<snapdata remixID="11665626"><project name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" 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G9PglMndBmNGTCG5miXmUR2oWJKYY5UdKEZ2R0whZr72LVEHK+ZOKjkCIxs4CqPjuLwnc7GV8tyvlVb28Bu05Ac+vCPrWou+Q9wv4Dth7TEtGYpYJ51ECpyfFvL9kFHOhiM7IpQJZ1tVVsUOnqb0j4OErnSBZt0oIbQ9okP8kxDw+TOMQAn9chuBO1ZmsT9mnP4k3nJO4cYQN7uFl+ZHjgI3bNfCt5grrFuXiNSqdqRw1JIzB+xM8BZBlKv6fdFG/m6thNYxuGgCeBniGJebMXOf547xFwHfA3uJZMtLCHDsO0JTTPT4h5qMlo5hLRRxGJ+zb3SlXp7EvgLMsLNkWMr8ts1wms3jI3QAXWzCPaudCVlnVAu18wn63P4k32iHJlh89lRDzLy5hWmG6TuMVAn/KhxXMy/V9WSsj4MR3U8cSmELgTQ28uqf+u15iqEqYADysgb9vFvMpL2X7svJDwHfA+eFVFqNDjE7UwDts4MhK+9J1frnzUUvMX3S3GTqN2Rows1nMm0FoYURuJ2SQhSWHLnfK2ck6DdVXWCV0bW+J2dxvG+yUH30vSG3hVfejDo79X0TbTkmZt0LcvN9sHcALq5BQAJpqjLAXII/YSF3fInNd1+/mCmktoxENUB3PjvJrwnNFrXjjfAdcPGz7RXKY0b0A3gzgIC8TefrFmK4WdRyVZSG9anct0VTWL2A/mUZwSw2piwCsbSF4YGdavhAj2wmkQZUiATI5gGU7LpR5yf6wNUzD8/Ij5/Q/ZnAIgeYkFob8Ljb9sbPOmtkOXqcJMNIGphGDprfIy//rS40cHeRWG3JQi8xp7Mu1/bW6RsB3wBX0ZoRoHKhajXXH+lQppuo03gJ4tCXxN3s4Bats7x0AfG5hyWTI/MWdx3Yk3ggzehHA7RNYMrGrscXGLstrrXlZfqR0dk5cim40PqLYNvjyOyGQyTtI7yOwT1Wt1wW8LoHQA5Bnl/Y1VsNo7G5DbhDI5ITMeauv1/fX8x1wRb8DKoEHwMVtkEmLJKauVSv2CdO4G8ArPcVKQ4zcKMBUQsZ2RUHZTryxCob88ht5IdNTWGf0SgBbWwjsWiiJfaGgF6P8SOkSZmQPQqZaYu5cqG7+vPwQUFzKQfBYAFNs4C0NgasT8uor+UnxbrTOyH6A9qc0sGurxD7wTrIvyS0C/gnYLYIlMD9E4zgNOCsFbcd8+30WS33VEs1G6qukNL7h9Ro6o2cQ9lpJiZ/SlewwjYsJmSiwnyVkjCXmr7s4/f5JgMWds6l1Gurk/FMLC/fsqyvbbPnRexaCa3vt+MM0TiTwC0vMqV7vgy9vRQRqOG4TDfZxAqgyuMdsBK/zgp/ZDc5hRg4ltAts2DsXq5bYjX4Dfa7vgMv8DQgzejLAU9PAhBYxP+53c5xaW0Xirq7dzrbEvMJrndrrJS0xd+osO8TIuQLZz0Zw+xagVUfq74R9elIan24f2yPxBiE6jNsIrpbED/t0Ttry2hbn5D3uSCK9u9flR47syHQBPipX9rNi4O21TCd+z9MJUfSh0/sjvtuVTToj9YB2JpHaKSlzm7y225fnHgHfAbvHsN8k6DQUXeFUwJ5gSeOn/aZIdmGnob3MBLQfAD6e7T/7B6/1ynZzetMSc62OsrN4HJZCW90imfeN+pvKCBfwegvprdqTtnol3shkTkfvJjjIwtoHFJs/2Sk/kicTErvTa6x0Gi9owA1+uYnHyLJuFR1tewKi+itXC+TaBL66H9LU5/Hdbm6BTiR4EhCY0BMznMeo+OLyREAUG4p/NZEnaiUwPHvSO1wQnFAKHW50Ro8CeKUA16s2ZupUAMiRCYn9rhhw6TT+l4a9Sas0fqvkq5sAglPaIOMXS+yrTo75WUBeyTSgcLKo3++VeIP7BnR89UCGHxrmoe21w57bUsTyo+wJuCmNwO6lEprwHL8+FqiaeGhoOxqQeoDvAdo1pVbOozN6OsBjNWBCs5hf9DFE/nJ5ICA6jTcBhgF5XoM804zFr/RHFmgeOg/4oU6MkwcGENh+ocz5sj8BCXHMcCB4tQA72pD928sbss0fZlhiTiiGfqrWF5CL1ZefioELcEoAwfELZfZ/Oq/XzoW9DPKramBbwp6aE/EGR1WFMFj15lUNII4thhPOlh9da4m5lec4cdPqEIYnkwiGvY4te65riQuspbGRQKYIcADAJ2wEr+3v+G5XkOk0zgZwyDKkJyia1RKHdcCrl7mCHs5x69mwtyewlwDbEVB0fs+lIc+URFxxwG/TjwDoNP6kivhL4QOmM7INIA8RfFdD1aErtALkyKE6Qn/viTDDzbbqNG4W8BNAkoScKwhs39NNgM7InwHRBdiU4EWWxF/MaX1OGqSj5UkBVRxVESh4+qguTEqgJabnV/UO1688b4m5gadKDyBhtTQMAU/XIKNscAZRNd2r/rtewxhm5EIbsk8awR0WyeyvvZbvy/MegZVjwJw0KIyWMQQmApgEyFCCzwN8OokfXvVPx95vQq4SQ4xcC8jENIIT+vsDptNQDuMcAKdYYt7SlQ1hGop3+Se52pfPOJ3GMQB/D2g1AHewxPysp/m13GHVAJa+Q+C7vHvtcsxgHQF1jf2GJbHT89Gzt7HFKj9S6w5jZJIN7VRLYjv2pof/9w4IcMQgHWurTkQqvjtUgGsT+Pq+UonvdnPyvRzgRBtVvy7VHwj+O7YyAr0mYal6SSC1vQ1Rp+NtAb4lwPM2tGc6t4TzAS4SAk5m7k0AxqYhv26V2HdFWqlXsUMYWacKcgeB/7PBfVVz++4mhWi8J0C0GBSPYRon2MCfCGyR6y1NiNGnBRhmSWxsr4Z2GrA662rakHoekJcSEjs/3/ldjS9m+ZHjgI3jbMiWlsSO9kLfSpeh0xgG8EhAVJvKjwBem/NNST+CE6JxtebcXO5WjM9aP5pW8UtLLcft0SJznsjJ0kzmnz0W4M4AJwEYREj2dLxkjn86zgnF/AZxVFUYg2cQsjGR2i0pcxfmJ8C70SFGJmmQ2wk8Y8E8BpLhUO720Rl5IQ2e0iqN73mnxfLM5hkAVrdg1uQSm9U57qeArcgQmgn8uZDuUMM5OpRG9UuA/ZAl8avc2lTM8iOlW4iRGwTal5bEFMGI/3SDgE7jZ8rpCngQwafTCFxTLklrYUZuJGSTANom9xeNqv9iFY6A6Ix8DsjDFpacl68DdcpOAtsTVKfjbQiZr4HP22h71id+L3xTls/M/OBJqc44a2pYsnezzLc8kJq/COcKVp36pgjk0ITEHstFSIjRvwCpB5Iy9/lcxucyJszoeAJ3poA9g+BjhDYxl5sYFTtXxBuA9gph3xNA2+aFfGE5pyTMInh70mV7v2KWH2Ud8NMa5LZK6oaVyzuS6xiHCxynCbTRAG9LI3hz2VzfZrL0v24guNYgBA/8Tma35mq3P650EJA1OXLoDwip+sMNbWC/XK/zVjLBIWCI0Ikbq8bSAYIvANpTSSyO5evcSweiftKEo4aEsMp9Aq2qGoH9++sD5pwO8JAASwU4MJ+yBp3GJQJ8lhDzDi9QDHHMtoLggwQPUPSSIUYe14C7EhJ/pCf5PxJvtI1W9cE6jQcF+FCVSxWiVw3HrqFBe0Ug11kSu7UQGdlyqKJ0P2rXJ8TIh2lo+1c6NWle+GdulIbsouK7NjBM1DUzvvlrKcd3V/6uHTEojLVvJ1htIXiIn+Ge1xtQUoOXx4CzDcqv1GBf0CyN091qqdL2Ndg7ANoeil+X4JuA9hyQetZnZekZXeeqMzgTkFYLS37XXz9eFL80gasEclNCYufl+07ojE4h7NWSEr8437mdxw/lmM2DCD4h4OHtXZ50Ri4VyLLOdJKd5zo1wti0PRYa5tj1AS0uwNh8flB0lDuE0bWrwNkCXJoQU3FT5/UUtfxIacJ9AyF8tagaXP17ibfkpVwFD9Zp/FOA7wntIkvmvFB2pmYOOoPvEaA1gYVH9xVdatnhVCYKr5CEla3dnCmQd9MInOzVdYw6ZS9B7TiVVS2Qicz0X+WLAj5lYanZXw6mFPdIndaA1BOAfJHAV0f2xy/z7DXrVQJMTEPbr9DWZWFG9yQ4yRKz3g3Wqo5XQ/pZVb+blPiz7bJ0RvYHsK8lccW92/WznHijbZ9mmbe8SYUq2SBkI0vMAwvVTZXvpWHPBvhHS+IP5SMnW35ES8w/5jMv17Eq5i2wY8XKQs9Vj1IbpzP6AMHHC8kB6G9bVCLgMqTUe/aFBXNqbzkY/a2vv37vCHRRhgQthKj68t2bsA9MSvy13sXkN8IhRkjvRNi7A7IlgdcBPAuknx/Ip2OHZSelHMw/LATrIbNT+SHrfrTO6NYAZxJ4X4BD3WRVqjphQs5Pirl7oZo5Pwr5goCndI5l1jC6aQB8tKdaY+dHwMrEG84tQ9V7GnhQs8RjheqXzYN4SSAnJnJNZnT6w/5DgBOL1bNZ9X4VyLkJiY0v1LZKnJfNGF6QEPOacrIvG0Z5VHE0JMU8sZx093XtHoFuy5BUDSGh3QJwRgLmpblkmhYCtPpVl0KqzgZ2AaBOx4pLNXs6/iE+UE7HQzl6zQCqXtaA2QmYvy8W3j3tkeoyBPBsQM60JKYa1bt6nGta+2lL4lsXIsiJP/NlDXJ2s5j3rSSDm1brGJ6wkF61nee585gwjRiBCy0xX+r8txAjBwnkJAtrb+eG71kRXgSgvWSDRyfFfK43W4tdfqTWV3XSAhmTkNjhvekzkP4epnGqDa6flPgJ5WJ3LbddVUP104DEvK5DLxcMKlXPHuuAVbJJAIH7BdQ0BH/XFc2f18DUMPLLILRfq5o2gCMJqBO4Oh2/UKmn42w8UWXWPttdiz2vce4oL7v+7QB/ms7U9npUNpRpamB8mRBz3Xz1V3FaIqDoJi+xZM7t3c3XabwF8GhL4m924WC3E0hDT8QbYRomgbu7IxPJVe+hjI6sAp8htEMsmTOrlx86RxH2bsXoftS+rk5DlUk1W2JemqsNA2FciNEDBPyNJea+5WCv6i0cAF+CCtdJXNFM+k8FIdArEYeyNUzjFAJnCKQ+1xIULzBajZHaFLQJBHcFZCeCiwG8JMCTFpY0VsLpONvZR31hP1IMOsLe9kF1C9LAOwh5xkJgitfX3jqNLywsHJFPskgWk1cJXttbqU+Y0XsAzkqIqcq1Vnh0GjMFeKarv7UPDHHsrwTao0R6pNsaa3V9L+CTafCAlh6utZ3yI/vJhDR63v3oR7sijwnkXkvMmb29AwPp77WMRAPQrkhILFLqdg9l3VoBpGZpwIO9JRqWui2+fl0jkJMDVlOd2KD9IIEnk/jhnP5wfkM5bvOgQwKyCyCbE5wrkGeI1IvleDpWLGNE6mX1RVlIlrGrl9qpMe5Y26vaB3r+6DReEwQPyLVjU/Y0/qoADbnE6dS1OWGv1fnmoJ14YxUkf/mNvLOolxPprQAXWmKq9o6unhCN0RrwiA17r6Q0vrGSsCJ3P2pfT2fkXUAOs8Sc78qgCpvsxOy1Fy0xVXldyT6DWfeTaqReBninJfHLS1ZRXzFXCOTsgNUqKpt5KfQZBEfawD4F1wy7UtmZrJJobAR3JGQXla1rA4qkQp2OnyqH03G2vrad0MF1mU4+kGadk6rt/QGwD05I47/zmZ/PWHXasyHXtEgs3ts8J+QhrwJylyVmpklBb0+23+9plpg7dRzrEG/IooTELupNhnL61eAbaXAHL1pzOqcsuR+wd0tI49sd1y96+VF2MZ1GK5H+P7en+t6wK7u/s26VEFLNSZhDSzWL2Am/aC8LMD0h5tVlh7GvcM4I5OWA26UOY+QgQlTv10ubxbw559WKODDMsVsqViQBdiXwSwKNqsyJsF8utdOxUyMt6tftTZaYqrtRnz1hjj2M0K4G2NAXMaUQIzcKEOutTEc1S9Dww2xCm5nMwWm2A5YtBXrDEnOt9v+vM/FGLuA6zSUYtSS+ay7jexujspAB3JkGJ3bky852s7KLVX6k9MqenuZbYq7Zm54D8e86o9+nENisvxuadIW98+OYswhck5TYjQNxfwaSzQX3b5veAAAgAElEQVQ5YAVQ9hSlGIg+sBE80auaYS/AH8ZRuo0hOwlsFTtWp+OFgKjM6qf7+3Rcw3GbBGG/DMiVCYld64W9uchwnFLblQLZJY3APi3y6txc5rkdoxybQJb2ZKujW/oFgC9YYqoOS3k96gs1jfSmrdL4rZrYmXgjJ2EOwcHbgH28JY2eEDQMY3RXgtPT4E7tJ+tilx8pW2sYHR8ELiuHOGdOe+PxIJ3GOwLt0ITMectj0a7EhTh6Q0G1evcuK5hhzZUG/uS+RqBgB5xRNMNH+tUlAA506AG9rxn2ApBsbeskASYR2KS/TscqUzYIvkjw4t6Si7ywu11GmOO2ItIqGedtwj6mL68lwzR+pzoWWWKq1m4rPSrRrg3yJMDXLYmfUYjdOo1XnGzp2MtZisf3NaR/0yxz381H3jAau6eBK5IIjvKK3i9MY28C1wL2DsvAH6oReM9CcG2v5HdlX5jG4YDskJDYwfnYP1DG6jSe1WDf1CyNT5eKzbUcs7GG4LMa0uc2S+NfS0UvX4/iIuDOAWd10zn214B2i4B3JBC/uD9qWHOFKXsSnKhOgtmex98xw8qlsoCLl1mtknMEUAxXZ1sSuy1Xfd2O0xk9XTE1ETg32Q/hAp3jJgA8xpLYASvZ4pw6HybwUVLMkwq1VacxTcCPExK/LszoXgTrLTF3LkSeTuNFAZ7zMvbmMHbJpQLcY4NbFbP8SNmsM3qpgG2Fcl0Xgls5zdFp3AbIa335OewJH1V6GYD2FIDTLIk9XE5Y+rq6Q8ATB6xUyLI43SdAtQbtdwtlzpfuVOub2YqtyTkZiyIC2ZiAqcqciPQsr2LH2cSbBzXwlGaJ39sXlqkShiqkbiMwIg3+pqe+vcXUx2E9S92aEDO6wjqcNEhHy/0AvrbEnOpGB53RowFuZ4l5ZE/EG7msMYxjN7OhPZfCoFGL5OVvcpmTy5gwxx1K2HcCon6MFNbAIZeFHBKOhzTgsS7JS3KUUcnDwoxeBNAuhR8o6vsH0GYS9nFJiT9Tybj7tq2MgGcOuF10mMaJBM4SoL7c2qApDmTVzUkDFQuYKnf62u3pWPXQFcidyNAhNvbJr1udkZ0E8henb++S4yDz2/rr5c9eMf9jhbIP1gV1pO7KNFJA7Ei32ai1HD9Gg309YZ8gkOmWmFu5sVfRFape10kxj3cjp/PcEMcenMbgF7107F3ppzPydwKKN9tzGlkv8egvWTojxwKyrfrB1l86OIeWSFQD7hbgiITEVa9q/xlgCHjugBV+YRpbEFA1w88lseSs/qgZ9mIfszWdKm48KXs6niOQJ4jUK7mcjsMcN5mwpxP2Ecm+iDdlTpWt5wGsd7oGxZ/wAge3MnQa31lirp6RQ4iOzBXgUAuLVacn1z8OwtwyTNQsAPisQHsqITFXBBeKfSgIvtVVGZFbLPpivk4jkULbL1Trxb5Yr9zWGEZjNxuYaompbr365XHCdoEZxeLb7xej/EXzRqAoDlhpke3ccT2AbW1wHy/qK/O2zsMJqkwmiGWT7AwJCFR8cQGBFwR4tqvYsSrVUvWvgsABCXm16L9us+ULDwi4FAgekivxhYcQdStK9aW1oY1rldh3YRo32ZD1kgjs72Uikk7jUwDBVZDctDfijVxsDjP6e4KTLTG3z2V8qYxxaqm1Dy0xVy0VnUpNj2xS5h09UZQWU2enQQiuE3CvhJj/KOZavuzSRqBoDrjd7GEcezARuFxg/6lZ4jeVNhw5akdILcZuF0Bgkmq3B2AjAstPx4JgHcBLFRtSizQWvdzH6eWsnD1V4f65OVrRZ8N0Gi8J7NNsyCEC2WwVJPf2wkl2NEBn5FVAe90zsnqHsepNQC4qp8SYWo4bq4HXWRLbts82uMwWGsod1gxi6Tv9UScd4tgDBIHL05BdWmXOh2UGna+uxwgU3QErfR2yhPTjgPaRjcDvS6lm2As81akjCFFx40kAJwKsFgSMYtcZZgkn/qTIR9QtQ6nG/MI07iKwrgCDNLTtulDmJb3AvV1Gtn/xZwJc72ViTZiR7Qm5vRrBkd/J7FYvdS6WrGzZ126WmKpXsv90hQCh6TAWW0gP666LVjGAU+VhhJxngxP7k0WwGLb5MgtDoE8ccEY17hsI4+vzCR5qI3BAXxFBFAaLi1kcVTUctWsWu3NUmHVbMtOcW+bbqD6+RV7+nwutizpVp3E/wF+o2lQ3/YW7U1I1C7GBYwR41+suNzqNRwT4e0JMVe9e8k+YxgUEgoUQmpS8cR4qqNP4N