7pYk8Q5kIlCaUJpQmlCYyY4heZSlN9CJLaWIMWdZKAiRAAtoJUJpoZ8WcXkCA0kS+kShN5BnKRKA0oTShNKE0kRlD9CpLaaIXWUoTY8iyVhIgARLQToDSRDsr5vQCApQm8o1EaSLPUCYCpQmlCaUJpYnMGKJXWUoTvchSmhhDlrWSAAmQgHYClCbaWTGnFxCgNJFvJEoTeYYyEShNKE0oTShNZMYQvcpSmuhFltLEGLKslQRIgAS0E6A00c6KOb2AAKWJfCNRmsgzlIlAaUJpQmlCaSIzhuhVltJEL7KUJsaQZa0kQAIkoJ0ApYl2VszpBQQoTeQbidJEnqFMBEoTShNKE0oTmTFEr7KUJnqRpTQxhixrJQESIAHtBChNtLNiTi8gQGki30iUJvIMZSJQmlCaUJpQmsiMIXqVpTTRiyyliTFkWSsJkAAJaCdAaaKdFXN6AQFKE/lGojSRZygTgdKE0oTShNJEZgzRqyyliV5kKU2MIctaSYAESEA7AUoT7ayY0wsIUJrINxKliTxDmQiUJpQmlCaUJjJjiF5lKU30IktpYgxZ1koCJEAC2glQmmhnxZxeQIDSRL6RKE3kGcpEoDShNKE0oTSRGUP0KktpohdZShNjyLJWEiABEtBOgNJEOyvm9AIClCbyjURpIs9QJgKlCaUJpQmlicwYoldZShO9yFKaGEOWtZIACZCAdgKUJtpZMacXEKA0kW8kShN5hjIRKE0oTShNKE1kxhC9ylKa6EWW0sQYsqyVBEiABLQToDTRzoo5vYAApYl8I1GayDOUiUBpQmlCaUJpIjOG6FWW0kQvspQmxpBlrSRAAiSgnQCliXZWzOkFBChN5BuJ0kSeoUwEShNKE0oTShOZMUSvspQmepGlNDGGLGslARIgAe0EKE20s2JOLyBAaSLfSJQm8gxlIlCaUJpQmlCayIwhepWlNNGLLKWJMWRZKwmQAAloJ0Bpop0Vc5ZBICMjA6mpqerR6OhoxMTEqJ+zs7Nx5cqVEqWjoqIQGxtbZr6wsDDUrFlTPW42m3HhwgWYTCbUr1/fJd7p06dRWFiIPLMVtkIgLNi/RH0NGzbU3IaZmZlISUlR80dGRqJatWrq59zcXFy+fNklXkBAAOLj412+O3XqVKl11qhRA+Hh4eqxtLQ0pKenK58FO8HQkYqfi/jez88PDRo00Hw9WjMmJSUhPSML+RYbIkIDShQrfm5ZWVlITk4uM7xgJtg5krhGca3OSbSlaFNHOn/+PCwWi0ue6tWrIyIi4qpxRF8RfcbbE6WJvQUzsi0ICfZHUEBR3/D2ti3v+Yv70GyxIjIssLxFfSr/lfR81IgO9vprEn3aXGBDVHigV/ZrShNjuqDNVoi0bAuqRQYZcwKStaZlmRERGogAfz/JSCxOAiRAAsYRoDQxjr3P1Pza7E3Yf7gpTCa7qLiuwWFMndhLebAXaeHiLdj2Qx34B7j+6G1S7zdMndgD/v72covf+Rabd9RCQECI8rl69HHMmnqr+rD8xaaf8O6qQvghEwtmX68KirNnz2Loy8cRFOoqUpwBZ2eexYLXG6FRI23iZNacr7DvYGOYTHZx0KDO75g++S5sjQPMAAAgAElEQVQEBtofXt5bsQMb/xuFwMAi8WEqPIW5M1uidu3aSp6jx05g9LjzCAuPc2lra4EZt3e+gKFD/qp8L2TP+Mlf4PjpG5XPzZv8jsnj7lXLvP7Gf7DnlwYwmYoenHJzzmLh601KyCOZTiXkVuKEHUhKva7MMNc3FG17n3r8zYWbsWNPHPz9Sz7Q2GxWtG95Aokv36Pmnzz9Cxw+3lztGznZlzD51Rpo17aZkkdIm9FjDiLfWtRONqsFndufwahhd6pxJkzegKOnWqifCyy5uOevqRj47O0yCDyirJAm2bkWzJ89E4ljX3aRRR5xgpV0EpQmUOQlpQngS9IkJ8+MxXNmY8QrI1z+caGSbiupaihNpPBVuDClSYXRsSAJkAAJuI0ApYnbUFbdQHPnf4eDxzqp0qRR3A6MTeiuPhgvXf4Ddu5rpcoQB6mGdb7HmFduU6XJ8hW78N2PLRAQEKpkiY34CRNfbak+NH79zUGs+rQWCgtTMWtipIs0SZycjZCwJmU2QlbGKcycGKhZmsxbuB2/HLlZlSbxNXZhXGIXVZqs/mgv/rOtKQKDimY/+FmPYNr4mqo0OXb8JMbPKEREpKvMsRbko0u7gxg08BblfIU0mT57G/48f6vyuWn9nXh1dHf1Wha8tQP7D7eHyb9ImmRnncTsSaFulyZTZv6K5Iz2ZXJsXHc7xibYZY9IS5Z+j90HWpcQYuKYkCatm+3B8JeKRMbsOVtx5NT/qX0jO+s8EodZ0Ka1XdQIaTJhxkVYbDeodQhp0uGm/RgyyM5HpOmzt+DkuaK4BZYc/PXWo3j6iY5efyMKaZKemYtuHTvg8y/WoWXLll5/TRW5AEoTShNHv/ElaZKcmo57u3fFqk9WoX37ssfaitwzepehNNGbcOnxKU2M4c5aSYAESMCZAKUJ+4M0AUoTO0JKE9euRGlSsVtLSJNLSalo2qCWEkBItaqYKE0oTXxRmixY8CbGvfqy8kqi1Wr1qlub0sSY5qI0MYY7ayUBEiABShP2AbcSoDShNCn+6pUgQmlSsduM0sTOjdKE0sQXpcmTTz6GDZ9/5pVClNKkYmO6bClKE1mCLE8CJEAC8gQ400SeYZWPQGlCaUJp4r5hQEiT1PRs1K8Tg3nz5mHYsGHuC+5FkShNKE18UZpcSkpGs8Zx+PDDD9GvXz8vuiMBShNjmovSxBjurJUESIAEnAlQmnhYfxC70HjbdPy3392HY2duV9c0qV9rGyaMuUNdt2LxO9ux++e2JdY0ia+xHRPGdFPXNFm6fCd27rtJXdMkOmwvJo+9SV3TZNNXB/DhurhKWdNkzrxvceiPLuqaJrVjd2LS2FvVNU1Wrt6NzTuauaxpUmj5HTMm1tK0pknH1gcweNBt6r82TnltC85c6qp8bhS3DeMS/6b2zHkLtuGXIx0rZU2TidN/Rlp22euCNKi9FRPGFC3IumjJduw92K7MNU1aNP0Bo4f/Rb2WGbP/iz/OdnVZ0yRhqBlt21yv5BFrmoyfdgEFsC+KK5JY06Rti70YOtjOR6Qpr32D0xeL1n0Ra5rc0v4AHnnwJohdmcRORjJJ7I4k/iuexG5PjgWOZeJfrayQJlk5Zgx7biAWvj0fYqelqpgoTShNHP3el9Y0ycrJw8uDX8A/57+OuDjXRcI9/T6nNDGmhShNjOHOWkmABEjAmQCliYf1hyEj/ouQ0KJtdj3s9Eo9nZMn/0BMjZ6qNMnNWItVy/upD5dDR61FRt49JaRJTvo6rFjaRxURI15ei9Scu1VpkpmyBQvfaK9uOzxv/pfYd6gD8vKSMW6kBW3atFHO58CBA5gxNxhRMWXv+iIWgh35Qio6ddK2UOhzL6yBNeABVZpkp27Ae+/0REiIfWefxPGf4cKVv7hIk4zUg5gyJgw33GBfxHTHjh+wcHntUheCDQ/ahIVzH1Hy2Ww2PDXgY4RGPax8Nmetxcplj6usBw3+CBZTbxdpkpF+AolDs926kKDYFnrIyL2IjL2jzG6Xm/4JVr//hHr8xWGfILugZ5nSxGT5HO8ueUzN33/gagSEPeIiTfrdfwq9e9uFyLFjxzB2aiqiYtupZYQ0CfLbgCUL+qrfPfnsKoREFX0W0iQ3aytq16qNe/4Wgp73tJW6dRa+9V+cPOt6HxZY8jB6WDPUr1e0TbZUJWUUdmw5HBLoh4gw79xi0h1cKE0oTRz9yJekidhyODzEhNBg79tGmtLEHSNb+WNQmpSfGUuQAAmQgLsJUJq4m6hkvCefO4qQsMaSUSq3+MVzO1ErTszKsG8dnJnyL6xZ8aiy0J1ILwxdi1xrSWmSmfI5Plh2P4KC7A+GL474FFnmu1RpknZlGxbOaYU6deoox2fP+QIHj96M3LwUJL6UjZtvvln5fs+ePZi9MBLRMU3LvHAhTV4ccAm33Va0A8vVKPV/7iP4h9yvSpOMK1/g/aV3ISwsTCk2KmEdrmR0d5EmaSmHMCkhAK1atVLyfLP5OyxbXa9UaRLk9xXeXmiXJEKa9Ou/FpHVHlQ+Z6V9io9WFE3b/vugj4HA+1ylSdoJjBqchs6dO7utsS9fvozBI39BTPVuZcbMTF6Lj1c5CZ0ha2FGjzKliTXv31ixtEhuPNH/Q4REP+wiTR7q+Qcefsi+I89vv/2G8TNyEFOttXoOQpr4WTdi2eJH1e/6PvUhIqvZpZNIQpqkJv+G6Njr0fuu03j4wSLpUhFAM+dsxTGnXX5EDIslG1MSgYYNYioSUnMZhzQJDwlAaLD9nqqKidKE0sTR731NmkSFByIowP730ZsSpYkxrUVpYgx31koCJEACzgQoTTysP1CaUJpQmlCa5OZbQWliQUiwv1c+XLrrz0q+xQazxYrIMO+bleAuBiIOpYk7aVY8FqVJxdnJlKQ0kaHHsiRAAiTgHgKUJu7h6LYolCaUJpQmlCaUJtw9R/xRoTSx/2mlNHHbTwypQJQmUvgqXJjSpMLoWJAESIAE3EaA0sRtKN0TiNKE0oTShNKE0oTShNKk6G8qpYl7fl/IRqE0kSVYsfKUJhXjxlIkQAIk4E4CPidNNmzYgN69e2P9+vW47777VFazZs1CYmKiCztHnn379qFr167IyclRjz/99NNYsWJFqayL5y9el/Pxbt26YePGjeoOMCLghQsX0KVLF5w+fRoNGjTArl271FX0KU0oTShNKE0oTShNKE0oTdz5Y88dsShN3EGx/DEoTcrPjCVIgARIwN0EfEqaZGVloVevXhDb9rZt29ZFeghpcvjwYfU7ITb69OmDdevWKUwHDBiATZs2KfLCEadHjx5ISEhwYS6Eh5AvixYtUkSI+CzyLVu2DB06dFDLjho1SpE2xestnl98fuuttzB16lSlHkoTShO9pEleXh7279+PW265pdRxpCouBJuSkoJz587hpptucmHChWDd/aem/PG4ECxfz3H0Gs40Kf/9o0cJShM9qF47JqXJtRkxBwmQAAnoTcCnpIkQIUJ+LF++HCNHjsSaNWvUGRzF5YVDjAi5UbduXRdpIqAXz3+1hujfvz9atGihCBZxDkKArFq1SpEqjnNyCBkRV6TiMsYRn9KE0sTd0kTIkiVLlih9+u6778b7779f5aWJkCWzZ89W5Ke4X4cPH05povdfm3LGpzShNKE0KedNo3N2ShOdAZcRntLEGO6slQRIgAScCfiUNHEWHc4iozQJUtGZJsW7j7N8ETNLxOtBn376qTqjxXlmSfPmzZWZMA0bNsTKlSuVUMVfA6I0oTRxlzRxliUXL15U+pu4L6qyNHGWJeLeFWnu3LmUJh74d5HShNKE0sSzbkxKE2Pag9LEGO6slQRIgAR8UpqUJi/mzJmjrifizjVNnAGKh1CRHOufaJUmIn/xcxZxfEGaHP9tGjp1sMHPz09h89OBXMQ3noCAgBCXu+/E77PQvm0u/P39le8P/JyDuEYiX6jy+cwfq3F9k18QHhGhfP799xRE1RyP7OyLiAxcgDpxdZXvL54/hyzrCMRWa17m3Z2VcQr+BdNRr359TSPA3n0WNGw2ASZTgJL/xJF5aHtTCgID7Vt//vxLNmrXH4fAIPu5iZR0aTeqR65CzZq17Od/5hxsgWMREelap7UgH2f/mIL27e08CgsLsWdfIJre+Kry+fhvk9H5ZpMad+9PZjS8bgJM/kXbjqanHkOo3xzExceXej35eXn4cPUKJF2+7HK81U1t0LNX71LL5GRn4+iJVqjf5MkyGR0/NAWdO9nbVaSf9uehXpMJ8A8ILlHGZrPizyOT0fHmovP+ca8NTW6YoPaN7KzzsOVOQ6NGcUr55CtXcDn1YdSqe7saz2a14NTxybi5fVEdu/cU4roWE9Q8BZYcpCb/hujY6xHitwixsQUlzic1NQWrV76PnJxsl2N3/O0udOjY2eW7y0nRMIW+pJ6nOGixZGPcaBuub1KtTD5lHbDaCpGaaS53ORYgARKoHAKxkUHwNxWNbVprNVtsyMixaM3OfCRAApVMoEZ0yd8nlXwKrI4ESMAHCPjMTJPir8UUXzvkaq/bFH+FxrldnWVL8Vkh4ph47cZ5oddrSZMnn3wS48ePV9Y/Ean4efmCNMlM+RfWrHgUJpP9wf+FoWuRa72nhDTJTPkcHyy7H0FBQUq+F0d8iiwzZ5pwpol+C8Fypon3/NXiTBPONHH0Vq5p4hn3LWeaGNMOnGliDHfWSgIkQALOBHxGmogZH45XXpwvcObMmcr6IRWVJmV1l9KEich7rTVNXnrpJTzzzDOUJgAoTR5WupfNZkO//msRWe1B5bO7pImj73JNk5J3Mdc08fw/hJQmlCaUJp51n1KaGNMelCbGcGetJEACJOBz0qT4rBLHBToLDLHgo/PuOc4QrjbTpLTuUpYwUR54/7eDT1m75zjPRPHV13M406SV0m2+2fwdlq2uV+rrOUF+X+HthZUjTZzlCXfPcb2juXuO5/5BpDShNKE08az7k9LEmPagNDGGO2slARIgAZ+TJkJEOK9f4rhAZykhhIk7pIkQNF26dMHp06ddepJjRov4UkiYrl27IicnB926dXN5fUccd37lx7mcOMbXc/h6jrtnmmgd8qrilsNlseGWw1p7jX75KE0oTShN9Lu/KhKZ0qQi1OTLUJrIM2QEEiABEpAl4DOv58iC8JTylCaUJpQm+q1povU+pzTRSkq/fJQmlCaUJvrdXxWJTGlSEWryZShN5BkyAgmQAAnIEqA0kSXo5vKUJpQmlCaUJrn5VoSHBCA02L6zVFVMlCaUJpQmnnXnU5oY0x6UJsZwZ60kQAIk4EyA0sTD+gOlCaUJpQmlCaUJQGlCaUJp4lk/UChNjGkPShNjuLNWEiABEqA08eA+QGlCaUJpQmlCaUJpIv5M5VtsMFusiAwL9OC/WvqfGrcc1p+xlhooTbRQcn8eShP3M2VEEiABEigvAc40KS8xnfMPGfFfhITU0LkW94Y/+ecJxNToCZPJ/ipBbsZarFreD35+fsrnoaPWIiPvHgQEhLhUnJuxDu+/0weBgfYHghEvr0Vqzt0ICAhVPmembMHCN9qjZs2ayud5CzZh36/tkZeXjPGjCtC6dWvl+wMHDmDG3GBExVxX5oVlZZzCqMFp6NjxZk0X/9zgNbD6PwCTKUDJn526Ae+90xMhIfZreHX8Opy/0h2BQRFqvIzUg5gyJgw33HCD8t2OHT9g4fLape6eEx70FRbOLdo956kBHyM0yv7ZnLUWK5c9rsYdNPgjWEy9YfIvenDKSD+BxKHZaN++vabr0ZLpypUrGDJyLyJj7ygze276J1j9/hPq8ReHrUV2QQ/4BwSXKGOzWWEq+BzvLn5MPdZ/4IcICHtY7RvZWefR74HT6H3f7Uqe48ePY8yUFETFtlPL2KwWBPttwOIFfdXvnnx2NUKiHlU/F1hykJu5FbVr1cI9d4ai5z1ttVxymXkWLt6Mk6eruxy3WPLwyogbUC8+Rir2tQpn5xUgPTMXQf6FVfL1HH9/f+U+40wTShPHveJL0iQzOwdhwSYEBZiuNRR43PHULDOiwgLhb7L/bS+eAgICEBxc8m+BJ1xITr4VKCxEWIj9b7o3JUoTb2otnisJkICvEqA08bCWTU1N9bAzuvbpLFm6F8fO3K5Kk/q1tmHCmDvUB+MlS3dg14E2JaRJvZrbMf7VbhAPSSItXb4TO/fdpEqT6LC9mDz2JkRE2MXEpq8O4MN1cSgsTMWsiZGIj49Xvj979iwSJ2cjJKxJmScrpMnMiYFo1KjhtS8IwJw3t+LQ8c6qNKkduxOTxt6qCp6Vq3dj845mLtIEBUcwfUJN1K5dW6nj2PGTGD+jsFRp0rH1AQwedJuSr7CwEFNe24Izl7oqnxvV/Q7jEorExbwF2/DLkY4u0iQ76yRmTwpF/fr1NV2PlkzZ2dmYOP1npGV3LDN7g9pbMWHMnerxRUu2Y+/BdmVKk5ZNd2HU8O5q/tdmb8bxs7e7SJOEoWa0bXO9kicpKQnjp11AAW5Uywhp0rbFXgwdbOcj0pTXvsHpi0VxhTS5pf0BPPpQa0RGRkL8eJdJeXl5yM3NLREiJiZGPXeZ+Fcrm5Gdj3kzX8bpPw7hxuvtfbwqpZx8E54f9TqCw2IQEuzvlQ+X7movzjSxk/QVaXLm/BUsnD0SWWmX0KSh/e+ENyVLgQ0BAX4Q/1daMttCMeTl1xEVFeVxl0VpYlyTpGWZEREaiAD/0vuNcWfGmkmABEhAOwFKE+2smLMMAnPnf4eDxzqp0qRR3A6MTeiuPlwuXf4Ddu5rVUKaNKzzPca8cpsqTZav2IXvfmyhSpPYiJ8w8dWWqjT5+puDWPVprUqRJvMWbscvR25WpUl8jV0Yl9hFlSarP9qL/2xr6iJN/KxHMG28NmnSpd1BDBp4i0JUSJPps7fhz/O3Kp+b1t+JV0cXCYEFb+3A/sPtK0WaTJn5K5Izyp690rjudoxN+KvaE5Ys/R67D7QuU5q0brYHw1+yzyIRafacrThy6v9cpEniMAvatLbPEhLSZMKMi7DY7LN1RBLSpMNN+zFkkJ2PSNNnb8HJc0VxhTT5661H8fQTZQsfb7mBUzNy0KlNIzx7by28+kxzbzltt53n6i1mdHlwLmrFNaxy0uTQoUO4ePEi7rjDLk0pTezdylekyS+HjqJv7//DiMca4Lk+jd12z3hKoLc32fDAc4tRp04dTzkl9TxkpcmuXbuU3yodO1b+3xjONPG47sQTIgESqIIEKE2qYKO7+5IpTexEKU1ce5Z4PYfSpPx3W1JKBmpVj8b0IS2rpDR554tsFNZ+ADHVaiEw0ISAMl4FKD9Zzy/xwAMPKCcpRCqlSVF7+Yo0Ea+umM1mvD2mnU9Kk9fX5qJ2i74QM/I8LQkBKVJwYMVeiyp+b1bm9VGaVCZt1kUCJEACpROgNGHPkCZAaUJpUtaaJpQm5b+9qro0ee/rXNRs/QKq1YhDUJA/AqvQlO527exr+VCauN43viJNAgICYbUW+Kw0mbcuH63/OgLVq7uuB1X+UdD9JfKENCksREhQxbZxL35vuv8My45IaVKZtFkXCZAACVCasA/oRIDShNKE0sR9N1daZi6mjn4QYbY/MeJx+1ovVSl9tsOC7v0WVMnXc/Lz8xVh4lhwmq/n2Hu+r0iT346exKp5f0fN0BQ83Uvb+lredO9/sKUQfYcs9cnXc8Q6V2JxeyMWuqU08aa7gOdKAiTgqwQ408RXW7YSr2vm619h/6Em8POzT3u9ruHvmDapl3oGi5Z8i63f14a/f5DLWTVtcARTJ/aAyWQvt2TpVmzeXhP+/vbV92vE/IFZ025DeHi48vnLr/Zj6Uor/JCFBa9f77IQ7NCX/0BQSNmLZmZnncOC1xtpXgh21pyvse+XRuo6LQ3rHsX0yWI7ZPsCo++v3ImN/4lEQGCYek0mnMbcmS1dFoIdNeYswsLjXK7bajXj9i6XMHTwX5TvxUPShMlf4Ngp+zoeNzQ9iknjeqpl/jn3G/x4oL66voo4kJtzDgv/2cTtC8EmTtyBpOSmZfaeZo1+w5SJ96nH5y/agu2765RoW5FBvJ7T4aY/kTD6bjX/lBlf4vCxZurn3JxLmDKmFto4LQQ7euxB5FsaqHlsNgu6dDiHkUP/pn43YcoGHD1ZtFhsQUEuetyRjgHP2BfX9eaUlWvBqvcW4c/jvyK+bi1vvpQKnbt/QAieHjgSNr/gKremSXFglCZ2Ir4iTS5dycAHy95AWspF1K5ZrUL3h5GFRH8Uu/78b2O8EqcSEhqNpwYMU6WfkedavG7ZNU2MvBZKEyPps24SIAESsBOgNGFPkCaQkZGBtLQ0NU50dDTEf44kdmVJTk4uUY9YYd/53efi+UJDQ9XthkVh8S64WCRRSJZ69eq5xDtz5owiH/LMVtgKgbDgklNwGzQoehC/1kVnZmbCeScjsSNLbGysWkzsrCIWLXVOQqjUrVvX5bvTp0+XWpWYvuyQQSKD4Cc4ilScX/FzUW5cPz+3ChPHSYprysjMVhagjAgtuQNN8XPLyspCSkpKmTgFM8HOkdLT0yH+c06iLR3iTHx/4cIFWCwWlzzVqlVTFwQWB0qLU6NGDYSFFUmsa7Wxpx4XWw7n5lsRHhJQJbccdrQLtxzmQrCOvuAr0kT0aXOBDVHhgV65K1RKphnR4WVvOeypY6o4L0oT41qHu+cYx541kwAJuI8ApYn7WDKSBxAQD5u2wkLlgZOpYgTMFhvyLFZEhQVWLABLSRGgNLHjozShNKE0kRpK3F6Y0sTtSDUF5EwTTZiYiQRIgAR0JUBpoiteBq9sApQm8sQpTeQZykSgNKE0cfQfvp5jJ8GZJjIjivvKUpq4j2V5IlGalIcW85IACZCAPgQoTfThyqgGEaA0kQdPaSLPUCYCpQmlCaWJ6x1EaSIzorivLKWJ+1iWJxKlSXloMS8JkAAJ6EOA0kQfroxqEAFKE3nwlCbyDGUiUJpQmlCaUJrIjCF6laU00Yvs1eNSmhjDnbWSAAmQgDMBShP2B58iQGki35yUJvIMZSJQmlCaUJpQmsiMIXqVpTTRiyyliTFkWSsJkAAJaCdAaaKdFXN6AQFKE/lGojSRZygTgdKE0oTShNJEZgzRqyyliV5kKU2MIctaSYAESEA7AUoT7ayY0wsIUJrINxKliTxDmQiUJpQmlCaUJjJjiF5lKU30IktpYgxZ1koCJEAC2glQmmhnxZxeQIDSRL6RKE3kGcpEoDShNKE0oTSRGUP0KktpohdZShNjyLJWEiABEtBOgNJEOyvm9AIClCbyjURpIs9QJgKlCaUJpQmlicwYoldZShO9yFKaGEOWtZIACZCAdgKUJtpZMacXEKA0kW8kShN5hjIRKE0oTShNKE1kxhC9ylKa6EWW0sQYsqyVBEiABLQToDTRzoo5vYAApYl8I1GayDOUiUBpQmlCaUJpIjOG6FWW0kQvspQmxpBlrSRAAiSgnQCliXZWzOkFBChN5BuJ0kSeoUwEShNKE0oTShOZMUSvspQmepGlNDGGLGslARIgAe0EKE20s2JOLyBAaSLfSJQm8gxlIlCaUJpQmlCayIwhepWlNNGLLKWJMWRZKwmQAAloJ0Bpop0Vc3oBAUoT+UaiNJFnKBOB0oTShNKE0kRmDNGrLKWJXmQpTYwhy1pJgARIQDsBShPtrJjTCwhQmsg3EqWJPEOZCJQmlCaUJpQmMmOIXmUpTfQiS2liDFnWSgIkQALaCVCaaGfFnF5AgNJEvpEoTeQZykSgNKE0oTShNJEZQ/QqS2miF1lKE2PIslYSIAES0E6A0kQ7K+b0AgKUJvKNRGkiz1AmAqUJpQmlCaWJzBiiV1lKE73IUpoYQ5a1kgAJkIB2ApQm2lkxpxcQoDSRbyRKE3mGMhEoTShNKE0oTWTGEL3KUproRZbSxBiyrJUESIAEtBOgNNHOijm9gACliXwjUZrIM5SJQGlCaUJpQmkiM4boVZbSRC+ylCbGkGWtJEACJKCdAKWJdlbM6QUEKE3kG4nSRJ6hTARKE0oTShNKE5kxRK+ylCZ6kaU0MYYsayUBEiAB7QQoTbSzYk4vIEBpIt9IlCbyDGUiUJpQmlCaUJrIjCF6laU00YsspYkxZFkrCZAACWgnQGminRVzegEBShP5RqI0kWcoE4HShNKE0oTSRGYM0asspYleZClNjCHLWkmABEhAOwFKE+2smNMLCFCayDcSpYk8Q5kIlCaUJpQmlCYyY4heZSlN9CJLaWIMWdZKAiRAAtoJUJpoZ8WcXkCA0kS+kShN5BnKRKA0oTShNKE0kRlD9CpLaaIXWUoTY8iyVhIgARLQToDSRDsr5vQCApQm8o1EaSLPUCYCpQmlCaUJpYnMGKJXWUoTvchSmhhDlrWSAAmQgHYClCbaWTGnFxCgNJFvJEoTeYYyEShNKE0oTShNZMYQvcpSmuhFltLEGLKslQRIgAS0E6A00c6KOb2AAKWJfCNRmsgzlIlAaUJpQmlCaSIzhuhVltJEL7KUJsaQZa0kQAIkoJ0ApYl2VszpBQQoTeQbidJEnqFMBEoTShNKE0oTmTFEr7KUJnqRpTQxhixrJQESIAHtBChNtLNiTi8gQGki30iUJvIMZSJQmlCaUJpQmsiMIXqVpTTRiyyliTFkWSsJkAAJaCdAaaKdFXN6AQFKE/lGojSRZygTgdKE0oTShNJEZgzRqyyliV5kKU2MIctaSYAESEA7AUoT7ayY0wsIUJrINxKliTxDmQgOaVJYkIfVb7yHlEspsBXa4G/yx+PDH0fzls1lwntN2YxsC0KC/REUYPKac3b3ieZbbDBbrIgMC3R3aK+KdyU9HzWig73qnEs7WdGnzQU2BAfY8MGc95B1JQvnr5xHfM14RMVFYeDLA+Hv7++x10lpYkzT2GyFSMu2oFpkkDEnIFlrWpYZEaGBCPD3k4zE4vMSvNYAACAASURBVCRAAiRgHAFKE+PYs2YdCFCayEOlNJFnKBPBIU0unz+Nb+Z+iVZhrZBfkI/woHBcbHcRfZ/qKxPea8pSmgCUJvbu6mvSJCczGR9OWolBNw7Com2LMPJvIzFz/0yMmjcK0dHRHnuPUpoY0zSUJsZwZ60kQAIk4EyA0oT9wacIUJrINyeliTxDmQgOaTJs8AB8+OFq7Bi9A3mWPIz8ZCQOJx2GxWKRCe81ZSlNKE0cndXXpMmzTz2KjRvW4+yMs1j14yr07dAXTcY3wZSpUzBu3DiPvUcpTYxpGkoTY7izVhIgARKgNGEf8FkClCbyTUtpIs9QJoJDmox46R9Y9cFKVZrcu+Be5NvyUVhYKBPea8pSmlCa+Ko0GfT3J/DZZ//CoXGHsOHXDagTVQfPrHwGzzzzDN577z2PvUcpTYxpGkoTY7izVhIgARKgNGEf8FkClCbyTUtpIs9QJoJDmpw4ehifvrYG9ze9X5lpEhYUhq8Dv8ak6ZNkwntNWUoTShNflSbpKRfx0dRVGN1uNOZtmYeEuxPw/FfPI2FuAho3buyx9yiliTFNQ2liDHfWSgIkQAKUJh7cB5KSkjz47LSdWlhYGMLDw9XMeXl5yMzMLFG4eL78/HxkZGSo+YKDgxEVFaV+LigoQGpqKvz8/FCjRg2XeFeuXFH+BT7PbIWtsBBhwQEl6qtZs6bLd8nJybDZbMp34nzF+TABlCbG9gKHNLHkZeG9WW8j/Uo6rDYrAgIC8NhLj6Fth7bGnmAl1U5pQmniq9Ik0FSAJdMWoiCzAH9e+BNN4psguFowhk4YqtznnpooTYxpGUoTY7izVhIgARKgNPHgPvDVsw+iZrh3P7xfbtAMPV6ZoFL+7v2lCNq9BYHFdgW4XO963P3KeJhM9t0xtq9ajoCd3yDof/mSomui69jpqsz4Zcs3SF2zFLnwQ7tp81G7dm2l3MWLF7F//DDUCg6E+HEhksnkukp7UnYOWk9fiLp16yrHhWTZO2EkappsimxJvr4N7h7+igf3jMo7NUqTymNdWk3OWw4H+heqYk/kDQryzt0TKkKU0oTSxFelSVR4IPz9CmG1WtVbQ+ya48k754gTpTSpyEgmX4bSRJ4hI5AACZCALAEuBCtL0M3lD957M+qHh7g5auWG23tDF9wx+XVlRohIO96ai+s2r0WIv+vWofuad0L3Sa+rPxR3vjMfTb5eg9D/SZNfazdF29cWISIiQonz86YNiHp7GtL8AlFr4ceIj49Xvj979iyuvNQXjQLL3s7uTHYeohauRcP/TX0WouXc8KfQ1JarSJOf2nTHHeOmVy4oD62N0sTYhnGWJqHBnrv9qN6UKE0oTXxZmnjjVtqUJnqPeqXHpzQxhjtrJQESIAFnApQmHtYfKE0oTYzukpQmxrYApYmdP6UJpQmlibFjUfHaKU2MaQ9KE2O4s1YSIAESoDTx4D5AaUJpYnT3pDQxtgUoTShNHD0w32KD2WJFZFigsZ3S4Np9bcth8XoOZ5pUbqfKybcCYr2zEM9dM6YsIpQmldtXWBsJkAAJlEaAM008rF9QmlCaGN0lKU2MbQFKE0oTShPXe5DSxNgxyVE7Z5oY0w6UJsZwZ60kQAIk4NMzTTZs2IDevXtj/fr1uO+++9RrnTVrFhITE11a35Fn37596Nq1K3JyctTjTz/9NFasWFFqbyme37murKws9OrVC9u2bVPKFj+Pax2nNKE0MXqIojQxtgUoTShNKE0oTYwdhUqvndLEmFahNDGGO2slARIgAZ+VJg4hIbalbdu2rYv0ENLk8OHD6ndCfPTp0wfr1q1TeAwYMACbNm1CXFwcHHF69OiBhIQElx5z4cIFRb4sWmRfoFR8FvmWLVuGDh06uOTt378/Hn744RLyxnEeop4nn3wS48ePV8tSmlCaGD1EUZoY2wKUJpQmlCaUJsaOQpQmnsSf0sSTWoPnQgIkUFUJ+NTrOUKECPmxfPlyjBw5EmvWrFEkiEjFpYlDjIwaNUrZhtZZmpSW/2odRMiRFi1alBAsxaVJaZJEnJdIDjlDaUJpYvRgRGlibAtQmlCaUJpQmhg7ClGaeBJ/ShNPag2eCwmQQFUl4FPSxFmMFBcZ7pppUryjOMsX59eBRD6t0sR5BowvSJM9zTuj2/jX1C2Hf3h7Ppp9+68SWw7vbdYRt417Td1yeNeyRbjum4/VLYcP1m6KVlPmqVsOH/z6C8S++5qy5XC1easV2SXSuXPnkDbiiWtuORw2bw0aNGqklBFbDl9++e/ccriUkU9Ik3wuPmnY3wRKEzv6zBwLgoP8vXLBTHd1HrEQrMViRUQVXwg2OSMf1aOC3YXVsDhiRyhzgQ3euhBsapYZUWGB8Df5GcawohV7+0Kw6TkWxEYEVfTyDS2Xnm1GeEggAvy9r98YCo6VkwAJeBQBn5EmxeWFWNtkzpw52Lhxo/LQ7c41TZxbUIgRkUpb/6S013Oc8zvOuWHDhmp5X5AmS4Pjkd6klSpNgs+dxMCU30pIk/dC6uFKoxYwmUwKw6Dzf2Jg8iFVmmwIqI5fG7ZGULD9x7It+RIGnvkRlwr98VHT2xAZFaV8n5GejidP7MT1wfY4paUz2XlYel03RMfGKoezMjPxwJ970MbfjMLCQnx/4+3oPGqyR92cRp5MIQD+vCnZAhV92LHaCpGaaTaySb2u7sJCwI+dELwXlU1PdO8LsZFBFZIBQjJn5Fi87v6qyAlXRjtU5LyqQhlvZm/0udeI9n7hWhX6OK+RBDydgM9IE/FqztSpU7Fq1apS1xopPtPEuWEcr/U41jRxPuYsW4ovDiuOiTIOMVO8sUuTJs4LwYaFheHOO+/ELbfcwtdzAOx8Zz6afM3Xc4weNPh6jrEtwJkmdv7iX+VDgjnThFsOA9w9x9gxyVE7F4I1ph34eo4x3FkrCZAACTgT8BlpIgTFypUrS7TuzJkzFSFRUWlSVne5ljAR5UqTJtcSK74w02TvDV1wx+TX1ZkmO96ai+s2ry0x02Rf807oPul19fUcShPPGJwoTYxtB0oTShNHDxSv51CaUJoYOyIV1U5pYkxLUJoYw521kgAJkIDPSZOydrBxnn0idrtxXjvEGcLVZpqU1l20CJPSpImYZSJmwjz//PNK2NLiUJpwponRQxSlibEtQGlCaUJp4noPcqaJsWOSo3ZKE2PagdLEGO6slQRIgAR8TpoUX7/EcYHO65wIYeIOaSIETZcuXXD69GmXnuSY0eKQJcVnvaxfv17Zelica+/evZWy3bp1K/FqD6UJpYnRQxSlibEtQGlCaUJpQmli7ChUeu2UJsa0CqWJMdxZKwmQAAn4nDTxpSalNKE0Mbo/U5oY2wKUJpQmlCaUJsaOQpQmnsSf0sSTWoPnQgIkUFUJ+MyaJr7SgJQmlCZG92VKE2NbgNKE0oTShNLE2FGI0sST+FOaeFJr8FxIgASqKgFKEw9reUoTShOjuySlibEtQGlCaUJpQmli7ChEaeJJ/ClNPKk1eC4kQAJVlQCliYe1PKUJpYnRXZLSxNgWoDShNKE0oTQxdhSiNPEk/pQmntQaPBcSIIGqSoDSxMNa/ov+fVAtLMTDzqp8p5PZpCXuenmcWmjnB8th3f4VAv39XQJlNL4Rd44eB5PJpHz/w5oVsHz7hZovvVocuo2bjtDQUOX4oW1bcGHlW8iHCZ1nvYUaNWoo3yclJWF34hBUD/JHoa0QhQBMJj+XulJy8nDz7CWoXbu28n1KSgp+GDsM1VCAwsJC5LTogL8Nfbl8F+qjuSlNjG1YX5Qmubm5MJvN5QKbmWNBcJA/ggLs40NVTGLLYUuBFRGhgVKXHxQUpI6jUoEMKszdcwwCX6xavReCtVqtEAv465Fy860AChEaHKBHeF1jCmmSnmNBbESQrvXoFTw924zwkEAE+Lv+LiurPvGbT4xZTCRAAiTgSQQoTTypNQCkp6d72BmV/3SCg4MRElIkfsTDknhoKp6K57NYLMjJyVGzBQQEIDw8XP3s/IMqOjraJZyDW16+FTYUIqyUH0bFy2RkZCjCRCRxvuJ8mABKE2N7ga9Jk/z8fMyb+TJCTBnlAltQYIPJ34Ri/lONcfrcFURHhiE6Kqxccb0ps80G2AptCPCXE0e51nAMfeV1hIV5JytKE8/otXpLk682rsXe7Z8iMsL+DyXuTFar/W+9v8YHd3fWLRvLbC7AsT8vo2WzurKhDClvKbCPYX4anElBgRVh1ZvhhaHjDTlXVkoCJEACZRGgNGHf8CkC4l+TbIWFCA/xvn9N8pSGoDQxtiW8UZr8/PPPqFevHqpXr14CXnZ2Nha/9gxGPWBzK9i1/z2Llk2i0KJJlFvj+mKwN9cDz4xchpiYGK+8vIpIkwMHDqBNmzbw0/KkVklUMrItMBfYEBUe6JUzqIpLE/GPIfv27cNtt93mFoJr3p+H9pFfolnDSLfE85UgqRlmrNp0Bi/1beorl1TmdWTnFuDtLbUxauI7peYR/wj3ww8/oFu3bj7PghdIAiTgWQQoTTyrPXg2kgQoTSQBgjNN5AnKRfBGaRIbG4vrrrsOY8aMKXHxYqbJLztWYvozpf/rcdzdG9GgTjh2r/hLucBVVJpU+8t6zHypFf7xYJNy1efNmSd9kIPrOz7hMnPPm64nM6cAkWHlE+GPPvqoMsNRzFj0lORr0uTdd9/FoEGD8Omnn7oF8f7dm/FEx6NukSb/3nYOj4/dg+wdD7jl3IwM4mvSJOiWdTD/0KdUpEKaTPwwALfd9WSpx0+ePImEhASImclMJEACJFCZBChNKpM269KdAKWJPGLONJFnKBPBG6VJy5Yt0aJFC4wfX3JKtXhw/fqTGRjfr/SH1xFzfkZ8rRCMfqp5ubBVVJrc8NDXmDToRjx2V4Ny1efNmWd+YkHX+xMQGemd/4KflmVGTDnXc+jQoQOliZs7bfGZJtu3b4eQU19//bVbatry1Sfo0fRHt0iTUxeycd/w7/HLx3e65dyMDOJr0qRx7004ub5HmdJk9r8j8PDTCaUeP3r0KJ588knk5eUZ2SSsmwRIoAoSoDSpgo3uy5dMaSLfupQm8gxlInijNBGzSfz9/Uv9V33xes68yU/iuTvd+y+D67+7gBsaRrjlAUumvbyh7Hub/TEocUWVej1H9DvnNbE8oZ18baaJzWaDuPcdi7XLMl61/A009VuPpvUiZEP5VPn0TAvWbj6HgQ808qnrKu1icvKs+PjHukiYuqzUaxXr0AkR763rM/l8A/ICScCHCVCa+HDjVsVLozSRb3VKE3mGMhG8UZpc7XrFAs4frVqCjNSL5cJisRQqizb+b3OtEmXT0jIQKhZwDvHdXRasYiFYWyECAzSsoHgVupHRNdH3yRcQGCi3C0+5GtCNmSuypokbq3dbKF+TJm4D879AB/bvxtb/rENwsPv7aYFYCLYQCJC8l9x9zVriWQtsuJCUgnpx9h0DvS3lm20ICtS2EKzYAbFR01boef9j3naZPF8SIAEfJ0Bp4uMNXNUuj9JEvsUpTeQZykTwNWlSURbiATMkmFsOmy1WRIa5/yGyou1iRDlKEyOol6xT791z9LzKHLHlcGEhwrxwkXghTtOyLagW6Z