我在学习FT编程的过程中发现了一个问题,如下:
在“运算符和表达式”一节中,有如下内容“
列名称推荐用方括号括起来”。
在"FT编程>DateTable>常用方法>Compute”一节中,示例4的第四行代码:
计算每个客户的订购数量:
Dim dt As DataTable = DataTables("订单")
Dim
Total As
Integer
Dim
Customers As
List(Of
String)
Customers =
dt.GetValues("客户") '此处“客户”列名没有方括号,编译没有问题
For
Each Customer As String In Customers
Total = dt.Compute("Sum(数量)", "[客户] = '"
&
Customer
&
"'")
Output.Show(Customer
&
":"
&
Total)
Next
但是将第四行代码按照推荐的方法用方括号“[ ]”括起来,改为
customers = dt.GetValues("[客户]") '此处“客户”列名加入"[ ]"
则会出现编译不通过的情况,如下:
![图片点击可在新窗口打开查看](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFbCAIAAACCu8p0AAAgAElEQVR4nOydd3Qb153v5z9LJL0pTva98052X5Ldjb1xEsdxE2VLriqkGyXZSuJkN7uJDduxJcTZxHLiuiuxqBEkxapmq5MSJVGyBFGi2DtAEgRRBwM2kOgYdEqUlfP4/hjM4E7FgAQokLzf8zsSOJi5ZcpnfvPDvb9BGhyO6w5Hk9PZ7HS2ulxtbneb293udne43R0eTwfxIS5zuaLmdnd4PJ0eTyeOd+F4t9fb7fX2+Hw9fn9vIKCgLBgUskCgNxDo9vm6vd5uj6fD5Wp3OFpttlartWVysnliosliaRofJ6yR/BD5PDHRYrW22mxtdnuHy9Xh8XTieLfP1+33dwcChPWQHzoDgc5AoCMQaPf7W/3+Fr+/2e9v8vkafb4Gr/eq11vv8cg9nksu1wW7/ZzNVjsxUT06enJk5JjZ/IXJ9LnJdNhk+hzDDpvNh8zmgxh20GQ6gKIHjMYDRuNBwgyGKr2+Uqut0GrLhob2DQ4W9/cX9fUV9fUVDwyUqNWlGk2ZXl+BopUYtn94eP/ISNXoaNXISOXISNXoaOXoaOXoaMXISMXISPnISPnISBlppcPD+0grIa3YbC4eHgataHi4aHhYRpjZXAjY3uFhyvYQZjbvoT6TtpuykRHKdvHYzuFh0HZx2sjIzpQ0vk4x2s/XfXD/7CFt78hI4eiobGyMsKLx8ZLx8X0TE/smJkonJsomJ8smJ8ut1nKbrQKwSputirT9pB0g7aDdTthhwD632z+327+w279wOI6QdtThOOZwHHM6jzmdx53OE07nCafzpMt10uU65XKdcrmqXa5ql6vG5apxuU4T5nafdrvPuN1n3O5at/us230OsPNu93mP57zHU+fx1Hk8F0i7SLcvPZ4vcfwSaZcBk9PtCmD1lHm9nHaV366JswbA7NPTm1Znjna16Y7vNxzfbzixHz2xHzuxf/jk/tGT+0dP7rec3D9xosp6osp+osp+otJ5otJNWsm2v27aLCGsZNtfOZc4T1TaT1TaTlRNnqiaOFFlOVE1cqJq5ESV+Xil6Vil8Vil/lil/mil9mjlSEfLptWZ1hs3LtlsSJPT2exytbrd7S5Xh9vd6fF0eTzdON6D4z043kt+EGseD9PIcnq9XoXXq/D5lD5fn9/fFwj0BQL9gUB/MDgQCglYfzDYFwj0+f1Kv1/h8ylwvMft7na5upzOToej0+HotNsJ67DZCOu02zvs9g67vdPh6HQ6u1wuoiW9Xq/C51P4/cpAIGLBIGGKYLA3GOwNBrsDga5AoCMQ6AgE2vz+Vr+/ye9v9PkacPwqjl/B8ctO5wW7/bzVWjsxUTM2RgH6MAFogs4EoAE6HzAaD6LofqOxSq+v1OkqtNoytbpEpSrq75cplbK+vuKBgWK1ep9GU6rXlxmNFSZT1fBw1cgIQefKkREGmsuF0UzQ2WwuMpuLSDTL+NBMGYhms3mP2bzbbN5NYno3wwQQxkKzAKAj395pHMfBaK5eCOwNBqb3jo4yGF1ssRCMJjBdOjlZTmK6nAQ0ZdyYJhl9kMVoBqaPApimGC2A6RqS0RSmz7IxDTBaGNPxMvrKHBgtEtMgoHNWPjLS1jh0qERzqERzqER/qMRwuAQ9XIIdLhk+XDJ6uGT0cInlcPHEoSLroSL7oSL7IRlhmzZLZkht2iwp+tP7jCX2QzL7oSLroaKJQ0WWQ0Ujh4pHDxWbDxWbDhUbDxXrDxbpDhQNHSgaOlCkPlA03NKQk/lwBNCthMtMcNnj6fF4enFcieN9ON7n9fZ7vX1sI76Ny7zefp+v3+cb8PkG/H5VIDAYCAwGg4PB4GAopA6FhggLh9mmDoUGQ6HBYHAwEFAFAgN+f7/PFynW41G63YQpuEzp8RC19/l8/X5/v98/EAgMBIMqwkIhyiJ3AoLUgUAPgWm/n2B0s8/X6PVew/F6j+eKy3XR4ThvtdZaLNVjYydGRo5SHjSGHcawCKApRqPoARTdbzQeMBr3GwwEncs1mn1qdYlKJevrK1QoZEqlrL+/eHCwRKMp1etLjcYKk6lyeLhyeJiAcoTLw8MMNJfyoLmINJnZLBODZoLILDRHjEVnyvkViWY2oDlWuNM4jo/UXHcagTsW6EfvGR3dSzK6aHycYHQJAOiyyckyq7WcMBamq/gcarv9oN1+yG4/xOlKMzBN+tECrjTNmyYZXUu60gKYvsCDaZDRApi+I4y2T0+/+NBPTA2XlbLc/qLcgaLcwaJcdXGupjhXX7zDWLLDVLIDK9kxUrJ9pGT7eMl2S8n2iZL/IaxQ+h6DyODnQukfLMX/PV68fax4+3Dx9uHi7VjxdrR4u6F4u65o+1DRjsGi7SrZjn7Zjj7ZDkXhDvTapRcf+on1xo1LdjtCRDO6SD9XieP9Xu+A16vy+QZ9PrXPN8hvqniM2ETt96v9/qFgkDBNMKgNhSIWDmvDYd3UFGVawsJhbSikCYU0oVBkQ7+fKEcdq4Vqv3/Q71cHAoRFNqfuB8BdgbgNqEhMK4PBHjLuQUQ8mr3eBhy/huNXXK5LdnudzVZrsdSQgP4cRQ+ZTEw6k1GO/aQrvd9gqNDrK7TaMq22VK0uVqkK+/r2KhR7lUpZf3/R4GDx0FCJTldqMJSjaIXZXDE8TKC5bHg4YsIBDcprJtBMWuHwcCEPmiki78GwPRi2m4Fms3kXYQw0cwFaAM0MTPN+e6dBHAej+R4FBDENArpwbIywovHx4vHxEoulZGIigmmS0SCmK2Jhmgp6HOLBNM2bdjqPOp3CmD7FcKVJTIOMPhtnxGN2jJ4LpkUy2j49/fyD9xvqL3bv+qx312fKXZ/17/psYM8nqj2faPZ8otv7iWHvJ4bCT7DCT7DCT0b2fjy69+PRvR+Pk1a4ZSvI5Sidt2wdJ1ce2fsxtvdjbO/Hhr0fG/Z8rN3z8dDujwd2f9y/++O+gk8UBZ/0FHzSVfCJXl73/E9/GAF0J+E447jC2/YeknvKa9iXk7PPGKFzxNpzEQRBck43ggu9XrXh9Fok97TXOyjO1D6f2u8f8vuHAgFNIKAJBLTBoDYU0lEWDvMaxfFgUBsIaMkSNIHAEFEmaIEA2zTBoCYY1JCsZxhBajXB6FAowuhgkGB0m8/X4vM14niDx1Pvdl9yOOqsVgrQR8zmwyh6CEUPEVA2mw8ODx80mw9g2AGT6YDJtJ/wo43GKoOhQqcr1+nKNJp9anWxSrVXqdyjUOxVKPb29ckGB4uGhkp0un16fRmKlmNY+fBwOYlmyl/m8JoBLjPRjGGFGLYXw/ZyuswgmiljoJkENK+JRnNsu9MUThSj+TAdjXWMju4dHd1LMlo2Pl5ssRRTjJ6c3AcwmsJ0hdUaE9MEqQ/yYzrqTTudR5zOY6QJe9OMiMcZHkyfJzHN50p/Sdoswh1Xkslo+/R09k/u018617njr907/tq746/KHX/ty/ugP+8Ddd4HmvwPdPkf6Ao+QAs+QAs+MBdsGynYNlKwbRSwve+8u2mzxE9q02bJ3nfeJb4aLtg2nL/NnL8Nzd+G5m/T5W/T5m0byts2