政治答题保命技巧及22个考点精华
政治的分值构成:选择题80+判断题20+简答题30+论述题20=150分。政治针对于专升本的同学,无论如何都不能留空白!!!
政治考试现在执行的都是给分制度,而不是扣分制。只要你写的东西跟正确答案有关就可以得分,你写错了不扣分。 选择题主要靠自己平常的知识积累,一定要反复细细琢磨题干,观察题干信号,弄清楚题干的要求,选出最佳选项。当然,第一选择还是排除法。 辨析题特别注意的是辨析题的判断,千万不要随意判断对错,例如一些题目一半对一半错,有的题目说的不全面,这些都要注意。 判断题题目的答案都在选择题上看到一些相关的提示,所以当我们毫无头绪的时候可以在选择题里面寻找线索。 简答题表述要准确,不一定要一字不差,实在想不起来就努力写出每一个概念并写出原理的基本内容。 论述题可适当复述材料,利用题目提供的材料复制部分答案,多角度能够提高命中率。归纳并复述基本观点,突出论点,加深印象。
注意答题时每个概念和原理要作为一段,字迹要工整清晰。
一、对概念的理解政治主观题虽说大部分都是主观意识的答题,但答题终究不能没有依据,一些概念的理解需要非常深刻才能够加以运用。考生需要根据题目要求找准答题的知识点,之后再进行概念的运用与分析。 二、具体问题需要具体问题具体分析,每件事情背后的性质可能是一样的,但具体的情况是不同的,找到这些问题的关键点很重要,对于问题的理解,要能够与理论知识相结合,全面分析问题。 三、结合自己的主观意识答题。需要考生结合自己的主观意识进行答题,主观题一般都是以主观的表述为主,不能够完全照搬书本上的理论知识。 总之,政治主观题虽说是主观为主,但同时也要结合理论知识,不管什么题型要坚持理论与实际相结合,具体问题具体分析,结合自己的个人观点来解决问题、分析问题。
总结了如下考点精华
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SafLsb/efkAl9HSb9OpH3cIwzD+J+P1nvNLyO9DEu/qnPUXo8XINpuSjd0T75cxMQv4exdGHW/yvTh4O13uQW4++DD+j1Mv5LT7GOWP78zEvL/z8QlWoO0nNQW/gjb34r6n+TTewt+Js1djA51SPWFIf5FJKnIBHgerXR4vfpfxiIIgiD+LEd+GUgWM6XY6mTv4u23hclD+lvjiw79aYcdgEbzCm142O6BbhOxVdNBgO5lLTOfYqmSbKR+m199neRV9qsuCY27e5gst8jk0Un3o+yMEAq7BrWudfX2Lk2AW5yFr89UxehV7WN5uD6xnOXPTS3cXIh5UMZIfoJFMxvKYMI51XoldambkgVKaRmnC1AiRHsATWQt/rGY8lSLWa6HmD1UWZp5fl6KU/NPto8mgGI+5ut/Un9uLfih6PIXSeoQF5RDSf1rz0MeepKpz0L643KIFga0Mch1ThAE8Q+jcjEQQRAEQRAEQZzC2a5zgiAIgiAIgpBBQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CCQ0CYIgCIIgiItAQpMgCIIgCIK4CDWEZgCbGXD3ucN7F4bs+IUIpgxsGkh+ieCOGRizIfs1mDKwsYtIcd9oYYAxVvFPfu+S1MI+4pp6aWBgR+R3MGWw10clOpd+BmOhyjUFexdG6Xvz+5aVVfpMfm72HRR1UWRtl5Z3OUldOq8+ZN9DfayMYBo/S1Lny8s2l0dru5jeqjxa2xdoE8cRLYzCuxfaSVU5n1UXilT1JaVpZary5HVOXp5lfW/N/F/bin6z4rdaiO3lsvXh86jRh1Td4di+NTdWHtr2SX38+ek/qv7Iri20gQjuuDxNsvZgLIKS/lY9Rhzyfu/CqN0/JWNP3X+S55c+r05bV6VBkneKvqu2Vijtp7L6pPSeZ/UPKf+tOiGYDmEBQI/BPBw1YT5a8AB4meOAOQ8x6nxK2lLWNoa/LfivXeFgBHeswVyWX9p98GGNNUwWGmZ3jcLvjbsZwrvyZ7P3FlrSHwPYLM4fGUz2iwknHKGbP/zoIHxIjwZThrdrX0hzBHc8KUlolu7AwlvPRiB7loz4Pf3XPhroYrSyYPQmcL/M0G8mz9ew+1Ys32hhQHvyDn97zAKgw3puw3wq5oH+PJSmqfsQ4n7KYCx8zO66GIUO71RXM/SbAWz2htZqAq3qXW6uUCzpuuiwVsk7S9i7MHq7kusD+C869NXxKQimDMOXOBXPPsKwkT7zBzB57dd4ry5G4X2ab50RwjnvtPzXPhpJOX+vyMVbK64L0pTCZv4xr3YEYrv2wF7StAA8X2Z3jUOeVHJWXRBY2xi+6NBvTWVfUiDXprG2wVb8P9P2XfZMH9atDj9XF6NfHvA8qdeuO0NY7xrYOF+eAezBBtZqVPJ8G2yg7N3A20qI8LVOQk4j37eUks/vY8j0f+Uc3bc2+5iFV2mbfAgRPshOrNHH77fYoA1N1T/VIPrlwXu8x+yUi5t93N8waGMc8ipaTGDe3COsSpNQPtHCwAQt9F9D9OOfgymD3ztSP0j7KVn/1MUoDDE69TmlzzuG/PgilHk8ttyX1KvG3Qzhl/LzooUB7eeRqXr2i32a0F+dS6nQjBYGF3grYJIZ6ALYzIQTDrFViI/PI4L7bsH8FuYKt5FW0rUNNlBd30D/mwlz4CC4UxRgSScTbTfAjaaoWGnlzcIrula3IwKAlyEfVDNoYE/i3zqs7zXv1+zj/pHBX4/QrVM2HQ3m8g3+vs8bQbOPybMHbR6g/9AFsMNuaUKTDCoHsZ5vKGsbZq2GmZ805N5bnMz04kFHMahE2w3wYknyMo9KUHowc5OnIibuFb9EizdYj/dw5qy6PHN5040HIN4JCzT7mHw1oLEdnLBEGOxdGD0Th2E59x4aS//S4rxWTgyXZub8Iiackl/P5ZCutQ32DmDvYvLkoT2vPzyeXxdi9i6MwYafAzc3AbsM4qQjKQc+GOzgPHnw4GXrklJkNdB/dbBjQzjrflzWEdzxEJtnH6Oyd+iMEB7qW9JGFRPlC1FpCKhEYZA4tA0d5iNgvbThhDUFxFF9azoWjMITpF2+Tcd4UiNGQrY+i3VJuENpu8gID2ka8v1D9n5S4ZIb4/TnSWYSXUbmHV4YLADmc1keqIiw/a2jpdQL9e7hjifAd0kfUEMsnk1Tg347wXYPdCXtd/fhQf86kdTlnGGMWQBMWM+XSmiKWmjuXUx+6oeBcPbNhrGIMMGEzzAfHYRooPsqWp3qPDJ+2bqzz70Pb2ni/pxZc0eDiaGyY4i2G+hfh9JOZvfhQb+umGWqZv75zqDsnU+2aFZYduNGKSLtBNCF9ujh7VeEfvxb426GMPl57cN61NK/lVgYMouLqG9QC5ZCXlQM9gLRwoD2If9t9+GdaVU/x6IZwHnyYM5n6HZSq0W0sDH5acFb1n/HPI27GXwYmCwipcgFcMSMO7ZQn3SfS1o0Y7YujMEO93PwOrTk9fZQrs0rtJdDXrcU7er8uoDDINueh3G59TGb78B6Nq6qBhPZ5PGxvjwX055MPoIpF4ih2H6llgdJvzDI9QVLYeKj7JuS+8isl3+P+DyORsZqxuvuG1oHL8kQFhyEoSL1ZVbdfN9a2fZUfXVJ/jX7mIUHm5+QduVDCnRFC+oRllt5GuKUnGIVLFg0Aex38G40zAB1X3R4h5xXbe/CeFJNiBUT4b0Pb+nBW6qNCdV9RgP913seXpYZSwPYcV+hbgsyQ8YRBqT4+dpXYCKM1SllHrXYMJYTw9HCgPmUN2rFHNFflaEWms0+ZmKn0tHQHmjQbi344QT+WANjvIGcNFOrSfTLg3ero77TWEYX2iPwto2ATrEAdh8e2j3ZO0TY/gbavRPcZPk7lYij88h3pDF7F0bPg35Ep9TtmfCklt/Uqiwl0xmnnWa0MLL5ouzkGui/8vyXz75TzHmIkSiAc+k8f7Z6ukUzWrzxmXYuTf5PoH0D4KaN3a8IkLpd84NQbLF6NGG+gFvH72aYAQimimQd2mxFSEdcRv3XkmnD32zRxFUfsxDA2lYM4CpvQsIn1IW4XvOBh5eP99XH7C4OR2BG+cShxHV+Ej8nGC5NOGEdiSDvF44TCGI9krcL/dlH+PopwQmfj8IaCCBr7c9MCHKiL2PVVZDUk291xFt+sll/0lbuLVHdXySAHdfnTAhFHfEqE9wSIwZwXPhcsLKgX/uo1V7XDswlYH4TjtV2ncfsd/CUE4KKyXeGLkahD3esgf204L9ewWF8EjgrffcS1/kRNL7oQK84VkeLN2m4jUgwN+HlxrC/1XUOINNYzXmIMM7E/muIfrxooHRGVqBqgJDwCXFWrWsd3scOKDrHsf0NWIpGAwBYJr+dbpGq5LNd56fQGcK61fC2GGYr3dqBCQu+qgElnXHG2hfAeQKs1XF2jq40fike8G4tDEsb8Q67pQerZLbKKSvHEy2aexeTpzbMx9ywtnZg3mhwAGyuNbR+qkI4EmEgCpq4DHo1RE0GRRuLBwtVjOyBOoOrlCqBqyBj6Zhwsb0U2uOtBX/KYEoGV7l1HjivLoiWOoV1ojNCuHJh9Bg8SRq4N4AvljlYYDqjQ/95El8nCF8Bd2xgK7jtou0GqI5cPoFiPeITwQv2g5+JxBIn9iXnxdrFdzvkR1gzP2SCvcakLe5fnLCLLop9ZBLLqj9PlOkIprEn8ZQ6KPQJJ8c4Flzn99j+BrwXYZxbpiENBUH2znsEK7bM648moFg9oaI8FI4/t1W7XjfQf/WBsQaNlfVFCV1ulFvbYD8Sg0tqZMExC7zi8I3sWJ161JSp2Lt4ewEOnsc4dATXRzz7BEpd51xg6rBWPvQfGsy86wWIZxRXcBjDEJ+/GGj34QHlzsIzUVgEC/CZnxKpUMzxWPIeGetHhGjfQKMw+J1n162mgf53C14mBk02C84jCIxHB7O6MWB1OIijnLtQSp1JDJ/tXinTdaJFc79Dez6CtrIgzqWD1QbWYATMAaAF7esGzhrq2K541s7dmvEELlnQc4iXPZ5aA2KZBUiJOMk8YRKZo3E3gfXTS8VZHKOpPTgwX7KWl2DK4F+p6sSpdSEV+pWWuljI8B0xxPabE9yiaI7zqw5Wrr/VnycQ3Xa20Nfq19kBt9QzcKwlSrBmmfOcG3aAf7DbPEHisi5Y7I90/ydt5daCXze2E8BpFs0I7g/+rOIIIISilXkW1zaGL4A578oXWIl9Xk6ES88vM8wAcg+f7NhdMvaWr2uIFhOYsGA9mtj1BNd57zjX+e7Dgyn1XgJ8cgq0jjLm8GsAwHsqWQeCYj6K6daffcy+HPNcvigNwlgdTOMJlFJ/8XqEZwvm0+6Q19HCgPW3us7F2WCFGDt3gFHRutaBi7icP5m4EYmzPe4uv0f40C11nTfyruC9j0nPBDIzJGHmk6ckjii/K0Blh5osAvrhQnvV4I/rzIKLg7pUvHdG8hWqlatbAa/QEE6MC9tvUW7/OdGi2RnxFY2iq2FtYwi+GjPZJKJxdw8w1YrVCO77Buajjs31BLMrJ10tXsMaVhV2IBXRYucvtQABp8aGncXKhrEdYnaVHMjFECc7UUhX79ZEWhfqTjxTug9hLpQjaQ+5RQPxwocWyuPREmQxmun9Hb5FSTiS2nSknoFEHNWOjy9OPPLiFwC3jJyz4vtSHPoVHfpticWpcieJLEk7M+dhhZv0cwimGjzoAKC07GcNHbk+bO/CEPrX7AKr6radns9FLZTGpJJFMpn3KVpEediRBz3vTYvv6/9sw3ntA1Mz23aOcp3X8F5Cr++REUJrwji0ZsjUE69DPq5tsJV2aC/lE+YSmmm8OJ43MF/M8gVtex/ejYPZHWA/Zev73+86r7WN0IWDwX9vEaF7lpujuKinvpuPzzZKtpU4iAB1nEnqSjNyDTENcB5uE2HaxyzU4I4Fy2LZFjcyV+cJMZpiWn0YfMZ1a8GvNYDU225K2jEoXbVnxA+pni2drebSXulujVd9Vi2YGWyg31pgLDkmiOWpVhiYk21C/Os3bICCMM/MiJPOUhjg5WEHOGEBgGwrK4XL71LtvqehPXAQzNND6Qz+Hrt4a57C+5xdFz6RvQ9v2U4XMu538NA6M948oYtRvICl3j6h3JrRnoeYbA3Y61m150npei62Sb7v6f0/S2zm3L1DldUGQNlOEgmH9vdYsniokiNd52sbQzgIv/mxZT/fxqv6yAjuDw967JWsL6eL6WCDDfRbwJN5Ng9Uh3d1H3xsxwz2oX/hYVbmo877vQIN9F/jcjwx+el9yiaRVd4u4cyCh4jf+2rKMGSbUmNFGpcKJOIXvSNfJSEOdzOfdFirir642cfsATg3F0+hhtDkKN0qR84Gj1113viiQ3/aQRZdWR/Zop4j3Xw14idq7ycmIsY/bsUfUgtmYhn1v75l9i+7FBlBszSFbVGqqGENrLP34bEcE1O4tuHd5gf7461Y5aShA7O7dJFTuosAF3J8v9B0VwE+a+8Ci+Q+2ckQ31tzdt4+cHVYO3yVcWbA+FNxeTvsljpa37voh12+GCjhMIMfwpwrQgDOrgufRzDnXgnVnrFx60jYX3IAACAASURBVD77ObsPDyjdGYPXo8NChc4M2pSBrer1wcGUcbGTP1d0nSsX6OU4YwJ8LqdaNA+eglsLflgS/1YvFce1o8SIsT51l4dkHIngnniHQ/mHQ7hjD+0qi2b53eLx34Q5sBGEQ2xjr9lhgg3Zrit/gEpvF2e3MDB8kU+yuw8hHDAMVWFOexdvLybuZQv6mvECyLokk+pHB+H3rTJe/J9AbaEpc5mkVM8GT6apQb/VpFsT5V2FQ5bGEWUawtrhgf1nbJFUvvo9toghv6l8nh12y7awF2Uu/vGqLQ0TSKyx6RY3NTeMPgrBqpeJ94