2CWLxeJ7ZN17rlsJ79gLFJgARIoKIEKE0qSo7lPJIApYl8s1CayDOUiUBpYqdHaQLkW2ygNAEoTWRGFPeVpTRxH8vyRKI0KQ8t5iUBEiABfQhQmujDlVENIkBpIg+e0kSeoUwEShNKE0f/oTSxk6A0kRlR3FeW0sR9LMsTidKkPLSYlwRIgAT0IUBpog9XRjWIAKWJPHhKE3mGMhEoTShNKE1c7yBKE5kRxX1lKU3cx7I8kShNykOLeUmABEhAHwKUJvpwZVSDCFCayIOnNJFnKBOB0oTShNKE0kRmDNGrLKWJXmSvHpfSxBjurJUESIAEnAlQmrA/+BQBShP55qQ0kWcoE4HShNKE0oTSRGYM0asspYleZClNjCHLWkmABEhAOwFKE+2smNMLCFCayDcSpYk8Q5kIlCaUJpQmlCYyY4heZSlN9CJLaWIMWdZKAiRAAtoJUJpoZ8WcXkCA0kS+kShN5BnKRKA0oTShNKE0kRlD9CpLaaIXWUoTY8iyVhIgARLQToDSRDsr5vQCApQm8o1EaSLPUCYCpQmlCaUJpYnMGKJXWUoTvchSmhhDlrWSAAmQgHYClCbaWTGnFxCgNJFvJEoTeYYyEShNKE0oTShNZMYQvcpSmuhFltLEGLKslQRIgAS0E6A00c6KOb2AAKWJfCNRmsgzlIlAaUJpQmlCaSIzhuhVltJEL7KUJsaQZa0kQAIkoJ0ApYl2VszpBQQoTeQbidJEnqFMBEoTShNKE0oTmTFEr7KUJnqRpTQxhixrJQESIAHtBChNtLNiTi8gQGki30iUJvIMZSJQmlCaUJpQmsiMIXqVpTTRiyyliTFkWSsJkAAJaCdAaaKdFXN6AQFKE/lGojSRZygTgdKE0oTShNJEZgzRqyyliV5kKU2MIctaSYAESEA7AUoT7ayY0wsIUJrINxKliTxDmQiUJpQmlCaUJjJjiF5lKU30IktpYgxZ1koCJEAC2glQmmhnxZxeQIDSRL6RKE3kGcpEoDShNKE0oTSRGUP0KktpohdZShNjyLJWEiABEtBOgNJEOyvm9AIClCbyjURpIs9QJgKlCaUJpQmlicwYoldZShO9yFKaGEOWtZIACZCAdgKUJtpZMacXEKA0kW8kShN5hjIRKE0oTShNKE1kxhC9ylKa6EWW0sQYsqyVBEiABLQToDTRzoo5vYAApYl8I1GayDOUiUBpQmlCaUJpIjOG6FWW0kQvspQmxpBlrSRAAiSgnQCliXZWzOkFBChN5BuJ0kSeoUwEShNKE0oTShOZMUSvspQmepGlNDGGLGslARIgAe0EKE20s2JOLyBAaSLfSJQm8gxlIlCaUJpQmlCayIwhepWlNNGLLKWJMWRZKwmQAAloJ0Bpop0Vc3oBAUoT+UaiNJFnKBOB0oTShNKE0kRmDNGrLKWJXmQpTYwhy1pJgARIQDsBShPtrJjTCwhQmsg3EqWJPEOZCJQmlCaUJpQmMmOIXmUpTfQiS2liDFnWSgIkQALaCVCaaGfFnF5AgNJEvpEoTeQZykSgNKE0oTShNJEZQ/QqS2miF1lKE2PIslYSIAES0E6A0kQ7K+b0AgKUJvKNRGkiz1AmAqUJpQmlCaWJzBiiV1lKE73IUpoYQ5a1kgAJkIB2ApQm2lkxpxcQoDSRbyRKE3mGMhEoTShNKE0oTWTGEL3KUproRZbSxBiyrJUESIAEtBOgNNHOijm9gACliXwjUZrIM5SJQGlCaUJpQmkiM4boVZbSRC+ylCbGkGWtJEACJKCdAKWJdlbM6QUEKE3kG4nSRJ6hTARKE0oTShNKE5kxRK+ylCZ6kaU0MYYsayUBEiAB7QQoTbSzYk4vIEBpIt9IlCbyDGUiUJpQmlCaUJrIjCF6laU00YsspYkxZFkrCZAACWgnQGminRVzegEBShP5RqI0kWcoE4HShNKE0oTSRGYM0asspYleZClNjCHLWkmABEhAOwFKE+2smLMMAikpKUhNTVWPRkVFoWbNmurntLQ0JCcnlygdGRmJWrVqqd+np6fjypUr6ueQkBDEx8ern3Nzc3Hu3Dn4+fmhSZMmyv+KVFhYiBMnTij/f57ZpnwODfZ3qU98J8qYTCZN7Vj8miIiIlC7dm21bEZGBpKSklxiidiNGjVSz8tqteLkyZPqZ+fM1atXR0xMjPqViCViihQdHY0aNWqox4qfi+OamzZt6sJA1CWuU5QVMRzp8uXLyMzMLHHdIq/gGxoaqh4TfDOzcpBfYENESECJMsXPray2dRSMjY1FtWrV1DiifUU7O5I4B8EsIMBel/h8+vRpFBQUuNQtYohYjlQ8jnNm0U6ivRzpwoULyMnJQVhYGOLi4jS1v5GZKE3s9DOyLQgJ9kdQgLZ71sg206vufIsNZosVkWGBelXhFXGvpOejRnSwV5zr1U5S9GlzgQ1R4YFe2a8pTYzpgjZbIdKyLagWGWTMCUjWmpZlRkRoIAL87b/ZmEiABEjAGwlQmnhjq3nYOc98/WscOHw9TCa7qGja4FdMmdBTfaBftORbfPdDPPwDXH/0Nq53CFMm3A1/f3u5JUu3YsuOOAQEhCifq0Ufwcwp/6c+AH/51X4sWyUeoNIxf1ZTVaicPXsWwxL+RHBI/TLJZGedxZuz6qFRo4aa6M2a8x/s/7UpTCb7w3yDOr9h6qQ7EBhof3hZsXInNv43FoGB4Wo8U+FJzHntRlWuHDt+EqPHXkR4RF2XOq3WfNzW6RxeGvwX5XshCiZM2YQ/TrdUPjdrcgiTxvZUy/xz3n+x9+dGMJmKHpxycs5gweyGqF/ffs3nz5/H8MQ/AFMt3HHbJQwa2FX5XoibcZP/g1PnWpS47vz8NDzzWAHu69VBOZadnY1XJ+7EldTmZTK6ruFBTJnQSz0+f9EW7NxTD/7+JR9obIVWtGtxHAmj71LzT33tSxw+1kLtGzk5FzExIRbt2jZT8gh59PK4QzAXNFbL2GwWdG53CiOG3qF+N2HKRhw/dVOJ8zSbM/FQr2z069tZOZafn49xk7bi3OUbUKfmEUyfeLuLJNLUGSo507WkiWA0J2EOCiwFuK7VdXg+4flKPsPKqY7SBKA0sfe1qiZN3n7jbZw+fhpj/zlWkb2ekihNjGkJShNjuLNWEiABEnAmQGnC/iBNYO7873DwWCdVmjSK24GxCd3VB+Oly3/Azn2tVBniqLBhne8x5pXbVGmyfMUufPdjCwQE2Gc+xEb8hImvtlSlydffHMSqT2uhsDAVsyZGukiTxMnZCAlrUua1ZGWcwsyJgZqlybyF2/HLkZtVaRJfYxfGJXZRpcnqj/biP9uaIjCoaEaDn/UIpo2v6SJNxs8oRESkq8yxFuSjS7uDGDTwFuV8hTSZPnsb/jx/q/K5af2deHV0d/VaFry1A/sPt4fJv0iaZGedxOxJoS7SZMyUdMA/Ht06/4Znn7ZLAyFNps3aiTOX7HU5p/y8VDze5yJ63NNa+VpIkykzf0VyRvsyOTauux1jE/6qHl+y9HvsPtC6hBATGWw2K1o324PhL92u5p89ZyuOnPo/tW9kZ51H4jAL2rS+TskjhMCEGRdhsd2glrFZLehw034MGWTnI9L02Vtw8lxRXMf35vwM9L7rNB5+sJ3ylZAm02btw4XkjqgVuxfjE9p6vTTZtWsX1k9fjyYxTfBn8J/oN6IfWra0CzdfSpQmlCaO/lzVpMlj9z6GoNwgPDf5Odx+e8lxzqj7nNLEGPKUJsZwZ60kQAIk4EyA0oT9QZoApYkdIaWJa1eiNKnYrXWtmSaO19Kcowvx5muJ0oTSpKpKE+d73JPubUoTY0ZZShNjuLNWEiABEqA0YR9wKwFKE0qT4q9eCSKUJhW7zShN7NwoTShNKE3sMxE9JVGaGNMSlCbGcGetJEACJEBpwj7gVgKUJpQmlCbuu6WuJU0effRRbP96O+Kj49Hzrp7o+lhX/O1vf3PfCXhIJEoTSpOqKk1MfiY0rdMUs9+ajT59+njIHQlQmhjTFJQmxnBnrSRAAiRAaeLBfeDSpUsefHaln9q77+3HH+e6q2uaxNfciklj/6auW7H4ne3Y/XPbEmuaxNfYjgljuqlrmryzfAe+39daXdMkMuRHTB3fRl3TZNNXB/DhujjYbCmYPSnKdU2TSVkICW9aJrvyrmnyz3nf4vAfXdQ1TWrH7MSkcbcWLQS7ahe27GzusqZJoeV3zJhYS9OaJjeLNTqet7+rLv4lcfL0zTib1E353LDONox/tegh+I03t+JXsWbMNdY0eXVKGvz86+HWDgfx3N/t63+INU0mTtuGiykl34sXa5o82vsc7rvXvv6HWNNkwrQDSM/pVCbH+rW2YuLYO9XjCxZvw0+/dihzTZMbm/yAl0fYF7wVafqs/+LEua4ua5okDDWjbZvrleNiTZNx087DiqKFa8WaJm1u3INhQ+x8RJo84xucuVS07ovje7GmSc+/nsBjj3ZUvhJrmkyavhtJ6bcgJux7vDioYYk1TYKDg112MjL6BryWNBFjxIxRM2Cz2HB9q+sxdPxQo09Zl/opTShNHB2rqq1pMv+1+cpCsJPenOSyE5guN1o5glKalAOWG7NSmrgRJkORAAmQQAUJcE2TCoLTq9gLw75FZFTR1rZ61ePOuCf+OIqo6veo0iQnfS1Wv9dPfTB+acTHyDT3LCFNctI+w4p3H1RFxPDRHyMtt4cqTTJTtmDBnHbqtsRvvPkF9h++GXl5yRgzPB/t2tkf9n/66SfMfDMUUTH2xURLS0KaDB+UjC5d7AukXisNfH4NbIEPqNIkO3UDlr/dQ33gThz7L1xI+auLNMlIPYhJiSFo0cL+wL/tux1Y/H7dUheCDQv4Aove7Kvks9lsePLvHyEs+hHlc17mJ1i1/An1FP8x+CMUmHq7SJOM9BN45cVM3HzzzUq+n3/+GdPfMCEsoiFiw7/G3Nn2WGazGf0H/hvhsQ+UuGQhTVo3242XR92nHBPC4sVR+xAZW7RLTfFCuWkfYfWKp9Svhwz7GDkF95YpTWBZh+VL+qn5nx6wCoHhj7pIk769T+KB++0C5OjRoxg3LQ1Rsfa2VfhYLQjEery98DH1uyee+QCh0UWfHQeENGkUvwNTxt+vfCW2Wn7uxW8REdMDqVe2oUH9aggMtO/O5EihQefw8ohbPObh5FrSpERD+ugXlCaUJo6uXdWkiafe0pQmxrQMpYkx3FkrCZAACTgToDTxsP7w2LPHERGlbVtcTzn1i+d2olacmJVh3zo4M+VfWLPiUZhMYntg4IWha5FrvaeENMlM+RwfLLsfQUFBSr4XR3yKLPNdqjRJu7INC+e0RuOZVQAAIABJREFUQp06dZTjs+d8gYNHb0ZuXgoSX8pWhcGePXswe2EkomOuPtPkxQGXcNttRTuwXI1f/+c+gn/I/ao0ybjyBd5fepe6/eOohHW4ktHdRZqkpRzCpIQAtGrVSgn9zebvsGx1vVKlSZDfV3h74cNKPiFN+vVfi8hqDyqfs9I+xUcrikTD3wd9DATe5ypN0k5g1OA0dO5sl0BCHL02LxjhkfURGfwNFrzxkPK9kCZP/n0joqrbxYhzEtKkZZMfkZhg30L48uXLGDzyF8RUL5rRUbxMZvJafLzqcfXrQUPWwoweZUoTa96/sWKpXQ6J9ET/DxES/bCLNHmo5x94+CH7jjy//fYbxs/IQUw1+44+Ch+rBX7WjVi2+FH1u75PfYjIanYx5JyENKlXaydmTOmtfJ2RkYEBg7cjuvpdSLq4B7E1xC5O9t2ZHCk67AAmvtocUVFRJeIZ8QWliZ06pQmlieP+ozQxYiQqWSeliTHtQGliDHfWSgIkQALOBChNPKw/UJpQmlCaUJrk5lsRHhKA0GC7iKyKidKE0oTSxLPufEoTY9qD0sQY7qyVBEiABChNPLgPUJpQmlCaUJpQmnCmifgzlW+xwWyxIjIs0IP/aul/apxpoj9jLTVQmmih5P48lCbuZ8qIJEACJFBeApxpUl5iOuenNKE0oTShNKE0oTShNCn6Y0tpovMPD43hKU00gnJzNkoTNwNlOBIgARKoAAGfkyYbNmxA7969sX79etx3X9E6DrNmzUJiYqILIkeeffv2oWvXrsjJyVGPP/3001ixYkWpSIvnL16X8/Fu3bph48aN6iKTjvMTgYsfE99RmlCaUJpQmlCaUJpQmlCaVOA3na5FKE10xVtmcEoTY7izVhIgARJwJuBT0iQrKwu9evVCamoq2rZt6yI9hDQ5fPiw+p0QG3369MG6desUHgMGDMCmTZsQFxcHR5wePXogISHBpcdcuHBBkS+LFi1SRIj4LPItW7YMHTp0UMuOGjVKkTbF63UEE/VPnToVq1atctm1g9KE0oTShNKE0oTShNKE0sTTfq5SmhjTIpQmxnBnrSRAAiTgs9JEiAghP5YvX46RI0dizZo1igQRqbi8cIgRITfq1q3rIk1Ky3+1btO/f39lm1khWIrLEMc5OYQMpUkRSe6ew91zsrPOg7vnuI4u3D3HzoMLwXJNE8edwddzPOOHK6WJMe1AaWIMd9ZKAiRAAj4rTZzFiLPIKE2CVHSmSfHu4yxfxMwS8frNp59+qs5oKT4TpSpIk7SkT7B4QS91y+HEsRth8etVYsvhtCv/wsK5dyIw0L7l8JjxG5BfKPLZt4RNubwV0yc2Rq3atZXPi976BsdO36psOfxC/yS0bddO+X7/T/vw9so619xy+KlHTqLLLV00jQDDRq5HUMSD6pbDqUn/xpv/7IrQUPu5TZ76JdJz7yq25fCvGP68GTe2aKHk2fbdDnzy7+albjlssm7E7NfuVfKJLYcHD/0C0TXsW+hmpnyMt+bfr57niFEbEBD2QIkthwc+dQ4dOnRU8v3y8894a3mssuVwiOlLTJ9ij22xmPHi8M2IqdmnxHWLLYeb1NuOoS/epRxLSkrC2Ml/ILZG9zIZpSd9hCWLHlCPv5y4AYUBvcvccjg/61+Y/4Z9+1+Rhgz9HOGxfV22HL6n+yH06nW7cvzo0aOYs7AQMdXaqGXElsPW/M/xxuyi1+2ef/FzRNd4rMR5ii2Ha8V+i1dfudvOMjMTo17dh9ga95S55XBEyAEkjmqqacvh4KD/1959x0dR5g8c/6ZCQhJCbyIgKhZEUVFEFMtZD85yds87z/qTcjRPIBxFRASkKGJBPLvn/cT6Ok9ReaEioCAeCofKD1E6ocSQkF5/r2fWnexudpNJnozzbPLZ/5JM2/czO8l+MjsTJ3GxMY72odCJKiudzVZQXCbqTJPkZk377jmHC0qleWKcJMT7bl3eFB8l6kKwZeWSktS0LwT7c26JtE7z/Z5w6xFTv5e1tTlOX9tqny4pq7Au7JsYhft1dl6ppCXH1/sY6NbYOVluYUm5NVBJzeKdTG7UNCqa5BSUSauU6DwO5OSXWneDi4/TeJFpjIjOa1tjtcyKAAKNTKDRfDwnXLyYO3eufT2RhrymSeA+oOKMevivf0I0Efnx+4fk3LMT7DfGn6/JkY7dMqpFk22b58hZ/cslPs73R8wXaw9JhyPVdL4wsfPHV+WkEzZLakqq9fWGjfsludU4yc/PlHapi6Vz5yOs7+/evVOy8u+RVq17RXx55uVul+S4OdKtW3dHL+GVq/Ol69EZdjT56f8ek/798iTxl8Czdl22tO08PiiaHNi3Vrq0WyId2ne01rFt+w4prLg3bDTZs22GDOif9ssf3JWyYnW5HNXL91Gwrd9Pl/MG+gzUY+XnedL1qIygaJKTvUXSkxbKEUccaU2zd+9u2Z/zZ0lLP1r27Zgh/c9It75fVl4mq9c0kx7Hjqr2vFU0yf95ppzcp731s7z8PNnw7THStcdNEY1+/Ha6DDq3attWf5ErnbtnRIwmO354UM4Z0MJe3oqVhdK918SgaBJX9rAcc7RvLA8c2C87ModI+04D7XlUNNn104Nydn/ffqAen3xWKD2P/1u17VTRJHvfTDn91DbWz4qKi2Td1+2kW8+7IkaT5GbrZfSIHpKa5huPmh5p6s1OQt3fxJdXVMqhvJLaFm/93GorlSLWn5fe/I3paDvdnsh6IxrTpAmq9oUmvB+o/ayislJiXX7nk56SWK8YoCKIiiFOHnZcidL9urKy0j52O3m+Jk3jt3d5N3LtKUe3vbf7TZu0Zq6NCwtGAIGmI9Booknox2JCz/CIdG0RNdSRPkKjfhYYW0IvDqt+pj52E3qh16Z+pknOwTfkucXqLA3fm8vR974pxZWXVYsmOVlvy+InfiuJib7/II4d96YUll1qR5PsA5/KnBnHSYeOvgjxyKPvy3c/nmGdaTLqrlw59bTTrO9/te5LWbC4Va1nmtzxhz0y4OwBjl7d/zPsdYlPvsKOJocOvitPPXahJCcnW/NPnPSO/Jx3QciZJptk3EiRE3v3tqZZ/vEKeXlJ97DRJL7yfXl0nu/sD3WmyW13vSVpba62vs7Lfl2efdp31ol6DB3+hsQ2H1LtTJNhdxyUfv3OtKb5ev16mf9ksnWmSXLChzJnpu9skJKSErnznvelZduqsz38y1XR5NjuX8jY0Zdb39q/f7/cm/GtpLcZFNEo9+ASef7v19k//8voN6Q89rcRo0lpwduy6HHfx5DU4/a7XpPk9GuCosmQi7bIlVf6zm75/vvvZcbcYklv3ceeR0WTytJ/yeOP/t7+3q13vCZpbaqM/D9Q0aRT289kyt8GW9/Kzc2V4WM+l/Q2F3t+pklE1JAf8PEcHwgfz+HjOf6XBh/PcXr0cHc6Pp7jrm+kpfPxHG/cWSsCCCAQKNBoook64+PFF1+sNrozZ860rjVS32gSaXcJF0zUtFzTRH285A159YXr7Ghyz1+WSGG5iiHNgzi5pgnXNOGaJtWPMEQTool/ryhWH88pLbc+ztGUH0QTM0afaOLNOBBNvHFnrQgggECjiyZOrhui7nYTePecQISazjQJt7tECiZq2tCPCXH3HBGiSdeg3ai8rFgSY5bKooVEE6IJ0STSr2TONOFME/++QTQx4w9Xook340A08cadtSKAAAKNLpqo64gEXr/E/wQDA4YKJg0RTVSg6d+/v+zYsSNoT