mLutL3ebMnebYvtferb/pWv7Xzq2/0X35dnsn9wXAXQXEZzFcSXe+kckt9pnLM3JKTP6Gk/nIFHlnWFD0OcbMp5ei+Se8fmGeM1YThWTc7rJ79f4/Rq//2w+uXBDbWswqA+F9OGwPjxctRFBkIK6qSkDYeGwIRyuK6CaUXCe4HgwqAtilRsQhrZ1BnQE9Anryo9+1RXUBYO6UEhnPruOrLtyOEJ/bThMMfr62Q0IgvyxK6QkQ9KEE93i9TZ7vddxvN7luuxw1FmtZy2WmvHxE8PDR83mwyh6kAI0RWcM208CmrAqo7Fcry/Xaks1mhK1WqZS7VUqd/f27lYo9vT17VWpitTqIq22RK8vNRrLMKzMbAbRvM9s3mc2lxDGFdCg6FxoNke4TBrB4hhoJgG9i247CeOMIJvNIuFbANjCZTST1LHiNkK/HAKMlo2Py8bHi0hG7yMZXQowWgDT7Nj0fpvtoM1GRTy4Me1wfEG60iCj2ZjmjHhQjObGNH/EI8poEZhOFKNjYto+Pb3yW+mdxTtrsh8//fzjtc8/fu75xy8+v/LyiyvrX8xseHFF40srWl9e0fnyiu6XV/S+vKLv5cf66Zb7ysZNmyUOUps2S3I3bex/6bH+lx7re+kx5UuP9b70WNdLj3W+9FjLS481vvhYwwuP1b+w4vILmReyM89mrzyTvbIme2V11sqOooKV30q33rhx2W5HunG8F8cVON7nbfsvJLeGBHTT6Zy1Z1Ct30+Zxu/XdOQxochUTrnRp/FFrDYX+XM78bn9fQRZe9qo8fubz+QgSP65QCAC2YIufSjUdnYDgiDrN25EkIK6cNhIWl0Bgmw81xYOE7A2hEKGUEgfCumDQZp15ROs11GG1a4jl7Sd3RCBu/nsOgTZ1hXSh0KtxELSQ9eGQhrz2bUIgmzcuAZB/osEdE8w2EVEOXy+Jq+3EcevulyXHY4LVIhjePgIhh02Gg+i6EGT6YDZfNBsPmA27zeb92PYfpNpP4VpwoPW68u02n0aTbFaLRsY2KNU7lIodvX27lYq96hUhWq1TKst1uv3GY2lJlMphpWazaV0NEdCGexYMx+aAdstiOZdoFFcBozGZQDc4tG8OAAdxbTAz578pN49MrJ7dHT36Oie0dE9lBNNxKMtluKJiWKS0aWTk6VWaymL0SCmOR1qKuIhjOnPSUwfZWEaZDQfps/wu9ICUekLDEaTmI7PleZh9Kxdafv0dOY3lrUX5p1c8+iptY/WrH30zNpHz6995Mv1j8jXP3x1/c8asn7WnP2z9uyfdWb/rDv7Z4rsnymzHqQsd8PLmzZLJujatFmSu+FlYgVF1oPdWQ92Zj3YnvVgc9aDDesfvLruwcvrHrq47uFzax4+veaR6jWPnHzu4RPPPty2Z8eKbyyLAlqB40qvt9/X/l9I7mk/WpqTU476m8/krDuD6vx+yrRMQysI7zivg/UVCXTStH7/2TxizY73EeT9Dr8uENAFAvqufATJrwuFDKGQIRw2dhcQHrSRsJHz65GdkT/DYSMFaBDNgYAuYKrcgKyrNRFlRi0Y1AWDegLWyIZKLNh2dgOy4WwbgfhQ1zYE2dYd1ofD+lBIRwY61KGuPyHIf3WF+kIhBQnoDr+/1edrJgDtdl+22y/YbGeJHwmHh49g2CGj8SCKHjCZDpjNB4aH9w8P0xhNGuFBRwA9OFioUu1WKnf29u7s7d2lVO4eGNg7OCjTaot0uhKjcZ/JtA/Doi4zGGLGsLjRLGi76LYTw9h0JqyAZ7lINIvC9J0mb3yYFgdoENMMP3oP4EcXWSwEo8FYB8HoUjqgY3rTTEwLBD1YjBb5+yHF6DM8jD4HhDvqBPxoLkYnyZUWAvQ30zpkeafWrKhe99iZdY+dXf/Y+fWPfpn1qDzrkatZDzdkP9z8/MPtzz/c9cLD3S88rHjhYeULDxGWuzFn02bJCCnG59yNOcrnH1I8/1D38w91Pv9Q+/MPNT//UEP2Q1fXPyRf//CX6x85t+6R2nWPnl77aPXaR08+91h74Y4V31wOANrr7fN6B3ztfwIc4ffzchi+MYPX5/KQbWfOrEPytuUh73cwwb2O7n1rfcbIQvTMOiSnAiUBjdWuRzZUmUPGUMhIAvpCOIxOTaFTUx3nNyI7zx/YGGnA+nPDUUYHAvpAINKY9lwEyT3n8+l8Pq3Pp/X7iX8j3wYC+s58BMk/HwQAHQ7rw8OVG5H154b14bAeCHQwAU0O52j1+5u83us4fs3tjoY4xsaODw9/gWHEQLoDhL88PLwfoHMV6UTvN5kqjcZyvb5UpyvRaosGB/cODOxWKgt6egp6e3cqlbsGBvYMDu7VaGQ6XbHBUGIy7cOwEgwrwTAQzTLSCjEsPjSbTLtNJgLBQmimjIFmDCNMDKCF0byY/Gg2pmM+UtAYTfjRBKOpQMfEBMXoEsCPJqycH9Nsb5o2YlrAm6YGeMSDaWq4dAxXOh5MCzA6Llc63nCHfXo681sZXWW7TuWsPp2z+kzO6vMbVl/YuPrLjauvbFx9bePqxo2rmzeubn9ldecrq7tfXaV4dZXy1SeUrzyufOXxTZslJlKbNktyN29iLFG+8rjilSe6X3mic9Oq9k2rmjesatyw6tqGVVc2rPpyw6q6DavO5aw6/fKqmpeeOPnSE537ClZ8KyMC6B4C0D7fgL/jT0guEWvW+P0tZ3LW5eWt31DbFgjoA4Hz+ci2zoCe8Ez9/tYzOUhehw49sw7JO+fv2IbknYuyG63ModFc6/O1nM5BkNxzfr8OPbMOyak0BQjC0gAdCjEAfWEngiDIX3qmSHZvrDKHDJTjTBDZ663dgayt0WtwPGper9brJf7V+tq3Ici6WpMuGNRjtesRZFtXyBAO67sLCOgzAD0U6vozgvypK9RPjuUAPejrOH7V7b7kcFywWs9OTFSPjh4fGfkcww6h6AGjcT+KVmFYldlcNTxcZTZXmc1VGFaFYVUmUxWG7TeZKlG03GAo1emKNRoZBeje3vze3p1K5c7+/t2Dg3s1mkKdrshgKDaZSkymYgwrxrCIywygOWKi0byLMhaUmVymA5rictT4/GjRaF5kTvTOkcjPpPFhGpjsQwCaYrQMZPTkZMnk5D4A0GVcrjQfphkjpg/SMR1ltMNBGB+m2SOmxbjSwj8eXqT/cjh7VzoRjLZPTz/+91/v3l9y5rXss69ln38t+8Jr2V++liV/Levqr9c3/Nvapn9f2/rva9v/fW33f6zt/o+1iv9YqyTsN2tyX/s5NS0l97Wfcy5R/GZN92/WdP9mTfu/rWn9tzVN/7am4ddrrv5qnfyX6y/+cn3dL7PO/TKr9hfrT/9ifVdl0cq//7r1xo3LDgfS4/EAgCbjyKi/5UzOutrOyg0bKk0BfaBzG5J/PhChalvtBmRDbWuEtnnnwA8s0/p82vZcBMmpNPp0Pl8E0KhfR5Rmql2PbKjCgoRfbOwiAR0ORwC9sweNxDeG929E1p8164NBvd+vIxCM40O66rXIy2U6t9rtVrvdapcr8sHtVns8Q7i+PAdBctsiPnUgoKN+OdxY8MFGMsRB96AJQBNjoglAUzHoBhyPjuKYmDg1Onp8ZOQwhh1E0SqjsQpFq0ymSrO50myuMpsrSTRHGE0BWq8v1mplg4N7BgZ2KZV5PT35PT0FCsXO/v5dKtUejWavViszGIpQtNhkKsKwIgyTmUwMNEeIbDIJoZlwmem2kzBhNJOA5qAzyWjO6EdcdF5UfjSdvPEyOjKHhWK0xSKzWIrofvQ+q5Uwvqi0eEzzetMOR+SXQxLTnK40gWnxrjTfj4fM2YaiGZ0oTDMAvfp/f7v3xMELv3/tgmTzRclm+Vubr7y9+drbmxt+/2rz719t/f2r7e++2r3lle4tryi3blRu3TiwdaNq60bVlg1sG2D9qdyyQbllQ/e7m7rf3dT+ziutb7/S/PYrDW+/cu2tV6+89ar8zVcvvPFq3euv1L31i55j+1f/729HAN1NAdrX/ick74wfLcvJKUf9tXnIulpTa+0GJL/zXH40wnsuH0GQ/AiLQS535CFITgXKjES3nMlBkLyz0SWRGHQEl2TwQU+EobsKiB8JoyGOjec7KEBvQNbXYgT0NTg+5PGo3e