m//rGsE+xcI75RGmf056gOBk/Fnfi+Yl2rjENeOTBvnJKY0mRvQzEWNp21p9Lj/JjHo0ncQY8mzEPH9SefL9+kHEgmQIA1t+ANGNiZ4re6LpxOdBiM0rsf+zx5jGbhSSU7Y2S3JhLjpbsPIfyFAcZKtoCqcrUnscOM1Xed73e8H627jVndzdpjyvqoYviNiHwMS0SW//wG7emIzfqllIQ/ATgtRvDypKEhvGcq1wIlFs2XIdgLX2AXAsCDMG4+iBPsI3Z7Ue6OceKuGLeqj7OktCr2di2G0iTw7Y+yk89kYl0/iYd2cWvBD5O1E13Mwn78lR/v6FAWZdu4eIxmjs+zaB47ePIN19m7i2HOkqd0FWbgq9V0hWVBicQFV1zNlYiSeI+5XOfZuLuHyXKLhB4doRLyvDjQbEGXLipKB6xGvMVNWTpFijGayf3i2Vhm0ZfsKx+pte9QiZUD/OdYNDMTiFurdKuGUqR5Y8KRub0O56YdYbQXJJ9Q14IpAxuUDGq9OquLuxfdFkxmDa3stg8WKr7SevQw5Nt3JB1QVV36jFSvNrC+j/gXjOKy0x9NTBgDhK8l9cM+T2+PwazTqR5TF85lbUN7avN8yTxXP+zCkJ0kyyfByhjN/LsUFgCU7X2ZksSMSetz7Cq1ViFmzdwzxTYZW5CLC6LklO1ZrErfZ3G0RXPv4u1gyZ0hvIuy7UH+lCMnP7kQrpr9XUaEH9NHbl0YA8mCv1zbLhPs6om22qK5+8iLn7iO3gjHrtrwBkn+1jQM1YzRPGbS4mU+kJDLg8pt31RpE71cgDtmaajWo8O1Qy4mOt9npzsL+MqFX5k4UDZE3f750jGa//nrr7/+73NudVmU7ps61/3+nK0sCIIgiFOpt1iEIIj/Lf41QpMgCIIgCIL4d/H//u4EEARBEARBEP+bkNAkCIIgCIIgLgIJTYIgCIIgCOIikNAkCIIgCIIgLgIJTYIgCIIgCOIikNAkCIIgCIIgLgIJTYIgCIIgCOIikNAkCIIgCIIgLgIJTYIgCIIgCOIikNAkCIIgCIIgLgIJTYIgCIIgCOIilArNaGGAMVb7n7GI0ov3LgzZeWMb9pjBXgsPWttgzEZwwgsE0+TeBty99AzYst/2LowazwymQlr3LoxpoP49R7QwstdW5qEqncXj0cIAm56SY8dT9o5lv9W9d3n5EQRBEATxb+U/f/311/9VnrV3YfwAJq99NI65+9oGe2/Bf+2jIf43uMDweyFGnQA2e0NrNUO/KXluz4RX8ghzHmLUqZkG4XC0MDDBBLO7ijda22ADwAlH6MbXOVez9Jm530WivQunZ2Lz7Eufk+aB+vHRwoD2cY/wIX/3ADYbAlXv/xnE5YD8eyjyNn/dWeVHEARBEMS/lnpCc22DrTSJ2KlxnUJoJgRThrdruRDLE0wZhi86LJkoVZ6fPaY/+5jd7WCzIaz8BY9O+o4ykXRrwX+9gsN8aHNgOMjfwSwKzr0Lo7fDvUSIVgtNUYQH8jRXPf+zyAvqvQuj50GvWRbA8eVHEARBEMS/m1pCUybYMtxacqvW2gYTxditBf/bDlpBoMWIQk/yfJn1q0y85IVcYsW8/9CK4rYgpiO4Yw27byFGHfG/D3eHzXxo4Qjd+FzzRp5+FVVCU2nNrLIkfhY1LJIiKuvkqeVHEARBEMS/m/9WnxJh+7vExbm2wd5LLk9EaHJeZ4QwHPE7V7qvYwG35H9ZAya3QoZH2PB+TjBcmnDCKonWQP/VgT12EX3bwbxx4G8NsIF3EMSjuQ82duF89YoiUxDZ+sHlHMEdT4DvNUTV3sXkqQ0n7B4EX3seYtR0YQwAJ4xF5qnW5jo0+5iF/dxBUWBXcYHyIwiCIAjiX0MNobnDbqmj9b3klJurkyxruw8PuJ6UnNFA/zWEKHWihQHtyTs9tu/rBOEr4I4NbAXBF203ALT0PEEoWrFQ0m4tOM/A8CNNBwAMlwDggYlWu1hQczGtJiO+Mq77HTxY8JgFQIe1CmP3OXdXH6RZZwRnxWAsJBZaleW4hM+NmbxA+REEQRAE8a+hWmjut9jc6hgqLHAFgZZnaUJjJv/vWwv+lMHMuOE1sKfkvxUuVMGFqz/7CMOZcLw8TjBvRdOfJ+AC6B42Y7AFwaNft9ITE8trbiFUtODisnE3Q3iH0xdKxSgFV/z8YOGidddHAxHccRyj2WMwCxdosK+EewmW49OoiAllsl8UMaJnlB9BEARBEP9eagjNHbylBY8Vpc2Bx3v1bznXufYQInwADm5VKOI7AcjEjvckCtP4WI/BVMSJikIua13sYhQ6sJmNIByhhX8eh9jYJxNcxIUIxdjRprDQaO/C+OEi+rS4zS5GYYi8VD3OInl++REEQRAE8e+lWmhWWMa4eKuSaQHs2I2rMY9bLeHDgwXrxoSz7itEi0zsyBbmgLuKx+6RYqWLURwfGOV/yrmePWYCjw7865LfVRZZANHChv9lWDtlQAD/RYzvFNHRyj+j2cfs9Yjbn8IhbnSC7dhG8FoVp3np8iMIgiAI4p/M2V8G2n0o1iTvXRgDK3ad+9DmJrduhjP0mxHcHyba3/roDyxsBuUbp0cLA2zsFsWguJl5Z4TwDJFSeI/OCGEYwn/WY3dvmFlwE20BaxUiXFnQby34YYgwLIrM3YcH70mD9rMF7Sj3MBdps7tGvKF9vDH62oEJXXKvCO74gpuer22wngd9NUIXDfRfNfis3mbtJ5efsMl95mMABEEQBEH8K/iUT1C2ryTyrtnHLAy5QMvE7aVbAY068XlzYCj9MkwAmzFoP3W5pavZx2ylw+sxuZABj9FMvryTLN4pwlfWF95j72LyBOhfcsdfhtA+tBpxhfy++rN/kgg+fDVnpSEMQ4xggw02sL7L7rXDbnnkA+qQiL33VjxJSH7oYhT6aL2zkq86nVd+wZxvEh+uLODJOenLUQRBEARB/H2UuM7rbBAe85IsuKnaMHwHZ6xh89VHKLqDOyOEcxusZwCJ61nY0ifsILenowkncRPHW/BECwPaGAVBo4zRlO3xmXHfx1bXeZgRlLuPY1ZMJ6uuI7hjdtjmB0thMc9LdrHS4d5rG2/XPsIw2RaJ8XjWcJS+X1ODfqthmCzMubXgf9aimiS/Y2vtrPT9uKAciqEDn1B+3YEF9DQwcLFOmyARBEEQxL+Lel8GIgiCIAiCIIgj+RTXOUEQBEEQBEHkIaFJEARBEARBXAQSmgRBEARBEMRFIKFJEARBEARBXAQSmgRBEARBEMRFIKFJEARBEARBXAQSmgRBEARBEMRFIKFJEARBEARBXAQSmgRBEARBEMRFIKFJEARBEARBXAQSmgRBEARBEMRFqCU0o4UBNnYR5X9Y22CMHf7Z69zvexeG7HgZa1v+rFIC2MyAu4/gjo98Xp69C+PI5wdTBjYN0uuFPCn8S86T3MNY5J9a831y5VD1r/Ac1fWSfJCnU060MOqdK3v+1IatfAcb8lzMPluV1xfhyDK45HsE0xrPLq3jJfUubp9uZT1I2qTkfXJpkT2n1juo8iXXhtVtq5g+JXsXRo3yKkP9Tup05NP+qfU601fVeTdJvSjNF35+rbagqo+F/viIcpP2xfJra/Vrp4xnSaoV5XZMf3o+SfmVl4s8PXXLsrweyfLh2Dp9aEeK/FSXT65PWtvF9Cr1RyAZjwy4i5J+v46OOEXvqNpc3XtVaZSKPukU/lt5xt7F5KkNJ+yjIR5f22ArDWEYponvMdjzEKNOfE6zj9l8BzawoYUjdOukqDOEBQ2ThYbZXaP6fADR4g3W4z3CZgN49Xlj+hZCWzEMX4QTby34r7n3yNPs4/6GHfX87kMIf2GATe8RPvQxC/vyE9c22Er2QwD/RYe+yj1v78ODhUlHdk2ORwfhQ60clpPPm70L4wf/z2hhQPu4V99/bYMNLMWNPbCn4lFTrCedEcJwlHtOAPtFh7Waod8ULty7MHq7ipeJ4P/0YH6bVZz3icTvkBLAZn5a7+P8nFTVv1pEcMcadt+EPMyhP/vq+ru2wd5Lbr92YC4BLBmSUs2UFwDtIYS2MGAsJpnnRAsD2pOXnthjMG8t+N+BSW8H/RlCXQ1gsze0xPI95h2kbalI98FBm03gfsnVpWNo9nH/yDCcatXtbO/C6JkQcgHmPISGYj4meZAnaQtO9ij8n4D1vV47D6a5/i/PrQU/DDGL7x3tAeTyp7LtV5Jvw7l2AWT6mgLNPiZfDWhjVPfdkmuzfbE8r+sRwI7L1Buk7YJjwikd31T9UQD/xcR9eH6PUIu9D29p4v4V2BbKJU7pwsBEeQP5Nen9q/rm0/tlsS7rzz7CJM+O6le7GIX3XGyuZuh3RgjnXJz5r3001jbYewv+d01xbYgRIrjjCfA9zYf+FbgWittIMGXwe+q+OcMpeueXB+/xHoXatLJgfgtrtpGyOhu/4ydSKTSDuQk8+8UEdUYIxYxsatBvAW8bAR3hVTtDWLca3hbDXEbywdJcKh681IoCRSoUxcqbdGIh+gDQCRE+xKeVdWY5ugML+OEjuquuvLxhTjC7myGsd/ssokjrMZjA4T13cxPeEvCYKVxQVkEknbj4nPfW8Z11HQoii5PmzZlPjDuw+9L3HqIgdZf5AUGkotP8u5CKdg8sEQyPJswXC5tnH7OSjsx7krQfkVtVzgSwB5YgiOJOR8ynmyteh+5mhc6ucTdDeBffh72htZqh3+T/ra9m0H4Zh3PTCeKJ7/DolPwo0sXwGdDmAfp1BJNEKKYM07I4kGuTGYETTwoy5xcHqzy7Dw/69QT4EA6uHZhLD1jG/YSIYhItE+ty8dhA4yJtwYPZk6SX5erfraUUOI27GXwYcNZ9jDo77JZA63udZ8v6wzau4MJgsvLVwJ5k/UI6rmT6+LietOclIlOsS4f+iNeX1uINFrxcXlyuXxLH8u1Jd1CUZQYT96qf1g5MWHC2Btggn/terl1l21T3gY/lBSGcTETYDo5kDDqQb9O599CEMVaLNUlxUggAO+ygY3hK+ZQZZGR6pzDWi5opzS9zHmLUdPH2Angv2TFPPVm3MMy3wQw6rFptrB4VQlNhaTuKBrSvOsyfcuEmL0wJKivM2oG5NOG8npK2crGbFXg10qqoSKWWGSBrjUwE8drG8LcFP2NJ5h2emi5Gqy0MxtAW07p3YQw2sFYjtchcmpnGBqC088+jtp5ILJp1LMtHkcw207S8XVfkeS3i+oF66S1Y84DCgJrWKcWAkhPtoijg99+gtQoxqujoxDpXEBZKi2YEdzzE5tnHZGuAvevwvwMedOhzlhkI0v+usubwSQDmIfpNCG6dAM4TYK3UV36WRRMAGncTWOMJ3H3NQfxQR3n6N8q0yNqkaHHeYbfUawqj9Prtb8B70eKBUYMBH/cfG1irEP197E3q+en/Ky3UPmxmSiZc+YE9179lBubcuZIJnMcsyOvCmRbNmMbdDCUyQkEXo7kPNg143V/7sG5b8AuWzpI+Q8wHxcAsWjilY0Smv4vry8FTOMsJic+1JB3Yu3g7WE9PddWfY9GM4L5b0L/66N7148kogLUN430Db+nV1wI5konIZBGpRS5wxLgjmxwm6fWx+To8oS4emwbVWJ8tg2DK4COC+8NEex5mjA/l1ul/kkVz7cNCG06djnnvw1sC7W/FLGx80aE/7bADhAxuoP/K54e1TM2dEcKCmOTWF1TMsdTwNCgc3TGp2Bie4MIuL2wVHiYD3vCOlkrNPmbhFY8neXQQDrbxrDssH2BLXOd1SGacIrUtmpJBzZzXtVblWNsYvphwRHfUJa25eZLyz1thMy4eeUMuFevCcdGqIBNj3YewYGnMIG1L4JO2GwfhXQPADOGVDdazoD/76N+F6D8kYrqt6KQkluVeLLwHDBZ0mI/8zyprJvCZFk2At3UxV3bYLdvQZPnQ7GP2ystDS/Jdmhbe6Y/CfE400P9uwejZCFYtbNCGdowFJHZxOuEISATQFx/Gxz1mTSD6tYF+PUS05f8PILUyF9AykzCgpjs8FmPZcyUhG5XehjMsmmWWZallTSKEOkNY7xrsdYjhdgP96zBtfyUW5cPzf+zQvtWhZ87l+eB9zbY9PujXYYO3H5bcU3gRuBDxMnmstk7qz6oR6wyLZhyOo3/NHg5WG7RvAO/GBFYB0JHlSN4gFBsvHk2YL+CTlti7EkwVyYrbtNL7JaTfCUcHbVJIx7sFb2mBPdUwIFWQ1T1VE1o1m/cJLFjwjxLp/yiLJoDbFlqVJ8UV+dGRu/OaV2jDw3YPdI81OcdWQlmhBtMhNo8m9LI4pHNIOrpj4h9fiq41dcNVoWMSzoCFAWMrCLX9FhsAsgiSLF2MQgdgw1i01RPxwZRhkszqDw2zev5bHgsmj9HMCHLpoBbAFs+vVQ9Tt+/ndOB1JiIliGne7+DdaKUCUCXWtaf6s32pVRWAzIJViOuNw2GCKcMQDsJBC/qthcmh3QVwfurw5ztMFpGkQ6y2LEcLA9YHgC86zKchDIXlWZYXn8p+i81tC0Ppj+lgpD+awItV9BD0TOB5ohYqSUxnD8CjwwfB2mnbwXvUhGt2cH940L/PkMRp6t8b2M09tHs14t2kgi03eTnRmlRNKv7SScoQW1Gwqia1EstjNiSjeLxIIvoNbG49tOP4wP63NtgPF1rZ5LPZx+w1gju25AJL4u40e6qbibRx/zpDd22DZWJ+jwkLqE8w1WBCh545+idjNAPYgw3MRx2b3Plvv3