2BPsKRRhS6K/oRoTBXI6UB6x75as+hG+Qu4RqDvHHBWVZ3RHQDeKsBdCZgXlXLNsGt0iyRAZ+Q01bNXIBclSpyuLkTjHMlkxctVRWk44VwVv69OFgJeYIm5sZewZzm75yxDcLslMvs/Xsouhiydxr0CPJ8Q8+5iyK8UmTqjjTZ4RouYZrFtCjNyEiEnCIITSik3o9h2+/J7R6DPHbBSKdvjUqXfD9WgHVQuNcO9w1ncEU5tb9sthGyYhja51GNIqlMRwCMAXgfINpaYR3mN0HLiDSzcQ8fwZgvp1by+VtRpXCLA/yXEPMRr/b2Wp7pP2eDpPbVD9HrNcpSnWlUCnNkbR7lb25zPgH10AIEJ/vecWzQrb36/OOB2GMM0TgDwBwDHlVvNcF+/CurmQEAVS33cwsKT8+mv29e6qvWcX/04rg0YH4SsJ4A6naqENU+fMA2TjuyXVP0rIEd73YJPxdqB1HtpBPYt9dCJKvlahuotl8isBZ4CXWHCQjSu14DPEmKqSo2iPNnbn4PbwAmLJf7foiziCy1rBPrVATun4bGbBaApOkJVM/zHcq0ZLtpbwBGDdKylMpuP0YAjm8V8smhreSTYiXfhtAC08epXf7Y7zzOWmCM9WiIjxiHgSE9rJ94IM6o4dF9yWwfclY5hRg/LUFzCHFOqYZNsMtq/LZh6qero5f67kdVdH2k3MjvOVWxbNjg5jbYd/Hpsr1CtPDn97oAVpNma4T8TGEek92mRuf+sPKjztyjMug2I1AMAlwqqDi2H+JHjqHC+ILD9cn0d5qv/WmKukT8K3c/QGflbR+INncaZBNZIinmql+tkZDkEIo0C3JIQ8y+ey/dAYIhjfyXQbnHLBOaBKiUvQpVH2gjs1iVHuUvtdRqql/UONoKTKq3iwyU0/vROCJSEA27XKVtCcbHAvjohjQO6F6bzBaFdLZAZRUleKsJHIcToAQJc3lWmZ5jGggTSI7yKz2bbYb6yCpK/bK8pDjE6UcBTLTF/XQTzEGJkOw3yNwKbFyOb263ODv7czxJzsltZlT7fKTHTLrAkNt5LW0OMXKNBtiGwZym+I17a6styj0BJOWBlzjAa/2cDijP5MxvB4wbaL0jVyziNVa4QyK6E7JOU2Ovut7n4EtrZfbqrcdQZfZ1YdlBS5n3ihTY6I38WaK0JiV3ULs95d2SeJbG1vVijKxkhRu8UYIElsbOLtUahcnUaZwMS9oyMpFBFymBeLY2NNNUfXOIbeqIuIWEYN6oEyQCW7et1rbsnOvpCSg6BknPAGYRYFwwjdQ6Bw21oB7bInMaSQ64ICg2lsUUAUJ1s5qURPKVcfny089r2xO4TYuQxDXJdQszZbqHLxjrfSsPetlUav+0oT2f0+zSwiaK9dLtOV/MHc8y61QjMA+zxpVbPGWb0L4SYlsy5vRi2V5LMbJOQrywxa1zb5YRYZhBcdTBaDvKa5c21fr6AkkWgNB1wFq5sG787BLg7AfPCSk4sUWQSBM4geEmyjCg7nY4u2t298drqNG4m2Jj0oB1jFquNLTGP6fzJ0mnMBrSLLJkzq1ifOnXSJPirYvf1zVd/1YoRCJzXF9zj+epWiuNV0wobwRGufug6bTVVToBYCB7uJb95KWLm6+QtAiXtgJWpqmZYA/+iAboG7beVVkuX5aVtILAhgcnlRFHXoZfpgb3RYOqMngUgZUnsz65e4Szxhob0b5pl7rsrO+DIdIH8s5jlJdmkwX8A2tHFdPT54hSm8V8gOLYckvXyta0Y40M03g9ADmyW2DuFyHd6oLeptprfJLDkWC86exWihz+nfBEoeQfcDq3TZ1hOE8iJCZnzSPlC/qPmNRy/fQD23QQfTqL2TMizS8vFrhpGfhmA9pTAzqmXqcqOtsGtkmKe6MbG5cQbYqqOVCs9OqNHAxxdDNKPjouFGZlMyAUWFm5TEjXZHDlUR+g7C2vXQmam3WA8UObqNF4k5KqkxJ4vxOYwjVNt4PAkzJFue1oXsr4/p/wRKBsH7JyG1Ze+PELw+SR++EPZ1gxz0+owhqva3iMFOKZZzKfK6VWq5ZiNNQSf1WAf1yzxZ3LRXWdkJwDHWhLfJ5fx3Y3pSLzR1RinG5B9rSXmaDfr5DJXpzFLgMeLedrORQ81RvXgtoF7k2JuluucgT4uzOidAF8ttKwszO02IILzLKy9jv+jZ6C/TYXZX1YOWJmokidSwOU2ZHsi+JsWmV1WNcNhjl2fCKjmBEsD0A4ptyv1EEdvKKh+AcBp+bTpq2F00wB4uyXmmMJe1XbijdQ0S+JbdScjm6D1HwtmTbFzBpTTA/B0CrJVsZK+csUqzHGTbdiHJ8XcPdc5A32czuhlAi5202hDZ+RzQWBysTufDfS9qlT7y84Bt2+EUzMsFwnS15RLzXCIxm814EqADQmJX1xuL5VTe8tZGnBus8QU61TOT5hbhoka1YP1/3Ke1GlgZ+KNHpzwp0R6YlLmNhW6Vq7zQoyoevVUUuIn5zqnGON0Rk8n+BO3V/zF0K1UZYZoHCfASEvMYwvVMczIXwD+vVy+gwq1059XHATK1gE7127qNKk9COALG8GprrIZi4NvRupwjg6lUHWZU9ub3i8pjW8UcbmiiM6e3GcDvNwS85ZCFtFpNFswVy0kXuZ0JZKXLVibQd5Z1NP6IRpPasAdfcEvPpSj16xC1XxBelJXSWGF4FTIHJ3GLQDnWxKfUcj8gThH5RPY4JFubg3CHHuYDdmr1DLiB+J+lqPNZe2AM4BzVFUYQ84hqD4Iv22RWLyUNmIox2wegKZqe19Lo+r0Uv2R0BNmWS7n2QK53k37Q53GR22QusUS+yrfPXKIN9CakPhy4o3uT8DRSwVY2pGkI9/18hmfLYvaxRJzx3zmeTlWxaMB+wpLGlV4wH9yQCBL3TndEnObHIZ3OSQbB37Nwtrr+nHgQlEcuPPK3wFn966G48apjGIB7iyVmuEwoycTPBXgJZbEG8rxNVMtEINIvZrlQL7ajQ06jVcAnm5J/M185GTjum+nYf+qM/FGV3J0RvYDZF9LzH3zWafgsZw0KISW+Rp4VkLiTxQsx8VE1WCeaNvRK6YxF6qUzVT1w3IQUq8nxFzHjdJOHJh7J6TxbTdy/LkDD4GKccBq62o4dg0NcqsGGd6fNcNKjwC06QB+rppL9EUsshivbrYG+1UB77Ekfnm+a6hSnaWoer29kX22W9HMhMQez0dWT8QbXclRtw5BBGZaYm6czzpuxmazvKdZ+GGLPs/Od34AJJJYqJdESZQbIPtyLuuCIbQtSqK51g1uKg4skDebxby5L9X31yp/BCrKAbdvR5jRkwieBMip+WTqerGdNYyOD4D3AHzQQtW55cqMU8sdVtWwVJXZPJIQ88JCsAnRWCKQRQSHCqASomoJeV9gPwlIkyDYlMDqX/Z4dcdNq3UMfy8Ne3KrNL6Xkx6ZFo5rLrRgr+ZV84dc1g3TeFKxfRXyYyUX+d2NqeG4TQKwH7PE/IUbOQNxbpjGfwA7kpDGfxdqf5iRQwnZyxJz70Jl+PMGJgIV6YDVVmZPQQ8TfK5PaoaXx6JxBMGjk2I+V66vlGpAT6SeA/iyJfGCmw7oNBoE/GcCVbeFsWwEodUDonoCvw9whEBGEFydwL/gOOimANiUhjQBbZ8mkfpXGEN2JXisJeakfPDUGXkLkKMsMefnM8/NWEXwHwBmLQO37csG7MNo7G4DU/PFyI2tlTJXNQmxoZ3YIq/OLdSmbDLoPAvmOoUkGBa6rj+v/BGoWAestubH7GNMsBGcXKyaYfUBBAL3EWhdhtQRS2TugnJ9NbIk9U8A8qbbrjph1m1JpO62xFROFzqj+wiwW0Jihy3Hh3Wr1KDt50FoI5RTJjgCkBHO9T1UbI4CfgjIXIF8IuCnbdCaWqF93tPtgk7jXoG8mJDYnX25F9lesKtbYh7ZV+tmb3w2ssSc2ldrVso6Oo1HBdo9btn1nDiw7JUQ8x+Vgo1vR/ERqGgH3A6fqr8V4LJi9BnWOW5/wL4SwDRLTNWIu3wfjhqiY7Dqd/uJV/WkOo3XBOkzEzL31VqOH6MhfZElpmLF6vWp4dhxAcjNGvgHQvu5nXXOAigHreqJvwb4qbrOdq602dSGdNMiWJ/rGH4cgTWSYp7a60IeDghxzHANgXdsyOS+aiWpGl0I7H/6taj5b6ROYxrBD9w2QFFxYEJ73ZKYyv3wHx+BnBAYEA5YIdGBgWqBjeAUt+VA6qS4DJpi0tkF4P75ZvbmtDt9OSgTN13rPgDfWWLWe7W04oAmOMkSc3/VrzetaEQlvkku8nUaDwu0JxIy566VxnPfgI6v1gdsdbWdOTE7J2d1gsbPVBkSgB8EeIbApwA+BuRTQeCzhMxO5LJ+oWMUH7WAhyXEjBQqI595Oo3nNNg3Nkvj0/nM88eqWxnVQxkhS8wz3eCRjQPvaYk52Y0cf+7AQmDAOODMtmY4mFdVNcOHuqkZVpzUGmSmQOIAz7DEbC7r1ybTfzmteHHTCZiHexrH4qghYQz+OAV761YsbdYxWDn4cG94/Ui8sfiXeWcVExKCsa0ALwBymuOUmXXQmdPzIicpjJ+pk7MNfJL993NPKCUJTUf0NQ3pG5qlMS/GsN5w6ervOg0VN9+jVWIfFDJ/IM8Jc9yhAHdKSOxgNzhk48CvZePAdCPLnztwEBhYDji7rzU06gLAXQL8Jd+a4TAjJxFysgAXFEriXlKvFyE6oopFSbew8GA35Rjd2RWicb0A/7XE/JNO4+sA2jZaKPOSPeGgM/pngd3ihrJTZ/S7NLBpR6fK+pZXvq+xhv3syv1/H4D28x9jzspBY0MAaedKG5+pK20An6Qhn6aBz/IhEKmlYWiQ+zUs3qxZ5lvF2nNlj7nRO3XRk88eXK4Z98XCJhe5Og1FnnKWJeaEXMb3/M4anwmwtx8HdovkwJk/IB2w2t72PrwCrK5BO7C3pgiqJjYATgNkfUD2t2TO55XwmoQ4dldAq08iuG+xvsCzZTKPWjA30WG8mYZ2cKvM+bA7/LLEG2+lYW+bC/FGd3LCjL5KyIUde/ayviV7OuG10hA6pfNc1eNV0DYikEkIU1fbknXS6oobq8Bxyurk/KkAH6WAz6qAz5ph/qfzzUE2EezThMTOK8a7winJK0F1wgekoXbAfpbdYOs0CbEftnIMi/S0VihTD4x55Uq64wZHf25hCAz4D22W5OEEdVVpSexvXcHonGbwV0DusxC4qFiOqrAtLI9ZjjPkxQROEOAGS8yXunecxqkEVFZvwST5SrZTBoUPO7YL/NEBg7DbtpBbhr+bK4LZhhI/d660ZYQ4/yrHPIKAulZvIvg5oKnT84cCtBG4ArDHWtKo4tCePZzasgnSeB8CIQitITTgP8uFgOv82OO/LInrhczvOCcbB97DEvM3bmX58wcGAv6HNnMajo4MgDPRuc9wprZ38NkEVNmMqint1mkMjNelcCtVJjrA/QTytYBzExJfObFKic8Qbwx7Pw3unTPxRjdqqWQogKMtMY9qH8L6lm8ArJH534IXZHrtxMKt6jCTI4eGERqB5dfamWQw9Z9NCQ5zTs2Zk/PnAeBDFX9OoerzFgz+HPKsShjL6+GU5DOgZGqjlwVTCwfdNGzVvAT4g5cjoNNo0bDkJ25DBU45ojbXLbWlvzUDBwHfAWf3ehhH6WmscoUAdTaq9g4itZjAvQCa2xA8ZpHM/nrgvBZFsNRhtFJO6ClAvrAkdllXq4Rp7E3gGC9IJWoZjWjgNZaYozs44AsAnL98bWK8zKidUwSLMyKzddXvAnKJwP52RQetiEiwjoALAFHYfC7ABwA/T4GftaL18646P3FKMgrKcp1tsS8KTNd/tKlYxlSoXNUkJA3Z24skNp3GZxpkr2aJvVOhcPlmeYiA74A7gRli5CCBXC6ABuDahJiuGhB4uFdlL0p1NCJkVwFmW2Ie140DNgk535LYy24NVjW5gsAXFsxaCDKxXx7Tcj40KCfsPMKPZXqoqBSOOiP7AzjTQtW2kNmpFeziqKoQhm4QQDpDQmJnCUnU1bY4tc7fKsecPT1/JJCmhVOfvESoLS/lSmmpC6qmDSuILtQtxpUw3+kkhcu8uOFy4sAyt9CWnZWAp29D7gj4DrgLrIYxOjIFbagberrct2DgjNQ59ueA9hbBWV31T3WIOlI3WxLf2itUdBqfEumJ7Q0xWG/9DtDuXlG+nCINNdd6tWZXcnQnBv5gUsxpOa/DfQNhfLcekcrWN8uIk5/fb+L5jx2+WUcZ//jJx7/f8pxRN+Us1x+4AgJOshyeS4h5j1towjQOIWQPS2L7uJXlz698BHwHXPl7XFIW6jRUv9phlpi/6qyYQ7zBJ7qNDxdgSYjGUxpwe0LMR9und0jEspG56ZA2aaipLkB8zlN0RrcG+IQguJkbIhDWt/4AcBCArO5+BnTOm9DNQJ3RKwF+r8rk3MrKxoEbE2Ku61aWP7/yEfAdcOXvcUlZGGL0AAEbOpNxuCLe6MFCndHLCPyQlNhFHRxw2nG8eBGAQ4tJ3i0zQocWEyzFChaE/fD3Em8pZB1Oab0NZDvH9PMAVAKZLQ21gULk+XMcBMI0TgCwUULM473AxIkDp/dslrk5Z9h7sa4vo/wQ8B1w+e1ZeWvMuqCO1A+A/YuOpTnqFCKwk26IN7oCxom/yj6WmPsud8BTWl8DORqQe0EOhWCvzN/S9rZyq/5GKQLMYxZtDc1u7+z0N0CWAjwIIvNkes12pahzueikM/obgAd71U7QiQNrjZbEbi0XDHw9+wcB3wH3D+4DelWd0c8B+772VodeEW90BaqK59vgQ5aYG3c4AbdnQi9FavH6CA75b/ZE/LI01CpmpJJ7WN/6gqJMBJEGuRY0+Q8AdRV9oTTU/phUVnKa56aQzshONvBDi8Rjuc3wbpSTe2BfZ0lseba8G+lOHJh7WBL348BugBwAc30HPAA2udRMVAlJqmGCha9GQJqWhukN8UaXdrJuFR2p7y0EV2snUOGxLedAcLEarxikWN/6B4CXZ+ZrMlGm1ag4dck8nNK6I0h1XQ6InCHTa65cHscmzpUZtZeUjLIFKjKMkYNsyO8sMXcuUETB08Ks24BIzbHEVFnnrp8wJ6wPLIsnxPyJa2G+gIpGwHfAFb29pWmcTuM+VW8NyNQE/veMV8Qb3Vmr03gbwJGWmJkrXE5pHQnS6dsqsoVMr3mHU1q+BbE6IN9IQ81apYQc61v/A1Al9XwlDbXrdKV/KelbiC7ZkrF/VyO49ncyu7UQGQXPyXQCWzNpYZ0hkJkqP8D1o7Lv0+AerRJ/37UwX0DFIuA74Ird2tI1LJt1umXG/wHTvCLe6MEB3y+Q5xMSu7N9TIdM6HOkofZSHrtoF4idbefHP0pDqCR6O3NK8nRQ/pzRmzJJZtQ8x/oW1UIvc+qtJA5oncZcAhcmxXyur99e1SSkDdx6scRVOML1o9O4AxAVB77NtTBfQMUi4Dvgit3a0jUszOjJWQao/QlRvXlP9oJ4owcHfCaBNZJinvqjA15ezrM8hsr61pcA7pAp8QlwDbk59L/+RJFTEsPA4LcAgwBekobaTMY261uyMWxZKg01q/Snjl6uHWbkPEDW8CobOR/ddBrzCbs+KY2eJOE5cWDsZom5Xz56+GMHFgK+Ax5Y+10S1uqM7AfInoD8G+BvLDGLykQVYmQXgZxkifnrDidg1af3IICvS0Mok3zDemtbQJuXGSN4RKbX9iupPutbHgTgfIGLto1MH+pcodcn5wGyLYB7paHWVR/bknghskrojGwDyF87Jsz1lX5OvbjcmpDY416s6fQHDpiWxNbzQp4vozIR8B1wZe5rSVuV5Wi+FMBCABEL6Q0gc5cUS+lsko2iB1y7gwNuz4ReoY6WxybvgYjj1DRGZFqosVh69SSXU6ztQG2uM4Z3SkPo8A66t9cxV0QGdEccdBrfpqGN76ldZTH2Q6fqiW3/3ctWgk4cWHb3gmO6GDb7MvsfAd8B9/8eDDgNdI77KWDPASRF8F0B7rHEnFk0IAjREf0uDWzSKrHvMi7t2ORpELkyc7js1EuX9S1tAIIQvCLTa103ai/ELta3KC7sCSCWyYxaVW60/PkxA5qny4zQVYXIL9U5YUbvtIH5SYnd2Jc6hmmoZhbBhJjnerVutj+waUn8dq9k+nIqCwHfAVfWfpaHNU5npCUCXkDgNUA725JYXTGVD9OYQ2gXWDJHEe+DR32zJoJDsh2u7EOkQV/OA8wpraeAdJpwiPxOpteo6+o+ezjVOhC2dl9mQcpJMqPm+vbFV+CyTi1eS25bU7VXrJgn27jiCEvi3rSJzBGZMI0jbEg0KbHlNw05Tu12WJjG77JxYNWMw398BFZCwHfA/kvR5whkm6B/b0M2aRHzY3VVp8Hes1ka3yuWMjqNGQA3EMjTAjalIE3W1Gc+Egpg2xfILfoK3YRYn