7rp15C/qdR5XAwzekcdDX/GUHWntIN4fgQjmsoRodCulBIH+7ehmysHI4CWhMOs2PQ3cFgZBSHz9dIAvpLh+O81XrGYjk5OnrUbP4cww4YjZUGAwXoCoDRlQSgMYz4sxxFS/X6Yp1OplbvUal2KhR5PT15PT35CkVBX99OlWr30NAerbZQry9C0SKTKUJnk6nQZGKgeY/JtMdk2msy8UYzONFMAlrACkymqIkAdAFoSxPQXJgWA2hwLmJkXMf4eOH4OIHpIsCPpgBNYZo9wIMP05zzDzm8aYfjcxajQUwLzBGvoWNa/AAPbkxzje6IPe1wDq60fXr6pXu/133u9LVP/njlz5Irf5Y0vP9Gw/tvNL//RusHr3f+9fXuv77e+9fXlR/9VvnRb1Uf/1b1yW/Vn/x2iLCP/5Nhatafqo//U/XRfyo//E/lh//Z+5ffdf/ld51/+V3rtt81//n1hj+/3vDn1+V/ekP+pzeufvxeV231S/d+jwZopc/Xbzy9JufM9ciPhGh5DvJ+Z+T3N2RDbWsgoAsEWgnfOdD5Pnv4Rl6HNsJotCIHWXsGJQds5NWyfy3MOdNCRKvJH/eigzGQgrpQiBizYRw5vx5BPugOG8JhQ1cBgmyoNAW0HXkIknvG4xl0uVTOpv9CkD9et/VZrRFr+AxBPjtltfbbrv8RQdacGFK5XINu96DHo8Zxjc9HDL6mBpDowmHd8Ll1yMaK4chIu0ES0MpQqDcY7A4GiTnf1GTCK273Rbv9vNV62mI5MTp6xGw+bDLtNxgqDIYKo7HSZKrAsAqS0RUmE8FoAtOVJlO50VhqMBTrdLKhoT0DAzsVityenrze3nyFIr+/f6dKtWtoaLdWu1evl6GoDEUjaDaZCilnmUQzQeE9JlN8aKaTVwjNwoymYiBzA/TiC3TExegopkdGdo+M7CUYPTpaODZGAJpgdDHBaBamywQxDZKaL5sHDdMOx2GHIyam+Ybi1Ygb4HGeFZVmM1o8pkX+chiT0fbp6U//7ReH8ncM1Bxp2/NZc+77zf/zx/b/+WPXjj925/5RmfdHZd57A3nvqXa+p975B82uP2h2bTUwbOcWAdPs3KLZKVUXSFUFfxjI/YMy9w/K3Pe6d7zXtf299v9+r/m/32ve8efW3Z/2V39xKG/7J7/+ufXGDTkB6F6vV+nzXT2dg+R1DBIe9Jk8JOdMsx+toMYa53cS00PAGSIa9MxakL+R0XXG8hxk7WnjkPH0WgbEc9uZg6PzOjSBgDYQaKlljGouqCPG1XVTo6A3VGJBXSCgactFkB2n3W6V03n1xEvIi8frJyeVk5PKiQnFxITi6qcI8unJycmTnzLqfrlUj6u9bX+O1tAVmb44fG4dsrF8ODxEDLMD9IeuYFcwSEz4bvL5rnu9V3H8sst1wW4/a7XWjI8fHx393Gw+ZDJVGgzlBkOF0VhhMpVjWLnZXI5hFRhWYTJVAICuwLAyFN1HAFqt3j0wUKBU5vb27ujpyVMo8vv7C1SqnUNDuzSaPXp9odFYiKIRNBOGoiCaQRaLQTMneYW4LMjofDIYzW2JcqIXHKZZ7Y/ZwV10RhO/GRYSjB4fjzJ6cpKKR/OFO3i9aauVPcCDG9MOxyGS0QKYZo+Y5ph2GBPTpCvNGZJOOKOFMa0IBtWTky/++L7yj//SLa/DmuTYtTrsWt3ItbrRa3Wj1+ssjecmms5NNJ2zNp2zNZ2zs63xrLDZGs9aG89ONJ6daDxruX52tOH86NXzI1fPY4Q1Xu6+fL78ow9e+PF9gxZLN47LHQ6ky+Pp8XoVXu+pXOSP7T6VHy3NyVm7AflzXh6CIO93ROBbm4cQvjBtrgp6Zi1jDovPNwTONoxlQz4fNfePoH9kFDM5sTASf4hMTglq/f4hr3fQ41G5XP0OR5/drpyc7J2Y6LVYei2WHsomJnoJs1qVdnufw9Hvcqk8nkEcV/t8Q8Ccb004rIkGN0KD4fAAMZOQdJ87A4E2v7/F77/u9Tbg+BUym13t5OSp8fFjo6OfY9hBFCUAXY6i5SZTGYYRVk5aBYYRgekKDCtF0X1GY7HBIBsa2qNSFSiVuT09uT09eQpFXl9fgUq1U63eqdXu0en2Go2FKBpFM4ruQdHdKMpA8y6TaReKinKZubCbHxPNdEDng2Y25ycC0Ist1sECtHAfGYEO2rgOauwd6UcTrnQJi9FiMF0pBtNEQg/AlRaJ6ZN8+fC4MM3HaG5Mx58Jb3audCeOo15v4W9/8buH7nvxB//w4g/+4aV7/2/Ofd/d8K/f23j/9zfd//1XfvTPr/74Xzb/5Ac/f+AHv3jg3l88cO9rhP0UsAfufe2Be3/xwL2/fCD6588fuPfnD9y7+YEfvPqTH7zy43/Z9KN/3nj/9zfc//2cf/3ey/d998V7/+8LP/iHF37wD7976L69v/2F0eNpczrlDofc4UA6PR5irorS5+vz+fp9PpXfP0iksCBTZ/AaO/2FuDnfKsYSqiJwWjY1tzsU0oZCmmBwKBAY8vvVOD7g8fS7XEq7XWGz9U5Odlss3RZL1/h41CyWLoul22LpnpjotdkUdrvS6ex3u/txXOX1DpKpmtShEGWDAJ2J4AY4wK6ZyDiK45fd7osu1zmb7fTk5ImxsSPDw4cw7ACKVuj1ZQZDqdFYZjKVmkxlGFaKYWUmU5nJVEZGPCowrNxkinjQer1Mo9mtUuX39e3o7d3e05OrUOT29xeoVAVDQ7u02t063R6jcS+KUmiO0BlFd6NolMgouhNFdwKAFotmkykfRfNRNN9kEsnofJMpnwFoAT8aAnoWmAamsYBj74qo8dHUEGmrlTAQ0JykZmCaYnRMTHMy+guA0ZwTW/jSlqaUKy3sR9unp+MyG+tPIbt5M6b1eL1yCtBtbnckHYfXGwlG+3z9fv+A30+RetDvV7FNRIKkAdGmIqtTBwLqYFDNTmkUDKqDQbXfr/J6+z2ePpdL4XD02u3dVmvXxARB5E6LpXN8vHN8vJP4bLF0TU5222y9Dkev06lwu/twvJ9Ip8eZzS4U+WGwNxjsAtIkNfl8132+ehyXezxfut11Tmet1Vo9MXFsdPTz4eGDGEZMPyGy0JWiKDHBpNRkKiVhHfGjzeZyDCtF0RKjsdhgKNRodg8O0gDd15evUuUPDe3UaHbpdHuMxj1GI8jlCJpJ20m3AhSND82iAZ1PmXhAw0AHP6A5+8vpR1PjOgrJieDguA7ClS6Jxei4vGkqf+khVlSaE9PswLRAdrrsoGsAACAASURBVGk+V/ocV/oOBqNnnwkvOTnw+OwqjkfN46GsnjK3m7AroLlcoMmdToLRSIvb3ebxRDLZ43iP19tLkprwqTmMnn1UyTAcp0wh2ohtifL7/f7+QGCAsGBwgPocCBCJRhVud4/T2W23d1mtHZOT7RMTbRZL2/h42/h46/h4K/mhzWJpm5josFo77fYup7Pb5aJSQoPJoPuCQSXJ5R5g2AaRs7/J52vw+a7iuBzHv/R4LrhcZx2OGqv15MTE0dHRQ8PD+02mSoOhVKcr0etLDIZ9RmOJybQPMIrRFWZzmclUiqIlBkORXl+o1e5Sq/P7+3coFNt7e3coFDv6+/NUqny1ukCr3aXX7zYYdhuN3Gg2GncajSCaaSaGy+IYnc82LkbDQMcsAM3uLw3QwCRD2tg71hBpMDAt0puuoALTAkEPu10Y0wIjpk+SrjTfj4ecMw8F0uDNf7gjbi6DfwozmgR0PT+grxCAdjqRJper2e1udbvb3e52j6cDx6m3n/QQJiJPfzfbPJ5uj6eLbp0s6/J4OoG3BEReFOD19vh8RGZ9mvl8Cp+vG8e7XK4Op7Pd4Wi32dqs1paJCcKaLZZm4u0qxAeLpZl4o4rd3uZwtLtckXe7+HxdxEtVgPeqUC4zlQCaQPM1r7fe65Xj+CWP54Lbfc7lqnU4qicnj1ssX4yMHDKbK1G0wmDYp9MV63TFen2J0ViMoiUmU8RQdJ/JVEqEpM3mMgzbh6IlRmORwVCo0dAArVTu6OvLGxjIHxoq0Gp36XS7jUYC0BxoJgHNRDMPoHnRTGd0vgCXhQE9P4y+49idG6Zj9looGE0OvKMNkQYBzRooLYxpGqPpmGYwOiam2REPgtEnZxXx4Ev8f6dGd8yO0SKd6Ho+QJNONNLgdDa6XE1ud7Pb3eJytXg8rR5Pm8fT7vF0eDwdON6B4x3EZ8K4XnPVzjaXqw2w1lgWWZO4SZD3iU6vl4Bpl8/X7fN1+3ydON7h8bS73W1OZ6vd3mK3N9tsTVZr0+QkYY0TE42Tk4Rdn5y8PjnZaLM12e3NTmeLy9XqdrfieBuOt3u9bT5fu8/X5ve3kVBu8fmafb5Gn+86iGav95LH86XHU+d2n3O7zzidNTbbiYmJI+Pjn4+M7DeZKozGMoOhRKcr0mqL9fpig4EYv1yMosUoWoKihENdimHlZnMphu0zmUqMxiKjca9Wu1utzh8Y2KFU7lAodiiVuf39uSoVAeidev0uo3GX0ciNZqOxgDA6mgnagoyOjWY6pmPQWQDQkNFz8KN5GU340UCgQwZMYymiMzopmLbbwfcAHLLbxUc8+Fzp0/zDpYmQdExGJzbxf6IYDW7CF+hgY5od6JA7ndQH5KrDcc3pvOZyNbhc1wlYu1xNLlezy9XscrWQ1hzLmlyuJqeTskaHg7Lr4s3ppGpvcbtbPZ5WHG/1eiOG46043uJ2E9U1Op3X7fbrdvt1m63BZmuw2a5ZrZRdtVqvWq3XbLZrdnuDw9HgdF53ua673dc9nus43uj1Xvd6G71eAsfXfb7rXm8D+WxST7zaCscveTwXPZ4Lbvd5t/us03nG6axxOE7ZbMcmJr4YGzs0PFxlMpUZjfuImYFarUynKzIYiPHLRaQRDvU+DCszm/dhWAmKFhuNMoNhL+BB71AodvT15Q4M5KpUeWp1vkazU6/fRUY2uNFMZ3R8IOayPBTNi0nn2QU6Ejh75Y4zN8l+dBTTVOo7RrIOMtARGX43OUlYFNDiMM0eh8cd9LDbKUYLY5pzjAfDleac0sKOSp8HMC2UUTr+pNICWf/nzmjmJvyMvhrTj3Y6I4CW2+1XHI56p7Pe6bzqdEZ47XQ2MMzhELBrgF2126NmsxFWz29X6H8SG15zOBqczgaXq4FAKmmNHs91j6fB7aYaRtVYTxhZZsSA3tW7XMS+uOrxRN9HSeJYjuNyj+eyx3PZ47lEngp1Hs85l+ucy1Xrcp0m6OxwHLdaj4yPHx4dPTg8XGkylRqNJXq9TKORabWFOl2hwVBoNEbmmKCozGgkZmyXYFgphpViWLHJFAG0VrtraCh/YCBXqdxOus95KlX+0FC+VrvTYNiNoruoQDMnmo3GfKORyVmjMY+1MAaXQTOZRGGa34+GTvQc/eho96l3ZXEFOopITBcDmN7HNh5SC2CaOdKDZDQT0yIiHtGB0nRG8+UsraUzmo3puTM62SHp6CYAoOtFAppiNBWDvmS3X7bbL9vtxKgOOfXB4bhCN7ndHtMu22yUXbLZLlmtlH0pwojVLhElEM1wua6QbL1KmctVT5nTecXppPojdzguk3bJ4bjsdF6izOW65HJdcrsveTyRf8nDfJH0lC+Qp8U54n7ucp0hziSns9rhOGm3n7DZjk1OfjE+fnB0tArDKshZJ4UaDZHkaK9eT4xfLjQaC41GmdFIeNOEE70Pw4pNpiKjUWY07tXpdg0NFahUuX19O/r6cvv780j3uUCnA0McO1GUG82UAWgGLT40A4yevRM9P4M67jhzk89osLNgoIPtR4OAFsY025vmnnnIdqVZjGZg+nMA0wxX+vhso9J8jJ4dpucz3EHbCnCi68UM6qD/Toh8abN9abMZg8GRUGg4FBoOh4fD4WHic5xmDgZnZxjn8lDIHAqZifaEw8Ph8MjU1MjU1Eg4DNowl5n5bGqKbRhgJroRKUGIbNTE7HN9KKQLBrWBgIaYMuP1qjyeAbe73+3uI4x4TS2O9wM24PWqABvwevtxvN/j6XO7FU5nr8MRGQjoclHvuqVed8seHiN+bIyCeJP6PJvPR7y7PYnm9y8wm1t/+/x+yvoDAcKiw5yolyDHtFBIRQz5p5ua39hvc9bQTUs3xpvq9FNTeuoFSVNTBirVO2AoaYyrD7wwzTduMGyYbiM8NhrTbt5k2FjC7cYNykbpn0dv3BidmmKbKRyOhDgu2myGYLD41KmsrVuztm7NkkpTy4hWUbZly/otW9a/+y5l63hsPcO2bMmijFEmZWKasWXL+nffXffOO2vffvu5t9569s03n5FInn7jjadef/2p119/6o03npJInnrzzafffPPpN9985s03n3nzzWffeuu5t95a8/bba99+e+3bb695++01b7215q23nnvzzWclkmffeOOZ119/5vXXn5VInnvzzbVvv732979f9+67RDuzpVJo0KAtNdtXXW0Kh+VOJ3LRbh8OhbK2bp2BgoKCgkoBZUulo1NTV1wu5ILdPhwOQ0BDQUFBpYhYgJZK73SToKCgoKBmZmiAttkgoKGgoKBSRxFAu90RQGdDQENBQUGlhgBA2+0Q0FBQUFCpoyigL0JAQ0FBQaWSIKChoKCgUlQQ0FBQUFApKghoKCgoqBQV/JEQCgoKKkUFAQ0FBQWVosqWSkdv3Kj3eJALDgcENBQUFFTqKAroiw4HnEkIBQUFlTqCgIaCgoJKURGAvhIFNMxmBwUFBZUaYsagIaChoKCgUkSsEAcENBQUFFRqKFsqHbtx4yoENBQUFFSqKQroL51OCGgoKCio1BEL0HAUBxQUFFRqKAroSw7HyNQUBDQUFBRUiigCaBxHLrlcI1NTcCYhFBQUVIqIAPQ1HEcuu90Q0FBQUFCpoyig5W736I0bENBQUFBQKaJsqXTs5s1rXi8ENBQUFFRqKVsqHb95swECGgoKCirVlCWVjhGArvd4IKChoKCgUkdZW7eO37jRgOMQ0FBQUFCppQigPR4IaCgoKKjUUtaWLVFAj80voJ1OZ3dXV011tayw8KMPP5Ru3SrduvWjDz+UFRbWVFd3d3U5nc55awwUFBRUqmn9u++OTU1dc7uRazg+dvPm/MwkRFH0dE3NZ59+evTo0ZaWFpPJ5MXx27dv375924vjJpOppaXl6NGjn3366emaGhRF56FJUFBQUKmmde+8MzY1dc3pRBpwfPzGjWQD2u1219XVyWSy5uZmj9vtRo2TjY3mU9WGsnJtXsHAx58O7d6DHj0y3tTiQlGPy9Xc3CyTyerq6txud1IbBjVXySWZMuxONwIKalFp7dtvj4XDV+12pAHHx27cSGo2O6PBUFZWdrW+3ufxWNvax8+ddRw6PCaVjv/615aNr4xvyBl9+WXs5Zf1ORtUGzb0/OY3miNHxnq67ZOTV+vry8rKjAZDfPVhsswIMzBZpkROZwgmy0SikkgkCE3UipFNCQlASC5BJPIZOaMYBIluDLaLYynYXvAP2tI4+81bDtHayCemwOqiK87MyCUIuyUc2/P3HAoKKh499+abo6FQvc1GetBJA7RarS4uKtJoNJ7BwdGa056jRyfeeMO2YcPkyy9Pvvjy2Isvjr74ovnFF7GsF4zZ2fqsddp165RZWe3PPz9YWOjo69doNMVFRWq1WnyNAJFIJGKyTDpjeFgpl1BLxQEa5BhfYziLBLFJK30OgBZVDvkns+X01eSSTIkkkxvAxGo8PY+5Q6CgoGLqWYlkNBi8MjGBXE8moI0GQ3FR0fj4uOXy5cmTp6zbPrBu2DD58suWl14ae/HFkRdeMD//PJaVZVi/XrdunWbNGvWaNapnn+175hnlk0+2PfusfM1a89mz4+PjxUVFov1oEBEAEmnAxWQSwFMGSEmsAniHEpksk4tPkdViIlQEoKnauJkomtLxlSPkQYu5N0APGgoqaXrm9ddHAwG5xYJc93otN28mA9But7usrEyj0VguX548fNgiedOW89LY2rWmVavMzz1nfv55bP16dN163dq1mmefUz/7rOqZZ/qffbpn5crOBx5sf+SR9ieeaFq16vKTT5lrazUaTVlZmah4NJ2aDE8w8g0j5EEShemBctA0upRaJhyDjQloJgxn60EnqhzgcQNj3ptA/EIPGgoqaXrmd78bDQTk4+NIo8+XJEDX1dVdra/3DA5iMtnEW29ZXnoJe2q18403bl68OPnGG0OPZxrWrtU++yyBZuVTTymefLLjoYeUL71kOXxY9atfX/vhv15/9NH6FZkXVj/pVCqv1tfX1dXFqlMuQRAkUyYH0cIERpQ7mTIM4Cs97IHJMiXyiEvNBWhqrUwZxu1NUsEVHlF8zyRW4QsqiMOriHIiyzNlGF+zJPLIN7HrjNODlkugaw0FJVbPvP76aDBYPzGBNOG4JQnD7FAUlclkPo9HX14+8eGHY8+/iD39tO03v5mx22dmZmacTvNrrykeeohAc++qVT2rV7X99Ke969cPt7SMeD1jg4Pdr7z65X33XfrZzy48/PCVTa/4PB6ZTCY89g6TZWZKJJl0P5jJGrkkwh8CzSzQgM5j5Oe/zEzAb6ZDnAv/fHTji0EnzO0UUw7T4Wf/LZFHliXSg4aAhoISr2clkrFQ6JrVijQnB9Cna2qamppsil7sL38dfeEF7Omnx37+8xmXK7qG3WH41a+6fvKT3tWrO1eubP3Jj3qysofb2kwTE1qdTmMyoUpFw7p1Z//lX2rv/9G5nz1kPH6iubn5dE2NQKVymQxj/yZG54JcIpFIAEDThckyJXJMlpkpk9PC16RPiTGWcvrnPIESRluI6kEIco0GERudEF2OXJIpw3j9ejFRG7KcuDxoKCgo8XruzTct4XCj3Y60eL0TN28mdiah0+n87NNP3U6n6dQp7D/+A1u3Rv/EEyM//8VMMAiuNu1waH/1q8b77mu8/4edWVlYe7tpclKn0w0ODFgdjnA4fD4r6+T3vnfyhz+suf9H9T9/1eNyffbppzHmGTI9WA6XTh4FtExCx5OMWpsWm0YkcsIFjC6VS4jYxhwBzWgjA41xjjEWUw79G0yWKZHImHWQ63BBGOIXCirpWvv225apqRaXKymA7u7qOnr0qAs1qd55x/Dcc/pnn9Y880z/ww9jr78+4/PNzMz87W9/u3HjRvhvf/OPW/pyclqfegprbzeOj+u0WpVKZXU4wsHg0aeeqsrIOPq1r33xta8d+trXah74qUOtPnbsWHdXl1DdrBBD9FfD6AgzXg9azgY0LY5BxpypXxsTDmgRHjTv6BEx5RA3Fhn4+yHHUwaPJ01VQI7+jj4EAJF8njZDtkNBidS6d9+dvHGjDceR1iQAuqa6uqWlZfxao+rVzdqnnx568smBJ5/sW7Wq/Yc/0vz7v99wu7+amQkEAl4cd/r9tqEhfWOjxmRSqVSK3l6L1RoKBL5YubIyI+NYevrn6emH09MPp6cf/853NAcPtra21lRXC9XNE3Um5qsQjIiOR2OSBIAxNceFDha5BIx+iAE0XySABk1EIpNlUsij1caCHX+UW0w5kZ9RMVrPMFkm2M1YHnR0R9IbEgU+q4EQ0FBQ4pW1ZYv15s0Orxdp83onEw1oWWGhyWTSHTjYn5U1uGr1wKonFE880bNyZXfm44333df361/jViseDtus1pGREdRs1qBof39/T0/POEHnJ5+sysg4npZ2JD39i/T0L9LTP09PP3rPPS3vvGMymWSFhUJ1c+MrghrS/WN50HRmE38RIQwu2nP+UsaPfW7Rho8A0z9ietC8cQ8x5UQnPnIObqF7zvweNLAJDIBAQSVaWVu3WqenO/1+pN3nm5yeTiygP/rwQy+OKz/7tO/ppwg096xc0bFiRdujj7ZkZl75p++1ZWePKJXmsTG9Xq8ZGhro7+/t7R23WIKBwLFnniHoTNix9PRj6elH0tOP/N3f1T37nBfHP/rwwwQ2FQoKCirVlC2V2qanuwMBpMPnsyYa0NKtW2/fvt30y18qHn+8Z+XKjscea3vkkZZHH2169NH6f/qnC8uXn0pLa8rK0ur1ao2G8J3bOzpwHP/yN7+pzMg4lZZ2krTj5L/H09NP/vjHt2/fliYzbQgUFBTUHRcB6J7kAfrWrVutEknHihVtjzzS8vDDTY88cv2nP710zz1nly+vTkv78h//cfD06X6Npq+vr6enp729vbWtrbmjQ3nx4qX77z+elladlladllYDWnr6yQcf/OqrryCgoaCgFreypVL79LQiGES6/P6EA/qjDz90u9zdH33cvGJF08MPNz36SP0Pf1i3fHnt8uXVaWkXvvOdwYsX+wwGpVLZ093d3tPT3tXV2tzc2Nh4vbNzoL7+8r/+a3VaWu3y5WeXLz9PWl1Gxvl163CPB4Y4oKCgFrcIQCuDQaTb77clGtCywkKDEVVXVTWsWHH90Uev/OhHZ5cvr0lLO56Wdv4731FduKDU65V9fd3d3eOTk16P50pt7fW2tuamppaWli6VStfaWn/vvbXLl19cvvzi8uWXli+/tGzZ5b/7u+atW1EUjfEjIRQUFNQCV7ZU6iAA3eP326anEzuTsKa6uqmpydxw7UrmyvoHHiDofDItrfbb31adPavU6xVKZVdX1/jkpM/rPbJixdHvf7/+TG1LT09Pd3d/fz86Pj6u6Ln+z/98admyq8uWXVu2rGHZsjN/9zXd0SMtLS0xhtlBQUFBLXARgO4LBpHeQMCeaEB3d3V9ceSLSYP+y5Urz37zm9VpacfT0k7fc4/qzBmlXq9QKLq6usYmJ31eLzGi7mRa2pn77mu+eHHAaDTq9WNjY/jUDVytbvnOPzbddVfzXXe13HXX6e9+z6nTHDt2NMZEFSgoKKgFrmyp1HHrVn8ohCgIQCf0lzdiqrd1YuLi2rXV3/rW8bS0L9LTa773PUVjY8/gYGdn5/jEhA/HD69eXZmRcZL8PbDu/vv7W1osLpfb7Z7+f//Pi+ON993Xcddd3cuXdXzta8qCfI/b/d+ffQZfKQsFBbW4lS2VOm/dGiAA7Ug0oGdmZk7X1DQ3N+sOHDj5ne8cycj4PD19f3r6qUceabp8edRm8+H4wSeeqMjIIEbR1aSlnV2+vG758ss/+MHIwMDtmZmA13tt/frry5b1p6UNpKef+cY3xlqamltiJEuCgoKCWgQiAK0KhRBlMJgMQFPpRi+sWXP87//+QHp6VUZGeUbG0YceGrx69cDKzLKMjCPp6cfT0k6lpZ1JS6tbvvzSsmVXli1re+ABy7lzzc8/33TXXer0dE1GRt8937qwfr2YdKNQUFBQi0DZUqnr1q3BcBjpTw6gZ8iE/Q6F4tg//8vn99xTkZFRlpFRlpFRnJFRlpFxOD39i/R0Ysjz2eXLLy5fXr9s2fVly1ruuuv6smWdd92lycgw3H23+pvfPPXd77r7+69dvSoiYT8UFBTUghcBaHU4jAwEg87kAJp65RVaXX38u989cM89JRkZZRkZFRkZVQCga0j3uWHZspa77upKS+tbvlyTkWG8+27NPfdU/5//M3L2nFarFfvKKygoKKgFrmyp1H3r1lA4jAwGg65btxKesJ8Q9dJYU3X1F//0Twe//e2Su+8uAwB9Mi2tFnCf25ct683IGMzI0N99t+qee2q+//2R8+fjfGksFBQU1MJWtlTq/uor7dQUog6F3EkD9MzMjFqtLi4q0mg0DoWi7tnnqv7X/zr4jW9UZmQcoAP62rJlzXfd1bM8feDuu/u+8Y3zX//6xaxst0ql0WiKi4rUanWSmgcFBQWVasqWSj23bummphBNKOS+dSuxMwkZMhoMZWVlV+vrfR7PaEtLx7a/fPG97x/45jePf/3r1RkZtWlpl9LSrqalNd1994Wvfe3kN75Rv3mz+ew5n8dztb6+rKwM+s5QUFBLStlSqeerr/RTU4guHPYkGdAzMzNut7uurk4mkzU2NrqdTieKDl++3L9795XXflmd+djxH91/ISu79b33DEePODQat8vV3NQkk8nq6upg3BkKCmqpKVsqxb/6yjg1hehCoXkANCEURU/X1Hz26adHjx5taWkxmUxeHL99+/bt27e9OG4ymVpaWo4ePfrZp5+erqmBI+qgoKCWprKlUu9XX6FTU4ghHMbnC9CEnE5nd1dXTXW1rLDwow8/lG7dKt269aMPP5QVFtZUV3d3dcG5glBQUEtZBKBNU1OIMRzGv/pqPgENBQUFBSUgAtDY1BSChsNeCGgoKCiolFG2VOr76ivzjRsINjXlg4CGgoKCShllS6X+r74auXEDMUNAQ0FBQaWSsqVS/+3bozdvIiM3bvghoKGgoKBSRtlSaeD27fGbN5GxGzf8X32VvJmEUDEklyCZMuxOtwIQJstEEASRyO90Q5ItTJaZuF0vlyC8InalXMLaqZgsk90A+kK5JFOGySUIQjWVqyaqXLkEkcjJQ0gTVSYmy1z8x3ahiwC05eZNZOzmzcCiAnT0/L0jpyF1bYitfXaApl2C8W/PvzkmyySbTr/Mk34XYVAl+UcvoYCml8tXLONgiwV05BO4SwgSg39nyjDGYgaKI6uIBrRcsiTu0ympbKk0ePv2xPQ0Yrl5M3D7djKy2d0JgV5KXJ4CwKVENCKO634WgJZLaLzEZJkxLiR67wQ3B5pD24rD/0uwEnkI7mgtMU88bm9bIqd/QRwGuSRThkXvXdF7p0ROq4oD0Ez8xwFoTJaJIJkSyXwcESgOEYCenJ5GJm7eDC4aQAv4LrG3XCiA5kJlDHyCvYuxOR+gWS5bwrXIAc11nIU8aBDWjJXACsjPbEDTnkgk8vg96Hk6IlAcypZKQ7dvW6enkcnFBGgO+tCfY8mrBDh56Y5LZNXoEiDylymTRzYjTne+R3/gUpRLkEyZjL0m3YeitY+2DPRuI33jBjrYMfAKZfVOcHNg1UgkEywruh1994nraaZMJhHoKScOOLrPe3Q4S2PEu+i7gvWEwOwTZ6e4AiNcMV+aokeT1kMRIY4oTqnlbAdcImcDGkA19R0E9EIRAWjb9DRinZ4OLR5AU2cvcF7ReSmR86KAxhqMsRz4nYaoglib6xymVwiuGd2eBoboXYFdL8BOamsOwpLrcwCa3krhzVkeNJN7xHIJ+Ve0KzF7Sjw1C/SUTjnGwYhuwQjQCJfGfmxgxNijjaffO/g7FTNyHY0a830vSHHmrxhcwWWy+ZGmYXIMY6yGyTIzZXIMAxsEAb1wlC2Vhm/fti9CQM/MzDAHIoBsAy485s81bP8MvHBACvB9nmEtYrCDVRKjdZwXLKO1vITl86BZvRPYnCfEwf1gQkPp3HvKh4NY3RdVGg3cTEAzy+T8QmT4LBqg4A5zcLWJ1RXmD4mZPI8vQI/pgJZLEImMWo86tPyABh50OC8KqPkVAWjH9DRiIwC9eEZxUKJ5Tcwn2shihOPpUziGIPSZvWqc2OImAON2IhhEjgnoWcaggTVAV5jT855lT+cA6NilxQtodkPFAZpEMCeg6WjkW5VREdfx4iwNAHR0wAf9VIUe9EJRBNC3biH26enwogE07dyjoyZTIsmM/iljMowXYeS5HgvQwJNvDEALPfiz640UAT5Yg9tQfwPQAR+VOQIxQpvzApoet6C1hB/Q8fWUGwes7oPbymURKHGXRq87nhAHdygmVoiDfp+L9iVyWmL03/aAQmgj6GhPMwgRSKdKpR83zt1Fq5ejqbMGNP25FCqZypZKp27fdt66hThu3Qrfvr1oZhKCz3/gmcSIXEYfi2nXMO23Ofr3YgFNjyDyuGDR6uk/nXEFDjh4y+gn+/mcWAqMkqL1TnBzPkADDYhuDFTB01NgXeGesh7dI4ECntsN76a0xwcJx5j46K6g9Q8MlHDdrWIBmn546KAkuAqAEYgUsyuNPu8xDwQ7QsI6gtQqzNswraUxGcsMo0RrF493qDkoWyqd+tvfXF99hVhu3gwuIkDziTd+ADVvmtdjMK+P5xxhCHpknEY28PYM+MMSGTWMhjdGLJHTbnlc92XWAyF7lVkeBehBz5+iw+wacdxy8+YiBzQMpt0Zge4We/RFsquGhxxqoSpbKp2cnm73+5FjdrthamoRA1ougbf9OyfO5/D5qhgedKgFqmyp1DQ1VetyIUdsNn04vIgBDQUFBbWwlC2VolNTp10u5AubTQcBDQUFBZUyIgBdAwENBQUFlWrKlkqNBKA/h4CGgoKCSiURHHBwxAAAIABJREFUgK52uZDDSxfQIifvQiVV3JOi71Ab5tAYgQksUCIV1z5c1CNnCUCfIgCtDYcXyUxCEeLIZMAQ9zxv1oSHeRWj1QlsRZJKBoYBxygyeYCeRRsWPKDpw6ETV6ZEHn/J1P7nnl3DUU4yAb2weB4BtNOJHLbZtKHQ0gE0JdHXImO+svgzP4EjvehFyWO+6kJ81UkomVFIjOxuyQH0LNsQb2Pu1GA+oXr554LOtir+PCj8raLPy2FPVZ970+Im7kJ6Ys6WSg1TUyedTuSQzaYJhRZZNrvYoh0swcty9oc1aYCOXfZsAZ2AknmT+/Cvn3DEzboNENAcpXHOfI+jVbzZrOaGy1m4xKkQThMnAtAnnE7k4FIENONMEj5u7Kud/iQGZuOIPr0Bz9dg6htaEEUu+iUA7FOfkfQHfGxkVS30XJnokoUuG758F6zZybQ0RsK7SM6RU3/WbWDiiHG8GAtltL0hMrMHxzsN2G0TfrkB+9RilsKz2izOQKYjw7/beVvFczS4LjrGcU/smy6YvUlpRQF9wGpdaoAmDx79YAuf8rQrjXmqkhmEGCccuIiRdgfgXTTvm8BLAAQwypk+n047jhWSVjIvHFkZ4xhM5AW08C4CYhnUfXPWbaB94D5e9IIZN7Nok3hqYb/TgNY2sP88GfUEcm1EC+LyoGd3BjKSPoFnPbsv9FZhAPeFGsm5OznLp52+wF7m7Bq5VM641S0MF5oA9HGnE9lvtQ4tKUBzpHwRddjo21GHHbykGXwHzlfWvYAFEr7PrKKiS6LrsBxZ5vr8PnSiS+aDI3M5yIhYHrTQLmJcnIKAjtkG6gPn8eIolgvQQrVwJfzjbBvYP44zJ35Az+4MxBhZUekeNLMv3K1i39Z4I1Dcx53nsMbYRdQXjEtyYbjQ2VKpPhxeioCWSzJlGIPI4u+rzKclzghuEl4CwKqHWgV0tqJrMcMUrBWSVzL/Ey0TW/Q7XAIBPes2gIBmFzB7QAs0ladwzv5x1ivUy7mfgQIetFhAM+rmpfPMHADN/8CEMLdZMB60Phw+5nQiVZOTQ0tuFEc8gMZS4SUA9FMf9EkYlyMbo5wrJK9kOreJ1cjLi36ZRp9PGU0CS5sdoGfbBvrzENfxih5QGcOTFQhxcD+JMw6xnD/EwW7J7EIc8Z+BLLaKBTRw1TAOrJAHKwzo+HZRpAhalUK7LbUUAbTDgVRCQMe6rwJP8czN6BBgrhTZEHBI6d/HB2j2IxyjdTwZ+rlWSF7JzH3ByGLPXhrd+VRxPO8BiAPQs20DcCZwRoWiC1l7g3bx89UiAGja/o71cgP6qQWIWjcK8rmcgcAeoZcscF8EojDs2mjibL0AoMESZvWmiwXjQM9kS6W6cPgoBeglNpNQLgHftsGQ0C2eWYrodaGg4lHqnFsLJmwbUwupJwSgjzgcSMXEhHrJAToRWjiPS1ALQdisXm7AdEqTcUYujjM9dW55YhQFdDkEdPySw5cAQCVcwHP6AkIJVDJEAPoL6EFDQUFBpZqigIYeNBQUFFRKKVsq1YbDn9vtSPnEhDoYhICGgoKCShFFAV02MTEIAQ0FBQWVMiIAfXhpA3ohDbuBghKtFBjuu7DGTKSeCEAfstuRssnJJQVo+sQMkeOg2XNQ5lmMViewFQkvWWDmyx0WYxJHwsqcn2T2cSjxgI67gxDQc1O2VKohAF0+OTm45GYSzszEcRYzJpiKP/UTOH6UPSFbuGTxVSe8ZNaMuvm+p81iGvQcquKa+xyrVViSk9knxYOOD7kQ0HMTHdDB4JIDNMbIcyuYi2OWp1rSAB277NkCOgEls4i/eAENdi4eQHM3iL7yXPAGAb3gRQD6YBTQSyab3czMDOtqET6h2V4gPecLmDkj+oQKTPECUrrQn/vlEmTRJexnuorc2Uq48vvTvEnWLqC2XarJ7Hkbydyl9PxT7MMSs1/s9sfsIPv4xp9NHwpQFNBlSw/Q5PnBnCYrdFnTLgDm2SqRc3pIjFxi7CdY+SJM2E+LQYM7k5XjjbHb5JLMTL5soQJpzNh7dXaZ3mZxdOT8qTiTkMyeY/439y4VAej434EQu4O0cwtoGee+JZdCR5tH2VKpJhQ6sBQBHbk2wEtD1CMhfTswmxpwWtNON+D6YN0LSMcqRi4xjqKiS6LrsBxZ5vr8PnTCS6Zf6LwhAHI18v9Inu5IkjxBPxPc9xx7NX5Az+7osHLncYWjsYQls2efFHy7VIwHLXTWcbY/VgfjO0YzXNcLVFTZUulQKHTAZltyIQ6YsD8GoOdaMsMz5dsDILnoaJazArACFz93ADd+QM/m6Ah40