Xcf/WADw0a3hQeh6Qflgj8ng3GjCPCDbqFiRcAQWcMS8Ig0glga2FgkvMWZPrX2IVdWIvwGi9+KvTpPF18saTH9U5ZKIBA+9sMs04Am2XXwuw+POBaUprSdnVZSoVmtN0AdYb3aexePGcxivhccbB8dBCGIaJ9cdXoFhYmA2DyUrU45HgS8WTmzNGVnGLRzIvTeObZuJvhfsrApsI9awkuHEQpAFjvLobKDjU/WxQ7T96xVAlbmSjgIsNC+ydKnl2T/Q4eWpX5GEyHsGDC6chDIsTQgHNno1VEvzx4Sw+Ig7yDlQW8mAgeutUiWBKCYQ3qxt5AWgfzFix+TH75YXFbj1suYwc83PEbWt9naDQj6O/qxTVZsZvUp2xdajT7GIVXsHOLdNRCuYQTFsJFvzx4N8WAek5uMHoY8ZWug/jveBFNVe3pPjgwX4ZAL5+2EmsqUIx///kG8ya2/u59eNAxaQZwXnS0BtzCWT39VLnKStyEZ5NYkeP2eOMgjK2/3deQr7je+pjdpZPaKqLFG6xbHX6+3u23astxs4/7RxPDF74QBsBhEQaP+6x6h2SyKUxAnosTKO2pDU12r0JYkskXeXVG8LcG2FgXvC1tXH1qfCYfJ/3vwOQID5WcEy2a+y3wPMEQk4zQjH5x4d/a8vbe7bXx9itCXxkukyxS1MCe4vqcLOipG38tgY/1Og9LUeZ9bEzLvB/3Fgxz/avSQ3uYoPoIw1m8o0J2IVMS4x5MGdhY5mYvlgGf3CRhcwZ0QXS3r8Srq6y5Mj4nZrhUaDau2pU3iBZG7Ko8T0yIA6meFISYlmb+7g30H/rA3j3jqRKS2f9tPj7ygshiNGO6DyGcKYO9ro7LS+CdHmCtQsyavHKpV22mHWnRlO+f1OlFC4NbxO66iGBAm17FMVKxgDpSGAQrC1givk8fM4lXg9fD4jsB+LOuc57iOP7QB35M4F7p8F5MOHNgyAxYK5lkFsTxrQ4dptIdGUwZTl07Wyv1Uxa3acHtH4df8DrYQP+7DqPHsMvMyoV3yJSxytrEF+lMhMElXUyU45wyLKxMLVv9Ku+MzXluYSFjWQuhrE7Hkz1vFWAkugT3W2xgwRq34L9eKRItpONRcF3/MNH+FqKxtjOCS7+WTz+zAw3n3JXk+UlP2QKQZBA3H/XCb61r/RAeUc+iGsB58mDOubeH/dSPrA8bwasWWzrnKnctJJZgE07IJ2FaLpQisxI6jyxGMyaNL9Qwk9X7s/nMcfJEi2azj9EdEC2y505+6pi8Il2Z1BmWTGAjuO+xVfR6gtmVk64Wz0/MJFTuwCAT0Zlx2Yd3YyrXc6jaX4ZmH5Nnr1B3MmtB4rrSfQgVi4tlMZrp/WcrwIgt9UUU1twau5icS7XrfJmPrUwpj9cSKJttxlR1NOdvs1FF0rHrsUA78Taf4jrP0n2IXcGV+1olA71ovehiFPpojbXDyjzVym0/tpAAOMJNL3u+fljk0bibwZkyMIaDdbryLklZJ7O+Fx7blw5uxa2DJj91+Csdk8qtjy5PMOWxNqNmA3i9h82GaM9DdDtAuHJh/HDQRt5XIIjjvQtjaZbG0OjPJQmQ1EG56zwvD9I4oXTQDGD3POj52X7SqfXirUKSwfuVb3ukPeXToEtn0kr3jiz2T7ZgrXTSkrRpU7DMxh6YJYClbNu1tDMWB6eiuOKU9Vt8la8F82kIuxdiFLfjYGoCjyb038nzcoJ378KI89yZM7zFg1gwja2CndidG29lEkjzMML2t9Cec9QaGBUUFw1J2pwwOUlWC28kvpjEMsgtxuVCJpgOYT06XFR0Zgi/uKkFZ7+Dd6vweiRx23NgKLrLm33MysIzRBdj/D5DxsO4/GdAe+IuzvsPDb5E0Nelcdi94U/2XXVjNHPeIdmOB/k7M6ti0QufMAG60J7F/qkY0hAtJjBv7uFfv3GraC7OPOMJSVZeC32DMhSn7gS22cfsIYD9Ulz45/9MQzKqyEyk8xPgI9dFKNMZ50tZbZKFNRX7uM/bAaFcaHY0mHiTx1au7dhqVmN/zLJOoCaH7T4+G2HWas7DyplRJefuZ1lGhQv5EMJQsMQ20H/1gbFsmylO2eKMRp2tm9Y22GADa+UjH9bffQjhXxvQnt7gDhQVd+9i8uQB8DB59hE+NJDsXYdnH0NMeGyfjKRxfbZ1+8hV5wCAlyGGj8mCmlR0HsIvDnFfG/U9AJStCiyzaMosgoVJ2t6F/UvDSBpj6cMda7Cv+JYZXOzN0M3FRx0WeqlifUotmn5qrbu14D8UczaY5xcvoP6Kzf0O3tKCx4ptWrTWYsowHJcPMmUhCqWLPw6rfPvoXu3A4vAVJB6gVQtvh0ElF3coCJxDXOfa5l6Chy6CKYsFZ1ke+PCWbe4qzkxQ+cDoLT1exkf1d43iIomm3MOQjQPjlsj2XD0YV8XkBlPGd+F4FVqE8Izo1wa40STlKMRtd6Ka7nLhWrGehiFmexdGT+N91LwNttphNrDw1rMR1N0rWsUxk/u1DTZAtZFHSd0YzTPj1CUcJkxx/5Dvn4IpS71g/Az4P9twXrvAwSqa9TwkXtCj9rD8DOItm45biAMcxPZXX9n3nLc9IN+5ArKY4T3fCqk9z973cnHalV8G6kJ79OD9KnwfJl7tzWdF5V8VSLY1kHUCdeGZJnMD1Wa/K65ePFgOHJgArMF5X/5AZ1QqMnnMq4SXYZqHyv374uuVq0vjzlo5aPIOQ1ppk0nDQHTv8clBHbtHMGXx5v35bUzSOtG4myEMJ8APyVcd1jZYbMEJwziNaxtMtQovXshxuk3mguQmGt0HRZ5XYmGo+GpDuQuoBvsdrCdN/jWOuOMcdhDvjWvhbREBaKD/zYT300cEvl2Q/lNTf4VDrNMFVzSPbQpDeX1NxKB5Y0I74QsVwco6WM8PHWf85Sa+ZRgfnLsPIZwbE1rJ1zS8J0359Qx1OSTbjcQioDNC+NrHbspKPEAVsXmdEcKHFtwxOwjO5FmyvpFv6qzx5zT7mIUjvviEJbGS/IMWjB2xo8ZJxILg0TlxEOP9CBeZaguZ/1PWa6bbdfFn8zpsrer28t1DPXVuTGiMgf0AJnEfFaziWt3sYzYHhqqv4izja6VtQeCIPjfaboCkfI+Gx87KJvyNu1lJf5Xt0w9HhS9eVX416cPB2+/y9RzdBx/W76Fwrwb6r3LPQxgKY8YfgffL2pMHfDgwBhbMb0eG88TtML9rAYCDBxmIvT0FsppL3QfF26oVYpnjONFHE5tBydfVPplK13l3YAE9B8GdWNAqX7+Ewz6X6qLo9kwMFa6pA7cnzBpyMTb6c3b2EMy9NHA2DDGKB6NSjrRY5hc3mLJZvTJGMx8vpqv3HZS6SxXknzfY8NltbiPjZHul7DvosHL7qmbiSfY+vKUHb9mGk9/gWDU77owgetRTq1O6epxvkZW+Y74sRbYLA0PJgpKs27WOW+BzZ/PZOKGqvV+Pt2iWL6QRN33nQoN//k7s7FLrTxwxif43E+Z7vAduR4O5HMYWIWELH1k6a8Voyt9tiGTRyAijAf/iWFJyBdd54VkoxDfJ6lN6rg9rPIG/70vrwkkWzWSbqHzsqrAYBs0rtJfD9H0enUqvQTDlg1MYu5qHYnnmvjaU7FFaOE9oaAcrYhxzCtW71u1b8n2j6D4/RWTGMd0yT1Oxrpvc4pW5XtyuK0aI5yu0x3yMZd7b9cDLMa2DJpykPDsjHhaT38MYKInRLC5arLul3e7Dg1lnx4E8pR8jEBDL8rA40Tz06eLiXNEanSyaU7ab6yFmEg9GFonl/FMpWkPrC8W0X44WBiaHSUyNpyb1TRVC1tSg32pCyFRxrC2L0Sy0iUcn66EUQnL6TaSLHBPJI/3AR0gUeQAAIABJREFUyee4z//z119//V/VSdHCgHZ04DWyiwj+lCmbIAiCIP5nKfkCHEH8A6klNAmCIAiCIAjiWCpiNAmCIAiCIAjiNEhoEgRBEARBEBeBhCZBEARBEARxEUhoEgRBEARBEBeBhCZBEARBEARxEUhoEgRBEARBEBeBhCZBEARBEARxEUhoEgRBEARBEBeBhCZBEARBEARxEUhoEgRBEARBEBeBhCZBEARBEARxEWoJzWDKYCyiw9/RwgCbBp+UhAA2Y2CMgTED7r7q/AjumMFeC4f2LgxmQ5WiaGHE96/6V/b8ALbyGQHsWmk/k7UNNnYR1T1+BPkyLjuPJfmwtsvzs1BHyvIwKdfT8jKY8jrBy7rq+r+/LFVt6LS2FcEdH5dmXo41/9WsW3Xr0AFVuz2jPif14HOo2zfxuiuv89VEC0PIN/GZR5SDJM+OLo+TEN79lLq0d2HUvfbwT9F213Zp/qvyQzY+2IvydBXrWFWfUqdu1M1L9ViXoWJcrAvPn3r3UY61hXeXjOMH1H3wUf3jYXw6pT9Xpa8s3XWpN8ao3/WcMaqkfxH+fXa/8d+yH6OFAe3jHk72KPyfgPW9W+sB0cKA9uSVnGHCCUOE8b0jReXSPu4RPtR7pgz92cfsrnH4O5gy+L0Qo87hKXDHk8J1wZRh+CIcYJb6IT0GEwBuLfivfTTUZx5JAJv50ObCobUNNsimRWNm/F86rNUM/Wb8596F0TORLQUd1uoeu54PLRzVS8bexdtvC86zh+HYhf86Qni4Ns6/78JzT6KL0UqH8cOFdkIeNu5mCO/iTj8cQawx/4iy3LswfgD3X9NDxTbigR3SacLJvUeRBrSvgNazcVV5boo5F+u/grUN9p47Fr/DJJMvAfwXE/dh/ZyKfnnwHu8xyx0PVhbMb+Enth/F88/qmyK4Yw3mkv+lP/sIX+MUS9omAODRqdmH5dpvcs98OSTsXRgDwAn7wMIAy7yTBvYU/+en90spJ9elZh+zsK84t3Wx9IrwPoPXhwkmfJzYuzAObS+Azd7QisskmDL4hbt0MZr7YMzOtdcI7ngI69GE+TKE3avKJ0nZi+xdGL1drfdSta+j2LuYPAH6rYXhVKtXf/P1fG2Drfh/BlOGt2sfs7tjEpHmv1Z1aqbt8fbLU5JtrynF/Ob14B56eqR47ZLh0MJz7yvtV24t+N920FYawoeql5CT6qDTrud0MQpDqEd8/q67q89tdaVCc/fhQb+eAB/CwbUDc+kBy3ggFlF1ZLIOVtqRNNA4S6So8Z6EDjfhRagsAAAd1vfsKd2HMC7YWOxJB/JsR/Tp7LfYwII14H9qzOQDWyLyqjrluDMvCPa9CwMWrIPgSvNINnAEcxPtbyG6nT6cD4bJQkvF+96HBx2Tmu+vHOSFBuxNr4R6E8BmQ5RIw2J5sk2mE/lnlOUO3tKCtwQSQWnOQ4RczdSYVJXlg4dhQTyrhao1yNd/Bbe5s5p9zL7ZmUE1WrzBgqcQ7/nOXOy4U1FtzkOMmi7eXgAvV5ayiWJm0iBSaNfC/fOD/Ml9UwP91xD9OC1v+Yfl+0JhsE3ItgEP7AnQny20kxOkgj7H3oXR86CvZryMY9EEiIN643CvP0VGtB1/Ndz3IyYbOWHPVPUCQNLH5euTHCvbnnrpmGf2JKd3RvCfDUwWUXzvuJ7fxHVs0ILRM+CW9i0ezJ5kbM1g4r5wTNUveCX5USFqEcDumWjPQ4w6/P7VQvmz8GAmE+e1D+tWh1+nP+7Exg+FIM/2AXLj0u7Dg/ficcPMksHKTTjdsYbdN3U+8IlL8bxoYQAvVloeh3IuMSa8DGHEwtz/6cH8NgPOt1GXvMMOu6WO1nfZdadTIjQjbH8D3osWW8I0GPBx/7GBtQrR39tgKw1hz0//XzXjxhbueCiZTYhWOE6mA8hY4nINZlkcTDxmQVVop1o0s1iSgfzwhHqD9glEvzzg2Ud45Zw1yz9MHBL2O37fu0Z2UJKxtjGEA2fFYGx9zB4ctMc+3A8TplAu3qE8s+WQEQbMioVydq5dLBOR8plYZfoL/D1lGawsmPMQw+05Vvo6Vk4gEdTKu5xqhQJ4hz63YSwizL74mDyB9wv5wSDu8K8Kg0R2kONWogjuDz6wzYR0cdGSJZ00ZM/jwq1qABU5sW/6BKSWNASw8xNiJQHs3g734QythQH2E9CXXs5zkZ1ge8w7Im/+ECoLsKSPByT1NhEX63hMUrSp4/uIYyyanMbdjFsQ47Er6V8B8AnaCjB6DDtl2zvVopntH88T+kAiXDfPftwWuxitrBpCGcDLsChuHx3pqQXiCZkJHdZKgz92sb2xgKXYHrNaoFY/VhvumXHCIbYVgrKcomDbfSR9ZJUxg2uR3Q2ARwcTTGAvdGyWgCe2CXFCkp/YxvWvLc2bHXZLE9qr5NH7LTZoQ/vk/kEtNPc+vCVvaEga6Bcfxsc9Zk0g+rWBfj1EtOX/DwC4uVIIoKvD7P9AHdeI1BInUeNx47svGXxPtWhmUQ3wvOJcBh6qoH9vAAfXnXz2mhkYC9blAP4L4Akz+vsPC+1eHbd5BPcdcF676MKHPp7A/TLD6LWLYGpKBuCiwOHCQLAk7l0YLHXnm/NQcIvw90Ohkcjem5dJ61ovnFe8vnjdny1L3olpDwC28SFpWENuUpWxunUxCuuK02POVdAZIZR1SPFvsw4QLTzgeRJ3mtlO9Bj33eZ9AgsW/FM69rXNw3wePfi9e+x+uIhqTchO7JsK4ijpX0w4c8U1n05cvnsXxlO7UJ9lFs1S6+hZyNqmJ/S5FflyqOO5/j1TFvFvZcmQiRwB/bnOuxyL8O6Ji3SwkU+8mn3MQg3umMH4KhO9p1