2xSHYlAtsiMUKhYenUll8cmmyESBvCRNNQuJxDJ+ONjrPOhaRnija4yoIez7ic20OqGb7ovbe28Vph1YSL1RRW4bqGUnYXoH6Kxs4CnWBJfnidQiJyOc5w4sBbzqr7YrT7+/NJDwHfApbcnFa9RmMbFBM7RkB6p+HJ1GmcSXDMp8VOKZXyIke0E2B4QlRQzQv3nsRsu26Duw63ktvFP/p21/2oAACAASURBVPO0A6bNEsgnjnMONjWdedd6aySHO4QctM+VGXqfkF3wmMRZ0AIqPq5aJY6T6aEVmKF+zIDG99JQu3pnvHQajwASFWB6G5bdvEjmld0JOUwjJuDlzRJ/pljvw8qO39jCBu5NirlCpym36ztxYG23vo5pu9Xbn983CPgOuG9w9lfpgIBOY0eAzwtkH9WlqJZ1qwWQeqcKwY36koSB9dYl6vr7y+HfLh556aFn2eAIgWRa/xGy3o1/PbH6kPjOktZsbnnhkWf8Z7VvPknBbmpF1aftrFpebiyPX/JTpFJNGVpM4XMyPTSps3zWt34NcE3AvlQa9HM6/j3b7rFRgP0JTAWwM8GHA+DVxbxd8BIDJUtn9CyAP7HEVDb0yVPDsWsEoH1oibmqlwuqemABzISYd3gp15dVGQj4Drgy9rHsrNAZeVgggxJi7pb90r2fsJ9KSvzevjKG9S0q8UZd51IaalV3pB8fjqqaPvPEaP2svVUyFB4ZFfvh8KMuVadkdXpeH4A6WX4KQF1VZ07ObZBPF2FxE2T+4kJs4JTWJ0DuDoKwsbncWrsSixLrW1QbQvW5vUAaale4NtdpXKWO65bEz3AwzSS71QM4CsB8Atf0B8lFvliEOW4rwn6g2OVpK+43JARjcRJLVi10/7qy04kDy66WxA7IFwd/fOUj4Dvgyt/jkrQwTEMlYJ0nkFMTEru2hmPGBxC83JLY2L5SmPWthwH8S2Y9SQ+X6eHmzmuzvuU6ACc6Y7JXwtw3oOOr9QF7BKFlTsxwHLP6z8804HvlmJlxzhkH3SRINyVQ3YRuaBZZn4wAYjrry9XSUHPaSrpkiDkCqnRLjTlcGmqWM3s5VI7Bj9tgj+zM5qRi7gIcTnAKIcsEcq2Fmnsgzy7tK6zzXSdM478pyI59WcKj02gitElJmfNJvvp2Nz4bB1Y80+pHm//4CKyAgO+A/ReiXxDQGT1adYwRYAsN9i7qijRE4wOBHGxJ7O99pdSPlJRyijTUXNvVuqxvUTXKqwB8QxpCigCj+4fQwhi7HhEYoRw0oI0g7A2zDvrnAiQk45TZRIj69xNAa/r++CenBdOB0RBZJNNrarrWo/VkgNdk3G+n0imd0TMAbmmJ+dtuleOm1WEM3xWQ0whuKMDNKci09tKsvsI8l3V0GrcL8E5CzOUZ4LnMczNGxZ4BnJsQc7YbOZ3nKsduI71bi8z9p5dyfVnlj4DvgMt/D8vSAsVOpZoxKOYjAS+qRnDrNqSVUx5hiXlcXxnFY1tsSNdXuu06sL5lCoBpmf9t43i5pfbmgvQjZDDq1h2ElIoxb+icnDFij7eNbe+ecXamc86hR132+ROjYjHloO2Mg7abBFqTJWbz8itzgjKjw5U5Jw3S0fpPwN7XkvibuehWy3FjNdjqlK3aLz4E4HkAwwT28wlp/HcuMoo5Jtuj99iO7GXFXE/J1mk8SODxpJhOCZhHj6oH1iBzEmI6ty3+4yOQRcB3wP6r0C8IhGlsQeBOS8ytQozcKJAAgLMFeE+wZNNmmW/1hWI8tuVtCLYA5C5pqDmsuzVZ3xIHoK7Hl0pDraf8y6xvXQRwyNJgKr7ajbueFcycmp1ksOz1tjpBL512z8mp3zbutOY/1mtq3f6s46akIU1EVZOGdB3BE5Jijuuofw2jqweRXleAdW1o6wq4LiGqq9I6ANZF5r+zVoD/2cBwcfoLP2eJuVLyV1/sRcc1hnN0KI0qVY60Xl+VI4VoXKcBXybEdGrAPXqy9cC7WGIe6JFIX0yFIOA74ArZyHIzQzmHAPi+JeYa6ss2heDrgFyoAZMIvtpX7EHLy3qIH2RG7eBuHfBRC6MIVs3J/J24WWbUHu8F5ivEmEFDGkLK0a/0DGXdWt+eOPOLIctWqbpvuxfnTz30mqQAG6kmEwADgCwQ4N/M/JDhWk77QlFX518AUB1+FghkAWEv0DL/agtSSC1oReN3EDAbQ1bJWmcQ/FYDrkyg9r7+jBPrNGZrkCubJZbtUuUF4t3LCNM4xYasl5TYyV6u5MeBvUSzsmT5Driy9rOsrAkxsjSJb0KQpqVDGR0ZBJ8k7DMF2mmWmNv0hTGc0nIOiIvVWr219uOU5FOg7JrRS5OtZFqN6jNc8MNjFm4OrUr1JRaAT0hDaM9sSda6NriOLD+1qtMq101MeW4XtdjFe97ZdvXOD36lnC4A5XDXVtoDSAlYS+Bn7bXOGUrN5clgbBJIUxpsSkNrWiyxrzorH+KYEYKAavawGGAVgZuIQdNb5OU+7wyl6sMVeYolcRUCKPrjsHCJag7ieQcjJw6MXRTxTNEN8RcoGwR8B1w2W1V5iuo0PlMxSEtM9S/UCYTAvgCGqB7BSTGdzkRFfHhscgxE2hsubC4Ntd2ycXFK4mewA03ZmPGL0lCbO2tSJgFqjXXSSK+rwV5XOdePzrx37zWSw6LLgm3Y8uIjvloQ/l5dAy9h5rTKBdlT7QKCC/abt8OwW+48/TIFRSrAsVU3hzKNGkI0ngD4QlLiN3UFUy23XVVQPSLg1DarmPPPf7zexpCsc1ZZv00qGUxgf0pgOxWOFnCqDZwkkO0B3GcjfV1fJhIN5bjNg7AftsTcqIivwHLRYY4dB2iXJcQ0vF7PjwN7jWhlyPMdcGXsY1laobJO0+BZLRJfzvYUYuRxATYFRJVuHNkXhv2YCY1zpKHWYaHq5mF9y9kAHFYsYrzMqJ0T4sThASTXTSOQibOqmKuKtRLI/G8n1gpFLam4pxcAXDDpne3Wu3/6BZmM6nfWa5oePevEa5NI/BfyzqKulu64bvtJvZaRX2iQWDWCPyuEwMShfWzLlFJpy0uplKPOlFOtCeBLACqpSxF2/kqxlRHyogZenZD4K32xN2EaX6TASa0SX6km2uv1Qxy9oaD6BUtiP/Va9jBGD7bBSZaYB3kt25dXvgj4Drh8967sNXeyTu1Hk9L4QLsxKtZZhfQbBFUpzs9U9m+xDeWxLUshqAawYnu/zKl1rbXTSGVPrSqJSVv3gz/efdo6idXw6RoLlo668ChFjLHMObW2x1nbT68q1pr+bxu0BYsR+wYCNdbx3VNaPgEzjm6hNNT2yr7UIVa9vDtSiMb16sRsifkHrzEazAnrVmOZinm/AvAzVUYlkJ8T2MiJMWMhIaZkyqjsTwHtE0GwKYHVv4TMVO0SPXl0Rm8V2O8nJK7qsYv6rMmRQ5cg9L8kzMEqLu7lYtmWmLMtMTfwUq4vq7wR8B1wee9fWWsfYuQalRDUOes0TENl9c7SgBOau7ladWu4IqdIw15XQ2DdWX+69ppR//rFph+s8/nHY86d+rEszxJWmcHyjboCVidX9a9KZJp21ymr/fa1nTJEGS2Dl/wxdO0aV+SjD6e0ngTSqTmWwH4yfUivrRhZ36JqU8cD8oA01ByoYsUaUh+1QTbrKpabjz7djdVpjALwTADaNgtljjoNZx7n5JzeRzV1BKBi9S2AfKhwI7g6gX+1x50DwCcqW1sRkVio/jdkdiof3cL/z96VgDdVZu333KSsTW4KOorLzDjivgsIJQlUUBFBxV3ccKUpuKCi/i7jPo77uABNEUVFBXEXFUHBQlNwd1xGx21cZtyF5iZla5N7/ufce1OSNm2WJqWFnOfxmaH5lvOdm5vzfd85533ZO47BkzUKHJpJv2zbqmzQVu6Zj9rofAB9ZLvOQr/OYYGCA+4cz2Gz0YIr1kyErm9LVY4bUy3KxZ5LdfD2yUgYVPbeDvDxGgUkoSh94QFFJejZLwJb3KlVroUVcQ5yFRz7LxI7td77+IXbTgiM3ntDUQNve9+4Y3VEf4iAfliL7X5p7TTH5eGlIIPcIYIRr/SgE09M69THJ5xgQ9+HJDu5CMAS8jukDjelsK8+YmY7m6d0Cy95r3xfaarskdP10RoFSpMpKZslHbiUjM0B5hAwMwI9aodNAEj6T104/rav//BD+LkBNUEAcnL+HuBvCMqMINW8kGrhW7Hb0Qj63obGP62mt0Kp2rf3c5U9HxH0M4K0ol0Jdsn0cLJ3tgIsC1JNE4JZe/Ut9O/aFig44K79/Dqd9nHxVMntfRK6Mpeqeif9oXWyZzwB4zQKtORL5QFFLvT8isF+jWr/Hjt5RdC4vc2IsyoSYzXqWSXeujHWyn0J+JWNDGH+Ua6FYydX+ZsO2w/d0fhDfG0pV9RfBubbZY5UmdAxg/PktaWIRq3kLXqC/MVpxfa4ov4RMJ9hjGPTh9B0Na1Esya7El1OMw6dpsIu2bRHdwRqmMreRQReGaSAQYOYTBzs2ZXA5xNowsH/PmDZ0/fdHLbpyngrYc20qwEYEjoaoJkMPjxEtW+m8wVW2fO6AtxTR4GX0mnfnjYqe15VwPflg4lJ4sAMfVSQak9vj46FvpuPBQoOePN5lp1iJewLS3JOWTNl5Nrxb4jqL9MD6juxz4p56DC7ZJ3CXtYHer+IkSFs205KbszTKo8CSOjhvrHAIyQuZ2UH8w9yghXnKtfYOuiHRhT9sA59f840BskXrN0BjdHYFetJ5HcIMlRKYV9Yro6PN52pbQhN79WmM+XyNQNBemz988jvSAuYgX1hKYt50pinyLajet9hwwiYqFGguZ1T6pxNg55cun132N6Jgk4IU03SOmWuCA4A28bqpF+lsCLx9HipJr/jYBNcw/4eg64NUWBuurqo7J4qMWiNAkIskVeRUyoBKzSqeSDXE5lx4Ogb+UjyyrWuhfE6xgIFB9wxdt6iZmFf+HUAI1tZ9M9gVKKXPs119xjJNn2LAV0IDGIOVeKsZo2r/gtAdwC0phH64OYkA7k0atMJk3FdOtfnMjdPXK1C6bbKuhpeSn5Ha2s2VGVf+DUL+jGChvV96KGtw+msgcvD14JgMB/JSVJlz7sE5cYgLX8xnf65aONgz1gFmGFD496xq2A+R+uDImUyiHxgltuIFvL8gTXBs867ZQ2DpwOKh6H/J0S1F2SiUzF797SBX9QoIElreRXhqpZKryAFEpimcjWpyt4vgejhGq0QJq2CbOEWKDjgLfwLkK/lsy88E8B5KcZ//c2dPv2q9PIrLmgtOcfJnmkEOonATwYpkBP0qWQ6sS8sLEMlLTKhUyyAy0NXgMhMwmIeR1XOpNft7AuNBWiB1e4yqnLema7tmzKggTpX5ZjjAX1mRzij5vqp7JbNUP9gxasBEA4Dc9t10BZimIvdBzNoFgDZcFUyov8I0UphikpbVPZ+E0X0yHpa0WqddtqDtdFQZc9ESSzTKCD/m3Mx48B6dZBqH8n54IUBu5wFSMo+1lC11CcWpGCBnFqAfWG5Io2vF/0NwDIwjovFBs0JSa6WnwT0+eR3PhevRAkP20cHC9hEFOCrNao1r2JzLOwL3QnQpQLbSH6HJGqlLVxR/4N1AlxFfsdWyTqyLyzv2DYg+i9VFv8x7cHNk7NkYcvV/F2uyiP2ZPArrQFvZDJuJm3ZFzpmQ1HjKfao/Xib3FdsFB2gJ0Fwgzm2LnmeI8jvMFiFVPYcQoA4nFN14HgCJjB4CQN3xdeAt6WPyh4/gf+d73KkEvYcGQX7QlRrIp7lWEp46GkM5bAgBcw8gIJs0RaQ66zvGfpxIVrRFJvboi1SWHxOLcDldcNAdmHaiREYGFe1VuKTnKCaZwG3iBebNHH0LAOXKGB3HQUE3zin0sQ0JKAT/jimoTRm4XPXlcEeMTcazFdRldNIGosJ++qFKvA2498RHEyzTMeUrrAvLPXDFNj14/ljL75iZA9of/qlFcCOdMdMpx2XBweCbOKIBHxEsrbNJRJjTbd1S4s39H5JKBzZV78Y4FiZ0FroPIpmOg1u4xL2/FEH3iHgpBjNn1VCVQ7Q+QB/Dyh3a/jxeYEkbU2vEvaMFVQujQJpZY2ns75kbazSq1lCEpLtGG31s+qBl2ac3Z8PZQpjbnILkIs9ZzFwK4H/nu/d5SZfbUGBTWIBnrRhD0QbZ4N4sKmAUguynUOVPT7niav/CCo6E4QLATQDpKCfwOz3XjVZ+/iPX3sBeodARwWx7bBME61SLZwr1pwL1s3Em1XFvegpg8ggbYmLe+toWL8jPbS1ECCAz63fBnajjlhKiDKDr5T+J3BP9K1fK2NdcPo9P80ZuvhhjWquSluxDBvyWeGt0R2S7DTJKhuKH+EnMGaU/nWy/tn2/xn/6V8fPX67VdvMAusx6MY3QXwmVTo/Nz11/+4q+tXIzYZGtS2v3HnPbiVwnahDkZuHrQC6nxGZFaKVEg5IkK25rLgBESlH+nM+y5F6sXu7ItA/hSQkQ9Ol3Vxl95eA7TCNlktyYUG2YAsYMeBYkgOApUXgSzuK/msLtvsWuXQuDy0FGbjCIutAPIoqnU0wlDx57WBEo4cDuMYiEWiy02t7vbPh0M8GXuOafsQIAt5uqyQmW+M2JWIpNIVmFGdEBG+dFq1bJJNYwfBB5eFnQDjW0CkLAgeeVH8RdL5HTp0lM46oi8C+Zz5CRlwemgoiuZFoDnghp9K/Q1cW0Mze78dse/I/pz4zY84l40rWNN0WtKhpVtkjeQB9NQocl+qZqOwdCfClALsZNBuITmseJ1bZvUgBTaujgBlLz4dwmV1F4xoNdQ7Qpw35mMLJ3ocV8NIgBR7Nx/iFMbuOBZqSsEw6MpucAHYBlKMLu7Ou8xC7kqbsC0v5ycmWzgmxwvh1cHn9GQAfA+JxBllQUwfGMwct4wO/3e2cnW/cNacE51we1q3Y9PXkd2ScBcu++gcBPttUlT1guw6yaoUJM6nSIchRGUnsavyHkt+x9y1nPB6kmtMyGqCNxlwePh5kkF/If4lGVjAfUTxDMx0tULq4IjwcOt7YGMfnOeR3JsQ0Xew9k8FXFIEPymRDX8zD9rBBlyxpqZV9XQfdGSt9crH3YgbvrlEgYztmYjOVPd8S7GVBqhZEr5xLCbtPZSiHBqmmVf7pnE9aGLBTWqBFFrTK7qsAukgBzs3rTrNTmqOgVEdYgH1rjwGiz8bNNYP8jsmtzc0V9VdESR+tCPmB0AJslEYAtzSvL852DewLfwpgDwCzyO9IlcGddBr2heXUVATCG2ADT3gEgA3kd8Ri4Bmpx76wbIrPfWbQMpxz9m0D2gu8wedpg2BThNYwIa5rKbUERK9QZfHdrT4LX/2d5klVuCgYZ0z826pnD1ixTzwcpsreAwEsjgLD6qlGbJqxSJyY0FhBRpwYwpYlsKWf6+DnNArsnPGAGXRQ2bNSB01treY5g6GSNrXiwEvyvY726lnon38LJC1DkqxFgOYQ9JlBqr0u/2oUZtjSLMDn1Q2HzS51sbHknpTx0b1WHbvkH3Mv0A79ZKA4NbWZzX6R+CRsNJNmFGeV1b+x3IfWkr+4dzbPhCu0KWDFxHneKBeQ35GULjDVHOyrXwNwr/kHLX3jpLOPlnVnLDypfltEoxNBtkkAC8tRvAhJxDTwhtnk30pi1a0KV4QWgklCBOJ9ZaNxaIn/cMGnlqxer/xZMLYBeh/gyzUKpMS4TrkY7t/dhW1PYkCcvosNliYaFqKat1P2zbKByh7ZHM7Nif6t6CBxYELRofk6ZWe59EK3DrZAq3XAfXjYjlHozxLwSwT62fW04tcO1q0w3WZuAfatOQCszwMJw44h1dCVU2hm7xZE8eaPu/d4Bk4PUc3RPDlU+vhBrz940tsj9rBHJb8pQV6HQotoRnHatbaGT/GF/wrAwLBOF5Iy2SNiX1io8/a0PvuY/I59s32Usbj0F9t+f91u1++VEl87fh6uCF0GNuK6iZnD4jwZd4Ciz1OVS+gG2xT2/fwHoLeUf1nIW/xvkHISVRZ/BIbigmcpgxdpqL1NhecVBn+aDN871TypPjcPBrgDwJ8ZPBvQZ2RaT5xqDvN75plOoC+DVJM3BiYXex8GeEmQAnPS0anQZvO0QNtAHFza0wnbrZJ5SuBxQQp8uHmaobCqXFvAyUPHREAfpINexRXhpWAhNjDcoAbFfgTN6GXhLMdpxmU9XIh+2WChYqk8dGeCsnzutBueOPzTwbuB+cgk63gKsD1N/l4p4SXZt24EEFlijKHzHjTT+e9s7MIV4b+BYWYqE/2dKouzylrmiaHdodBnpg72keTvuTSVPlwePgkESXoSiMzEuC7wjJRzUVVx2jCQXKENASuS9GTWNzPeoCpHwknc2qyLI3+dQDsEYRuZKetRqnXFPneye7SgoxFYStMkHp4QJ053nLbaqey9HNC30qj28lyMl2wMMw6MQ4JUe