GIBzahb6HlfFKDpDUsRQHNDGAJaSFFAl01OqpcSoGdmZlhEFgQ0BhP2x1MyvUD6IzIdReCOzIzuMirQwfP4zAhxsPfq7EIc8R8dFlvFAhqbVTJ7WiOJ1wXw7VIQ0EDpSQV0fMcoUkTMPi9ZEYDeb7NFpnovsVEc8XnQYFSVsRl4ekUf5mjn6VJL2M/gI0AG2uMuzyrgJcv8TDZxaSazpzWSFuxl7YDo+UxtMcd3IIjpINCW+LPpC91Vl6LogF5y46DlMGH/Albq7HdWtBxqlhIfZVwaIgBdRQF66cwkTJjgPX/+hMFk9otbWDwTwJaCIKDnJDlM2D/PAh6Toc8KteiVLZWqQ6FKCGgoKCioVBMB6AoIaCgoKKhUEwQ0FBQUVIoKAhoKCgoqRQUBvcCVOkP8U6clUFCLRVFAly2qdxLSp10kYJyFwDyO+MSexTsnsqUOFmfVktQZygwFlYIiAF2+KAFNn7gsDOmYw1hpKwilSogp5sZLfAQtnOMBBcWrCKCt1kU21ZszeZEABuMD9NzmO9EJvcT5PAMnj0FB8WrJAJqVfY2eUoAeu+BIkcBMCMaZe0Nk+nlmOhmGq08LohDfy6nUvcymsTx7VlRHzpNVnaMvjJRG89QS6ENDQfGIBuhFlG5UANApkH6eNycnDZUU9vhwTl/C3RJafIczTMzRrHluCXShoaC4lS2VDhKALl38gKY5bXT/jrm+wAqMtInsxG8goXnSzzNXI8ulifJTgYaxkudyQpX3C05nFcyZx3yimJeWQBcaCopbBKDLFj+gKTiAKWo5PdmYK3BFLYB6qWoyBdLPE8UxowIcmOIMURO3DxZVuVsSE9DRnLzsjL/z0hLoQUNBcWtpADql0s8DRdCXicg6z34bgEBggQO3PL4qRn/nwDy3BP5MCgXFo8UMaMYjOvurO5N+Hvyaaxm9ICa9mG8DEPnTXIxgAtjWeW8JdKChoHjEAvQiGcUBtVAEA9BQULwCAG2xQEBDzbPgTEIoKAExAb1YZhJCQUFBLXhBQENBQUGlqCCgoaCgoFJUUUDvg4CGgoKCSiURgC6FgIaCgoJKNUUBXbJ0AQ1Hei1MzSoDNdRsBEfb3CHRAK1aSoCmT2XhEvekaPaMlPkUo9UJbEXCSxaYKxSfeF9xkDKAprqa4ONBJAOIr2TqFGXOmZpTC/kBDdGdVC1dQFMSPZGNkSVU/KmewLnMHNlJ40hjPa8ls2YWznoXpMorDoTqZSQImGvz6BMtBQlIT8RInpa0fDHs1ITxSqgR8AE0iQIAPTGxFAFNO7sEWT378zBpgI5d9mwBnYCSWcSf/S5IkVcczB+gwb0VD6C5G0RfeVYnsXAj4GT9pClbKlVFfiScmFAtuZmE7BSaAidarLcJgmk7ow+UrLcBcOTCl0uQTJk8shmRpZQnMMCZRpWRT4R6khXzIoLklczw7JLwigOe7B+s1HkC2QfBDTNlMgn9cIIFso8jsxSe1WZxuJleA21D2hsPeFvFQ1TOM5zvlQ70tLPRc5vlpEMfOmla0oAmzzZW/mOBq5ABN/rVw0zxDNQDpCplP3BGX1MSqYIzQRP3ImrJ7F5EkLySwRg0M2kfO50/mAtP7CsOaPnzmHs1RoGM6qkGcyfeo5ISxutBz+5w0zDKuNMAK0fvjfTHC8Y5ytlIxmJ2sYyMhqx0kHLGzQy60EkRAeh9UUAvkmx2IhQ5lRkJ2mKfZ/TtqPOU2lbOzGQPXkKsewHpB4GpPjk/s4qKLomuw3Jkmevz+9AJL5mefpT3iZ2ZrTSOVxzQicfcqzEK5GoMeDA5DlP8gJ7d4aY3k+lBM9MBcreKfhtkHQW+tlPF8u2ZaK8YZzh0oZOiKKBLlhigI9dt/IAm16Q93nFGcBG2j8Ptw8wB0NQqoP/H62+yV0heyQxHkm8PgKDJjO8VByCgeeOtvAVyNAYENHeB8QN6NodbwIMWC2gOpvKe2nMHNPSgk6WlC+iZmRnWiSV4nmHgwA369Qhmu2dnsudD1cwMmQtfhEvF+TzL8eRJVsymJOcKySt5hsVSICbLGWHF4n3FAa+PHr1xcBfI/SDPCHGwC5xdiCP+w83CoVhAA6cosMMZPwAItj1aLN+eiaxNK1Rox0DNSRDQcXjQYFSVsRn3byu0E1zg97T4AM14YGa3Lo4XESSvZOZVC6Cb9uTPswoHVWiYYNbAGbvhK5D5meyzjE4qVoG048hsWXTNuR5u4ESkl8xJUlp13LXRxGY1d7HAhtE9A5zqwM6FDnTSBAEtkXD9RMh9JvOXAiNwi0GpcyAXUlB3IbV1wQkAtMWy1EZxJEbw+W4BC4xbsX9X4xPTKU3G4V8op1Xq3NQWpSCg5yRwlBTUghQQFICggUo1MQG95GYSQkFBQaWqIKChoKCgUlQQ0FBQUFApKghoKCgoqBRVFNDFSxfQqTBOSGA+GPwNcmlq4Z8SMafIQMXS0gU0fWKGmHHQAlM5EtOcuV6NtAbyz6aY7wEL1KA0nkqT1bBY9QoKzP2RwAF1rOQcAkUmCtDgdJ2Y7Yq5r9jTsIRrTsgBFdOFSNMWyL1LrJYuoCmJPt/nMjI15rZzvhoZo3gZp7Twt0kUY443q85kNSxWvTG35sxaEhsBIk8SMYc1QYAGJ7zzVyRuXzHmf8eeAZ8YiesCbZ7rYtGSBzQtvCF86qcyoLkurOgy4W+TKe7kRoKNSEjDYtQbQ8BOZ20bo7CUAzQWSRkl0lMXbD93LDDpgI7dhflqyfwLAPRSfKMK44jOAtAcaSWYWSfAyeS8+RmIwtnPj2CTwOQIGLMVAlnTYudUi92pWa5G36PMKuNumGgJ10tbj90FkEPsg05PTkTbWC7iQHO1j3vNuZ0SjL4IH21R+2qG6+bJ6DLQ5kwwx6M81jsBGG9LiLML0TUXL6BLYMJ+mtjnAjtWykrMBnA5UwYmNafn9eFNbw8muGHkoWFktKGfiNznLrma8LdM8XZqFquxb4AiAJ2AyyxGvUCjuboAEksA0HN5QwID0Ek4JZg958WbuH0FfM283bBzVrEfP4DYUDSgwpswL94u8HRlMWgJAzrCW4HLhmMDQSyCK8jpOXOZ27IcJo7cb6RTxnTOOG4gvKQTcD14xq4IdWpWq80G0PPiQfN1gVY/J6DpXwsdRz4fmuNMS/ApweoiL97i8KDpTQWeI7gjQgwPmpEwj1ET/100dhdY9S0aLd1sdvEn7BcDaPBc4gE06CtEF4u4GmM5NomJQQt1ao6rzWMMOka97HVmgC4IetDUVjGPI/cKVCmMo53wU2KGA+Gxj7h4xlHHKamAFteFuBu/YJQtlaqCwZLJyUgMeukAemZmhkXkeGPQrGdkIJVuJi2pObAtsBoQrQYD1+Af4PMsGHqkLg2gAv7hEMLfsvYJd6dmtRpXx0U3ew7i3uHiusAfOgC34D+OggeaKojba53rKcHsH6NSzn0rZl+RK9L2RfRwzgbQYkIcYrvAVfuiUBYB6IkJCGj2nwyJ/ZEQuIqjl1XkqZD8ISXyTMpIbx/9NRG47hjxPfBrgHSMFeY2DpqjU7NfLVov2BHRzZ612PWK7gL3Tme2jvM4xjzQrBp4i5rVKcHoW+wHFp59xcM6cHfQb//0F0EyC+EENK3fnD8Siu4C/TAhZKhq4eM6a+tWVTBYPD6+dAE994T9UItNiQiDL2wJ+ypJqjGx+3z+u5AEZW3ZMhAIyEZHlyagoZgxPoG4R+JWm03D4hJPqDWOti0K94tTovYDLZiRLGGzelvCTCp1IenK2rJlwO/fazZHJqosoVEcUFBQd1ZAZGKJP7Hwaf277/b7fLtRFAIaCgoKKrW07p13+rzeAp1uqU71hoKCgkpVEYDO02iQIghoKCgoqFTS2t//XonjO9RqCGgoKCio1NLa3/9e6fFsV6mWNqAZI3MXohZBF6CgoOhaxICWs4f48yphdBMxE05wcgFdqdqFaMNETUCDgoKanSKAHhxEZOPjiwjQjFmknMkNkiAsZmZxuSRWArLominahegAU6CJcGoHFFTite6dd/pwPHdoaHEBmhsXSacbJjazOLh6XF+mWBcYqcYWwcQAKKhU0rp33+3zevO1WqRoMQGaZxI/MCaeIJ38DmUWp8oU6UGnaBeYedCgDw0