o0BdZ2POHyimNeTOmkSRDJs9gIMYSD8KGOUEap67yKYGVBv7YAbAB0Mfq+hdEzBc9J2QS96OL2YmOC/uxAl1xRYO3DetQQIu2ipd633CSoIHbXPvfw9Fgsmu+xe2nzvr+KvQ9v2Yb+dQN88MmLNmXYHCYtZ3rd9ltsblsYSn/bwbttFSb251IiNHfwHjWkhtod3B8e9O8ziOJnN/fQ7tUZRqrF0WdbDEQO9xaUftaqdCGLpmq2XkFacRvov8b5uweAHZyxCcxDhPmGXjZArn1YsfjcTRn8qwa6d2HNeL4G+q8j4b9l5X1CjKaYHgCtax2bbQQgTqu0IxMEYm52733sADTSdy0VLMeXZXVMn+Jehw4hFX481NqH3dtAX4WY5fJM1aGekobSdlWjfiotBnsXxvwKs4dZKiT3W2wAtAAAAZwnwFrVq2XtbzPMOjy+Vgxr2H14wHVJ2zzU+y52UwDoYvTNBxu7Na3/J/RNiRVNtPwkv6/tGm+bd//HouDRTEXGfgcPVZ0+d2/i2Ue3cE8gH6P52QNIStaiJrUe1syXsyiJg5WGOAC5NsDLwXy2UN91Hr97Ep7QGfFQmL0LY5wV9wdLY35yc+DMGM34XcravMxDkMDrjy4XyUAslK/4ghJJXjfuZgjjBTOHyUJnVByr5CnD9rcOfXB1mExwb97kiHGK5yvvJ8XJVwT3Z41bHNIaL4ZZ2dB+6/DDWa4fKXehB6ukDHawmY+rZhf9upP+WHtNsEnudnT8uzL2Obn/0hK8j0UOfV/tuPJy1EIzXzl+vsG8uUfYhBCPF8B50dEacAsnKkN11Y1I2Ql8Aok7I618scDqzBCubbDxFv5rXyGgRLIzq4y7S2UF64gLZk5HdAu2VJ2AkgD2wAKgw99fYfeiAzDABnnBol44IBM4+rNfPrOuYmkeKnTace+Oi8+KaVy1gZ9bRACcAXdPl19/fFk2hPi3c0jFQBtaOKu9eKc0DUctnuBhMejhrPoZzE0ADiJAcNns4MEDfkXo33UxClVtqmi54XWgi9FqC4MZ0IW+oq0ITk/bNH/vwxDcGSHMxZGWc1rfFC18bG65x8TAcRPlxP2fDRkJYL9s0pOUXqL43FggJ9YaMaTgb4vRXNtx/dbAPj5noKrNKRbNuA2ctxiogoOY1WE+7xChoSjXMyyacR/gPOsYyjx4AvqzYuErHISVgogL6+HCABvrQp+Tm7BlrH6xd7SUxIgRIJmSHEIRjiKA85ObC4YMNdt/9vrDe9xoCF+PrL9J/b/1EV3tYN0C5phhmA/PEco5MzGItVe0SE78BM+USM0+nxs7PueRpYuBMhn+KFj+fvBFIY21nQnS1a9b0rvw47lZ2JmrCosLGUrcCcks79Esms+bLeiJ4ClV72WFXTagns+hA5i3wd5b0JqqFXQcjZlZobj2YT06CAdbGL0hvFsL/kMfo8SMf+gE1bF/WYETWy+/NLILxY6l4N5vwxvE6VPOgPOWyLjcOxrMpQ9navJ3LZ1B/11lycvN++rDf55A+9DiQUy9uIe9QF4vz3aF6sBKNtmQU7BqxjsQTF67wvPjRRxzB3j3Ed2VpU0WoxmTxLLFOw/IidsALPih4jlxHCljTGmVPatv2ruY/GxBvwHw1UL7SYN9VbaiU/4e29+A9WIUXGHByoL+W4exmGB2Jbl07WPz7MP50GIhLKtLWcHRXvcvuJgjfX6S33wbrfjvSz1W5BSLpoxmH7NQ/lP3oa4nCMJkWlwBXcaJFs29CyOus1h4J1k0uw/Jgpd6FCe9iVU7592K+ypJS6uBIiSjZFeOYDoEvlrAsg3reRPvkFK5Xp1zWFznw/qhYdfrlnt9YjEt9i+ZOPwBL4vR3Shj7R+q+nUFUk+WSqj+AylxnScZHsKZM7zFIjKYxqvoOhHccWp5ChTurd1H4lqXVLHS2Xo5mYFD6U4QVv2FIT/vd+LWE0gEz9oGY8NMoZW7KhUxMJ9kbk44dADrZChuoP/qA3nTvWqAPFinW9Bvgfa3nKXy4x7OI/B23YI/dtGSDrBp56H9msD7OsGsKax/i+NK7lXxfALbhYE3TDATt4N5b8H/3oIOHfr3PhpKIaVynXehPQ4xfDHhxCIy7777+8tSdO0kx7oYhQ6Qi7mpWn0e/fLg3eRiHwULcWn6E4+EONnIxTlH+wiN5v9n7+x521aavv+/gfsrCFAhI80CLtRYRQoCqkO4sCrxE8SVKAM22zRq0tIGLLFyPgFVUYXA1AJYnIJqVARgE0iFALanv55il+SS3OWLXnLOdT/7AwLEkkgul7MzszOzy4pYGtuBgP9FvJox3TBA/OUjvytBW7ojLJgslUc2v5oXcEhh0snVXtNFZxocQmAWlPF5uilOS4lulhYAjS6W+O4h/triPtNaeA0BIXCWEZ3oHD2Ybxb01x2t3xXVyrIa2XCefNAgfX0t9h7MsQW/IG+DaYRo6ICMTfRe+xUnOJ1iuUCTVed1Wz3VGfbGekF0nZJuKwQORDu6FPCJnT83N15iSNYkcIgimhejaAsalYDIKC9yqlxEyRatRp/3MAHcPCzg/iZwt0HZ7otIU84xvOSzuwmiJQq2VZ46TyciXR06+nhMx19yjAvr7QO9TwHMVa/R+Mw79afVaDYvu2LR5+Li4TOQO5pcjj91JpKHOB0gnBNmVKpOHyJgqfXSNxsbeANbut8qSYrRe2HeJZ19dnKF/uHSgn/rykPxgpByedbGUqvPwA59ABoWfzI1lLUMo/eAbh7bcGVc5ggAxa03qLHSMPnqStKNHYy+6TCHBBYsuKxeZDCNsEAM74kuaPFZqkIUMQznSZqPbtfgPRGqXJ9dRO89Gu2DTqPOxwP8W63wrAqRyO4Ij8+E7u82DFi6oscUSlLvw21Q8699lgNMoke6CW8j5RHCffGBex0xuIhiw30Sy05qsno5q2c6LGe0NklY7+vA+GUj4ArbsxQ2PUPnYQb9iUX4zoqgcWn+lPy4LjpX5Z0LOphERQVxpm46Bjh8mWHCT7YSY9+iFjFcUudsgQEGkcv2fzWw/07rLjXssoViNZFW8ZZPRYejyY4FWeS9sW6+qagJS2oWt06tA3UKpR0IjjHiLpeaLv5dQeKg8VuOtTfsIZw5MBHIFm1P0fHqlBekncmpNZqXIFxmNcNFqL0A0hrIS197A7jTAXDcp59Rx49zHE8hKcVpXPed7aCRBUW4raIA4PMEj0sCMr9CeYlggXTb0q9LvZIHaPsKyrsJomkP3hNJHU4KNQalOiq2/5WWLoRYYAT6xgXjl40gijDDDIQQGG8W5/lfHqqELSqEp5C+wSKAFi1gfALwycBiGLR6e8ploQqqmZNpQvupIyis7CwJ+N0E0aaHD9GbILojLJYW58yB9UuSwowQLQFD8GaBJLoSRRHdvYCw60cRkynq9AavgLUUiLjkLUTBMELw6QOErfJ0by1o8xB0C4e+YFsd/EufJRsftYYs2QDapffa+g0R7IUL4+L+pDaMtF81GG8+i5CW5YBuqM7P7AmVrZwDQydCvR+yN6LQWrTkOUr3xEy2Cbn0djzn6qbuCJMqfbW2oPGyKkq9HT185HTSAJNIQ0DoWBA6ChWR1sGUjSf2z31OIrr8503q1Wif65+b62N73OCNNicsimxD+laaoYYZ/ya7o4tZxduVkuOS+v0oOmNytLagkQBa8kzXh1K8PN7vKp5j9uYWXofyb/I6981Xh99tFzQ2J16ZpfFSfb+XZTCtlu+8nMrLz4TcTRA1dTLZRG1yB87pE0c/g08fF3zTImvBXz583k63hu5SI6uNb0tNjabg8nPagcnei6mBKNXFZZvu5t5WcU+VeBpNSb1sOsAMWUqipsg7pXQ8nz5v72Sm91hod6oC+A1iCaHRhwunzhu3EdSwiCJQ2k8+OiWICvNU1CfhboLgi4nZSsPjby1doZiumr6bIIoMeE/5xRHZTBalFXG8TAELuHMCMqZRBf66ogLm1IFO6vSmAewnDYSAPgdRP/1rn2U+hWYty7H3tHRlOgAQIRp7LMpMKaXOgfw9HAMazewm1zPEOxgksNf6FdOhxVm6+HgqZzdz0axdXqNZSvE8u3QR4sW4sG4S0WDD9nDJRTySz+Z0EpFcp3PThz/Ov0jh6hz32N3rMFr0+Vl7suYo6Ka7CaL3kCuPsOAWSgiScS3amxcAOncTLBLdkYxtvo+LkR7hlmPIp85Fb5T5y8+XDnQ16Pea5CUKgpcEpHXytFQqPmaOZnGRFxm3rMvL1RnqsDdXcPu2TrbSu3S9rJzJ4OsrK0utZGsRqrZ/q6bJhu2V5GRD3P7EnqXPpsqeIlmpX4GsRrRCHg+/fehfZi2ce0Ff1+7c0pz/+fvvv/9zmVMpFAqF4r+d8zf7VigU/xyXeh305VCOpkKhUCgUCoXiKrSr0VQoFAqFQqFQKBqiHE2FQqFQKBQKxVVQjqZCoVAoFAqF4iooR1OhUCgUCoVCcRWUo6lQKBQKhUKhuArK0VQoFAqFQqFQXAXlaCoUCoVCoVAoroJyNBUKhUKhUCgUV0E5mgqFQqFQKBSKq6AcTYVCoVAoFArFVTjB0QzhEAdhw1/HKxOEkAb/THjHBic8ejCfPMTtG861p3n702tWHhPCIUR63nBOYK7i3G+dbfF4yf1vHZB5ctYY3lPx2OT4unuquEYN8crk2iBpY/Ica58NvYesPxqydSTnZn2yqntGZ1D1/KXtanJOUt2vJRI5O6H/hOdqIQ9bJ39NwTiMV6ZANrPvztMDAtnfOmzMhXBaPYPTx0Lxnlo9B5kctZIhcdvzOqYpVJ5OlaXyNav79RK2QHyfMr1YagG8pwbXP8O+1CKSgUQXNLGFhXEXzk+wp4I21Op46W9jeE/t9Ej+Ou38iUJLWtuS5jIolydZX9WOwdJzpj6DV9Wm2mfSVPYB3n7U3WcbeWjC/1Y3yoAt+5qIvrHgRhMMih8/u4im2afhnODjU4DFQ4d9wl4C34TuCI+3BLOVxh1fRQzvScPha4TJHdB5WMD9TWDMtaxNWwfkRw/B+wj8GeOVCe3FT//2iQ1Ah/3ah/VSvn/91SjfO4DBNMLjnMBcBVg8DDCJXKqQNwuMuiEc8oHeZgat9l46GH2zYQ4dhKJ+ruqF1Qfsex1Bt8VBwvPk+wQAfb5R1O6YtQbyUvylDnuzwKjUxhjeDxtYAxqx6Ef3dv553YywiKjSQsu+qaU7wuzVxGwVN5S5GrYOyHgHexPhcUlAnuyS7GXkx6G1jBDd0f8L+xWA/hrUt/O4xw59aA3lIdzvgBcb5Ke4reGcwHjTYS1jQHInZ+mBYwAfNmZ33DU3NvTXAAN00Pvy0VwnbIOLjIW2xH/58J8fsSh8Hm5sWF8jWa9RAzW0kHvSQwILYOPgBsGbhceonWyGcwP2vQ79ZQbvs2jcFZDoyTYUZTOcEwRDqpspVbYgRPCmQ98Uri6QjSqsJX+9AlsH5Eez87SFH6+pLdksMAI4fdbCFjLK453aFDEhnKEPfbPAYOuAjHk75oO8Jf+X2HLECH76sL4yKd66sNBiLN1N4G4IyDyvC5pyri3pPCwQPdRehfoMku9y958S1o/B7giLaAT6fAJoXP9qMDHDjD1HJgPfGoxJdDD6aoGMndz5xAwwiSJMGt3nZalwNIuNSih3Ui1vBifACUXh0GF/a3a6wdgGvgeIH5oovA60Lzq0TYjJHW3xYOrCIh/wxvRBxvsd9C9G6VypUB49mMMDHpN73jqwio6OEPogrXXyd+GeE2MBAEM2eJ5rBmB3hMdngo+V0dzpOXqYvfgA/MxRE1G8ds7A+SBvdPBmPiVzkscNJKHuviqUY7yawYKNIGL9vXVANjdc3+vodQEqsxd1MVM6D4uSg9CeRB4suNGCytI0gjsn0IgvcbKTcShRCoV+jVcmGpmp4wE+gMeGLR88LLB4oAowOI6ocUzP5eHjTWaYOM7QA+HSQp93xo4ePjino/PwiP6TWCfIHPI2Y4E60qIf+iUjVzb8vB7IjLm1jDDpevh4A/w3kpvU587RHWH26gOYYfFwYBPTBbS/TGi/b3CYs4lIYfJf5VDFKxPGL6rDsDKhffegneFANsV/ETgFhXsXygDvFOWc7BEOSwv+GvBzz1Muj/a4eL0C95XfnkcqV4m+i+F9t+DfutX6pTDZ8IkF3Nuwb5MfNHFO6KQVy4j+pjtBFFELH69MaL8fubYFknYE8NcWHt/ZNYsBgAIiGRxMI7hzE95xgRH22AENgiwcZ9iSs+CfwTqRISpnvdUHbPiFMSgJnBz32D1rAt+qjqI/kccQBP/yukgkIzp6XVlQkeqqyolZQyocTUZp1sMo3lTVwz81kiG7NsMvCbdYuXQ+69BfAoTTAftugEmUDOsYwU9A/1anYm36IO9tBF8BrC3x4Cr1gyxKV4YO9vrfDaYu+sRF+NDE2WeKrGZwCq/NZmB5JfSH2TrQXvpwoxu4hADLCNrGhvXJhkmMLMqzzpz2RhG9hpSclEYTjDKJo2ItI0Tv+e8G0wjR2IM5JA0nMOcT73cAgP0RGFTKpkAJcX3Nj0E/0QmyezhVDxw9fPyyMZuyfoQN+xdV+D4/WQNgs/bwyjEXxShOGlsgisbl21/l6Of1QDgnCNjY7C8jLDhFLjtHzkkbkuRTfLy6sF+B0cMATRwOKtN9uMnEjWV5tPmNZIznZSCv9wSO45DAkui9syKavPwcPZjfAWwd6jBHvLxVOEr45yKalD28JwOHry