/Kf0eI/2+Tcc8+VgoICGTRoUNDHd1Sg8f/Mv4DAabjlMLcc5pbD3HKYWw7z8Rz1+4EzTXy/JYkmZvzhSjTxZhyIJt64s1YEEECg0UWTxjSkRBOiCdGEaEI0IZoQTap+sxNNzPgrh2jizTgQTbxxZ60IIIAA0cTgfYBoQjQhmhBNiCZEE6IJ0cS0P1WIJt6MCNHEG3fWigACCBBNDN4HiCZEE6IJ0YRoQjQhmhBNTPtThWjizYgQTbxxZ60IIIAA0cTgfYBoQjQhmhBNiCZEE6IJ0cS0P1WIJt6MCNHEG3fWigACCBBNDN4H7h7+oSS3aG3wFlbftO3btkl6+8ESGxtn/bDw8Ovy8t9vkJiYGOvrkWNfl5yiS6rdcrgw9y15/umrJCHBdzvNsePekKy8iyQ+Psn6+vDPy+Xx+adJ27Ztra8fXbhU1m3sK0VFWTLlrxXSu3dv6/sbNmyQ6XMTJC396Ihuebnb5d5hOXL66ac5sr1z2D+lPPYKiY2Nt6bPP/QveW7R5dK8ue+2yRmT3pbdBwdJQmKKvbzc7I3ywMQW0qtXL+t7q1avkceeaScpqdXvnpPabKksmFd195w/3v6/0jzN93VJ/uvy4jM32su9e/hrUiqDJTau6rajuYd+lIzRhXLKKadY023atEnun10hySndpE3KRzJ31u+t75eWlsqtd74tSS2vrPa8i4uype8JX8mYkZdZP8vKypKho9dJaqsLIhoV5S6Rl5+7yf758FFLJL/0MomLb1ZtnoqKcokre0cWP3m9/bNb7/yHxCVdY+8b6u45N121U4YMHmhNs3XrVplwf5akteprz1NRXirNYt+VJxdcZ3/vD7f9Q5qnXlttnSXFudKz62qZMnGI9TN1Meg7h38sLVpeKj/vXy5dOrWQ+ITgW1+npebIuDFnSXJysqN9w+2J1C2H8wtLpbggR5on+l5T4R5t2rSxb+vt9jZ5sXzunsOFYP37XWO6pklxabmUFuZIQnxsnV9W6neh//dqnWdugBmIJg2AWI9FEE3qgcYsCCCAQAMLxFRWVlY28DJZnIZAbm6uxtzezPrk02tl8/aBdjTp2mGFTJ5wgf3H3aJnVsnn6/tUiyZHtF8pk8afK3FxvjeGzzy3Wlau621Hk5bJ6+T+iSdJSoovTCz94Bt55c2OUlmZLbOmpEqXLl2s7+/atUvG358vzZOPigigosnMKQnSvXs3R0jzFnwq/91yhh1NOrZeLVMyBtiB56VX1siylccGRRMp2ywPTm4nHTp0sNax5YefZNKMyrDRpN/J38jQu862plMvwQdmfiw7Ms+xvu7R5TOZeF9VuHjksRWyYfPpQdEkP+8nmT01Sbp29QWZPXv2yIRphyQm7gg5p98muf3Ws6zvl5eXy7QZn8nug751BT5UNLn+it0y+HJfoMjPz5epMzZIdt7pEY26dfxUJk34jf3zJxatlC83nBIxmpx49BoZO3KQPf1DDy+XH3YODIom4/5SIqecfIw1zYEDB2TS9L1SJsfb86ho0vfEr2TEPT4f9XjgoWWyPbNquf7vq2gy+KJtct3vfXGsuLhY7n/oS9mffaa0Tv1Cxo44VpKSfFHO/4iPjzcmmFjjUFQmyz96T75eNk+aJcZL5sE8OaZbcEg9mF0g5101Xs4579KIYxXtPyCaEE38+3BjiiZr16ySlW9NkZLScmmeGC/tWjuLtfuy8mXIn2bJaaf39+ylTTTxhp5o4o07a0UAAQQCBYgm7A/aAvMXrJCNVmDwxY/unVbKxHHn2W+MFz/7uaz6SsWQ4P/wd+u4WjLuG2hHk2df+EJWrD3BjiatUv4jUyacaEeTDz7aKC+/3v5XiSaPLPzMFyp+OdOkS9sv5G/j+9vR5JV/rpMPP+0ZFE1iyjfL9EnOokn/vhvl7jt8YUNFkwdnfyrb9vjCRs+uq2TCvefZ4/LYEytl/ben1hpNMqbliMR1kUFnfid//uOZ1vwqmkyftUp27vOtK/ChoslNV2XKZZf2sb6tosm0mf+VrNxTI+4TPTp/JhPHVQWdpxavljVf94kYTfoc+6WMGlEVO2bP/UQ2bx8QFE3GjyyVk/v4zhJS0WTyjEwprTjO3gYVTU47ab0Mu7sq/Dw4e7n8tLtquf6JVTT53cU75JqrfSFIRZPps76SvVn9pH2rdTJp3CnVoon2C6CBF6CiyW/OHyhXnX5YrvlNV1n5TZbccvmR8uirW2Tkjb64tH7zIdmdfJsMuepm6+uhQ4fKnDlzjIo/uixEE6KJfx9qTNFk1MihUrzrfbn58m7SpmWiLF2VKaNvPkZSW1SdSRjutfP5hizJ7zJWLrrEdxZdpEdJSYmMGDFCFi1apPsSrDY/0aTBSR0tkGjiiImJEEAAAVcFiCau8jaNhRNNfONMNAne39XHc4gmdT8GqGiSkuR7A7X17UvsaBLb702p+PJqO5q89W1f6d2nn/X1DTfcIOrjOgcPHqz7Cg2dg2hCNGmM0aRlSqL1tP796AArmvS/9RNpmSyS/anvtR3poaLJB9sGyAknnlzjdPPnz5c1a9ZYMb6hH0SThhZ1tjyiiTMnpkIAAQTcFCCauKnbRJZNNPENNNEkeIcnmtTvAOA0mnyVO1jOOd93PZrjjz9eLrzwQlm2bFn9VmrgXEQToklTiSZJzUTyV9YeTTbLjXLWgOofSwx8+T7++OOycOFCoknIMa2guFyd1inJzX3XKYumB9EkmkaLbUUAgcYqQDRprCP7Kz4vognRJNKFYDnTpO4vRBVNXnv1OemS/4KkpSTI2k3Zcs2Fvuv3+B//3ZorRZ3ult9d/QfrW2VlZdbH3Ly8SGTdn2nNcxBNiCaNMZr8+923JGXPI5KTXyqtUhOlb690Ry+dr77LlmbHj5eLL/1drdOrC4D7L7Be68R1mIAzTeqA1YCTEk0aEJNFIYAAAvUUIJrUE47ZqgRmz10mX37TSWJifHcDOK7nNpk22fcfcPV48ukVsmxFS4mL852W7H8c22O7TJt8sX0HkMXPrpSly1MkLs53J5YObXbKrOkD7es0qAvBPvV8kcRIgTwx7zjp1KmTNd3evXtl6OjvJKGZ7+twj4L8THly/jHStesRjobu4fnLZO1/OkrML9dpOarrDpk+9UJRFw1Vjxdf+ULefi/Rvv6K+l5czF5Z8PBJ0q5dO2uarT9ul1HjtklScvugdZaXl8j5Zx+S4ff4/mOoTqOeMn2pfP9Dd+vrE3ttlykZVRf4nLdguaz+sp19fRU1TVHhXnnqkeOkc+fO1jz79u2TYWM3SaW0lssuyJM7bvPdjUZd02TytI9ky7bqF8AtLTkst9+SYF8ItqCgQMZPXimZB4Lv9hO48Scc/ZNMnXS5/a2FT34qn6xKl9iQsbWeV0W59OubKfeNqbpw7PSZS2XDd1XbUlR4UKZP6ix9TuppLVPdwWfM+G+ksKRqLCsqSuWc/lkyctj59nqnTn9Pvt3So9pYlpbmyw1Xi1x/je9ituqaJhOnfiI79hwpR3TaJTOmnmPfAcnRjuDBRCqafLd5i3y29AVplhAv+QWFkp6eFrQlRYVFMviau6RHj+oGHmyyK6skmhBN/DtWY7qmyfadu2TZO4tEKiokLi5WkpKDL0wd6cVUkF8o1/9plHTs2NGV15uThRJNnCg1/DREk4Y3ZYkIIIBAXQWIJnUVY/pqAuoCooF3/VF3u0lNTbWnKywslEOHDlWbr0WLFpKWVvVmMHQ6dXvfVq1a2fOp/56pazao/6aH/uGYmZlpxYeiknKpUKfgNqt+Cq4/sjgZwtDnpG5H27JlS3vWoqIiyc7ODlqU+k9/+/bBgUQFnXCP9PT0oAuSHj582Lo9rnooO/8dg9TXKmbk5OQELSacgQonFRUVlpn/1shqJjU26vmEe6hbWAb+R1I9p8N5BVJUWiGpSdUNQ8c23LYFrkeNrxpn/0M9R/VcAx/qbkOxsVW331QXg1VnTgQ+lH3gLYEDvUKfl7q2R2JiVaBT+57at9Rdc5S76Q8VTQqLy6VF83hJahb5lsOmPw/d7SOaEE38+1BjiiYlZRWS1iJBEutxy2Hd15Tu/EQTXcH6zU80qZ8bcyGAAAINKUA0aUhNluW5gHqzqaKJesPJo34CJaUVUlRaLmnJNd/NoX5LZ67aBIgmPiGiCdGEaFLb0eLX/TnR5Nf19q+NaOKNO2tFAAEEAgWIJuwPjUqAaKI/nEQTfUOdJRBNiCb+/ae4tEJKSssltYkHTM400TmiNNy8RJOGs6zLkogmddFiWgQQQMAdAaKJO64s1SMBook+PNFE31BnCUQTognRJPgVRDTROaI03LxEk4azrMuSiCZ10WJaBBBAwB0Book7rizVIwGiiT480UTfUGcJRBOiCdGEaKJzDHFrXqKJW7I1L5do4o07a0UAAQQCBYgm7A+NSoBooj+cRBN9Q50lEE2IJkQToonOMcSteYkmbskSTbyRZa0IIICAcwGiiXMrpowCAaKJ/iARTfQNdZZANCGaEE2IJjrHELfmJZq4JUs08UaWtSKAAALOBYgmzq2YMgoEiCb6g0Q00TfUWQLRhGhCNCGa6BxD3JqXaOKWLNHEG1nWigACCDgXIJo4t2LKKBAgmugPEtFE31BnCUQTognRhGiicwxxa16iiVuyRBNvZFkrAggg4FyAaOLciimjQIBooj9IRBN9Q50lEE2IJkQToonOMcSteYkmbskSTbyRZa0IIICAcwGiiXMrpowCAaKJ/iARTfQNdZZANCGaEE2IJjrHELfmJZq4JUs08UaWtSKAAALOBYgmzq2YMgoEiCb6g0Q00TfUWQLRhGhCNCGa6BxD3JqXaOKWLNHEG1nWigACCDgXIJo4t2LKKBAgmugPEtFE31BnCUQTognRhGiicwxxa16iiVuyRBNvZFkrAggg4FyAaOLciimjQIBooj9IRBN9Q50lEE2IJkQToonOMcSteYkmbskSTbyRZa0IIICAcwGiiXMrpowCAaKJ/iARTfQNdZZANCGaEE2IJjrHELfmJZq4JUs08UaWtSKAAALOBYgmzq2YMgoEiCb6g0Q00TfUWQLRhGhCNCGa6BxD3JqXaOKWLNHEG1nWigACCDgXIJo4t2LKKBAgmugPEtFE31BnCUQTognRhGiicwxxa16iiVuyRBNvZFkrAggg4FyAaOLciimjQIBooj9IRBN9Q50lEE2IJkQToonOMcSteYkmbskSTbyRZa0IIICAcwGiiXMrpowCAaKJ/iARTfQNdZZANCGaEE2IJjrHELfmJZq4JUs08UaWtSKAAALOBYgmzq2YMgoEiCb6g0Q00TfUWQLRhGhCNCGa6BxD3JqXaOKWLNHEG1nWigACCDgXIJo4t2LKKBAgmugPEtFE31BnCUQTognRhGiicwxxa16iiVuyRBNvZFkrAggg4FyAaOLciimjQIBooj9IRBN9Q50lEE2IJkQToonOMcSteYkmbskSTbyRZa0IIICAcwGiiXMrpowCAaKJ/iARTfQNdZZANCGaEE2IJjrHELfmJZq4JUs08UaWtSKAAALOBYgmzq2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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "## Path to your ENSEMBL GTF file, counts matrix file, and metadata file\n", "ensembl_gtf_path = \"../../tests/test_data/Homo_sapiens_chr21_and_Y.GRCh38.110.gtf\"\n", "counts_matrix_path = \"../../tests/test_data/counts_matrix_chr21_and_Y.tsv\"\n", "metadata_path = \"../../tests/test_data/sample_metadata.tsv\"\n", "\n", "## Process annotation and expression matrix\n", "annotation = RNApy.read_ensembl_gtf(ensembl_gtf_path)\n", "expression_matrix = RNApy.read_expression_matrix(expression_matrix_path=counts_matrix_path,\n", " metadata_path=metadata_path,\n", " cpm_normalization=True, relative_abundance=True)\n", "\n", "## Add transcript name\n", "expression_matrix = expression_matrix.join(annotation[[\"transcript_id\", \"transcript_name\"]].clone(), \n", " on=\"transcript_id\", how=\"inner\")\n", "\n", "## Filter APP data\n", "app_annotation, app_expression_matrix = RNApy.gene_filtering(annotation=annotation, expression_matrix=expression_matrix, target_gene=\"APP\",\n", " order_by_expression=True, keep_top_expressed_transcripts=5,\n", " order_by_expression_column=\"counts\", transcript_id_column=\"transcript_name\")\n", "\n", "# Rescale introns\n", "app_annotation = RNApy.shorten_gaps(app_annotation)\n", "\n", "\n", "\"\"\"\n", "Make traces for APP figures:\n", "\n", "Update the parameters expression_plot_legend_title and transcript_plot_legend_title to remove the underline formatting () \n", "because it is not compatible when saving as a PDF. Retain only the bold markdown (), ensuring the underline is omitted.\n", "\"\"\"\n", "traces = RNApy.make_traces(annotation=app_annotation, expression_matrix=app_expression_matrix,\n", " x_start=\"rescaled_start\", x_end=\"rescaled_end\",\n", " y='transcript_name', annotation_hue=\"transcript_biotype\",\n", " hover_start=\"start\", hover_end=\"end\",\n", " expression_columns=[\"counts\", \"relative_abundance\"],\n", " expression_hue=\"AD status\", marker_size=1, arrow_size=6,\n", " show_box_mean=False, expression_plot_legend_title=\"Expression Plot Hue\",\n", " transcript_plot_legend_title=\"Transcript Structure Hue\")\n", "\n", "\n", "## Make figure\n", "fig = RNApy.make_plot(traces=traces, subplot_titles=[\"Transcript Structure\", \"Counts\", \"Relative Abundance (%)\"], \n", " width=1200, height=500)\n", "\n", "\n", "\n", "\n", "## Show figure\n", "fig.show()\n", "\n", "\n", "\n", "## Save figure as HTML, PDF, and PNG\n", "\n", "fig.write_html(\"./RNApysoforms.html\")\n", "\n", "\n", "\n", "\n", "\n", "\n", "## UNCOMMENT THE COMMANDS BELOW TO SAVE YOUR FIGURE AS PNG AND PDF; REQUIRES KALEIDO TO BE INSTALLED AND IMPORTED\n", "\n", "\n", "#fig.write_image(\"./RNApysoforms.pdf\", format=\"pdf\", engine=\"kaleido\", width=1200, height=500)\n", "\n", "#fig.write_image(\"./RNApysoforms.png\", format=\"png\", engine=\"kaleido\", width=1200, height=500)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notes:\n", "\n", "You can click on the legend items to make figure elements appear and disappear.\n", "\n", "The legend title will get grayed out when clicking on the first legend item. I could not find a workaround for that with the current plotly release (version 5).\n", "\n", "The hovering for exons and CDS works best if you hover your mouse over the corners of the CDS/exon boxes." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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" } }, "nbformat": 4, "nbformat_minor": 4 }