1a+5iiM2/ktkBYSlspeiYfdCOg3aFTr7/zLKmi4KSxQwgNUHT2OB5SJAO9GwD3pZitzeeh5EBmZw0ZwkTYCOcSvRWXvLQSsD1KNcRpU2X0OgKndUDRISOl5YvAqKDZxxEOa2SCtePFG0gO+miqdt2RqRz4vtCsU+ncc0AhDwV40w2E50vRH5IrQVWD6m+HHhcygFWGfdhCgjG4lrrsczAsyQd6KTWMkWzFkQ2JdMfAz5Hea2NfNxMWe6xi4nhHdJR+n0th0wtm7Hup3NjT8pQHduitABYEnAyTQjndpWLWgvdnLApahQxmdT6YplYftBOivbQpEs/S/gYWW+bZAWg5YlDARifTnCfxKEPrloJUZ1UnmeyGF8TedBcykGz4XwCgArxKUWYTIdjqUOzQE9kqX3Jx9oTNhlKBYwvgrVTluTnTAQ3cGbNUaav4YG1dlz4MMXhOiWqklNn14ubYLWDkFCguQf3GidehXME8HbXiwedyzKYnKov3L1KrsC70M0BHWJsLwnQAWkd9hxk4zkA3nr7q+W6Sb5GA0kt+RQHDAvt+3B3c/BwrOB2PrhGEJv4FxP/TGR2hmn6xAS3hS/VToLNe9lkH1CVSlJi2bUdkjlJHCbFQriGUa1SZ10hksvc2mTva8ooD9Qao1sbCNOHG/8Qz9UkApBvTpDP2hZPXE6eig8rARgH5tvskuJA6sgEbmA1gmnXUW2mx6C6TtgEVVMzMx8pAQbxP044K04rtNv4SCBpvCAsJso6NoHIMEtMEm+MQK1j9dR+9pMX1c7PkesE0I0rJ4OMo21U1y6lpIfqdk7TaJUMaZfLImGUGqxB+etHYoopHjQDRFqnGbKfAaiF6jymLD2WxkOOIW86ayM08MeaBQrK75bwDZABY+XYAjw6mqZHmqMeI//+/V/3ljh1VbS9z1afI7pFRIQBIvB0hqdZsjQjUC/A8o/DTN2Mg4lcl8Tb7WFxY866Osf0cQjRxCD5QsSzoWl/ZUYVtJoAeLYJu9AZE3FdCd+eS8dbHnQgb2TobXrPLQwwDlYgAC+vIQoFdmSnxglUK9oFEglpuQjRlT9pE4MAGv11HNYykbFxpslhbIyAHHLOBk918JJNc+p2pUY8bMCrJFWMDFnv0APodBYwW4hRGdGaKVSTNSVfZcDfABmZ6IzCtV27NCS2gZtRojig+hE8kgvXfxsKMYeoVGAbl2NcTFQ/cHlJcUKKWraXmMWrDFM+GJ4Ymw8VFgao71KyVDEiPtA7DEOKPkd9gzeahcHv4AhP0BhMnvcJoOM7wGQC8wPqaq9JOxBKP9w2urftr5N4GANmpuBR0qEdDCvKp/FtBfIL/a7mQePoFt2Kr+taZ4PNF/oUeObStRy8WeRxmwaxQ4RdZrOi9ezmgYGqK3vszEfum2dfKwXQj6orbgHC1woYsAiF6v6VDuDNPylnkFSSZ1cZmL0fiDRrVZZcKnuw6JA+ugERoFJIxSkC3QAlk5YLGTJEMooAcZmK5RwIhTFWTztIDAAG5ARE5EEm/rzaAHCXhCo0BdWyvuzYO3saPoqwjsu2SK3sTMCirqZXNnZd7ST9Cjx9BM9S3wnt1c6PMV0M0bpKVNtzAu9giC1uFB9BueDlQl+8JXA3QswFK3mkT0weRX0yp34YnaZCiKVWpEZ5G/+GHDAVeEzgVTjFv2IvI77kvnWzLqy/IbXrz379d2izRBMMd3Wwmi52Kn9ubjudhzOgPuKPj+eqqVjOyUYvL52mXTYxIqEL2BGb1HEhlEGUlFZbcPoEka1g0BvWfAZYq42HMRA2drWDcQ9J7E3nMuKnv+HUH0hDW08uO2Bi9m79Z28CQGJhHoK0C/K4i6l1LFiVX21BHsOwWpOphz5a0BzThwdLFGtbvka47CuJ3bAlk7YPNFG/onBj0nCRCMaHm2MZfObaItV7s+7N4rCpIszWMJtCIKmpHuKSJmNZU9TwH8vka1CQQF6VqVfaFXAIqddKMgjKRKxzIXu29gkE2jgDjdJlHZs5iA2kz4XK1s45NAdBmYm596fjfiqbaG2TSjb+sna19YciJ6ALSU/MUJvMBxWd4N5Hd0b23tPGntjohGzxJcbCb0beb6VgG4F5HoYzTL1SqGcAl799XBwscsMJCS1NZAoMciwGP1VCNsVC2Ey8PDQJA+lrfnl8jvTJZR3tTXye4hBGUBg4aGaHmLk67KnvkM/l8+ypFECSe771NA3wUpcFda3yWznvgUHbiUgJ4AVwL0YGubSCd7PtXBJ6S7gUlLhySNVPZ80QD7iHVU/b9sxyj067oWaJcDNpbNA3qp6Cnxs8OjUMbW0/KMsz27rvk2Q83N5ynXs5MB7kug2VHYHw1T9e/ZrNaq3ZyuIbAHCMLqk7FYcU+TTcgQOquk8rA3AGVlEPY/xpe89OGyHaKIvKODjs8GyYh9a91A1GDyaSGEpWBeRH7n7fGfcUW4EmwQGAA221Ca3mtlwufxYxJmUWUiypbBKawoo8Acw8luNnV6J3GJy0dR9E8CTw1SrYE05mTPYIBPVUBSQ/1PBuaEsO6F2ImVy7XTQErc9TVNJX9xm07NwSP7KtjwPoEvaEqEaqZxMQ/9gw3KuwowOR+Ieiq7DwXoSo0CGYOTWHHiSwAcJE4YiPqbx4lV9i4BordptGJxxl/YDDq42POIDl4cotrHM+hWaLqZWKD9DtgyhJM9s2JKBwAAIABJREFUkxQTRP//CiDjXe/b4eCy3RVEJAv5JICFdWh6kGqSJ95kuDyVPV/JZaxGtYJ8lZVY3MJyJW0lUfELauURNgIJO9Az8YM62TuKwDN12Adks3FgX0gDSGK41QCvizuBW9PIrSw9A9afh03/BLpdSArkXXqO/A6TeKGZcEXoRTCZp0qKDgTTniBlHNgiatjYnmd7XuaB3+7x+T7/+8seAIfI72yO+pXUhip7XgHwfvNbAaMxl/UoQXSkDj6bgFIdtOi3C190dmu0x/QVHOwRcrvQ5gNiKCo8Qi/5rkaBK9tq62C31wZ6MgJ9/5wD+Zgbxe9saNw5W3YkM06MiwE+yawn3hgndrFXNiVL8plMZm6Q3KcSlDKNarKCPs3qZSp06jQWIOHrzFUavIvL9mdEn2PwsyGsvjJVnKXTWGFLVYRLe7qgjGYokwF9O4AejkKfnesfS5WHTWVEPSGqHdceU/Ok0FDoJKAQfWScD/70Rd3B/zflA41qEq58rR+2fwgohEYBI3s4E2Ff+H4A5wP0LfmLdzL8V3n4GhDkh3rvVsaKQld2bA3Fiy9YuwMaIt+DKPmml+ldkP6UWjn6EwLdHax4tTvAfwYwjfwOISdoU5zsvpZAHg39RqeKfwvxyps3zfxojx//bCS51fUK608OXnZexUnjH0o1j8oeCSUM1BAYlc6Nhou9NzJ4WD5KepzsWaCAZgWpRrK2s5a4OPFkQcAC+E4dPIxAv+c7v8WqB5aEsrxmXGdtnELHvFqAnOx5MUSBWMlBuyeTL7MN/ChAagNsJxZiG+02ac4HMLNIWZhYTgH4A4Cma6hZmm69bqYKWQTsX9tg32t1O2NdFl+toFoZyVkf7fg1vu37y/CjfaMSS3z4BJuKnz4g6A8EaYU41LQlxkAktbxU1US3Z/TnyeG9EDVQpq6AEUtMkFVg3IdI5BF6sMRIDmNf3Z/B9jNAkIxcY+MQJ3Vg/R506/443d9DgCQEWGQJg57VfAvvT5eZybpSfSAC++BUyW7sW703uEjgP/ey9Kg+8IZzav7zhx9lTWutePHjyeLFLnYfxaD7dXQ/MExLJCadWvgEmws/L5dcEY2WZwQNmmpwlYdWAHSgRrW5OT3y6O4qQqcx6GIC/kLA00EKJLA8pdIpm8+lHrgBetk6WtkmFnc2Yxf6dG4LkMpeSei4TKOap3OmKoNc8AiAwHlRKCdkmriTMz0KA220AI/u7kL94QxdWId2ktOuHd0eXkVLO+SlV9nzOAOfhSiQAKyR7SPiivpFYBacY5FGMA6hKkeCE3awZ1cbUB2BMjKT3AT2hSsAzJCB20agqv8W4D8lXwPXQA67DIOkIIn8QH7HDvF/d/GwAxi8uBtsO/1asSBsfTaJ/I7K1uwkiZCAUsvgcRrVtonrzBUhL3RaDJJkMUMSAEIcPLxUQVTgHY8D+D2GMieEtS9KvFhsqQABhj4mRCss3uP0np6ZrGl7lxE9ItO+bc1gAoDwEo1qjVuKXEoJe44EdLWOVuS9RteMA2NRiAJP5HINhbE6vwXIYj6azYjsl+ssZqnXlEJ4Bt2jUc1GVJ3Ob5fNRkP5kSLQmUJiQOBPdGB6CPbX84XV25rhJB6oSLwW9t1yNTeX198FYkmmMYX4aKp0muhIlqjsLmfQRd1hP0igKtN9sE2QlEBSJiP21Qt5vHmiY2UcSN8RMFC3WnHI9C1AN4H1IEjqjY2OV8QndAlRO0H/IVjxqpBRGKf2NkkhzHjsewTMDlKgzfImrlgzBqzL9b11BU63k79YTvEtxQxNHKoDZxOUwQy8CvAgAu7TKCDZ1RmLkz3jCXyjDZEB2cZsk03qZM8nUdApa6jmo4yV6iQdzDgwDU8GLNJJVCyokScLGC+jvPiAvjofJQMW9+WLBP6QsP78eKSkPK2pMCzv2c2JvodaGLl7EPRHgaLZm5r6zMmef4mTClHtwlw9JEnOYsJSEkgKQ+hx8hcnkNYLWIQO1IUoINfAaQmXhyUpSca8nvyOG+I78fXcCz/XC+KXHcwCtDENoKmgGGZyq1NEoNCdYFxglTtFoaxz0Yw/1Pdi93ZFoM8isO9WX7FACOevT3YFHj+yk92zCbRBo4CZgd2KcEX9LDCbYA9t4Gwn626h31UrQB+GAYQyJ2qWNGXM8yssQ1K9mEuMZSe77ybgR41qc3q9ndaXJEeNLCjPhRoFdsvRkIVhuogFjB+tnly6fTfY3mfQkfng2RQghwZEpLRhOKPxyHwh5HQRm+dNTReP+BPQcCaDzgT4cwLPCKLu1c6SDCcADcIhG6SAoGjlTOY9+sIJZZ8cMH+bUElszKXkdzQlZpnIRpEPAbo03VAL+8JfAdhZKO/Ir8q1fZOwr/5xgA3kp5bCGpjuhp3nQVd6gPkYqQwwa4STylPkd5yosudmAv0pSDWns0+bDiiTAHxNfkf/ZL1c7D2TwRcXgT2/U23surpFU/aFpYxGoCsB5jAIo8nvrE3X+Bbs49kaoqUOKH+0gcYzMB5AiEBPtFVf3HwOq0xKMuz/nqvsYgu3+ZpsypHStUFHtJN64EbQ8LVUk5SKsyN0KMzR8RZoysi0UG3O07C6NF8/2PIyS/IKA1PySXbd8WbchDNymd2JyCFSb8nAvnICZEQEiF4cSKcSyxF+Q7AfkNPTOIN2147+bME/bu3Z/5cdTCQnxnLYi86j6T2+kH8KYQSBBapycFtQlTGDsS98PYDr5IRLVU6DzIF9of8DSBIWSxMNSxGAZ4Jsc6iyl5AStHSEEn+FMgE6nx3HlBRrt+Lsc2/d9bkBNYcFafkHXB6qB5EAgtxAfofokSACu8lQFgPKYI2WJwXl4PPX7YRIdDbAw63O1YD9LPL3/DbdL4WDvW4F/FyyeRzs8SjA6QDGASyx50c1rF8Qj4iVbJ4SLt1Hh20JwX5QTr4DJha1lCP1z+XVdro2ylU7Mw5MC0NUMy9XYxbG6fwWSCiJcLGnhkEv5jNeq7J7oFFDKVCGCFydTilD5zdjx2sogBMRRM4kQGp3JeN2hgbby6Dq9R2vTfozutgrTkEQjFo4lvRHadlSOFwZ6KdVvLIPgNjpdx2IR1Gl0yBIEAxzBXRYEP3KUpXqsC/8V5OC0xApczGpEuOFeAEYC8jvjEFNprUELtcuAtlGAyzsUfHCYH6xiZYRuJb8jpviG5ibmOgHBLooRkbRfFKLfOJVEDnMz+g18hfHEtbS0rE3j9ymCBve06GXh2jFy6124gG9XOg5yowXYxCDFirgR4IILGstq97FnksZmKBh9cBcbPad7H5egfJwkGqeT2txnbCRFQf2pgondELVCyq1wwIJDtjBpbsrsC1TgEG5qg1OppsAzdsReUwAZyOwnZqqdKId69u8uhpJN+6RDEwmKAMAflKHfVaYqrMijt8UxnGy9yACz9ewetdc/PjG1iDIS3YoHwSxbhf2LZsG4hjRuaBmjCC/o1raSpkPAcuCVBtzri3MwOWhUij4K7gJAjOJqegS8hf/oz02bEH519LBLwTsN8afqlX2COl9bZBqpMqgpe4mh+/SOMCSB8jvnJiRnlxmdyEqoCfLglRzbbp9zRJEKdFiKd3ZHqDHWosXO9n7AoE/0yhgskW1Q1T2ngvog3NWjtQOXbLtKnFgBl4OUWCPbMco9Ot6FmgBCqCy51YG7xGi2pY7/lyuz6zTlOSWMwA+NlUJRS6n7mpj9WJvvyLoctKVE++vOlDZE6EXfqGPJAGoy4nK7vd10LVhCrxkOkXPAAIuam/NpcqeJw2+aqp9hCcGD4NiE8SmmBiAFn142I5R6AJVeVw8VCVP0vojqpxiZlVTIvKUxE5Bd4JwFQDBcv4P+R0758LwekX4O2LItXkEgJRoCbpUIl40QwgB/nH4pVP7vbnLv/6kUSCBnjGmB5eHbjfwrE1h6NHDaaYrYyhFM7GJ9tQQOCLbGyphRbKDx7MRK6fVBMyNIPp4DORFNuFFiLyrgyeGqFYQvLIWK9GzWqOAAJd0WZE4cAT2YYUDSZd9hBkr3hKVh/fspqLPlwTl4iAtN/Bk8ykqe4Vi7R4C35GqlCKfenS6sVm8wLCDgaig8wzRgedsiFbVpWB/6XTrSKKQyt4KgI+K0Qm62BNgiSFmWeISm8LFQ4cxlNs1CgwxPJBJMiAOKObQXie/41Anew4nwK/DPjDke/E8EI4BaFAzVSXjV94Pgb68AeD1AJmEEllw+7b2XA796rzqV++6a7jCJGVUV4OpmxF7BnSDbNDMxG4SJn6HGM+S33lrwt999a8AbJJWMK+HgsNiV++ZfCdU9pwA0G0C8p6K7SrdcV3sHc5giRcfJTCnAB7pgd4vb8AawWKe04jGAWvorV/SHS9ZO5U9H0ZAp3flciSJAzP4FY1qn2yPLQp9u44FksLiWQD6swHsm6uXsC2TWNcvLxEQ6IFeF/9Ci7vkyS4Xj926xjsLJlJViICZdvBTbWW65mLejhxjK3Y7Go24tT5IMTYXNEVDvyGp4rLp6Kiy+2MCnx6kFf80fJEvvDcYcyyeXvlTNUh/9p0/f3H5oG92TwDCMMfnl8D0MlU5/OzTFgDKWICFkelw0xnTIvIXy/9vt1j5EK/8fOHzH/Vo7D7SLBEiqbkdDegvkV89kn3axY02fWxR1J6EdMCIFy8GG8hcFm0jPoDS7VSa0T1jUhQLG1nATA7TqEbwrXMrBn5zryMEhY2BQQRayND7STmXRrUt4EQzmVxl9+2A8ls+81cy0SebtlYc2K1RQDLgC7IFWKBVMgYXu+fooF9DFLi0I+wgJQoRdLuXwAMA5ejWsjs7QpdNMYd1SpAXbxiAlwGakZcfwU2xuCRzquzxM7CGgBMU8Kl1VGskSrVXXOy5hIGdNQo0Kx0KvxHnpJpNw5+D8QhWO26np4xaV9MVxzKhN7ZmUOP+VNknJ6APgg4G4JtgxaJnAL25wzMzoM0bqXccG7o/+N8pz8vV+LmAcWWdTKrJ72iFUalty1qbIikRujVXJUJtzSgbzSLoJ+lQJAQlIB+PRsC3Z0v/52JPGQPXaRTIav3t/d7lon/sIBKiwJ65GK8wRue3QKsO2Iw78ofZQM+1Z9ku9l7M4EsVUHkd1bSefdmeSTpJXwE5sCF6OkM/W+AUhejehnWPbQlgJVJKo0NZSaAXNKo5OVePRKjybNjwYRHsu/96/ovbIUIngyCbSGE3ShAGV3uvmbzHR9v/tyxZIhuXB68E2W6J65QWMUI6a7Fq7z9rBO0mtZ8JlIaG949eRVWuv8tGGCAtSIHzmzYGE9ccCJsugB5JnA2HwHQXoM+lKrUFT29ruqnskcqEVZsCjckqd1oAsA1QPpd4cSNsczOKhXJZDxURKUfapSuXIwkudBTszjUhSjrfyUKbjrdAm3SEJti5co6GdaWg9xo7Sj3hMBUgdAIezHW5Sketoa15rBpKwRs+hIBFOnhGiGqT1o92Bn3zoYOJD6x8TdDPDdKKh3M5x7SnH/lszIelff78W78/NBtXB9HsJlQoALO9L7855ZRpzu6wD24OVcmTQ7siSp9bY6wjv6NXrvQUViEC7RikmibULi4PbwBBYsCAjXdzTRszHNAnaVjvjq+v5Yr6KWCOz8CWk7QAgzR7n+k9sP4MVTnN2HUrorJ7KqCcqOEnL+irDblaYybjuNg9gYFrCMpUBksC6JEAvQ3oj3RD0SvpwIiq7HmWgDlBCjyXydydqa2gtjGwoICT0JmeSv50SckHbCbI8PMdDfUmJ/Bu4Lk6eA2jaEI2vK75M1vmIwsFHEDC/XkOA0VCo8bghzsixp65tvnvobJ3HsCSSRzUKGAiNbVD2BcSRpyjAGqJskX8MqK8kGaqAoUIPq9uOGz21w0oSQCL935bP2Hy9feFqObieBV40ppzoOuzrL8lBcXIRmXruvdbgn1kkKqNWLWhV9yV93MDArPOOvdvRxHsg+MBK9gXllrXWIVCAgkFV9RfAmaJT7e0p9Qsw/YiVfaOrceY08Xugxk0L9+lh+nYSWX3AwDZNAqcDSNe3GOsZP4L/SEBAl86O4jA8tYys13sOYvBQ7tyOZIVBx7aPISSjv0KbbqeBVI6YCknsEFfboNyYDoIQjk1AQ8oUtHzRoBOVoCj67og4LqTy4YoiPoYPAag16Ogynpankidl1Ojdf7BStjt1UGPR2A/yI7oJzp0d5hqYyfNtBfA5WtLgeh4ECR2bovv+On233JdrzVz3B8PLqeHqQU4Ccs1LkWfBpHBpFOz64c48uIrj9eoxiJKkCzqJkQqaZIzB+xkz4UEPrp54lG8A15f1IBt7zvqMI1qX2ty0BXhpXHXzl8Dygnk7/1Bc4PxVO6NcP2lIJoIsMH5GydRMGbAbpvba9rI77vB/i7Ap2sUkA3JJhULKU3IJW4OUkCSQA2xarwFAlMyqbcCMDcKXUqaPolX2LpVWa5RoBVCjE26vLQmt+LAQhHbGu90WuMUGnUNC6R0wLIMqzZ49/YSqmdrEpNJhW4H+Kb2lqpkq0Mm/VT2lAB8EkCSMOMC8IAO+4Nd/RSfiQ1abWvWf7/FwN1Cv+Zkzz0ErNMoIPWvKYUnhnYH0YkAhPzAQnqyuhGtAfMd0BufVauOGkbAARoF5Bm0ro5vY3LWqmJtXdRGh2xz2/Yr2FcvpTiXb+zIX5LfmRPSdJU9XyngC+ua1b+yL/QFQLs0zcl8N1U5LzU2C0r02SamJcIbVOlIkhXdcplcHhwIssmtgNQwF8W3+Kzfd1ix6yefnLN83PFU2SPjDVDKh5VFA5OSUV9IsA9JBlVZzEP3tsEmPNanAfSzxIsbgHkxDGWpMY9AObMrlyNJHFhHUWnh9yKLL1AX65KWA4Z5Ev2KgCmbKr5iksjrLwlfaghFl3VGyEUnD5XSiokAHWuUuwCVneFk0Zm+k0IPSKDTghQweHKL2b2XDcrrGtbu3BaOMJeHrgTRSQD2a7YeHaBHoUfmxoNOyCaIgU9sWLdnqqQ29oUFalIwnsHEOoEmQ8cMqwZXkLQoFTNRujZ2sXecDr4lhMBezaEa4xiYrOFYwOLOB0PivTHn+Rz5HfL9yljYt2YsoJ8KIFnS24fQo/Nppis+6SzjOXLRQWWP0CSeomH1oLbQ0oSIgcBnMCClYm8D/DCDhhHou65cjmTGgQ1I4NxxtOfiwRTGyLkF0nPAJoTfoQA9KD+AmypuKVdUQPR+Bu9ug3Jsh1+JJzF/CQ9QdfQW+L2JBO6ngx+IouiBjDI4c/5YO+eAEgcn2D5i6MfEE7O72FPNoPvjr38NZ+gLlwMsccAk7Em8EMwLqUo1eHOTicqeWQr4n3VUOy2VRbgidC6YmmM664B+P6AYNIZtcvOmmsD6XPDWdWBeiAJGPDpeYhzEuk2frkSUSS1JG/gc8jsfSnOqVpvJjdKJ7xx80wMPXS5EDoe0bMgvgWwLqLJ3Vty/7dVP+qvskXro9zSqvTrleDyglxO9jiLwBICljO9HAiYGsd3yXNSWp5w/xw2cPPQ0wDY4RDUX5HjownCdzAJpO2DrpXhCvtwaBaZuynWo7L2MwBcAtglBWib1nR0uwq4D6OcBdBIDtTbo/jqsWJgtdF+HL2ATTKiy5zaA+mhUIwlTTWKGGHCeUMoZcV1qPA1QhBM3Ia4L8LdgfhCNDffSQ1u3SsEXG9i6kXhIo1ohaEgpbOAo0xKzHMYAc1yK1cGx6Otaa/27QgA6Ug7USgMru39BEXjn5sAqDeevnlQUKTKd8qpgL/QpeQHEFo0golAwkiody7KdO9YvxkakIDpSUNW4IlgC3XYBFKoA87aJ40tNdLQKCj1OM5wr2jt3Jv2tMsj3bcBZqynwarp9rfKujwn4iQFhlJqrgOZ2pfwRlYfuDCjPaRTYN911F9p1TQtk5IBNEoXox4A+elNjNzvY7bUZ1HtcqVFtm2UWuXo0Ahaiw34Mm85hJwIeUEAPdIaTeK7WmK9xHOzezQZa0gAa1Jzz9Msb/3XAUwOWv3fFy6esVXRFfjQ3CmM9CLeC6DmqLM4YAENlz1s66JJ43Oe21si+0KcAbQTEJ7wBHWXWafR68jsEvzwrEaxqAF9qFLgmcY0Dej38+BVvTQiMFtQuAaAUMoU4ZKjcxJ9NPl77ewy6NkSBuc0XwT7tIEARnGk5dRoZ4nEPoh463Qk75tMMR8YoW9kYzMmloxTYZzXCNiiTGyWVvU8T+HFC9CvdiBfTaQBb8WKet5Zqf8xGn47sY8aBG4eE6e1VHTlvYa6OtUBGDlhUU9kjzCrnaVg3tCNrg5OZpSeP2L47GuczWF6oifm6GnexZz+Az2EopwC6ZGlWBVH0IqhaAPQLkoYFXOx5iYGARoEmDGMrriv1q4kZnyYk42Og6JNUqbYLjMXFHgE5KUuH6IF9YeGrvleWw8RfEVP/RB9kJkWlsdwWTYQ+MorIZ43g3Zo7AJU9c++aN/mIc5aNTQQLYf4mlqUNtJN9iUFOeJ8H9O9DVJvyapPLw8eCjFjxCUnW+wmI51KlM+/xYpW9dwD6fhrVpk2n6GLPGQz2xpcjCbwuAaeb8WK8A/BDRcDCzgrxKnFggJ8PUm3e8fiz+T4X+uTGAhk7YJlWaoMBPBekwF25UaMdo/Do7irqbwb0cTowNptylmSzb81lxRsQkcScCgJ2B/AQoM/UaMXX7dB2i+xq5Q9M17Buf66oPr21uO6SPd/Dvj/0v/oPt+2Qsx92idEzen6qI7pPiFaubusBxAFhLKVKxyFf3Pjpx7v8tONecX008jskqz1jEaxigrJdPPCGDFLC7vN10IS6Sa/sSkxxDphfIb9zDG8sPYqQ35GQxZyJEiq7ryTQmCDWHZzpxpl9ocsBEgfYEq+ZWWBTX2rP1Xyb6zDe75Agpj2e7u9NTy7boTsiK4IUaAHZuQ3v23sdnEeTwcJGUl/8KoMe0qAs70wbajMOrAwKUcDIPyjI5mmBrBywlbm6zAY6oLNcv5q7XtxEwDVBCszJ9nGV8NC9o1DOkheUgH/pQFUIPz+7qRCCsl1Hp+nHo7uP+nrH96586bQNwz87YD9Q87gu/RfEM4HodNeMsfMBZZZGy3PKBqOyZzqBvgpSTav8vewLPQiQnJYFC6JUOHilBv7KV8a/f9WC03o02ZP0sZmeys2r36LvCMqIIC1vqtt18LChCvRn58246brDPx64MbbM+CtVOYSaEDxp7VDo0VpTL36UKp0TMn22JrkKzWlAZOA6WvlDpv1j7dkX/gMYPhDkBC31uPGigzATZJtDM3rlNF7s5NL+BPubhOghMZKNVGtQ2fNOBHROW+VIvXnwNkUoOs2qL5aN1VwC5gUp8GGq8fP9uRUHflajQPOs/3xPXRi/Ay2QlQMW/cyEGuyiUSCrkoh8rNECDVkA0HMa1l6V9k7fQN3pOQaAAPjvK9R4OpSqelreIbGufNhiU4/Jk8J7IIoTmPSpBCWxXpfRAMItgPJiPJCEi93HMpSLNKoZnkv9XVy2v46IZB7LTUYLMets9fesD54mv6Pp2lWusE98a+QDVQ9PFVpCU5gfoyqngEKkJSa+OcZoVNOUcSzgEjYo7yz4x22rvF/se0DTQESnU2XxY/EDc3noORCNM/6mKAfRjN5C6ZeWlLDnjzrwDoFPDlJtzhIWeaI2GIoyGoxrWmyqmNeA6Q4QnqIqx6dpKZqikcre8wD9cgXrB6YqK7N+n24GKKRRze3pzG8lp51GgDjknwCeZ0PRvNVU/b90+uejjcreLwE+KF+htXzoXBgzMwtk7YDBZXYVka8INCVINQKP1ynEKnWpJGCHBvAJbSVcWA5boO7kv/8QqCqIyJOgles6xWK6oBLsq/8/MJ8OQiKji5lcNA/E86nSmfz7YjD/9P1OQcOoOnor44SrtsxlhU3kdkTqsxOEffWLAT4UjCjsxdvQdEpIfFHZ81SwYqFQ/sXLUvI70qLQU9n9jQJMbgLeYCgqPCteuPeWgcP/fUBCpneyUifj5Gk4BYObeAn5HUlKh5Ksnvt3V9GvBtDn5xNKlieFT4JuxIqF27u5fAbix3IRLzb5ctGYClxFFLAIHm7Ohh1JQiZSq84GHrXBX/yQDZGFHU3yYBJxKM90pt/XLviT1KlVzt4Bx9UGE+z7Bqk62JlWKjEvgMp16OPDtGJlk25c2tMFZTRDmQzoAwE8QSB/Z7h26kz2y0SXtup1wz3WVDvW93qJ/M608gVU9tzMQHGIAlMy0SFV2xJ2n6pDGatRzfj4tlwePBRkW2z8jehyqiy+o/lYcoX826TFQYWV5u9LNVif2BbrkMre4xh8UzzwxqivJ952zQsTLvd80azKhBGlKkez7GNTG2NjAzaz/RUaRTOKTZ3bEJU9UsfbV6NAMseYqntWn3NF/RVgo3wqyeaEX7G4lmdkM7iJMEfvA/rNGtUKJkHrwnt2c6HPtwoad8/WcW7Dh/VuQP0xOuh0gAbBwKOWePHa5WnfrmWzUKuPk72nEbi0gAvdDiN28q7tcsCyNhNUH//VqOayzrZWQcoB9NkE3BsFXlJAZ5pk4PwzgKpuKHo8HZaVzrauduvDZXYnGgcSSK565cdSAPAz4lHl8lApiCaAcW6LK0jCz2/2/9frJ/uuH7mq15r96qnmt3R1dnHZnxnRd4ug75TLDFVJqmtE5IsIKEEf9tX/z8JL/on8ju1a05Mr6peAeQRA8wEu2Uh4QGtB+uFU6UzKZ6yyd4UCfrzOAt54+qGXxx/20cAnHOstYiXGYhAFAT4RREupsrjVUzX7wr8C2BqgX8hf3KxmN1FzF3vle35FEfigXNox3efIvt+3h979XCiQzPI+zfrpAB4E+BHyO834dpriZO9BBLxAsJUmg6qMH0Zlz3wCz8tFJnFvHrlNETbE4sXy/OcS7PPiyTTSXEIbmwaQC8P2B3i4Dr3Mej+/1SiwMUTR7kkKA3QmC7TbAcsX046GfwE8SqP/UBwnAAAgAElEQVRALI7WadbYh4ftGIW+AEB/AubrIH+Iat7uNAp2hCIbHW6ZRUrvZuA7AoQC8S8A3tYo8H+pVOGJG3YHNZwI8FQQJcZ1AaGr/Bui+iv0gPqOyp6lBH4xSLX3pBq3+ecqu182fzhXZJ1Ml2xOJ7vvJtAvGgUkfwFcUX8ZmM0YIeujqUptFfAhRpSgE0dtM87pzr6H7gUZOQNGbwAjyO9IuN528PBSBdHni8D9xQk2+urKFLK9oXDTa3cv+R1T2BdusKAm2yR84HLtCJBilWXxleR3NpV0JToeAYnB4igwrJ5qchKDzfQZxrfnirVDwFFhaZL652bgKlgLHbdDwTPkdySQK7Q2p8oeqVM+VoNjKGhhq/SJ5q0HynLNjlTC3n116HIqFirJHwGaZwPNyzghlUEqPAcSMFwHDSewbIh/lfdSh76YgJWFqov2fPM6f992O2BZosrec4U7RoO9tDOl8sfML6eftUBxJsX8nf/RtaEhDyhyoscAAjVzuCRX8YtssL0ZSy5R2fNPAl0UpJqUKEsxqMQubZuC8p3WAiWVo9MGOWHgEoBeIfC/W1sQG7cFOI6ArNHLUhuLDhUKRACN3dYfUt379+tiGeDV3+5IifkGRuzffaCcbGVjQIDAZv5MoJU6WBzumxoF/pN6zkKLzcUCOXHAYgwXe+Qq6ZkgBe7eXIzTZdbBA4oc6D5QMRyuca3sYeBbebGbO9z4NZnXvY0faijqm87GqeCAu8w3oksqmokDtq4dKgB6l8xEqaTCRlYz1Sjg7/JpFFvDgXsV/35vQqKewmv2X7X96O5ywmXwcMvh/sjGe8mLFdhXprpGz6fOhbE3vQVy5oCL2bunDVxjg32/TZm6v+lN2gEaJDhciNN1A/gGILlSTjjhtqWNFScco1EgGdpRVgtR2XsVAwIkHyONz2ocJ3uuI+APuUxAcbHnUgadf+VLp95zxcunmlfjzA9TlfOsdJSMbUAeL1381uQz/rGtDvtAoYzjyet3hd74IBgea5zq3f9+2lcRRe/31RVPCLSm3EQIp1INSD+bZqhfxeZjX/ivAG40PvY70nofuTw0B2RcfwKKzR2ru3WxV8YZHoRtZDobqnTW3JnblLDnSAYqG2Ef2Nrtlou9NzCwJt1ypGzX+6cf+TEwhGmqSTYUz8c6533/huFwlUWEyJtBWpHXjUC2+hf6bRoLpPXCp6uaVRvcvyOzLtPVrUu3Mxxu8UAFkTJAKQPYcrj8przYdkRWrsoCYMHJ7ucV0Avx5OftsVMvdm/XDfS2DuXgEC3/sj1j9eUR20fQ8IGCdbukU/fZ5ly8Zzcn+txOwME22MesqljwiMRswWigKkf3dPVkX3gNAMmeusFVOVpKg0o0CjRlVbMvLKT2RhLVJ9t/g771znX9tL49TedLr1NlsUmuECex2DKAteR3JOJgt6EY+8ISc7fD4gZ28tAxCpSqRnQfsIaW/JLumrp6Oyuuv6dGAYkxtxAHDy1VoNySaZJhWnbZGOoZ3m3t6NN6Ba/aW7f/sIZ0RwPpzpKoErrgf/3UlExcac1VaLRZWiCnDhgG2frPFm9wjXCsFiQbCxgOt/cgBdHhiQ4XKwFa1IDIm+1BNDJU4rIeKiI/R2DfPVexcZU9QpUnSU5XZrPs5n1U9jxHwIIgBbKm4HNw2VYKInMB+r0I+sTfJi8aC52F1UsAn6dQVbGB/ZyOcHn9QyCW0/LH5Hfsq7LnYwVcFU93yL56wfBNAOnQSX/EVqlKrXkLYV9Y6p33AdNsqio2kbjSEK6ovwTMRmlX9R7vXz/uwqsn66Bj0iWdSGOKrtGES3uqUN4GbI9otPzOlgY2uMy/saFxz2zLkZrGbHov9WEAHwzQ0LhkxkWun6ongW3mbQej+rsdKKPKgq5h8IKWubRAbh3wxtrgWQT7fp2tNjiXhsvpWAkO13hpSw3qPePqKkcOt5nCLnYfzKA7NQoMyMVahGpPAZ5hYJ9cIfeoPPQwQLlRo8CQbHQ04fzoVQIJvKBc9YLLQ3UgcgH8OfmdSZGxWpuLfeHrAFwvjEVU5VAcXLq7AnuNDps3TNVGMhCXaxdE7Pp99mh8OS9NJX9x0jpoLg8LhKO8hxkzLbEvLLcM/T/e4T8YdvX5FwapplVu5Gzs11X6ONizqwKqJdBh8VCfMf2lVJKgz8+4HIn37OZA30EKxOG2eC8XZ3vz1FXsWtAz/xbIuQMWlU3aNfpOo5rL87+ELjiD8WJvNdA84bZ0uI3QV+abMs0KFwiqUCI1XpbmdLG3loHZGtXMynKIlt1MxKgvGPr4EK1IG37R/A4aNeAPAXxTDLSBJ4augkJ/MyYiHtZa7W6rDriifgqYDTzpWLzWjKPrl3ZDUemvvgVzQDAgIzcUNULRiYuidusd44XkdwrVX4I0JbYRXUyVxRmVbHF5eFjUpi+z6YqUUf2VqlQDP3pLFCd7JhFwCcE+sPnG38nekwn6yJTlSNy/uwPbHKSAJDtZNsKy8ZOsZNkIL+6I93JLfHZb8prz4oAtnNvPADpUo5r3t2QDG2tvfSe9YlO92Cp7PtRBk3JxZeliz+kMukBDzRAQBGQhZ2Ihmu2kUUBoMNMSF3suZJDgL58Uq/nm89fthEhEkp8UEL9Klc7RaQ0W14in1Lmw3l5nPlPlXKrqbaAxqex5pvrv9w3f//td+sq/P97ha1x02n1f3PvolDP3+XEn2ZDEYDmrye9oupbk8jXngHRzw9IjUkL3lGSEJqey23ffYxdXnlE7Sq48GdB3awuVK9P1drX2QusIINz8u2LymEekxOfPibuf0d2LoQ1WoAwjYyPMgwEI29lKgrK4AbyyOXd1V7NJQd/ObYG8OGBZsos9ZzGoQoNt6JaQkZn4YidcXY2wdtLfAthkDjdeP5WH7SS8xhoCW7XXYQrdn45en+jAyblw5s1fFxPoZcNHBPtuKUMaRg7CjwLXeCShaHR8iQdX1L8I5iNNR4W9syUJYF9YNhhNV8bsW3MAiJ8B806i+/yD3lg/8azbQzp4WIwaM45SUJr8D9CPI7/6dtOVtkSj/Y6NZA9p/GY42T2EoCy4+ZmJvvNfH/e02SX5KTuN4TaLJg4e2VfBBuHrvrF53oDKnpUMukgBeurQLYeLgwDIpmwFAa81wr4yV/kQm4VBC4vIuwXy5oBNJ+yV2uCn26KBy/sKO2KCxBNuEoeLFZ1pJ21ujnBYfAZvtmaS0hcG76xRIKEEI9vxkvUTSEGAl2hUW9XauELCAdgelrtlBbYJ8c6afSE3QMJhLU7qLvI7p2arH/vqfwS4H4BbwFgEwmsAusl4d46eh5uPekQYE46qo4CgrzUJ+8LiJGOYzFEQRoIhHLtXAfQT+YtbhcFsrqvlaN4n8AVBqn2Ry7V7QIrJG5vF1Xq2tuiM/Sz0sRcAZbCGxp9dsA0GeBhDOQvQ/wiQJL2tINBrEURX1NMKgfcsSMECm8QCeXXAFttQYLOrDe5iDrf5N8vJnhcV4Kn28CabG6yyPwORgAKlNGMYvgy+7i72lDEgCWNCntFCLECRVwF6QUPg/0DGKXej86uofxPMg8G8hqqcxRlM3aLpxrIh1iBIgpYs2/WDq4+++CqJL3+pod8eoKeizTuzTzsdUB6N0yw2RpsQlAnjmHHxRQDejc82Z19YGLx6gOgdqiyWk92WJzyglws9BktyIQC5kegG0BcE1DJ04WM+Mphjqsstz8iFFefSAnl1wKKoyp5bAe6vUW1zOrdcriO/YyVxuFb5QQCg1xrRuU64bRrDKNuw/RQF7ZIJSUKyMU2we/wrSIG0IQSzfVBO9nwK8NkhqhWwkSaxTjxzGbgjZBEeJDhfX7gcMShCUs6jyt7tShLj8vC1IMSvtxGMQ0r8o89lYFcA6wm8NEi1BrhGCyd8Xng4bPQ6wBvTpBnXUZUjafvm/VX2yBX7QA2BUfHhA64I+8CoNNoTzqdKx/Rsbd1l+hk83r2HEPRhbJQFQTZonxMQYFApgwIhqrnYWI8RnvjpPzY07tPucqQuY6CCop3dAnl3wMICq8LzNYGnyHVZZzeI+bJKNmS/gVb5gVwpD2bge3mxAXo9Alugq8aKrOzgv2sUkISTrMXFXoHXe8SGxn074gdNUKwA2jtINU2oVSZJO19N0M8I0orlSR2er34NwL3AHKAqpzfrBVsd2RcWUnuz1lPgDUk/rs+Msf10YIHEfaPA10Wg93XYjgnTso00mHET83naINhszwC8o/XnhOSs1nR0sfsoBt2vo/uBYVqSwFlsaFMeDoAgIC0byO/o0d61drb+2/C+vdfDNZgQHc4mII2U0H3OgEBNLtWhB0K0crXobZGwvAfop2m0wqBuVNnzBIGfzrgcqbMZoqDPZmOB/Dtg44tv1HM+0Glrgzdjh9v8m6qy+3YCrQ1S4Pqsv8VcZlcReYuh3xGiFUJHmXcxATWiHzMie8mPrPAGAzgRwOGtAdizLywgG0KHlwDZmI2yPCm8B6J4AoT9m/oTXd53xhHzotClROpTjQKyWUMJe8bqwLQYVGXSjUE8E5PZ4GOBl6TKYolRthCz1lVOdvqY1kqyeFLIA51itIgzyO+IsTVls+RN3kdIVBoQHSxYyoIcw4CwPP2bwcttoDd0INBWzblwMRP4vgbQQMnBUNkt35dDU5YjbfKVFxTYUizQIQ7Y3H0KbzB/p1Hgik1u3OQO978EklPUkq58wk1lW5U9HzFwXogCb6Vq29rnKg+tYCjjQxSQeskOEznBAPwJQPsJJ6+OHuOTnQRFIZ64eh9Q0YcmyAW/SH5n1tjUfO5qL+xFEnc1YSUtqetdf/tOdx5/hJzMGTwmRLWvxD5zsWcaA31bS3SLg6DcOCBDaAkPpSpH4mneuGrtKVfv0zQKzGzL4FwReglMY4w2Ch1AM4r/2WEPqJ0TbXS4bLB4MSA8uJ8xsNwGvMGwB1JmwjfTwcnu+wgk8LhHmOWRtrc0qjEy1gtSsMCmtkCHOeBi9m5tAz5tDa0mr4bg0d0dqI9dKRsF9gz8l8DLAVoagb2mq14pZ2I3lT1/AehtDTVbN09USnccKwP3QwBHdzT/s4u94xj6M3ING4J9alvlbewLC7fvKAA6dPtONLPn9+muMb4dTwoeBt0mY8XelQsAnCJoZS/vt1I71XdjPQNaCIF9mpd0yWZHAc+Mh6qMjc2++scBlnFWQqEnofNGEI5m3MTm1SkiQQqckWoNXBH8C3TbVxa61mvkd0imdaeUrdjtaARJKESo+YbHHC5A1Qp4GaFxeXvDG+a1teNdQBGQmNuFta0RVLGGapLeNHRKQxWU2mwt0GEOWCzo4mETGPokDf2GJssSzZmVDYe7ZkAc0lQzh9t9+ZYEWB+zq8rucwhKWZBqErCKM7G7XGFL9q9GAUlu6jBRWUjm+VmAuuvA8W3VHHN53TCQ3eQ3Zr6KqpySuJSxsC8sPLKxdRqlQ1TpWBY7vTbaIrz1tLH/ZNCDyRLAJE6ugxcpwOAgBWTT0iRcHt4AMsqXjAxorggPB2OpARRi6E2PUlXxBBNUBGdriJaCVkqmc0phX1gI601UrGikjB4oScn1nHLQHDQwHa6gSwn5vHHC3R+gTwXOWgGWERpq2utwk6lpVmOwXM0fRtDHMJQN+WZHyoG5CkNsARboUAdsOuE81AYnd7j/I/CyLemEm+r76mSP1KY+EaKAIAZlLIJ9bIPt9QbQoI6sazaRtnATg8oV8G4AHRSkGpOOL4mwL/QVQDuDeTVVOQ10qkyFfWFJ3ImxF/0Km+0omt7LuLbfMHnVtd2i3W6IKjr6Th/zmw2N/Zs7DpXdhwLKTIDnJwu7xHErX0N+hwGPyRVrh4Cj8oy2kn//5FxVu8dtp0lm9ZBMidrZF5ISJydA35K/eJNcufbhwc4o7IOFUITMGO5+AP4F8DIFqLYBNb9TbTjTZ5NNe2sjcxGgVwDKlXlhR8pGsUKfLdoCHe6AHVy2u4JIbQPs+62j6v9lZX0u6+GAfmAcW1ApA5bDxRsR9Fi2JZ5w27SlVX7EiP4llimaqe1V9kiMc5lGgdsy7Zttexd7rmPgDB0YHabAFyp7Sgj4JAr7fsLF23xcjsNrBuFEqnQ8lcncPHHdH6FEhK7QynRGNfTGcTSzjybjSChl4Hf9337j1vsMWEPPNeffU7vDI2api+FFhWUqei2A8TqUU5JlQnN5/X4gNmOzdtqXphV/3NR9Cruwvv652PzBXuFaV32vCTTTJRCJaQuX148HxVif+DKqcrZkCkp7tPQamg7XNgSwWVfKLA73E/nOyJVyRzrcZBoLZCiBQgyU2dCwXz5O2+lZqtCqYAHTAh3ugGVSlb1/A3gXjQKSlZhaDIfLB5h8uAYBvVwp/2CecMXhFi3fEmK4qQ3VeguVvSNNiL4aKVPJWJzsHSUZpRrWHQB6b23GA2TYQRJyGhGdpoP/okM/Ph6xyMXehwH+KEiBu+OH5RPYhr71ck1bJMl05Hccksm0PCk0FDrJJsMC2GgG7WiAYHhfA3hlsGKhXPPiV8fq67a5409GDa8J8clPAvylDvtFyTYI0o4rwteAcZPxAvodSd/BOY8+vfa0FaNiSV9rQXx4xuQR5eGlICEVoAhG9O5BJ1ILcJBM7JPcqUloQD8ZUDwA72s53GoGL+uOoprfqLq+vXPkqr+Zh8ICVSnsFRcWypFyZdnCONlaYJM4YPPHyvO1AlxUR4GXWihvXCmvPbDgcLN9rC37qey9g6GHQlRr/PBnJFzWw4nI+wxcHk72vDIaLHXjXuzerggkNeNva3BcDFq4Ib6XUB8SeJZGtfskOGBf6FGAzPi2TR9C09W0M725Yt1wcGRjDBb4G/kdCUxRLnbfoIMGhCgwNnTRLw2ODb3E0RsxXBcPPZNB1yng2+tohQmI0YrEZUCvJ78jIbM61sXBnrFn1R7uv2PepO27RYpMsgXCCPI7qlNb0GzBk9eWIhpdYf6L5pK/WJK+cipWXsdsAl9ShKJZncnhJltoCbu9OmgpwA8XypFy+lUoDJaFBTahA5YYGc1SsG7fOvxhvQPagQoo7oTLPxIgPzbVERQtK5xws3i6cV2c7PmEgAnZZC4LCAYDozQK5D2jtoSH7q1DkU1ZZVtX3Sp73iHQ1CDVGAlGXL5mIMioxxWZR37H+HQtxr6wJCwZJ1oja1ocXaUjIXFJakoFRxpmaQxuf7Lil4nVRxVFlOj7W00f8z5Ag3TwSTEChrbmZl/92wAPAtNjVFXcakJcTy7bYeTne82fPevK0q3qY4dyvpuqnJdmsDa5gjdR6Gy2IbE4drr902nnYvcUgC7ToZSFaLlwFHdqsfDLL9DQb6u8JoN2aisUlOsMFthkDlgWL/RhDN6fQNsx8COBqqUEIQKl4HBz+O0wiemVWo0C22Y6rMVG9F4UPKqeav+Vaf9M2qvsPR7gOwk0JUg1z7fVV2X3/7d3JnBSVMcf/1XP7HK4Mz3ghRLjRQ6NJ3ix0wOrKALeBx4xnhFZvMULI55REw3gkSiLUaMmRo3GeCJq1GWnZ4lGo/FKNP69IuIRYXpmAWFnuv6fNz0LC+4xs9s9Z/Xn40c/9Hv1qr6vpea9eq9qKkDjOsIY3JhURRHUlnMKq78ZSndtnNPhHm5sewrgjjq9FjTfJLptcHbV6GiQrR4VJeAAdZpZZ+Pi85456pdXPHoymBhDbps028LKy3PdmuepSeXk11RU6pERNwyc+P4Pr5l9/5nnb/fZlh1Nc75exGdxEO3LlwLsA/ACNQXG5TMnubbVOXIhwOqKVkO+B8ZyHcO1dplQQvhiC9/cnOucuTa2CBICnQgU1QGr7EY+pA5uh3++rHC9+y51jpxKgBGn6En5jqISStjAqgSZOa+68h3DcXLhSwCamgZNaqOouprS46PKIDIGvZ2CPTLZuGBPUGbLWm21XkBNdWql2rNfO22pDq1GOfm1h6003wl02+D/du6YPcn7EoF+ESfzXpVTOIQl/535+Ikrz3/6mG0yI3YTx+1OgTUnoInOp7l168Sxu+uzw9dHnHLjfWfduO87o4LZNs0YZB9BN+qZ1Is9PdzYdhHAzsE51g6leRs81lufvrzX2bgUoFMJ6YY4tX7cFxnSRwhUE4GiOuBqAl1MW4NsPEnAPRaZeZ0IDnH9LoD2ZAq0a38LN3Rrv3M6+0aARrYDh+RzvUlnowmgD+LT5k8HsCmIPqG5dWuWid07wBV7AGnlsDd1fDaepbkBlbTjW4/Oxl1qVd1R5D3IxvEEvvs7Szd58a1L73VWk2yfSPP0TlWOup9tnmqdANLUKWsgtWIY3bHpF7l+G3Uc/tHdd17y+BGvjM04fjCWwscH0W3BdVbsXcnjaW2LwaxKHn5NTYHMNScvHhUnZ9Bxq+Fv6PMtBy8UE5lCoAQJiAMuwUlxVSXHwS0m+LfJN42fzsaLBPwlTuYtruqUFbYBNwyrQerPKqF+HCvPzHc7UCXnmP7M5Jcuf/Rkp7JQCnvTHT0fUsomvHheRUSzasylpsDpXdkX4sh5DP6xRebu6n32JLjKfX2/BfMMntaWVhkzYONKuj2QU0UoPi15BTRcqQr3UlOdk3Qjj0ftGs1+4LSHTzInjq1JZ8y2AYzr7XAWn7qyAf6UKiTRr+Qkuaiqc+Q6gI9IwT9WdrZyISZtqpWAOOAKn3mVEIKgzcy3Dmr20NHlFpbuDnpH5Sh29ckWF1jA4LsT3ZTu621APv3LYTYP/ExjUt9xr3FRnppsBGVL9qlTxYxxdHvAcUqdHx41eAgG7WMDfwRwLUDKyY0C+GgAy31o31zdIeVpyS/B2LjjJHRv+mZ8X2NSFcG4AoSvaG5gk1z6dNXmohd+ddnPnvzJ1fqKbHljts+leboqPtHtw43Jvypn7TjtVd+lpo0W93X83vrpbMxiYJINGuvZ7klvSsh7IVDiBMQBl/gE9Vc99RchQEstil6XqywnKX7qDUA71aIWdTXH1aejWpAGXLKsj1m5Ms5sWvLPYByeUa6XwgM8NfkXEA5VTb8ILm2/af+H58zd55EPCdpwBg8HMByZf9NwBgYRMNCpKwt1d3YsgIcIeIJBn1kUVStocKN1DaCpuOeX1FTnbGf38nBj2xcAbwLY11KTvs41p976rv/++ieajjwxOumBTRNDsqt5nk9NQacQQxcPT1s+Cmy/kn31ODUF+lygIhdds4UQxtpYvU+SXv5W+cRcZEgbIVDJBMQBV/LsZrZNjbc12MfFqTXnqjhBNmYSMMoi8zC38WSvNJ1NsA/JR6f19eCpK0aDnDuufwg/s/rMn9zyQyClETDchjacwMqRDifQ8DvvnLHbEa+MzaRj/MtuLYkzj7/pvbbalUsIUP/8F6BPbaSW+IDPVkH7uhb0IAMqbv4lAzMB+oVF0Tu+pcOa7eTcD2KtOYCVx7Z1T3PQ9PC9u417a48HRnw+fNtsux5rC3Nj250An+K0ZYOagjG357izPJ2NeQB2Jvgn5BsC8VIvkS0ESoGAOOBSmAWPdAjy6BEafM1xMr+T6xCDePTwWvheAuyxFrXmlf6wxzF4+9oght6gkvD74D9waR5pSFUGIz/Swzs718dvumFi5N2ddv/71v/Gvhed942qOcjAh45TpSUM/uyA10cPvWDBscfu+vH3Nsjq1mt2LJ0NdVpYVehRtu8C2Ed1x4EbEycB9LuMbEoPpbmhZT0x4GnxIWBf9tQyn0xNwbtznZee2qkdi0WXNz257VfD1UpdKfMJ0ukj6bd6x73odbpzY1KFFGpAeJHmBjI1jD17nFPjv2Ngi1r4Dyr1RB2ecRDBQqALAuKAK/iz0DkyBWCVyP+nuZoZ5MjdBCy2KNqRmCLXrt22UweHNKTU4aUva8BT1yTg5xEDdAwbboMzK1YNWva/tc07VrBAJsb6NUCfAXZm1XpCbOL3Zj1wxvialB+vbvnu5XvPmP68BvtuC5tt15FYgacmx4BIpY1UFYeUe/4DzQv2WAUqxMYJDPyGgDgDf7SQvqq3CkT5XCniaW3TwZlkHnlfXcplEt698p1Htv1y+GE+W2VaRBo2xtFv100okkFxets5a8sfaj+lpg3USW/vHt6+VsfQP6hU2hZWHpnvYTvvFBPJQqC4BMQBF5e/p6MHOfyUBrojTqZK7t/rE+TwXhroYQZ2tMjscTXXm7DsHW8VX/2BOshEoMEMqKQXmTirE3NVnx9/BkD9o1aunzL4Uw34zAZ91g4sWYFhX66frYinJhIgCoD5TZoXVPmHVX7xhUD6Wotan+VpKyaD039aoyPjCJoXeKQnnQMc/oEGUkXvkwycliBT1QDu9eHGpIoRa4B2JTVt0ONJaG5cfgVgq0NYNjUFOk5h9zpGPg3+79L3jh1ubfjHASnndwfIPo7m6uow2ToPNybeBmh7ACuoKdCxQ5DPUPm15dGDgvD9iYDVFj7/Mej9ddKL5idMWguByiAgDrgy5vHbVjjXjz71oX3rXKu+6GwsIuD2OJnOtmpXT2Y1s9FwG/ZwDbz52kNMtCbuCmCos2rNFEXYFKDfE/AOw1aOdbEGe4mFVUv6shLiacmrwFDVhgCbI3R70HQccPhoBn5sTVugkv9ncx7TKnD7eJo3pKWnaVZb9QSfOmz2bjvohHzuIvPU5GugTF3be6iprsdEJ9zYpopInAjG6zQvkElp6cXz4SX/GbtZ24Z/HdBe41zPAv5MTQEnHWX2Wadmchd5r73QK3u47y8E+iKOYSdKGkgvKIvMciIgDricZisPXXUeMx6wZ1hk5hTjC3H4RAZNJ6f032bKsTrbwB2HmdSKVf052Sq+6qQOVf+oFaw6xESLfUh9lsKAJaoKUJAjZxH4fIZvcoIWdhmLzMOcTFM+I/F9pOjfThrHdU/8bso7bfDgTbe2jX13lw6x74LpaJpX98+ena8xgQAVi33BIjPvYgW5FFZY4/Qak6pS08B8ri3ly4XnNJ8AACAASURBVKij/fIzvhpZQ/4HalL+72X+rIt4Lzcm1SpfJSBhaLU/otsG/Kuv4+XaT2UWs1Ezn0H/sig6Jdd+0k4IVCIBccCVOKvO6efZ6hRvpqABb18bwrDN0kgN12BnTgarE8Jrt4Mz13C2AvgjQPuYwIs5syVsfwr4F9tIf+YDfbYMSz/v9U4wT/bp+PwXAB9I8E+KU/NHbiHmxsRTAE3K3ODVeDuaG3w345hPW/VD0Or7QBiZHav3nMeZur0ptR18MQGxOJlGX/TkqcmZoJ5LC3ZywOz8ksBlNC+gCkB4/qw8638vDGwfsHd23H+iho7vqD/MU5PbgzL1etXfA89QU2CC5wo5OeCHZO5tq7KOFFP5o+URAlVJQBxwmU+7+sssndkO9qkt4ewhJhVjpSMBexmBBmXvsi6BU0M5u3qlxQxabGeyZKWnarA3ilOsx0NKvaFSujCgtpvbCf6T3bx2wqclDGgUzeqwplQgT0tEwPQMgExZv6d3+ts3k6bNCIJebe9OX50NlcpRxYjV979pCgNGLafnc04J2VkuT02MBlFHKsgdqSmgHNq3Hm5M7gDgTccRcj3NCy7qjadb7+3GxKMgHEKsNg6gTkDvR/MCmW15bkz8AqAZjl6psb1t17ulkzojQEipamfPeJ1n3C2dRY4QcJuAOGC3ibosL8iRPTTnINNQJ2FExwEmbE6AOti0zDnIRCqrkTopvJih1RBwQTtoz64OMXVWsaPSjw/+vfK5GrS+mSFu2IqRUluaj1kwZ4DgrPZcenhq8nUQdgZzkuYFMwUJ+Iy2cUizqoLkfMdEJ4Vum3gCw56doNj8roYOsXEKAz9T284MnMGgQxIUfbk/aq45Cc32ZTRP73Jly1OtmSAtU4s53+IN/dGto29qWuJkDbgr44Qz8NLjaV5IsVPZuZYDGAzgLWoKrFNj2Y2xu5ORrbSlyj7+xSLzEi/HEtlCoBQJiAMuxVnppJOqEqSS2wPYlkCfA/YzafAf27Dqle4OMTml+rBbLgXHdQ4/TMA/4xTLOIe+PAEeU6+B72PwrASZt/ZFRk99+LTkGdDwm6znyNyf5WnJuWA0ZvulMmkl5wVaQmwcxuBTLYqtkxEqu+05G6AfpYGTfRkHzPe4oS9PTa4CQR07voqaAmpb+1vPmlgxYzXNCwxwm1Eu8nhKcix86JQHm++mpuDJPC1xKph+6zjm3lNa5jJWrm0Gc3jzGmAhAX+MU+yKXPtJOyFQCQTEAZfJLDrJKOzRNrCvKi3IoI5Uic3tSC9cSYvW5PVV1498oKZlZD7Rk3khNhoY9Lsa2DutuZubJw+djdOQWVHaJ8SptcfTxnmKXtOc1xxeoheoqW4cNyafVduoTgP6FJw6jOaFnBSLzunvfxP8YzvizzobKo/zg4D2oIW6q4NI3kCgTS2KHtNXnTr348a2+wFWshZSU6CjvOE6orkxqbZbxwL0ADXVHevGuH2RwY3WHgztUQI2y/bPJCfhackXwNgboNXUVFfQHwhDecwWadiKz10Wmdf2xS7pIwTKkYA44HKcNZXRgOs38cO/l410xiE7MVDNJNgmQ5vtw+pterx+xKNqdAxSW6/X5VumsAOZzmFVqGAygAleFWFfb6WriiFMW1PDl/AiXq7bn16ldeK9Si8CUmpFpbNxMcBTAG2qyuGsdgcYdFYCK3ftKU6cz2fBjUm1cuvxfu/a+8K4kppyq5yUjw75tOXTuAZam/oRs7YWMugugJ2SisR30tzgqfnI7G/bbAijGaBbLYr+qr/ypL8QKAcC4oDLYZZy0NFZIaPehn0KgVTFG7UiNgloJmDhMjI/6SwmyMYZBEy2yOxyxdbTkE6R+po71e8AG/7j1bWjHFTMuwmf3rYLbP5HNsarDkmpKzx61kk8QXODB3clNMh7fo9Qo+Kb/ybwqnbUTFVl8UJs7KzOadlIj0nQovfzVqibDjwtcSGYbsj4rqZAl/9Prc2YxRfR3GBJOBhuTMwHaGLGLOblIFIHtNQJZZVaczeaG3rVLUa5yHEOx9FCAs+Kk9ljZadc5EkbIVDqBMQBl/oM5alfkMNzNNDiFOzf++EbbcMeR6AIAJXtKOOQAf8bQOpJBh1sUVQ5uJyf7HbhfAY/l0DNRaDmVM6d82zI09qeAfN4x0GAnfu/mcNWF9Hcum6dWJDDkwj0EIC7LTLPUF3UDxQf8LKG9JnLqPWpPFXpsTmfteI7aE//19EzfQzNCz3YuQNPjR8N8qlUnECNbwv69eBP3Ry/P7J4auISEHVVKeuv1BTIbvP3Z4T8+gZ5zPc02AsZfLVFsab8ektrIVBeBMQBl9d89aptkI1/2dAOb6OWdZIqdFoh70sglXCihkB/BtILGf6FFrV82JtwJ5ZK6tDWLXGK3thb+/68d3I5Q52Q7fykQRhHc7+d39hxfpn475UMHEKAyua1t0XmBOW6gzCeIOB1i8x+lQDszqaeqhxxH6om9Yddvn25Mal2QdThLG092g1d5ZLOV36+7QPc8EMNqRcJ2ow4tdyTb39pLwTKhYA44HKZqRz0DHLDCEJqgUXmiO6a1/GY7fywn2tHemIN/NvasPfJrpCDqv4tgGYGFq4f080WKrgasE9T+ZZzUKdfTXha20dg3rKTkP+B7INorq7yNX/r0bl+W0D7EwN/86P9kqX4epWOYf9ipMdr8P2EgbBFpmcrOm5MLAVIbd9+6yT02mxZvIyagipNZ8k9fHqiHjY9uWYLOqMhLaamupwrablpVB3X7+CH9iyDz7Uotjavt5uDiCwhUGQC4oCLPAFuDq9zuBGgXS0y1TWkLh+djQUAPb/+QRfnUJev3gbGEVhtWQcJHAPoRQb/EKAjGNqEBLX8x02du5LFjW3nAzyr07tm2HWT6XbqMtas85ifAukZDLo8Qeb9Hf1CbKjVsAHQtgCP7G+BiZ7s5sbELIDOV1WbqKlOZRZb83Bj22KANwd4NjUFL/CaX1/l86lfbAr/YLVV3ulcAF9MTcFMfLvQj87h3Qj0OAFTezvRX2jdZDwh4AYBccBuUCwRGTob8zXwb5Z1k4QiyOGJBJpjIT2ytzJ7asu6Bun9bdCtAKk473ICtTDsF21QNEnme16Z3enEsIr3Pk1z6yZ1NVaQRw8F/Crl5g8I6WPj1Ppx53bZk7UfEOyRcWp93St9ldyetpl72p72Uqe+yl4/9k7zAutuTfdVcB/6BTgc8YEeZOAEi8y/9kGEdBECJUtAHHDJTk2eijnxz49r4d+my6LnTu7j1xh8fndZojqPOIhHD6+FT60+FsUROL8ObUE/EM5uWY/JblVmVsg27JYkxTJ5md141jgs0A3UVHdx1863fneCdh+B7o9jxTXdXSlSmb5yiW/3V2+etvxUsO0ks/i6bjA9RKrwAngyD8KGbSsyf07aFJq7wR39HasQ/Xlq8iYQzlntT2HTXx90bw38Z3T5XRVAGZ3D+xHonjRocpKisQIMKUMIgYIQEAdcEMzeDxLkyP4EPi9z6KiLR+fIhYC9r0UxVf2mx2cIj9nRBj8OYK5F0S63H51DXWzY4L0JNIaADdmJIb+YhhZd/xBYb2N2fs+nLf0uyD+8y3zJDNIRngHQyWlop7ZRiyfJP/LRt6Pt2qtGdB7Nrbsp44CntZ0L5syBtWKkoOyLHWvtSYRbvv9a4uDzLm0EeLwNOsDLnY+edA1x+GBFkEEH5ntyvz8MpK8Q8JKAOGAv6RZQtnP9CJ/EKZb5i7/zswE3DKtB6pUUaHwbRd/pSS2dDZVY41cEOjdO0UdzNUEl1/chFQF4bwaNzTrkGMAvOA6553FzGcdZlftVwohEGvYZbdT6ZS79CtWGpybt7FWpNck21iTpYHAxt3L7yyDI4TMBukQDnZHPd9HfcTv31zl8FIFuTIH2c+N7clM3kSUE+kJAHHBfqJVgH52Nd22kD0nSon+vr57Oxm0AVlhk9ngASOfIzwBMSYMm9WcFq8bvcMjZFbJyyBszoLasX9CQji5D69v5FGwIcuQAAt9IwK2lmqSBG5Pqx812AO6gpkCm1i03JtW2tMoq9S9qCmxfgp9OzirpHBkJ8CMAHu7tW8pZaJ4NVd1qgK5Lg/dxM+yRpxrSXAi4QkAcsCsYiyske/3oSYvMH66vSYjH7ArYT6Th36XbjFVO/FhlHtqpHXTYCoqq0oWuPmsdMhrIOWW7CUAxht3sg9ayDNG3QLC/NSiPGqxj4JUMOsAGH9VGsbddVcxFYWuvG9EKaqpTiU/AjW3LAVaVhrot1OCiCp6LcioYfXMvQLXtoB978a30ZoQ67U+gy2ykx7qZ0ay3ceW9EHCbgDhgt4kWQV6QjdMJ+FFH1qfOKuhsNGvAQ8u6qVKktqf9SP0FwNsWVp7dXYUlt83qwiFvCqDVydRlt8Qx/M0gPt2aMnd7qaUWfFlfC0a4rXt38rgxeRmAq9X7jnjv2gNluJyaAn2uOFUoG3Iahyf7dCy5ioCTAe3AOLW8llM/FxuF2DibgQsAbWwhDtm5qLqIEgJrCIgDroCPQV0/YtDNCYqqwvRrnmw892cWVu7R1SnhAId/oEFbwOA7E2R2Wce2UHgCPG5DH74ZazvxY7VC3oKBQerqE4FmxKG96WXaSzfs5MaV+wAplVEKsFltRQMaZTOS+cdR06AX3BinVGToHDkC4N8Q6Po4Rb919sBrPXUOKwd8hgYeu36uc6/HFvlCwA0C4oDdoFhMGc728YcDkdj2C3pDFVbPPBtzQ91qtL9JoJPjZKpSb+s8Q9g4yAZ+zbBnJKjVyVNcAo9zt9d3owbeGuC7bGi7Og6ZNmfwIq0jUxdWvuFWNSM3ze5UdOHSjFymTHm9cjsBnSsTlYGMoT2hgV6Ow9cIav4m175utHPOLfApq5Ee27kkpxuyRYYQ8JqAOGCvCXssP8jGBKjyehRdpwB9iMOXMbSdLYoeub4KzsqBziLg4DiZ//RYxZzFB3n0HgTf7wl8XxybXwt6KN3ROcB7bOhD7Rgba2LI32FgEUFrZqQWJhD/J+gdVc2nqA83JpUONSrmm1VElSpsp6ZAbVEV83DwITxKZwy6xQZ2Z+DQQl9VymY8OzYF/1hV9cpDU0W0EHCVgDhgV3EWXliQwzcC9H6iU4x3KDd8J42Uypk8Zp2czrx9bQgbzmbYYR9qDl5KzaVRlce523sJQCfa8J2UpIWLeiOpVsoafGM7OeQtAPwNoGYGL0xg6WvFcMjcmFRVmI4E+GnHhky5v4epKaCud1X0k/1hdyGDT0pQLGt/YUxWNaAZdJgKYbRR9KvCjCqjCIH+ERAH3D9+Re+trh8xtAM752gOsXEvA590rvzjlOPjPxFosR/2tFI50JTNuHU3gK9s+M/ua23hLhyyKuSgHLkqbdecQPA10NOrvJ6wtSeh0bF691XKCehc2AU4EvaBVerIP1hkzsilj1ttdI78CuB9GelxCVq01C25IkcIeEVAHLBXZAsgV10/AlKPJcj8UcdwAR472of0Q4B/hzg1x9WfZwvUP53Z2qWY2hItiSfAxkEaMEsDbl5Gprqr7NqjszFExY5tQB3q2hvgrZwVMhba8DUnof3Di3glT01cDKJfrmMI8wyaF7zeNeNKXJD6UTUAPlWZankadFwhV6RBNm4m0O4aVkxcRq9aJY5K1KtyAuKAy/gDCLKhis1/L0HmuRkzMlu5hoqLzu2oo6qzsW8mMQToyjhF1Uqz+I9zt/cqgMaru72FSKiwnkNWp6y3AfCSKr9oAwuTSL/aW4GKXMDxtPg2YN//rdOW0tvS3NAHufSvmDY8cYCO5LUEHAPYB3pdDKMzN53DcwHt+7XwHVKs/NUVM49iiKcExAF7itdb4er6EYA5HVViQmyczMBpFsx6lWUqxMY5DEwH+AiLYq94q01u0p3VuP9PqiTiQCSu6HxyOzcJ7rRyHDKNtcEdiUFUycKXGWjWwAvjWPVKX+9Ed7r7m1G2Uk9A5zITKnMVg2YBPNOi2Lxc+vS7DUMLIXKnDd44gfRkN35Y9VsnESAEuiAgDrhcPwvn+tEHFlZuqxxFiBtCQOotG3xkApv/PYglNxAwnpzVxzpl+oplss7GaeoHgQa6OE7Rx4qlR1fjOvzSDZ0c8ggAyiEv1ICFXV3l6k5/bkxYAAWd95ygpqBeSrYWWpc6jmzvAz/OIDOBYT/tfLrdM114VI2Owb8H2Gdh6XHFOJDnmW0iuGIIiAMu06lUtX0BOj1B5kHKBOcUqDYcSE0n+O4DeDmh5tSOOHAxzVRJNgirVR7nzVfDd9LKUjl93QOU9RzyWIAusCjqJNno5eHG5K8BnJlt9htqCpzVW59Kf6++AQ2rblchEwCHrnM63yvjuWFgEO0PaiArjs1OLojj98oWkVuRBMQBl+m0Btm4iYB3LDJvV8kQAG2hDT5WA90B0J8tRC/Np9iBVxiCbOwJ4B4C3Wsh+ssu8z17NXiR5K6pgOSMv6YyUpHUKalhg2zMVJW2AD6mI3TipYKb8k4bfIPAIwB9ZJE51cuxRLYQyJeAOOB8iZVIe52N9wB7okWt/6ez8QiBfQxtJ8C+3qJYU9HVZGg6jEsYOB5In5CgRS8XXacCKcCNyWkAOk51n05NgbkFGroshsnWrlY/ym6PU/Ryr5UeynsGbdQ8aQOvJcg8x+vxRL4QyJWAOOBcSZVQu2z1o0csMncKcVjV3/0rgMU28OMkmWaxVR3E+wyvRfs9DF4MpM+rxjuZ3JjM3AOmpoC6ByzPegRCXL8lQ3uEwZ9rqDnO61CJCikw0s+qa2gWRS+UCRECpUBAHHApzEKeOgzh8Jk2aCsLKy8JYtA/CfAB2oRSqAoT4DEHE+zrCTTHoqiqhSuPEOiSgLM9HLwBoEmE9GFeX1XKxqGbAX7copiTq1seIVBEAuKAiwi/r0M714/sWQSkGL6f21h1eJJe/rqv8lzpl7nbO0iV4tubkT5a6rS6QrUqhKj77AT8nIBz42Te66XRdVy/iQ+0kEAPxsm80suxRLYQ6I2AOODeCJXaex49KATf/8WR3rZU7jcG2Pi+BvwJwDMW0leWil6lNnWiT/cEdI6MBFgdlnrOougUL1kN5shmNeCFAN1tUfQ6L8cS2UKgJwLigMvs+3CuH2mNCYoeUgqq6xxuZEAdbJle6AT8pWC/6OAegQ143KZ+fHMvQBtqwOFe1vjNFixZCPBci2Kz3LNCJAmB3AmIA86dVUm0VNePNOCNOJl3FVshnQ112vpUBp2UoOgfiq2PjF8BBHiyT8cSVcpxGoEOj1N0oVdWOQfBfM0EvjFO5i1ejSNyhUB3BMQBl9m3oXP4P4Sa/eLU/FGxVQ9xw1ZA+hQGq/uVSwiYHYf/flBzqti6yfjlTUDnyBEA5gH2bItiv/DKGp3HbA3Yyslfo+7UezWOyBUCXREQB1xG30X2+tHDFpm7lJLaG3E40A4cx6AzNWAoA2o1Mc8ic1kp6Sm6lBcBlWCGoT0O4IMB8B/rVWGFbLWw5wmY6fUhsPKaAdHWawLigL0m7KL87PWj7xS6zmrOJrBKgByeQNAuAHhPAv2OwTcWJO1gzkpKw3IiMIRH6YzBNzPscBo4tI1ib3uhf4DDP/CBnmPQdIuiD3sxhsgUAusTEAdcRt+Eun5EwA35FAYolnnqVCuBz2XgSAALbGBOKSQJKRYPGbd/BHQOXwCQypr1U4vMh/onreve2aIRCzTQtGUUfcqLMUSmEOhMQBxwuXwPa64f+bfxopC8VxhUcfZa+FRqxtMAfAjwHAuxh6ohJ7RXTKtVboAjYR/4QQCPxsnsKHbhKo7sdahHAe0ki1pecFW4CBMC6xEQB1wmn4S6fkSgKRaZh5eJyuuoqfLxplDzE1UliEABdfJUQ/sdS+mlRDnaIzoXh4D6QTcAvgcZ8LeDDltB0SVuaxLgMfUa7Ptt+I5J0sJFbssXeUKgg4A44DL5FoJs3KyB/xGn2D1lonLXajJoCOon2Zk4MUYycIcf2k1LqeW/ZW2XKF84AjxxgI62awA+3obvMC+cpM6RcQDfRfAfEqfm1wtnnIxUTQTEAZfJbDvXj3jfOLV+XCYq96qmzuHdCNq5DFar+icYNDtB0aqpmtQrIGnQI4EQh09k0M0EvjJOsZvcxjWEjQNt4NY0tAlt1PIvt+WLPCEgDrgMvoHs9aMHLTJHlYG6eavoVE9adTpApxHwL4DmxBF9rBTqGedtjHQoKIHswSl1VekNC4FjQU+vclMBnSNHAjzbBvZLkvmem7JFlhAQB1wG30CII2cx7GGVXsFFXTlJY9BxBD4LoAEE3FQD/11e3f8sg6kXFXMg4FQ5+mYeg7Zn8GFJir2bQ7ecm4TYOJ6BawB7H1V/O+eO0lAI9EJAHHAZfCLq+lEa9i/bqLWlDNR1RcXs9p+KE+8I0LwUfLcsp+bPXREuQiqSQJCNmQRcTKDj4xR91E0jdY5MAXgmwT+2FLLQuWmbyCoeAXHAxWOf28iZ60f+9+JYMgL0vqvba7kpUNxWQa7fXcWJARxMoMcAmh2nlteKq5WMXqoEQmyczMDNFplBt3UMcv1ZBO08H7SxcmjQbbrVKU8ccInPu3P9SPupRVGV0KJqn+x94jMBOlXF+xjpOQlqlWQJVftFdG14dufkDIvMiV6gCbExncHTVsNuWEmLFnsxhsisHgLigEt8roMcvsUH7eVlUm0oM1PqPjGj5ngbOMuZOrp5IKx7v6A3lpf4VIp6BSAQ4vqzbND3ExTLfh/uD6qzMQPASSn4GyQs4j7fapIoDrjEZ1tn4wOGf3yCmt8vcVULrl6IwwcztPMB3o5ATSmkf9NGrV8WXBEZsGQI6ByeS8C7XlxL6mxkkCOXA3w0wz82Sc3/KxkAokhZERAHXOLTpXOkFeBtAPyDQE/bSD2doEXijDvNWzZOfB7ABxC0R9qRmrOcFr1Z4lMr6nlAQGdjgQb8ZhmZT3ogfh2RITZ+zsAkAPtK5S+vaVemfHHA5TCvPGqwjoFhBh0AYD8Cahh4GsDTCfibyyk3tJe4B3HDd2qROgOgKYD9KoBZFsWe83JMkV1aBHQ23rPhPzhJzf8uhGY6G9cTENbQPknSqhaCeGWNIQ64DOczwMb3CdiXgIOy6Rz/rpwxAU9L6b+OOLH/BBt0NoCVBNwcR/p+0KKVZTjdonKuBHjEgCCGxRP4PFTIGwNBjtxI4B1q4T9M7qznOlnSThEQB1zm38HG3FC3CilDAw5kYF9lDoOeJqSftlDbUu2r4xBHDgEwnYHvE+y5adTcJjG7Mv/ou1Ff/TDVQM9YFN260BbqbNzKwBYJ+I+q9v/nCs2+nMcTB1zOs9eF7nU8Zjs/7P0YOBDALgy8lF0dL6jm1XE2TjwdwP4AHrLhv7FQ25QV9omVrDlBjuxP4AstMjM/RAv6MEiHcQeAOgtLjwe9s7qg48tgZUlAHHBZTltuSjtXdmojNlhtVe/LQDvAzlY1aqLV+Et9bZwYpzGwSAPPjlPsxdyISqtSJqBz/TRA29kis7EoenKDX0fqXgKtjiN6itS8LsoslNWg4oDLarr6p+wGPHrHGvjGM3gSQDspB6ROVgO0wKKWD/snvbx6b8ThwGpoJxHsswFKaLBvXIbah6vxR0l5zVz32gY5/GsCPrYoNqtoNmVKJSbvV2cPLDKPK5oeMnBZEBAHXBbT5L6SqvABY0ADQzsY4H0YpA4oZVfHfrOaHFFHnBjgbRl8q42Btyfp+a/dpy4SvSQQZONJDXSH23mg89U5yMaxBDrPouge+faV9tVFQBxwdc13t9aGuH4Xhm88nNXxjxhoJdjzCTXPVEvy+U5x4n0Z/ADguyVBLf+RT6Q8CATZeCeN9NFFvQPO29cGMfR1gE9JUOxv5UFOtCwWAXHAxSJfwuOGuCEEpPYG6BDOrI6RIGABoM23oLVW+uo4m3dapTI8jcEtDJqVJNMs4SkT1bjBH0QqmUB6aDGvm+lsqG9mUoJih8qkCIHeCIgD7o2QvIfOkZHq9DCBJzGgaq6aBHqKkHo2Tn/7qFIRqThxCqSq66j7xP8DeI6FLx4r5B3TSmXrtl06G9sQ0BIn8ztuy85VnroSuBqpN9KwD26j1rdy7SftqpeAOODqnfs+Wa6zMQSgcQT7EIDU6nipOsSltqvjqFlUqatjJ07M5zOwJUC/YaTuTNCipX2CKJ1cJ6BzZByBL4uT2eC68BwF6mxcDOD7Fpk/zbGLNKtyAuKAq/wD6K/5Km4KaPsTaBLAP2BwlKA9RWh/rhJXx2vzTmMcA38g2LdZ1Pp//eUo/ftHQOfIFID3KpbzC/C4DTWsfoXQvnclfvf9mx3p3R0BccDybbhGQP0lRFi9Hzn3jscB+BKgZypxddwpTqxWOy02fLOStHCRazBFUF4EgmzMJvD/LIr9Iq+OLjV2CjPQQIuiF7okUsRUAQFxwFUwyUUxkUFBhPcEaH9yKsZ8Tx1oIuAJQvr5SlklqLhfO9InM+xzCPQ5QLPiWPEU6NX2onCv0kGDHH6UQPdZZD5UaASDObJZDdCaQu1ey+n5Lwo9voxXvgTEAZfv3JWV5nUc2bgG9ng7U0CC1Or4M4CfIdD8OPx/q4TYcYgjh9rg6QRsTsBtgP+uODXHy2qiylRZnY03CNqJcWp5rdAmBNm4WQOWxsm8qtBjy3jlTUAccHnPX3lqz9ACGLOXD7w/g1WJxREMbtZAjwOpF8p9daxzeDeAzstuw99N8DdVy13qonyQTh7mhA/twwtdEjDIo0cQ/M8BPFJqAhdl9st6UHHAZT19laH8BtwwrAbt+2frHatE+p8AeEblrC7n1fFgDm9e45REPEnFidV94gRFX66MWSsdKwbxmC1qYb9ikblpobUKceQPAL8WJ3N2oceW8cqfgDjg8p/DyrKAJ/sC+KxeA+2PzOqYts6ujh8DUi+W4+rYKRnZfhKBzgVosQaetQybzQc9lK6sySuOwrgV8wAAE3RJREFUNXUcGesHrotTNFxIDUI8eleG7+GBSOz0Bb2xvJBjy1iVQUAccGXMY8VaoVaRtaDsVjWp1bFK/FG2q2MVJ2bY5wG0qYoTE1bes4xetSp2AgtgWIgjJwG8d5zMEwsw3JohdDbmE/BQnMzfFXJcGatyCIgDrpy5rHxLuMEfQspgp6avih1vweCFGrRHgfbmclod62yMUgn7GTwO4Lt88DUtpZb/Vv4kum+hzpHrCPY3cYpd7b70riUGOBzRQLdZWDlSTrwXinrljSMOuPLmtGoscmr7pic4W9WZe8cqIYZaHS8ol9ixc4WFzyHgeAaaAcyxyHy1aibRBUN1Dj+sgR5ZRuYfXRCXk4gQG9HMlTOKPpZTB2kkBLogIA5YPovKIMDb1+rYyADSExg0iYDh5bQ63pR32mAlgicRoE5Pf8LgWQnEFkhR994/T52NVxk4PUHmS7237n+LIRyeZEObaVG0vv/SREI1ExAHXM2zX8G2h7h+SwZNYGiTCLwPgPcBLCDgmVJfHau80ww+j4GNCfxrH1J/LPT1mnL6NHQ2ltkYMKIgNZx5sk/HklcIPD1OsRfLiZPoWnoExAGX3pyIRm4T4BEDdAyLAJig7h0TaJizOuZHAbtkY8eqChU5B7ZU3um7GO33JOglqU/c6fvIbuG/bZE51O3Ppit5QTaOV+ECi8zxhRhPxqhsAuKAK3t+xbouCOg8ZmuAlTPOro7pvVJeHSsnUwu+nkEjZNtz3QkNcCSsATdaFN3D84+dRw/S4XuTYR+boNa/ez6eDFDxBMQBV/wUi4E9EuCGgUGkx6rVsap3DGCTUlwdh9g4GUBDoa/alPrXM4QjP7HBkywyf+y1riE2zmEgbJF5lNdjifzqICAOuDrmWazMkYDO9dtqoIl2prwiGgD62kLdCNDTq3IU4UmzIBszCTTYoujPPBmgTIWGOHwVQFqczMu8NCHEDSFG6nUb/glJav63l2OJ7OohIA64euZaLM2XAI8eFILv2TTsi5LUWtRSgzqH5zLorQSZt+ZrRiW31zlyP8FeEKfYPV7aGeTwZQQabpHZ6OU4Iru6CIgDrq75FmvzJKCzMQNgKlad2Q51g2w8roHuilP00TxNqOjmOkdesoHpSYrGvDK0jus38UF7eTX8xkpq/tSrcURu9REQB1x9cy4W50EgyOG9CHSlReaEPLq53tS562o3yuGfddHqbHyZgn+n5dT8uevQswJ1Nq4HwBaZM7waQ+RWJwFxwNU572J1rgR4VE0Igz6KI7BNMePAOhuft4NHrqDYZ7mqXuntAtywkYbUhxaZAa9sHcpjtkjDjqZBu7dR9CuvxhG51UlAHHB1zrtYnQcBncPP2OArixYH5lE1OgYtt7DZIKmgtHbigmzsSUCTReaueUxnXk11Nm5n4JMEmdfk1VEaC4EcCIgDzgGSNKluAjqHL1EEihUHVlm9AJ8Zp+gW1T0T61of5MgxBD7CInOyF1zqOLK9Dzxfw8qdpWKVF4RFpjhg+QaEQC8EAjx2tIbUlRbFVBWmgj8BHlOvwVZFGvYq+OAlPKBzNQsbWGRmfiC5/ehs/JmAhXEyb3FbtsgTAoqAOGD5DoRAbwScOPDHcfi3ATV/01tzt9/rbKgV3jEWmUe4Lbuc5YXYuJdBLRZF73Dbjuz29n0W0juCFq10W77IEwLigOUbEAI5EtDZeNaG74okLSz4fWCVgckGj0hQ7Kwc1a2KZiGOxAC+NE6mKuPo6qOz8VcG3Z2g6B9cFSzChEAnArICls9BCORAQOfIzwCbixEH1jl8A0BLLTJ/mYOqVdMkxMZnq+Dfw+27uTpHxgE8y8Jmu8mht6r5nIpiqDjgomCXQcuNgBOHTV9RjDiwzsZ9BCyIk/n7cuPmlb5Dec9gCjVfJGAOBoHdHEdn4yUNfNUyis13U67IEgLrExAHLN+EEMiFAG9fq2Poxxb8Wxc6Dqyz0QxoV1vU8kIuqlZDG1WqkcH3JsjcwU17QzzmcMA+L06mKl8pjxDwlIA4YE/xivBKIqCz8ZwN7YoktbQW0i6dw/+xgQOTFHu3kOOW8lg6R45k2D9JUOxQ1/Tk7WuDGPqaDXtaG7W2uCZXBAmBbgiIA5ZPQwjkSEBn41KA7ULHgXU2VtTCv8lX1NyWo6oV30xn42IAG1tkXuCWsTpHpgB8uEXmRLdkihwh0BMBccDyfQiBHAk4xd/tywsZBw7y6KEE3wcWmaEc1ayKZjobdwL2Kxa1znXD4I25oW41Um8RtMPi1PKaGzJFhhDojYA44N4IyXsh0EEgEwfe8GMLdVsVKi/0Bjx6Rx98DyTI/JFMxFoCIY40M+xrLYo95wYXnSMXAbyzReZxbsgTGUIgFwLigHOhJG2EQJZAoePAQTYmEDDdInO8TEJnB2x8wtDGWtTyYX+5BHiPDTXU/oOh7Zuglv/0V570FwK5EhAHnCspaScEAIQ4fBkDqULFgXUO/5ShGQmKniwTkCXAowfp8C21sFmdG/d0Q2z83AaHJNGJfGGFJiAOuNDEZbyyJhBgw9CAywu1Ig1x+HIG1VpkzixrcC4qr7bl/fA9bJH5g/6KHcyRzWrAf2sHj5ZSj/2lKf3zJSAOOF9i0r66CfDEATqSH1sIbFmIOLDOxjyAXrco6spho0qYvBBHDrVhT0lQ7ID+2hNk42YCt1kUu7S/sqS/EMiXgDjgfIlJ+6onoPIE29AuL8R94CAbT2jQfhunlserHnwWQIgj59ngrRJkntMfJjrXbwtoL9jwj0pS8//6I0v6CoG+EBAH3Bdq0qeqCTjbwmgvRBxY5/A/AJpikflqVUPvZLzORhMB7/S3TGCIw79n4J1CzKPMnRDoioA4YPkuhECeBAIcjmigywoRB9bZ+KIdtMsKii7JU82Kba52IDTwnP7kag5x/S4M7TEf2ndcSi8lKhaWGFbSBMQBl/T0iHIlSYAbBupIqTjwdz2NAzv5p9ssbDbIjdO+JcmyD0rpbHxgAxOSZL7Xh+6ZLjob8wF6QmLrfSUo/dwgIA7YDYoio+oI6Bx53gZd5mUcOMQNWzFSCy0yt6w6wN0ZzCMGBDHMSmBpEPTO6r5wye5g/NZCYGdPf0D1RTnpU1UExAFX1XSLsW4RCLFxBYNXexk/dFJf4lcWRevd0rvc5QS44YcaUvMtMrfpqy0hNloYfKtFsQf7KkP6CQE3CIgDdoOiyKg6AnU8ZowP9kwv48A6h48CaLJF5uSqA9yNwUO4/gAb2jl95R7k8EQC/dyCubvbdYRljoRAvgTEAedLTNoLAUVgTRz48++C3l/lBRTnuo29dYJiZ3shvxxlhrj+LIa2nUXm6Xnrz5N9Opa8AmgXW9TybN79pYMQcJmAOGCXgYq46iGgs/GCEweOxrywWmdjFkBfWhS9wQv55SgzyOFfa6AP42TOyVf/IEd+QuBTLTIb8u0r7YWAFwTEAXtBVWRWBYEQG1cyeJVXcWCdjfsZ/GSCYvdVBdAcjNTZeJpATXGKPpZD87VNMvmj/W/YoBO9PDiXl07SuOoJiAOu+k9AAPSVQIgjYxl8aV/jkb2NG+LIQoCviJPZ3Fvbanmvs/FeGnxYG8XezsfmEBtn28B+CTIPyqeftBUCXhIQB+wlXZFd2QScqjwfW/h8Cy/iwDob7zPaJyboJSmRp74kbvDrSLVZ8IdAzd/k+nEN4VG6jUFvaqADl1H0jVz7STsh4DUBccBeExb5FU1AZ+NFGzTTizhwkI2VA7B046/onbaKhpijcTob2xDQHCfzuzl2yTQLsjFTA42IU/SkfPpJWyHgNQFxwF4TFvkVTSDEkasY9jdux4EDPG5DDav+Y5E5tKIB5mGczvXjAe0Si8y9c+1Wx5GN/eBXGWiwyPwg137STggUgoA44EJQljEqlkCIjQYGVBx4PzeNHMKRnWzY91kU29FNueUsS+f6aYBvpEXRKbnaobNxPYNrEhSbnmsfaScECkVAHHChSMs4lUmARw3WMegjt+PA2YQRKuHEhMoEl79VQQ7PIdAXFpnX59J7KI/ZIg27NQX/7sup+fNc+kgbIVBIAuKAC0lbxqpIAjobzTboUjfjwDpHTgW43iLzlIqE1gejgmw8TqB7LIr+OZfuOhu3E2hJnKJX5NJe2giBQhMQB1xo4jJexREIceRqhr3SzTiwyjUNwB8n87KKA9ZHg4JsvK3BPi5Ora/3JqKOx2znh/2sjfTOCVq0tLf28l4IFIOAOOBiUJcxK4pAiMN7M+hnbsaB1eoN4Fctis2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id="21"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="1: Experiments" idx="1" x="1.0472266500396472" y="84.78869061353521" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,104,242.99999999999994,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="383" y="14.666666666666629" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="183.6396484375" y="161.33333333333337" w="90" collapsed="false">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="12" y="125.39999999999995"><block s="receiveGo"></block><block s="down"></block><block s="setSize"><l>2</l></block><block s="setColor"><color>255,104,243,1</color></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>1</l></block><block s="doRepeat"><l>20</l><script><block s="forward"><l>150</l></block><block s="turn"><l>200</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="32.63518223330675" y="56.525793742355944" heading="170" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15.000000000000004,255,60.000000000000014,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="220" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="388" y="21.66666666666663" w="189" collapsed="true">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon wi th any number of sides, then code the custom procedure in Snap!</comment><script x="568" y="473.66666666666674"><block s="setColor"><color>15,255,60,1</color></block></script><script x="26" y="433.66666666666663"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>100</l><script><block s="changePenColorDimension"><l><option>brightness</option></l><l>0</l></block><block s="forward"><l>100</l></block><block s="turn"><l>200</l></block></script></block><block s="up"></block></script><script x="62" y="243.33333333333337"><block s="receiveGo"></block><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>-72</l></block></script></block><block s="up"></block></script><script x="37" y="100"><block s="receiveGo"></block><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="289" y="59.66666666666666"><block s="receiveGo"></block><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>90</l></block><block s="turn"><l>-90</l></block></script></block><block s="up"></block></script><script x="323" y="259.9999999999999"><block s="receiveGo"></block><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,229,255,1" pen="tip" id="137"><costumes><list struct="atomic" 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