4AH9bQp+Ml7fcObm59GEMCi7dnSTSM3feMja9wXjFZyhHDe/pAbxNhdHRAnnbQ134+Sp6LaAIgdqGvMluyAFg000YQaQi4rGETBlM20T6zfOWPk9NtTM6OHmYv/Sx4AKBKjuO/fPSHp4ctmjp+ZT3SweibDjOZVB4D+Os+Ht8HGBWCipe2+fWOJlA7g2jqILXmLptx8VBj0yL03tWg32viKGBV6D/n6GaDPl6Z+T6RppQ6GL0vsjYLIyLs7MsIk4cF5AlonkLk7rjH7r4HQ/DLcM5mQGtBNIkbNIffTeJbkplPwdgLB4IwmlVEL5w7hvdjB3tDB/AgCuA9ERhrC240wuQhSUMY2F3QueThnRTqWGg4zAm0wr3wxjd3/2wWjNcA0SaAOSQgkPDsIhrvYRKSTgxKjm4yk7634X45/b7o8wb8v2KMKvtNlG6ZAV91+D98YO3Dv7JzHC596N8W6Bw9zH7ZcL/4dCxxY1Dk9JWhhhKvQcEgtDOSyXH7X0B/ePpd737MYMNG0OC6VA75iEZhUr11YK56mGEG6/YRkcTJpHqIHXv0YLI06ohF1sVlHEwGCnqu3OdhGm2VObknRzTFZ8Ns7MNaVpQdAChFgtY1EU2w8XwVub7B6D0CEMKROOODaYRoetGLIrNFIZwh1akjbsIrimiWspZbl/bhLehvxjvYmwk6TStaKwJHfptSvJNsybXY4eO7XdApVYRwX3zYoDJ4VrSwMOnIJpAVk2i+9PDmAP9ZwwKiCd9laeZonsuFU+ftoXUM1rgYBaShf2l9VOLosigIJYT7Atibdp6+WHkwx+3ehnHOAz4e4N9q5dQLiwQFywO0oiN80sy96HTUG5aUk9IdTDkePZiEGsSbW8D6mj3DePUBLAPoP5pGeE8kiZxMO+iAe5Z1dWtpXQ4A8P+XMcj9Jl++QaNfk7RGs5wObgRLO9tLHf6PhiUoqZFI6so8Ohve6MCQi+5XPeeT9ECM/S8fVhrt1RA8HWC/AtZL8XzZuUQKPC3BuMSE5BjQdC08GCc6I/2vCyzuaF0xb9QPv33gUyEakjqFLqz1B3obDQExsU/G3t0Es70JTaabkrTfs4tIUl4ymEYIVmZFGcf5pBFNTp6NPe/ktKlR1DGLFsDKhLmfZQ7vsZiO7WD0HmFUHKuNa06rU5ZSeEeVK1/KZFaH/ZcDIqj3Lzm5BSeNZhIsWM/JJwcc1kCv0obG8J4M2M8uoq6opKRQo5k7NoQztqHf6zQKug2we51hwslIqSSheA+iwJEsw5CzuQXOSZ2L6p0lWF8b/Ah9PL6zeld+3YfseWwD2EnJx5wg2Hswx1x5Gq91MLWKAAAgAElEQVQL18XMQCebpDC/ge9faivogh8DtDxLFDelGdEZzHsf+hca+R+MbXycsPajKc0czSYziOeKaFhOMGLExw46OSXWvgC6NXcTuM/5RUCp4ZE6eVwE79nFgg3U3WuQG2AnwRSH/hogOtPwhRsb+idBqqg7wuKdXqsJ+qee/Ms3I63RvIYBqqQ7wiK6gUMI/NcgSzNuHWqgHjrAV4DMw+uk948eTKZkmy9Cy6iLZpcp93O49IF7qsxxZs1MuijlboCbWwJ3O5KfL+egcPH2I4D7Hno5R5oaZEKaLApsqgeocr2ZO8CUKtXR+6SUVaiNaDJDr7/O0BFFVnJRrrp60ywyGmDW0DFjzjL3iTUEgAEmmz1MYtLIIjtH/yafjtd+6giiBToIQUfzAJNohnDrwRlasEGduCgCXVm95pzt1EmNsKgZu7yxci5Qm1U89wJ85CWifXy3QLR1QJ72CN5HaRaoRNEO3duYsfM+zgsLTO57EGqzYsnTvQX3icAuOpE5I84c1RPuOYXV2fq5qOEH8HkC99nOy26pBh2Zk7Z1QDYaJ/c2dumP+riRPl/OWWZ1nXy2prZG87jH7tnFYhiAbGh7FgXZOCU6Fy65VHzuegf4971m9eZtqY1UVyySKZXMMYf8boJgb4I86dy5i8+DOuu5GuAbqj/z+kte/pJlJCJE7G83F4lkwSC2wr0vfCYDGK+A/aLDTkoGT1n70YJWqXM+vMoLZlXqvFNMBx8DzFgqMbuhjkS5VM0ky85vXW0eXQRkwBlGmMBhs/8qgSsviBIqnLtJqe4OQG2NKSBKJdUYuYKika7ELCKqKa0reudnf4lRP3owiWQFLCqUzTnpDi79nDzfcE7YYgbWD8lqxsoV3CfA9YH1dQFjb8LZLlop1FI0u+3q3a0DAzps+Oi/2tiN6Y4FrQroE44eZlzUq3Ym271BH4AveX7lOmkIjfw5eiB11N9Y+f0yomUipTbJIpohHPYMdaAQWWmZOucd74cOgAWiGwdkSHBI2iVEVKPJ6I6w2CCtnSrSeVgggJkfvwWnFcjrktz9d5tE0nmo3mtCWX9VpCyTyfWzRZ8DT7cHPdFRsoiVqEYzaTFL/TvbqDoIwDsZbBwa36izxqcgZ9CuVAoSwHnaw3i/ydo+tLjMQpaSFhHvd8CbDbM4qdoGsO930J88zLhzpxwD+Lcugi8fzFaLbGu+RlPnnY7uCIspvc7FSDIrm0G7crirp86TyKEAUY1mchQbpzQYITh2G2D3bEH/JT41P7mUMZi6sN6M/MKfQukJHftNxryPwxFANzt3sqDy0tQ7mncTtp1KjP0vHb1x+SfUiND9tPJeeKbEs/TICItIg/fEbalRqDXgzix07FrXaKYkWwvROjkrWX1XScO0iWiWJKkxbZVyTkgM3D3nXCWpEACoWzVaOYsLEbwB/SWNhqRGN7cYqP5cOeNZ5MR0Ryn6wT4z4CJ6z58vMTbyRQ3tCZc+9E0A/Tud4XYeFiesFsydEU7OyazbxSGEMwbcSMP+CXQGvDyALEMEn9peO4vEpXLHtm7SpNFg0e4TdEz40IEvswYz4PP0gKjsJN6jcUQznNOVtu6G4Jy1qP6LBgIddjEyeDdBtOnBHDrovZ548iT7AAgjKeJtWU7QIxcmP7mXpSyZDr1lUfGjB/MXyhHHRK9sHRBitF7UN5hG9QtMShFNO1+39jnA7KXfequo5mjQbg24Wy4xfWfAhobZSsPj76qMGdtaZxlBS7cIilimzYb1xcbuJ5Bf7MpgjmK8Sj7I29ZLLP4or+avCpoUdNE0olFtEtBV3PsdcCtx9v/QqvM0k9AicJHtTiIYxXcTLLr5CRKFBotEvlWZvD4u1lZW2uCEJNiwtOGP+SDDABNmUy+9j2zjDdvjFS0yb6XQ2Kq0cv0hjVyMWJ0IWd5g9sWHds2NcgEUF7PYP5pejxqXKJL829jlGfqFoDNYA4SlvqJU6Jnyho0gCmDDgnbi5t8krRM94LBOtgr6d9B5WCBaAgaTjXBOMMOMKpp0w24g2fgX0+ii6fPB9LJGPJwHhQnBAJNNDx/SDeEDYFlQ1neTE+4xk5dZwXh3HmawfxkNN+jNnIbF+wKPv7X64y6iB7jNtp+8Vnu/DaaXSQHT1LREHrojLKLJaVHmHHSRkey78ubYNCXfbpPnyzCYRgVHkDo45f6hTk06KVha8G9v5Mb7boIoKp67BWzrLiH3NoJEby8zh3MwDaD/1ECGFvrF8XYhDr996J96AnnsYPTuov+iwYArv++tC2ttQbtjk2oYcLZZCZjxmf9xu83ztRef2plTXqLCsJZF21jhZCY6hL9XFpgZcH31j1Mlp1WwOuEmxKsP2M8tfSuAZrreqDyIEW2Gnzj4M4zuRnh8tvFx9ss/6mmQOuccmveq4XfAYd2HlqaQaT1CuiLwpg8I0utUoGaFsPOFZ5O5hQxRtiKTvdGmviarXF9VgtULXRY6gy3O7NMibm5mN3oPgCdNvBFutydwhAWRqq0DG324dQIv29oJSd2ZgJPTHfkFW52hBT9Z1HVnwL7XEGwnGNwNMFkGIE9eYQbaZvPb6xKvTBhvfpoCTrmnW4S4/OKOhLtJdQRV0K/6a1ES2QRLGgnoZPIjq6/kJml8XXGygIQQXxLpPlcPJBkFNnaZfolXfmXq/JJbXF0GWY1mETbZa7ww8h+qmz6RrMbsBFdOUqNZJBZEw/iFL0XdpZED3CXSrJX94/QFXnIqSpzS0iAX9k8DhEj2Yv1Bx1HSc4NpBMwJtDe6C0fn6BVOLK/ZLEbI/9gWdnzpifRaNMMGWXbg3NT5+kCzU5XHM9v7pSBhshrNIlU1ptw5LDjQ3touLub3Yy7r6t0+Bu46gkVxbBeaWzfT3632JD+dBm8GKjhnjM7DIyxSeODPLleHVajz6fagCwXEghslmy7zq6TqUtZiYdOLdXzJNiiimqM0tZ2s1IIkLF+jzI+icHiZ3KKQe7vB2xSKpQN8FHMhKDNwcSD8fqGMrgYdWvUG1QxekeWdC27I/NHUeWHBVs65ZJvxJ4bhbgJX8NYo7auO2ZAtJDrX+ZCsWsz1rehetw6NxBZTWhyTZR9kGWLURtnXbdjOre6NKqN6VNa0lQmNmJm8c3XGluQcqdFKJ278eDlXD1QsxKiVKREBHGKVjVBxy5s2587VYuuwhfXS8hrN0upftipYfH7k9jEFIKzXBC6z0XKJiklmjpKO4NPnJzoz0hrN4rZreslwC0sP2M4bFmwYP2ikM1khzm8xdhHSVdpcW+8tWN8JCLhrP0QYIYRDNJAXzpHYurTv+OfJIlrZXps36K+N/A4Ql2n9RaByjnLpCQQLJu8rdoc4J3XOFr2INjcvIWqDtEaz7K9It93izhHOScMSPnC2Jz/p5hkMLfhjrm6aX2iV7ELDBwy5kp28HiqPoXP4n7///vs/FzubQvGv5Z+vZ1MoFAqF4v83lKOpUCgUCoVCobgKjRcDKRQKhUKhUCgUbVCOpkKhUCgUCoXiKihHU6FQKBQKhUJxFZSjqVAoFAqFQqG4CsrRVCgUCoVCoVBcBeVoKhQKhUKhUCiugnI0FQqFQqFQKBRXQTmaCoVCoVAoFIqroBxNhUKhUCgUCsVVUI6mQqFQKBQKheIqKEdToVAoFAqFQnEVmjuaRw8mIXC2V2xNka0DQkjjf7m2sfa2OZ4QB2GpETG8JxPeUdLGowdTdJyg7ebKg1NxfXMVl88xL7eIP3/t82jYh6Vrt7nXqxLCIcX+D0v9KO2HrQPy5KF8dzG8p6byTH9LCJE/jxrCOSm3Y+tIZC47Rta+eGWClPpFwEXuX6FQKBSK0/jfZj8L4Qwt+AD8MYGd+86CG00wuHzbKPc2gvcROpU/iuE9aTjwH3VHWESj8k+3DsiPXoNznsndBFE0odfbaIimAwAhnBcd9maBUZe1+WuEyR11HGaCc7gbAjJ32fGMowdzbMN6tmCPHWh1/f9cOL5AOCf4aHBL8V8+/OdHLBr89iJsHZAxk7YhgQXAWtL+4uUunBMEbc75o4fgXav5IX0+1pr+pb8GiN475XbxFPo5nBMYb/wPLGjEKh1mEHaugqwPpi4CYsLbLDDqhnCIgeJVLdYvousLaXz/CoVCoVCcTwNHM4RDAmhRhIj/+OjBHFroL6/oZFa255TrxvB+2LC+Rg2czLyjgTVn0AX4xEYzp9vPOwfrzHHXX0uuJgbTAPbTDN5xgVEXXL9Th8v4ZEJ78qod5zcD5E32ZXLt4idixwbwK86VONHV12pF6nxlk4lwbsC+t5s7l2sL2vwG0XSAcGND/xI0eP4djN4jjCBxxIsToK0Dssn/ZDCN4IIgGGaTCe33I3UGuQkPViZmmGHxUGzVAJNlH2QZYjQFquSLnvuS969QKBQKxflUO5rMqfEBgAgiOMhHOLNo078EWeRpXYzKUvLtTxyNGN7TDPgmcaCOHszhAY+NHd8WEc20HTSGGK9MaC+AvYnStnQeFghgQiMHuZN7UkRzgEkUYcL+iqXO0PUJ5gT+Jxc6AHtMQB2uzMnrfdJhjwnsgqNLI50WdQqHAczVHv03wIcG8sIOzsnC5aPzg2kEzE143QWEMcStw5xPSb/eTRDdAUAIwM6inyKeH3N//hvuX6FQKBT/fyN3NI8ezO8H9O916DknizpI/pcg53S0Sl+25LAyob34+Q85g6u/UidESOpk5R27fApdkHrPUYhClrDwKP3uRDgnWX8N8Phbg/HLRhCVI5edhwWizx5MYkIXRRRPimjm20L7388clNLxwdWcUG3KHP6f4slM52GB6KF4VIjgTUfvFcAvAHcTzPYmNJk8FClNUhLnzIK7bNBofpIGAG+E/ScfEdZYxJx+xjnK3PG0b9m1GzuCZ96/QqFQKBQXQO5odkdYvMfwnmyxk7XWSk6HNbx4+wAAPd6REEYQqRNyPSpSwqw94s8zR4O8AfqrjX7T1Dmr8UwinYMpLV2IVybMXGQxi7gKa1KB82o0mcNV5UgKo7GyaHINmSMZwmHH83WN1hcP5phz4LJv8k7YcY/dvQ7jJnk2MYKfgP2tYbwuqbFlJQQ7/v63Tv3xshrhprDj02dz3GN3D+CJwFhLjuHT+efev0KhUCgUF6CmRjOrU+Nr9opOB03p9qFdPTISw/vOFiWR3eXrAaWcENFMHI1zFgPVkC42ubdgH2OgK4konhrRZFFf91WH8VKeWOSPL7Q+ddROZYDJ0oJdjDrfjDB79eEntY4Ai74DPf7w7giLd3BOYVaC0IZ4FWB3D/gvGkycELUtRjYl1EaEjwf4APrMocac1n4ae1bS8DmA+Z37/YXuX6FQKBSKc6hOnecMpAU3ihCsTGgFp0N/DRBF163di5P0+T1LHx89mEMC697+AytoT4hoChlgEomNfedh0Xg1t5/0/7OLKGoQoTolonn0YKaLVfz2Ec2LcYD75EB7N9JPOp916C8BwukAAzb56DdZ4CWKsvI1isV+OnqY/exBvwXwxUb/RYNzk9WtNqZm54Qm/Rfvd9C/PKL308jqNN+Stvsg7DqV52l7/wqFQqFQnEl16jxJ/TGn0yA0hRq8AtqLn9YOBjfXdTKDOYH1pucWwdD2afCeNGhzW7i45yyKjnajVec1C6LqDH2jrZzE0a/SYp3CteoimkkNYtr+JCIGIAbn3ErbdC1Xswfti4+PlZbV4XZHeHwmMOYagk8fsG5dtmCmhlyUta5GMYb33Yf+bYGbpQVAw2Rjw/zuIf7a8hbW4m2NeKr7L4D7AuibHvCzYURTRKv7VygUCoXifCpS59z2Nvc2gijC4ujBHGqYvQaIln2QzQGLsY2PoYOw6SKFowdz6IsXrUjQphGiqegbfmV4s3M1RlBjFx9jdLj0dPFvKSx1TSO/Jxr6rQMHExiSrw+/feBTucbzUvwTEc14vwNuNQweFlgU6nDptk8atF82gvcrROGOAQ5fZph0kW2oXkpHN+TciObvA3bPj5h0Aa/dlc+jtCBJbYqkUCgUinZUvBmIbm8TRRHcWwsaISDfgVkUYfHQQbhh0bLuCIslYDR9Y8zxAP9eh9a0tnLNrl35j9vv8uJkb6HRhi53jyGC7zP5m2mSN/KMd7A3tB9PNdT+iway0VKH1P9dTNXH2P8C+pLIMn2LTOHNR/ybk4RvjmnO4XddBeIpxAh++rCGIicyhEM0WLduJpsnvrFHSneESdXzKspl1cKnGhku7ajAiFcmjDfAf7PRL/TDYEonKJ2HxdUcwHBpAa8Boo0NvLh/+I1QCoVCofi/QKMaTWsZIZrSCFyWArTgJvWBdxNEG+q49Gv20qS1ZkbzDaNPfTNQCRr9TLmbIHqnTiRLesN9536e3j+tTY1QZIDR+wJJzDOcE5AxV8tZiihKNkAv7OmZT70zZ4v7jNYnChb3PBfTx9mG8zSSugAQIz4C6KJcGkEIu9eGkelcal6Hvbmws3MM4N+6WNzxG+dbsG4JyJh/JplsElJXSytYlFPZ/xU02LBd+tsCwojm0cPsp44gWqT1yMkGSbI9bQGgvx2J23/C/Q/GNjDUQEBlSFVvKhQKhaIt//P333//589drmbzc4VCoVAoFArF/xn+sKOpUCgUCoVCofj/hYoaTYVCoVAoFAqF4nSUo6lQKBQKhUKhuArK0VQoFAqFQqFQXAXlaCoUCoVCoVAoroJyNBUKhUKhUCgUV0E5mgqFQqFQKBSKq6AcTYVCoVAoFArFVVCOpkKhUCgUCoXiKihHU6FQKBQKhUJxFZSjqVAoFAqFQqG4Co0czXhlgjx5iEWfE8L+OQiLBx49mITA2bZo0dYRXquaEA4x4R1jeE8tr1fk6MFsef1wTkDmYXZ82ieCf/NSL6XnMFelHq6/n60juY7D+oQ7m+Q5Nr5HQkAK56wiXpmCe2p4D3MHjrQfBbImuLasr/+7COE0HEPZM2r+r9HzadviJu1oKYeNZYn+Gt5Twz5o2o4T9ELp+La6EDK9kJHoYOFvjh5MbqyIxn/lONk63HcyXRTCqRqPMv3USg7Dki4Tf1ZBqpcFx9Q823wf0X7It7dGT5fOH8N7atF2RpUshPMz7F5BTq6BaPzm/Ye29uUUW99UL1T3hWjMtLU3qY4UHFP3LPNyILIPdWND8v0V5eB/a39x9DB76cONRugUPncxQxQtANCbN556CN6533VHWCwPIGMHWjTBoEmL7gzY0DBbaVg8dOp/DyBefcB+fkTU7QDvARXArxG0DYHxxv3w3s63T0R3hMdb0ur6g2mEYGWCzB8RTUdYRCPxD7cOyEb0RYjgTYe+KVzvGMCHjdldxcXvJghed9B+PyKaDhCvzPT/mDKF9m2BESTPEaACNrTgV1zGWkaIppIvtw7I2JZ86YO8iM83Se7rboIomuTbjhDOmw57s8CoW2zroaKlABAj+OnD+rqo+d1/AwNMNjbMoQmv2BfFX04Fz4j112PT8XcBhO3goM/5RjgO45UJ7UUmiWJZ0l8D4VjNyRhCOOQDPb4Pjx7M7/J25jhBL+TkWagLBW1KPzeQjSiN3vezDfuXBWtdulM8itrUHWGxocbjMZpg8LBAABPa/CavK8Y9xEC1XkQHo282zKGDsK0sPbtsTIsJ5wQfVcdvA9j3OoIK2ReS02sW3ChCohHCOUEw5OVDTudhwen3AUbvAfCkwbmJMLmL4T1pOHyNYHQlvdgdYfbFhPaEevtTQiILIt4I/V2hv8N5wQ4CsJYuMA7Kdvla+uKzjv5QA/mdb1t+7NLx0IhjAH9t4fG9bUMENiV33jr7crpt4Z+D/hogijrZNb8Ds4ayMZhGeJwTmKsAi4cBJpFLHcfNAqNuolNm0GQnkIyn+C8feJ1dxU7UOprh0gJeg/LFuyNMHrI/B0MLeDvggMJQuzNg32v4WBkFBU0HaFlpMtaCASV0FPkHH8IhAbQowggA7jiD18KoDMY28D1A/FD/4OOViRlmWDwsEDU7fR7eSRsSWEB6n4elBX8N+MTiDrDgNlYCHYzeF6B9baG/jMTHdfPOMR0QNQOShzmKRbK+aadaS9Qqv6IyZqxJ+bOUFvf3hxAZBB4/kQ8OmZOVcE3lUUV+0pDn8NuH/mkmPK7zsED0UP78FFmyx4LnX+zDexvilpRpoxcAoPNZh/4SIJwOaP/fTeA+k0wXHvfY3eswSjI4wCSKMAFzwj4lzziG91R0oCUUJn8+4XvCB3kr/r/BeOiO8Mi3vylvBnc9Mfqr7JsY3g8b1lcXLql/nrnxkOo1ahd4BlMXASEwXwMsPsvblR+Tfv4+eP2S/F8SzOgwJ9/djjC5O+CwBnrf5NflWiqRhXI7ZY4znfjF8J5mwLfkGYdwmlz+QnS6I0yiG4B8wBsvMOpSu91v6LDJdGNervOIdaMPS6BH81h4lH21dWHBhrs3QcbFCXFBPgq2OpmAU13GkUxEyAGuwI5mFH2mgo/E39eQta1i0qExv4L20wHuiw+/OJmvmSQ2pcbRlETaWtGB9kWH9VOsoBspTYAqzh+iz11Yawtu65kNUOfs5h28Bm2VRPbqnIHcw0wc4q0D45eNIBeBLCvMFF6ZPz+KI0NMGcrakwihKHpZ53zKnSRBFKpJZLkVmTJO2iJTyO1g8oFLt1dMPhKYTJraRBZk8iyOBF7+OWQcfvuwhiIjEmP/C+gPq67a9D6qnaOTI5qVEfqyXpBO/roa9HsNwXaCAWvHYJpF1eK/fODLrLb//RdqUKxlgB4kDrSoLxobieaRpMHURZ+4CB9ayOU5Ec1Uvw8wSMd4DG8+g//mwz9ZhpNIkItw06v85dk2itF5WKDKjWhCIgsirGHFgVsX1u0jon9kYp3psgnLgMarmcBuD6A9+zCYw8T3e043towA5jknokknPfqXAIOHUTYh3jowf+zgr/3mslIgmYjMVrHcyW3Sfr61KxPa7/LnfBsTpzecG9i9Boh4mynNwLan2tHcBrDRh1t7U+wBiCKfSGb2xWhnB6N3GgNslMa4myAqOZMhnLEN1MxP5NA2SBLdjMzZMJoIUEGplmYvjfAxG1OhbTyQ2HUT4eIjQ/X9mzfsQkP27CKK5MZClC5tHIXKpbjorNBautXHyNg6MN4suFFhwPzo/RFn8WIc99gB8vSHlEwRFR3uXJSxxiieR4z9Lx29sei7Aw5rvUE0p06htkiztUUSoQ/nBAbazPDpJFv74cEoyV4I9wWSSXx+PGYTwxDOmu+XLG1bGtt3E0R3qC+LYY5a4gDUM8CE1wPHPXb3PRhVh5wc0aR2paTfjwF89NEH0L89IDhCLCfFCQOxAeiwnoHdpxlLOw6Aoydt12BKs0DVJR3JMxLYqKr+F0bWquW+KkggCUEg7cc16HO4txG83wCwYRBR1LsioncKxx601x0MYsLeLKD9ZUJ76QsnZ3VlN0AIh/VnecLHqJx8nBHR3Lqw1oD+pdCizQ79W8C/tYBNCNyJ9ENx8swmzc8WrDfQgMLDAgsA4VzWriRDWZ/9spYRJk2zrD9nMNYFm3lh6ms073uQzff4m7WWERYyR6Z7gz587I/AoO2MiikL0QAL5wZ2zxb0GiV2MomSaBM+FihV/bWtq6ljFi2AlQlzzzlqJzkfNIKEqtmuwOFOFGuTGVq10EuiaXyfshRXqUaT/32FHHItgTO2YclKBFrTZCJCqTNEYuqcqbwhyNFQJksRkOeLmhAJBxzWPux1hUJPlX2bUpB2XDp1fgqdh0dYLwZLmWafZ3XlwqNSueOjfdXHSOiKa8bT8f31zMnX8QD/VkOlm3piRDNezWDdlmtSw6WF/tAF3nboDXvwlyFGovMnE4atAzIGJ2fU6BfrBasQl3QkzoOkRhaQ9H9VbW715OmUiCaNHjLno5tE8bks0LXruLudrD54GSKaistj6mElUlWOZG2J3KkRzRDOeAfrWceu8PuPXzoev/jAbw0aPuAdRedPxjSVGf8L588MHRDmhDct5RI75Fn/NAqKJXyZIXoHvCcT+29ZG+L9aaEOEZWOJr2Q3LzzNxvOCcj4MkYjZ7SfXURRhPhYXpG9h43ZGJi91S0OaQ+fRpY60CJOiWgWnVNm/DoPCzzOCcicO6fM4cqlznV4T0ZeQefqFSXPiZt902LlBfe5D10yEERCT6NpNvo/IYjmtOR4gI9ebT+GcwM2LLh34tSrxs2Aa8sZWiKrLTyZ40GaFqR9W+92A/n7lKVSLk++lEFKZZqqSeRBr6jBLaQ8jzHibqe0oLHxYqCTGWCytPKLgI4eZi+AvZFrykwH6rA3HWDrsCjQ2do1dY7caHG2rg43NvRP8lgagJMjmofffbhTDcEbf/4QwS8bxhRwAVqe8MtFiIHkXpKoKGCQLGBBF/TMqFNQ3TQxfBDivV0vxqsP8eKm4x479KFVOBvtI5oh3J867GcfuZEmzfIUazkvRyeNsNWszxDqPeacL23oYyuny0XHy23FiRHN4x54ncHALOdoxn/ROtPenvorg2EfH3/FGMlsC4uK0jUozA7fTRAtHRDZhKkJXEAuqrFrxQk4DYR1MHp/pCvYOb2pN7QzdVQ6mp2bfuMTDaYB7F+iRT/N4G8+5+QkbemWyqsxmo4q0x4nkSiQ+2J95BUR1WgyBtMI7pzA2UaYVA38XOr8hovEsVlOZVShvJhGNHP2hwRWg5qoeGXSFOPDADG3yjVNZbUsMA43NO1DzzPCQpAPiFcmF1UtRCL/C1Pn4cYGbt2z2/vPRDQvAYs8gK/H4iNBVdGfrCwnIf5rBu0F+ahBd4SFsLa7yhCKMhY1kxa2CMiYa4imgDOkCyyrDHlp4tKdICrJffk+69ufUI6W197H1gHZaNzYbVjDf2JEczCd0GvkfmsAXyN00k1YOhh9Bcg8FF9j66ZRUS0ysE9Xi2dpSMi2gWmwG0fZia4v+XBffFhLmrEiP/VqvVSqF26w6jwXSBhg8j5AONX+etoAACAASURBVLdw+XBMO/iM1eibDX9djKIm0T5N4PyycQ+vui73WhFNtvg5XuV/O/upY/YOYM8+uzOg/5jB+yy6RgzvB4uKfpphceOCPHn0XpJSlypqascBkd0uB5VENZqUpG6Z7ixxGReTUp86XwtWklfQvxH8ssFMrS5FW7WK9TIkzpYOexNhceps7iKp8zxJnZBUISYcPcxefNA6RyZg2wD2sw37lyykD4gjUJL6L7bPqXigJwZOT6M1nYcF3DkBIUij03Wkzzpa0IH/RuuqsiFWWCjDBnyw0TGr3frov4Cjh483XRLxarKYJuOPRjSbGGaGtYwwwQH+vShSzTkBW1lqdkDrCrcOyFLL64U0FUgdi8NXVq/02YP53YPGZFdeQywumWhfo8m1lk0Y03HQZDLewLAAIt0pL/k4SY/yk+80ehfDe2KTU65PZW2vi2gmDlSlHdg6MH7p0N8ISPIZF51ySnXoNN1pbx5xeAtQdszzE2xa88c5IpKyg8ra2BrCOZv03wG4YzJJTJotOgrGA18vfPRgLm+wmA7yC2LOWhzzpyhsC9QdYbF0QIjDHCFmO25FY6MwKVi3jWgWJl5VJT0Mn9g1tZ4xvO9UXrK28KvOy2OCloI8Ivj0QaOihXUnuUyuaKsqSe24vBTjFLIa7EvusFztaN5psPAhrK0M5yb2Yy6fL1xFxhANoJZUbYlyFpxxtJZR/ayijgttByBElELeOkw4fZBfNtxXHT5f5zjewd5MMDoeQEQGgSNemdBEM2w+dS5clAVmWHawNwGKw3wwjRB8MqG9JFtbiO4tc5JnrwGiKVv8wKI/BmawZU5SEpm6dHT7D686T6/5nabkTp7sXJpSjZsEqWGWnbfuB5n8toHfkm3Pf5FGMBNHIYD+Q4OJy5ZRCNvE1zG/VYyDIg2igTWJ65OJ9zvgzQZ5K06+uXERaQietCxrkSA1iidy9GCOd9QJfAdKxvXolfea3QbYvc4w6R7Seu98LTXdWzP6Q45aOCd0JxE+1c6NmfivHXBbjOYBRUeJd9r5BTE+sSod9TRreKG65FYTL9HuMEnKmNBpQ5O0L4BqB1AY0Wxea9+UcM6cYnbvxQlcOCeFMREj+NmH+z4A0qhofqKTZHLb7PF6TQ6/feBCPlfNm4HodgP+X2XfdjB9xGGY7aYvW0WWbQkgGkBNYVEcUbS0KcdDOdKSOlAuLAD2+Mxd8e8mlYOO1rwKeDOytxJURITi/Q64LWx0fTdBFEX03/uIC3dTId69zqjivZsg+OJDE+78T98uIHQyAbbxsw5/KH6TSjgnNKUW8cYzTN/sY65imgqMZsB3wRsRtg7I0Ie+ofexeOiwN4rQLRdKTgBb6XrJ0P6/A86Ay+ToGMBf6+hJnRRag0QIdWz8F40bo34maw0iZWmr9jvgWbv4QgFaHiDeuD15/lhWO2TxfpevI2K7DtDFGR3c3IqOYivfu7RWT/85a/2WlmZkY+DjU5CN0yjTnbVvNuF1g+Bf1crT86ARqMT4ZQEFE4QwI/s+Qge0D+1fhvTNKNkbYDjdw79BrcEbl4KlhX6VLHRHWCz7sL5z57qblHQH1UPJc/hTLzGgckCdTHmELPgp0PxbB4TMgG8R1+4I0caGfm8jiPKfaxv5m22sJTsu+WBtQUttjg2DEPpsK0susvbufwHWsFkPhhu7pEPilZnf6/VFO++tfoDYzudbkrNL6afc28xq2/DbxcevCh2NpJTQ4M7Vwei9KG80k5g8u2tPdhPsMcnbBCEX8Lk4alPng7ENDEX7pjUs+E9nMvIGD4YWDOHecBz3NoK2Hn4hlae/BrlBHi65BS5RhMk2m11JaRmxLK5GtpaC9ZnSGs1i7aQsnVokgENsoLCQKdmrS0vTFUj7qJ9Ec4tv00hmoPzK8MIbLgbTKNtG4RjAX/vw130aLci1SzKzvMvXn9HoD402JHdLt8jKyhKKz5JnvzJhCAZQPt3SZD+yy8+E5XCpo5x8letn9cr6vob7rLXY3ki+J2Y7yivzy/Kc/kZYZjGA8QpouWJ+tlgmoSBLvU+6fLuuLpBLy9EW1NQ3ihe25Oob07SxJRgD9D74TbjJGJAu0LtERLOgB4U6qERR9vko5qIw9joYvbs4EG5zeq4fs5r7GPERQDEtzZxOv2IHAm3aYCcJWbblQpSioU2uxWRBlC0rjwe6X2iOuwmCV7Mg8xmiLX6spXjbIPpZVpcsjjizxUC1HHBYW9Ca9EGuFCjTZ6K1GNl4aPNCjXJksGQbBGOSX2BcXthcUbP8ycBiWueAyeqnL0cuS3JvN35zlrRGs1iqc4rPJeF//v777//U/UiaUq2Dc2L+6TCwQqE4hVM2jlcoFP+nKS0MUyjkNHI0FQqFQqFQKBSKttTUaCoUCoVCoVAoFKehHE2FQqFQKBQKxVVQjqZCoVAoFAqF4iooR1OhUCgUCoVCcRWUo6lQKBQKhUKhuArK0VQoFAqFQqFQXAXlaCoUCoVCoVAoroJyNBUKhUKhUCgUV0E5mgqFQqFQKBSKq6AcTYVCoVAoFArFVVCOpkKhUCgUCoXiKvxv3Q/COcHHpwCLhw6AEA4JoEUTDNh3xi8bwfsIHdkJtg7I2G7Wmvuac51IOCcw3i577XhlYoYZ65faX8N70mCtG/y0cTvyz6I1Rw/m0EJ/GWFy1+K4rQPyoydvIzuvL7yPEA75QG+zwKjLzjUGXP4eKs4fr0xoL37uM/3Vhf7TkPStlTu36Phanl1E00HWtqayLGlDQrwyof3U8/d59GB+B2bJZ0cP5vCAx9pnTOXr8LXls7z4Oc6keP8VNBrTBfTXIB2vpxyfk4UU2m/+lyCnC4r6IV6Z0H4/lo8vPOPccY3GaAiHGGgmlTrsZOw1oOl44fv12gjHjfiXzXUuh9VWHzahod6o7seC7pR+VkGim0VyUDf2BHJafA5SGQcdb8GQ9a1Mr20dkI0mPL6pnLeVxXZ2vMVYE+oKAS10ngg6RvtCG1NF3q+Tnde/2NiucTRDBG8WHiN2oeMeu/seDPbtYBohOnowCalWhk06feuA/GjT9OYMphGiqfx7OkBuhA+6Wtn6IC/lT2UPJ6/EBEqCCV0zBjBeP6DNw2YCjYIi6I6wWB5Axg7nrMoVV9Ewa8QCYMF+3cES9I/1VTRwBphEj3CICW+zwOhugmjpgDx5VGElTuY3TX4TnCxRJdHD6D3CiGtnqtAKdB4WiB4E52zqdN9NEEWTih8wapzxZJBH7x3EKxNmSdElRlLspJbpYPTNhjl0ELZQOM2N9r8P6ZjeOiDjXa1DVacTEqoVcjJeIiy6MbwnE/gmMOBDC75EB8Z/+cDrLH1mh98++sMF/aM7wiIaIZwTkB9VE9AmckLb2pY6Q0PH4J+j87CA+5tAm9/U6L1OTi+k1E2Ur0WNDQznBJVPZxvAvtcRNJwkpKTOJUDlJMKCu6ZMV5bojrDYeDCJQx3EhwUCmOlzSG3LuIcYqO7b7gizV7OV7aK2I4Jc+7KJ8k214ySmjR0vOOkip3nrgGwqboWnO8LjLcFspbUKWiUBgWQ8GHMtHxARynjRUdbofT/bsH9ZgkmZhccLTSCrHc1tAPtZQ5T8fTzAv9VSQQWQKsNK3gyQJtGD+7bRouZUzbYOv33on8TqUuactJsJUewxKc+GhgQW//e93Vhxdx4eYZEA4XTQyLnofNahv3C/v5vAfSb4WBksgrLH7l6HIVBmqWEuCHG8MptNJHIKD6X7po4r+z8TeGF0oSBL+ussNys8hXBJHYHF1SN5fJRF45SbD/LbRTQGsLagER32JkL0jpIjWhdl8oloDIkckRDuiw9rufjHnMyqMXniGeH9sKG/Bo2jdifDyzMvy2uCwzKCAcB/0UDubQRRhAVEjmiM4Cegf0tjQtj/0tEb5y81mEaZDhZiwxA+9yJ6w8jnv4Civighsin1Dne4sWF9jf68zDewgfqr7Bsq19ZXFy6ptyE5Bym1zzQDxjOYuggIgfkaYPG5omGFiGxex/jcfSX/r4+cU9v1AW/cPMJenXU54LDW0fsmu96l7LgPq2izIdC7z27D8wGDsQ18DxA/NJn8dKB90aFtQkzuqKQPpm6uL+P9DvoXQxLooc56fgIdw3u6UjSfUeloxvsd8GaXBoh8wEgE7B+OaALUmbSGC8E3Mfa/gP6w6hHL0jDFmVD1ADs5olmndEtGRtKOrgb9XkOwnWDA2jGYZjPc+C8f+DKrF/a1RR3DZxfBJ0iVaGlG2LgsgCkU0VeliCZyEyDhMVVsHRhvFtyocRxQIgtN0pKSKAuAcG7CO+qlPspFuJBXmLK0SRMHLpyzmW1x8rMuG7I/mRoFgEPRmW6YhopXM1iwETRtq2xcNZFT6QQ7hPPk4fCl2G8HHNZ9aO/8bw84rH3Y64LhKv7NI+yLMyKap5bQXJtC/54ysZemOt8EzhrQPN15CudENLcuzW68DzBIo3oxvPkM/psvKVNqwgCTyIVDXISb3lntz2gaOR9gsuyDLEOMGvf5AYe1VRhDjOMeO/ShVerfS9jxMyKaNSUUPimOevG4LgWMMMAkSq14YfIqx3+hwQ5rGaAHSSCsZbmNjEpHMz8LiOE9ubh5P7EmMDlLQWFk4fsJIpEAXQRxpIBSPRPKqOvw01JTjZAYtfapTzYb+uHBEITV3RdA3zRIPXCKLZzn6zikTk53hMU7vU51nQsdXKP36hhOruUbG/qnANXPWXgkHDbw06huI4qy0OLZS5wbOgkJcVgbueguYMGVpHg7DwtENw4In4LaOkwm5KM0Xpkw3or38A/VaIomKV8CRExxUnlqcJ6jh9mLD8CHux01v4eikW4x4RVHl5lx2B7gj7W8AXt2C5HJQjpw68Dct5FDAcWaL67uLTNGzUmMURX66/WT54ffPiDJOlWTGOuyfPNRncZydionRzRpNBPFqccxgI8++gD6twcER4htU9G5ITYAHdYzsPs0w+JhgEk0AI6evGF3E0RpbWVFwIONpcZylpyXEe930D8Z8t8XSvfy3x3g3/caZAP/QTsuKb0K5wQGWkxyWMBIaLO2LizISizyjnZmt0M4a75fLm8LahcDpWxdWGtbED1jVM549vCe+AUbhRlEMsO80mIgaeSAJw2HN62La8+lU+en0Hl4hPVilIxxvPqA/fyISDIA00kHb4iPHj74Gt5GSGptmELUX43qvi+lzh+x/wX4b5xBTJ9zlVKJ4T0Z2L0GcH9r+MAJA/5UCnIezgloUquuDokhmBkXjRjvrOYia0cPsxdcZJZ6Mnz7eb2ROEmtHa0QztBCfxlA/6HhIFmgcw3yUUsuPdm0njeFOhT+2pY4dtUGcr8yYXBObzE6Ik1p1pQ+nVajedpCnDr9L3d6m0ddijpYnq6+MCdGNOPVDNZtuX4uXFroD13gbYfesAdfFhlM5LC08JI+I/K7jYNTEfB48SV1+c0pZm9KHA/w17Yg8peR6r2rRacvnzpvTwejrxassYvwgfdVkhILWWlIllHj5a3O9l+Cxo5muNnBfrVwuJkUvFzm/Q6rHupNeoPyiOZJ7W9IQwPOwuBixAKWp7oGKpc6P8aIu528QLRaDHQqA0yWVn4RUOp8VDxDbjarvwbopMY9OtsppwuNaF1irbEQKZCHJB3dfCV+ONdg3bqIHjoI5/SzwTRCsDJBiH/VepW09IDDGkJQxE2jvxC15VRF2qSm+tow49c0iqR/qkrrZROGxR1A4zJUod7MCQi5TOpHRtn5seBCsIhItMMCzzGAf2vDvgW0acFgM7moSgveJBPBiohmWzoPi6weX3Ke3G+yT6UlIqdBy5uEY5Lp7JuGz5c/R+0CnEtyYkTz8LsPd6oheOPrK0MEv2wYU8AFaITrl4sQslr9JCoKGMROJw+j9wB4msE7Lk58VvyixcWZdiBE8FaTjWo4eavWK+fa8WLqXGDH2ywGOhW2voJfBJSWDlXYrSwLo8PedGgG7KXfonTsNJo5mkcPH3jE4qEH78lB+M5vGVN9c+I6T0lEE3++Hqw5TMDAK3K+zrIq5N4ppYLjv2bQipGlNL1cRr4di19yWmqdkJyQAs7QAuoWUJQclA4mUTm93XlYCBcu1G8nI1AAFfchmqDEqw/Y8KHXpMGzbbnK56aR2xAOIXQhxzUi7NKIZqGNTZ3vE5A+j1KN5nUdtTqqU6bM0LEJAxDnvh1MI0RjD+aQwLpShEMa0UxhpSL3NoJILkvh0oc+XmB0dGCu4vw5xzaspSRKcdxjBxt2IaIijmiiYdZIHpGUOUtXnZgdA/hrHXpteVM9/20RzcF0AiDM6YdwbgBfI3QQsk86GH1FvoSGZ+umUVEtMrB/0uDcRJjcdTB6Z9OEo6xlTaLT5cVodXa8pL9PXVXfmnPseLn8JFxqrMafm0AWSgIyqvqyPBGp60O6CMiAM4wwgcP8ieqxXVoU1Z2gbMbL/sq5NHA0Y3jffejfaAeP3jU4xMR+Q5Ui9YblN3f4ndTwIcv7d4t7R12pPqx25WKGtYwwgazOgxuQW8HKewCpEG4dkGVh5p8WDNNBfvgaYfKwQPTZg/ndg8at4JYVvIu2Yzlne5rBNII7JyAEVAlech8xgVKt3I7mhO1GBtMA+ycCJ5UZWmNqPevYSY/iHJOKGsYkAm6sTGhPELRNNCtusaJXFtHkvrOW8u134v0OQMUWUA0oP49/wT6aCaUtWQ5wiFuIVFNZ3L0G1bLLbxE0Fxh7wbNos/uFLKKZfUe3lKlU21sHBljqqjvBbG+CzB8RTXu5aK2Q4yFdDIK0ProH72mWW+HeboV/OSIpzzwxI31FByHdFUJ0jca1eZQ/GtEslLjU77ySLM6oGINbB8YvHfobAUk+43SRU3pGIZzxDvbmEYe3AGUnIq/T6QSFn1zKo9On7BqR258xze55MFk/ibb5ab7/MXX4IN1F5kw7ntqqG7iJYzqNEA3zdfLysSLuy9NLtpLFXFQWrGXDoETDfV0vOXmsdTTj1Qz+lxk3yJO9EAlIbT0jv6KbizZ0R1h8dUCICf3eh7+m3vusW7sDF6UuDcVfp02acFv3g2TQtqm9oooSrwEGAPbF9r0DmZGnNWYmrh/VzUW03tpsM1HzzP9E2iBRjs8WrLGDMDKwfzJgP7sIPn2kjmYxfRnOad1eM6e6Yt/Nc6N8VRHNwneiyUfVdlz/JBercS2O26OHj9wiAJouxzJqvCWVdIugM6PWVRHN/HdxyflLjxkjl7rqPCzSEo7aGsn9DrjVkNewHYzeqY4273X4a5/e5zfBHodNXgqwdWgGoMG+oxdn67DI/pXrplvQWM5b1+nWcPRgJnvEpgsruZ1Ljh7MIdujOJGxbYDd6wyT7gEO+yjvuLGJ0Jkbh1dD/QD7jbDIPrelGptU4jVA9DmAOUyirdnRcj0sJmzwi/Z2nK9/LFwhjWAmz8MFhgTO1XdyyE8SbOEiXwkNIuzF3Mw5VL6CMomYzfg6I0JAWN1YtAQMQmCuYvEJ2LYMGt/ZG3aOHz0EGx1YA3h2sXjooNNtJuLxfgc8axdfsBNubOBWvHE7vXcDWFY7GHTlXC93nPGWbHzawc2t6Ci28r1L62b0nzN40lTGObCUMGEbhkcR+/eIw5B+7tQ62zYMdg7hv9ZvzmnJmwFCAmhRhGg6wYRFiS3YCHIDh01yuA18B9PoAg48nRX/qVTy4befu4d0Ada/rryE1dFV1mrX0B1hIXoj1F8+/Ny4pJGBs5W45HrXgW5vdFN0MokBLPkFGnQcaT91BFEA/acGQhyJ8WR7oeb6PGBj/AO9TQAdPgAL7vsInWItGVjf3vcgroJl+mIMerzoJ9sANor3dSFY5MWq0LmVOhtApq9oytIeZ7rKeGNRZ0JavDHsNDmPVya7Lvcs2ctOCCEgTx4kVjQlWFroV9mf7giLZR/Wd+5cd5OSzus8LDjdf52FrzlY6QPdG5jPYhIQVue/eOiwTeFt7MZN7JCMEMFbXu/nONGOJyWCxh0A9NC7F90n3WLppksjjRjLxu2ZpH4YfVlE+iy/HqAVZUzGmyG34eSEt6bVII9oHj3MXvpwIw3BE6F1Bc8uolxCPyvqJyQpMM0eYLihtUVUkA84rAH7VsudYxGNsocPNFrkIN8Tsx3lkHx55pz+pnTvAH07D6Dl0qisyDbhLl8D0fuki1efP7ts1RcX3mdU1zcKajST85VenShL4+U3ciVjQB65vEREMz8To4uL6jn89gvywaXCk89u+ty2Mhbcq22ZlacoS9KaOo7sueqwxwC6Gqya7Y3C5ZkLsOrKSQT7aAJN0igVe9xJoJs2N3mZQ5t9Ts+lWEdlwa3dVYGT53sbAYDO0Krd3iics7Q4HBC27UyyUX8CTbVRh89IzpGO6wD2s5vWgx1++8Bbn07CkhMUjy+M38NvH3px79xURsr6QpTGtC6wILBE+oanfDqwfP062Wi2i0jz7Y3ayHkmS/prsmVXjPgIoIt85J45nX5Fe7Vpg36+6jaBKOkPa9nADgsyFGkU871T/u3yAMJtSF6NoO7xvrxm5Fw7no+qdnBz68MQLCrSWeaS2tR84KO61rV+L+rUXgjvAVwEXaIveP5wRPN//v777/9c8Hx/gDPf8a1QKC7PGaubFf8UsnS+QoqSc4WiNf+FjqZCoVAoFAqF4r+ByhpNhUKhUCgUCoXiVJSjqVAoFAqFQqG4CsrRVCgUCoVCoVBcBeVoKhQKhUKhUCiugnI0FQqFQqFQKBRXQTmaCoVCoVAoFIqroBxNhUKhUCgUCsVVUI6mQqFQKBQKheIqKEdToVAoFAqFQnEVlKOpUCgUCoVCobgKtY5mvDJB5mHyF7wnAnMV87+A90TgbMXHh/PCd1uHO18Dcr8P4RAHLY5GOCcgpO6fCe/Y4qTNrw6n9trF/mxyzqZ9QJ9N/f0TkCcPTVoRr8yW7S22ve390mdYdUy8MqX9+K+Q3zNlIH8P8s/kZHJYvs9qeTq3/+j5BePr6MGslGPR2DHhrSr6s4EM18lSkby8V42ninvh73Xr5Nt59GBK2t1Md7Ufw7Q9TXXeqc9PcrZS/0vOD+Ba+kt2DrkMc+1oM/ZFbJ1qWSm0VSqrTfq/SlcxvSS/Z4Xicvxv3Q86DwsEKxNk/ohoOsDoPQCeNDg3ESZ3MbwnDYevEYxuDKBTOn4wdREQAmcZYXJ3jVugbbDWAJ5dRNNB6RdW5bVDOOTjGg0DMMAkijCRfs/676bcb7RdBmzZoUT0jQU3mqDYA/n7p/fb2yww6rKPjh7M7xW3wdF5eESfzOB95o6vYuuA/OgheB+hgwEmGxvmkD8+k6H8MyrevwbyAuDZhv3Los+7cO+PD+V+/FfIr0QuE8I5gVwCYwQ/fVhfFy0vyvefDnsTIWLPK16ZmGGGhaC/ipzbf9gGsO91BAVZif/ygddZSVYzkrETw3uaAd8yeRvdAGSjpX0azgmCYbPnMxjbwLCF/JbQYW+Kx4ZwSCA9IlxawGtQca+Stk4jRNPy5/HKhPZTZ2NKetWy/ri3EbzfwB1a8AH4QwKLfaW/BmJ5OPn5Jcfz4/8Uiv1N+1rj9ZxQf5XvX38NMIPoXpkc547n7Ao7JnrvZPc0FujfmnEOALibIHg1oT159X3yWUd/qIH8bnBeybXcDQGZF44/ejDHNqxnC/bYyfelQnEFKh3NcE5gvCV/+SBv3Jdrkg3i5P/3tmDwDDCJXDhPHuL3EbDfAdDOaLINo+Bk5ZSA6IgxkTts9Aw135+DzJECgAMOax29b6LjZE6qQNHWILx/zsgAAO5tzBqdbQDjFZj9FWPUwFHBnQZr/YHgOKLGojvC7NWHtgwxmg5A+8CC9l6+TnL/4Zzg41NiHGJ4T3WTB8q/Rn7fjPy1Beivki+2LizYcPcmyNgvfFm4p9xEo+CocXQeZtCfEgMmb9O5/ccfrxGL3WeAxcMB7osPHz6dPCQIDfUBB+gwTnAK8+3P4xflv3j9oweTOWRg7bSWAXrwYYmOhQVXdKGtA+OXjWAcwCTJ+bL+SNtDLIn8nUry/Hl9kUwy85MO7fej0Mm8zPM7F0l/FyfaJf2V15+iyVz1BKWD0XuEkeTY0rPaOiCb3NmrAwXwSzJQdKo73REm0Q1APuCNZ8B3rTTB9vl+EPT/YBrAfprBO7LzMrnuM/1pfGro9CoUZ1Ab0Wxi0AGwmavsywEm73QANE5a5RQ9QN4A/dVGXxK1E0bqGt1DEtGUH38eMkcKwHGPHfrQqq4nmz0XFW2Fkj81olllqFE0MtI2DKA9+/jgHNPOwwJR8vU2gP2sZX/LrvaiccZeNnkoR5v+MfnlOTmiGcP7YUP/EmDwMEL0kLXV/LGDv/ab31+ODotMzuAdHyt/eW7/8cfTSCoQzg3sXgNEvHNTMtTJ5wF2X4yKrEA10khd6TqF63dHWESjQvQ3htcqohnCGdvQXwN0uh0solE5wsfG3kxq6NtPLPP3FWD3arAJB3N8So4bm0QIHN3Tn1/e0co7VVpZdwwJLGHfnhrR5CeowP4X0B92gL2gj65CIVCwdXJR+Hqy+5xELJvBHF8AzD4e8FgrFx2M3unx8cqE9gLYmyhzZh8WCGBCIweJXVUozqfS0RxMIwyQCGgxmpJBlfkEUcGZkjsqxUgMgzfITNEXB2j4m5Qimin3dinFAwC7fQzcyYzNgA7krQMiSBGdzXGP3X0PhvC7A/z7Xn0kscZRoVGJM9ooQZy6owYELRycwdCCP3YRPhQVGXWkrK8iN7OcuqLGPoSz5o2PPGL8j8ovz6kRza0Law3oXwrt2uzQvwX8WwvYhMCd4JqFiRrW1Lmwni3Y0FgafAEghCNp07n9J+TnDMbaghs1iZ9Q+fDXNshLC6dRSMFB2Tog453AsRERwCE+epsZpBG2UkQzc+z0E1t8CcKNDf8t67/gywzab1oGkUQzo+mgeflM4+fHHK2CY53PTgD1g3luoQAACqBJREFUE/xTI5q07IWW+TxmmaOmjmZpgp84xxbcZcNzcMRtMyHHHnrPNgzSVEYLcO3XXwM8/tZoZD0qT2g6DwtEn2ndrn7xQItC0SCiCTBBfCh+mjgC4to4QOyo5JRb6fP6tsjqlqS/H1rwx4IZtABrGV0+fXA8wF/bNDUmIZ3tXyX1dOnU+QncGbDvNXysjLyjwNLCQYvUVbz6gP38mKb+mvCPy+9JEc0Qznj3/9o7f57GmS2MP/dDIKUI2iYSRZpQ3MISNRYFqTafYKkSkMDtNmm2NZHAqdhPEKqkQKZGcrFFaCiQ3CBSRHK7/XuLGdtje8axk/hdXe3zk7ZYAs7EM/GcP885A+faxpv64/UcD+82Lk594MOChYc0LaYSO2rrOUYnfmYDse476FxVT9Nue/+0nI4R3gHzqxE+Fd2ldiNeB/CfRAajvRhhjADTjpOs5YzxPhFrXI3AHV+G8GQhh/OUy4T0hghDWeQhHZfCc2U9x/jGh48uLkJP/K0aVSpjHWB1Kgy7Rr5XT04h9VqIPr9OMZiIz2b9GqXjyDg+itNU5RlQZ/72QupUCoeni1k4wKfqXBqNZCHzsU4GxiCEkd4QYThE7Fi/qU7Oq8k120CJw1mYu9YB+pchDtHJZIMqI8cfR6GPL0OEkAVGGX12qoH2wkorm5DaVDI0C8TRkusZwrs6htESsxsfzmOxsGH14cP+YnjMTQboTGy4LxdYnZh1L9o0X/LA0FGmn9wTpe+vjKTMUKkQEcO1OQWauS/rCFHrIGtg1CgG2o4D9L+78DNFGCKtWGbcp5E0G+7LAfA6lRvNjsb4H1m/5VcuRDTXn8DtGAOMM4Zm9MtH95uH9qeIMB6fdEs3ouWjUvghDd7jyxCz+w5mr/3t1n2N+5d3cuzbMYQTcYFprsjK/tJWPynmPxz4cJCubAvDMMQgZ+ybtHZqqjC8022ysTMjuyGoxoRMTdq3NoCB1DeWae6ATJq31cfwHIgWSMaoRse1Gk3UkCps1HNGmP98g32meUmugyoRze3nbx/EaV/p1BzNEMrv/vFdKCrYPwN45314hmj6wfkY7rMP/9SCED/ERPh8t9H+Wj6CaBHg7UxId0bYPqK++vANEXkZ0TUYwcJZMmdX/Fxkt46UJrnmmQN3HQEtqjRJM5gNzXzqTUdhA9VpbFKixQPcMxdBr0L6VX3/JCK0xFT7HpqqQZO2UYdS2LCd5q1h5OdXN1R1kzAbqWIjVYl+jeXmq9zDluFBXbYGClHS8rlPioB+zGHdWQiuBnCvZwhL7nUhktYaIixk2YufcePYY5pcvyrbRDRzhgoAEWF7tjG+Q5oC7A1g/zRUUa/neHh34Jy9of3dw+FjB6OF2OzitLiRPd0/ncZPIIusOlMswyEKJso6gH+k6y4g36mCUSOMDCuXes1qi8XmL9K8GVp9eKEYs5+MVy3OK1bDl1E3E7MzrzP4pxewn3frqLH1/JUQ661TzMWYwhiy4VwXBQjtL7ai3TZ9F1dYPQE+AkTn/dzPfbhPUxyGWmGT/L61YR8BOHXRvZHdFqp8yOynQDABuo/1Dbn0Oa+un90CJMn9v04Nd0KaxGxoxqm3Alsu8vUc4xvAfRFe+DAUHmnnZYbwsp2KtfPvXxCZmzRSgPNN+U+lSGJzEc1NurYUkdKDKSLWG0pjzOyBi+KaCPOrUXbjSwTjSqop1uP8mMOSERFjuxvtGqiv0VTHKYTnssK2ikygosNQTD394fWbG/fGiDQ2bZgiwgfYSjRM1Yqm86n+fvdbgPZPERONoyPJ64oGNta8Je+/7/un5RjD0FBk1erDu1xiOskX2Yh2T91K7Z5S+QVQXOdZw6kK+UKU3LOokvQla6DWac1Ui94QXi/C/Dn749WHD0z87VPnGUrmr4RsZM/QXk6pjg4vxVy9aczZ+FrL+w46X4uOjpDaiJZo44UF79yDByBajOFeO3AmgN5ZjTD/4cP+7uHw0QFgidZsP+aIvqEWqYOqebG0IFTf2mx5b8E/DeD1sEWRkV7rXKflGSF12S51XhfloaE+BGLdCLAsafOTp2JEU3010fbsoapOo3nTode1mdnUwDdajOEc1dMmqv37Mhr4JIIZGw0B7J+7pYaqkDG+n5zqqdsKEUFzF8M9sM36rSiZqMryXqYO5X3Ia0WX9x1Y94dKe54A/tEMXg+YxxfJGL+yt+bdjlXNe2L14QMm6YFKqa63BOko2C9GocbmCOVrABdvcNfAcQvYGMXXIObRTdZr3Kd1tFOhUxnCGAYA+/YCn++pM7FVMZCBqvOXdXaApBgzT8bREZKVrkayol5XV7g4k85hH4B/IgsSX6cyq2NhlTgyOQdqHWB1OsawpTyb4+dmHY2m1Pk6j159/b9mrUeLEQaYpRX/sldmnKkwX2uKKYb6olQY5k/JauxWiEf+dho/gjJajNBR+nZpeQ1q9LEUD87sqQ7F/mIqB+cewkdgsI8TgNYr+Gd2eUui2sjUirZxuyhYsJ7tDRHAFVZPXRzG43qdYjCJCzUOcHhk+hsb7ZZod2M/jxs4ISk9VcP6uEAYhvJfgPbPiicjTQalp4KYWzDtYfR7WL/paSTKSR7rOUZVTzX5mOHhvTwCfHwZwH0fpCd9tPrw8r/fGyr3/9+pLnW/pvNkjvBHIiKsXf8uBvHffsxEo+lv9Xr+Le876BicQ/8jdk9FirXkKlJTfIHVSQejhcmtNSG+BwPMEF72cZCMQ6SguzfWDidulSEdijCEdxjAeXJg1TDSd5+/XZHa2OtZ7aivaMM0TjSzniwqM3cbsFOtZKuPYZlh9eTAUp9DuqyLNNRwGxjHHv3y4Z+1tdKD5YsLW2pLAU0honyGDCYiHW465ce/sdB5sZIxpGs+GYV2/uJARfjiAjez2qdAERJTOaKZTQU7mG1sZSJTc3ARhHlvTn9qQ7E3nWwPcqvGq+pHNAHITVZeOSOsrvJZlHf6fIN9OtixOj2XtgREKll7Mk72VJeYg/MLOJ2cRu56lvaj7GX1jO0vtr76/Homr532WwOwWaO3qY9l8vd2UoyR+wRJWlMYYj6MEaI9RDT//fWbzrF9GyAMRVFDtAaQbHwyYiM3DN/UI/bLAN7lphVn0Kruifr3T/6mSeOXl0SYUovKPYkWI4xLNu0s6Rw5j3p95MF/bdg3g0zqOMjITsT6dx7HmF/JyuPeASBlE4MnJG2jBOYIZ7QYwz/N9Z5MiPWOitY2f38KLd10Db/z0gv1Oy1biT3mtbmfmF8NkpPV8jHD3ecP2gp5LfkCJzV9vkUE++HdxVj53izvO7kWP220z5QDQOpUpm9q2J5rjA719zJGqZ3IcbIsEUzsNAIvI6N5qUMQygjxWsihopx8JnjO9totrPkYjV5enKJloQPxDKOak2zLf37//v3Pnx7E/w/1CgAIIYQQQv5maGgSQgghhJBGaFyjSQghhBBC/k5oaBJCCCGEkEagoUkIIYQQQhqBhiYhhBBCCGkEGpqEEEIIIaQRaGgSQgghhJBGoKFJCCGEEEIagYYmIYQQQghpBBqahBBCCCGkEWhoEkIIIYSQRqChSQghhBBCGoGGJiGEEEIIaQQamoQQQgghpBFoaBJCCCGEkEagoUkIIYQQQhrhf2Y/1ntnlv+iAAAAAElFTkSuQmCC
需要考点精华的可联系乐考无忧小乔老师(13245158168)
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