FlVCtf/fdPp9vl9GIFFksA4sH0BSOmClp6Glm2Klh5POSWVzcSinbBTKMzrp/QBcaCiqRytqypd/v32M2RwC9yGYSYimaWTyOpMcp24UZZgIF6EJDQSVYWVu3DgQChaOjiGx8fCAQWGSAnpmZScHM4uLpnLJd4CoIetBQUAkWkW60aHycBPTiyGaXupnFRY+GS9kuAA2jdWbx5n+DgrpTIt6oUjwxgRQuJkCnbGZxppOaKcMWXHJ0npHc0IGGgkq0oq+82js2tpgAnUQtgsziiZ9YAgPQUFCJFwS0GC2CzOLJ7QKcSQgFlQxFAb1ndLQfAppPiyCz+CLoAhTUElMU0LuHh/v9/sU4igMKCgpqQYoO6MU5zA4KCgpqQSoK6F3Dw31+/+KZSQgFBQW1wAUA2myGgIaCgoJKHUFAz6TGEDG+aR6pP7p4obT8TrfnDrxR4U53OQW10N5rEZmoMjmJ7FxigAangXCLeRzpWyR+HPFcMMfozVwvS/akb/4iEwJozkk5IhpJX1fw6ksYrYAO35E3KgAHJ/Z7FRIOaOJI0Ttyh0dZ3pGjME8CAI1hfT7f0gE0pXjSN8/6fI+5bQIATZsZHuNkFdkXMbXPGdDMV7gA7zQQro5JaOFOJYhW0cetO/FGBcaRFd5VSQO0RCIq99a86A6912K+FAV0AYYplyCgaeEN4RN64QA6doWpA+h49yq4Pp3Qsd9Qk4BrNlrKHXijQrxZtpIGaDndEb2DgL5D77WYNwGANpmWHqAZB3IWgAaDAUBKUJqTJ6En2udMZgFk36ctB5sU/ZZ1TrLbBixhVicX0R6eHZLwlseI/zM2ZLacmQKKmbKEqz28+aY4GskqBmzuvL9RQYiDHOdhrC7LJUimTA6k9pYzmsTZTnJ7xlnOv8tEVCRy5/N2fF6PwvwqCuj8pQdo8hzjiLhyxZhpcV6KDzQ/gnHGRk9c+iUiYV/jGC37fnQ5hTnmRcCLY+YS3uoE20P9TY8hJLzl3Ne2wIZ8KaJi9kgErRh1cdyR6TtEPr9vVOAFNN95GLPLCFA5+9TgbCd9j1N3fOo8597zMSsSs/N5NM9HYX4FAHqphTgiOBDgEccGvHBhrkCcNbxg4nLNwBWoP8kmsW4i9DOHE9C0XPqC1fF5Kxw7JMEt54CO8IY81XHGeJi456cVd12Mg8jt79PPI17/nJ9HohN28wGa9zwUf0/i/MzVTjb7CA+HvpNYe16wIpE7X1DzdxTmV0wPeunMJJRLMlkvR507oGnPv9yABm/M3A7gDDfmRP50xmhbzOq4V+DaIUlpOftr4Q25bi1ETJRayt3OWIDmbSRx7VPM4jxDKM8rqWjgaSXveZhsQJOIlgifbCIALWrnx9T8HIV5FQ3QCq936QB6ZmaGdb3FCWj2oyUteodFn5zAbYHVgDgeGNID/wADBdHa5RLqPOS6bMB28Vcn2B6uHZKUlrOfJAU35HaVMzNBz5a7nSCtwKqFGikTADk2729UYH8RGcXBdx7G7PKcAU25rqwt4qxIzM7n0p04CvMpANAoqvB6l1g2uzkCeob+eBYlHvtyAM7j6CNgpkRC80OjvyYCpyv9hKF9TQc0TxCBs7qY7eHcIcloOXMFWvO5Ii80IlALYnc52h7qa1p/ueqSs7oF7hGw1VzNiwsNtFYL/TzFccbxLRXucmIAzXab469I3M7nAfWdOQrzpSig85YqoCXMCBibE1BQpLB5mXaaAg/XKSdh9ylJNd7poxAFdO5SBDQUVNwSfOSeS6k03/FOkyHlhKX0ey2SJQDQRiMENBTUHRPwrH7HubB0lWJHAXrQUFBQUCkqFqCX1igOKCgoqNQVBDQUFBRUiooZg15CMwmhoKCgUltLBtDRgbfzP1qHsxlQUFBQMZQtlQ4sRkCzZj4kEdDs2QzC7Zo7oOOpkb8IeKOAgkpxLWZA88CLAnRCxrMy5oYmsOS4ahQpxhRYiGgoqJQWAegi6kdCCOi46xGR0CeRmhNXWSk77lywBwoKKqaigCaSJS1aQNPm4EtoOaCjmWUYA9SJbeQSRGDMOi3PC7UEKIheCCMVwGzyhbNrZNVLz0lA1p6ZSWsY9KGhoFJdNEArFxegOTg5M8PjQTMyp4AJjmI5mfJ5zxfOUSMrnxmYao7Ja3Ar6EJDQaWulqwHTV9HzkyYlCnD4opURG4IQO6w2WQ7jCcdLa1GjozA0XsM0AX2n9CFhoJKXUFAz0SWJSCUPP/5wskaeVO2CwMaetBQUCktJqAXy0zCOAEtMjc8Zz3znC+cu0a+lO2CgE7qYBOo/9/evf42bS5gAPefxEV0YwQVKG0p3ybEgI21iNG0SdN20tHRxGBJadqk947tw7SzqXCONE3jaJsqbWdjQKEr0Oba3BPbuTXs0sZxnBS2SWwS54PbxnGcNAXSvCPPT49QKbHjOO5T49ivAZ7ZWkE/eFCDBZ0/9LvCkOFl1dn2jxeu+IwlPyQsmJaAS3YAYFNHe3ud2exkrqAxml0xL9p44TgADUC6XEGbUNAlvWDjheNKQgDyHe3tdWSzk4kECpoMhI0XDgBVJCloDNgPAEASsaAnEgnKxLIoaAAAckgK+oU6iwMA4G8PBQ0AQKijvb32bHZ8aYkyM4xVEF6UKwm35O95whnOwwB40R3t7bVnMmOxWM0VdP6Q/krk9VfQiM+n2CUXmGzpPL7yCrpglJFnGORfMjgefjUAbIOWnh57JjMajdZcQW8o+wKUChS0ZEg78a9bmN/WavLpLrMpuAwydwU5Khqg4lp6emyCMBwO12pB51VN6RZ77gVdbGTnsqfe3oLOmwUuEweovJbubms6bWaY2izoLY3uVqqgFUby2PQOAKUaVnFgjSfyIxb5I0CXvLyl8KUpTJL/KgrvPCCZN/ahASqvWaezpFIDfn8tFjQ7uVfeRMWPQJcqaIVxlMq4A0DRgi42+r5syD3pvWAKn6twnrKiL5hEYVLZgH+yOWAXGqCymrTahWSyz+WqvYLOH2P/yZMnz7AHLVa80o2r8vq+4JaAxW6Yojj6frHRopWfq3CmRUa+y01S8CqkCyzfZcYuNEDFNXZ23l9evmC11lxB/08tHmUov6AL9jCVmjTXdZvfAaBIQxcbfb9EQW9elQUFXXQSyavAHjRAVTWo1Xd/+eWduTnKVGMF/eTJk62WzvohkY0H54bFn5QPIV3WHQDkY/KvncVRbPT9YsP5Kz1X7j6HxV6pwiQFr6LYbRsx2D/Adjh07tzcTz/9Y2bmBRuwv0xb3iuUHhuQ9Z/8I71N7wBQOMe8wx8K3837YG9Sdhg5/9GbFPRmH2vm/R7I/a8AZ3EAbKcDZ8/+mEi8ff167Ra0WukjwmKHcmsazoMG2F71Z87cicd133xDDWE0O9gMriQE2E77W1tvx2Ka6WnKjIIGACDJ/jffnIlEOr/+mjKzrA0FDQBADNXp07ciEfWXX6KgAQDIsv/06ZlIpOOrr1DQAABk2d/aOhONdorHoG01dxYHAAC56tvabsfjum+/pcwsaxMEFDQAACEOnD07m0i8feMGZWYYW81dSQgAQK6G9va5n3/+5+wsChoAgCyNnZ33lpfftVhQ0AAAZGnSaueTSf3iIgoaAIAsR3S6hVSq3+db+5AQBQ0AQIiW7m4Lzw8Eg9QQChoAgCQt3d2WdHqQplHQAABkQUEDABCqpbvbyvODoRAKGgCALEd0OgvPGwOBtYLGlYQAAIRo1uksqZTR76eGMRYHAABJmru6Fjiu3+ejhsNhjGYHAECOJq12nuP6PB5qCAUNAECSJo1mPpk0uNzUUDhsEwQUNAAAIRo1mvsrSf2iCwUNAECWRo3m/sqKfnERBQ0AQJZcQQ+LBY2zOAAAyLB+DNqFggYAIItY0H1uNzWMKwkBAEiSO81umGXtKGgAAGI0abULHHfJ60VBAwCQBQUNAEAoSUGHwyhoAABy5MbiGEFBAwCQBAUNAEAoFDQAAKEUCjoDAAAEyBX0aCRiF4QWFDQAABlQ0AAAhCoo6J6eai8SAABkMtKCHkFBAwCQBAUNAEAo+VkcKGgAAEJIjkFHoyhoAAByFOxB4ywOAAAy5Bd0JoOCBgAghLygcSUhAAAh8s+DRkEDABADBQ0AQChJQeMQBwBUz9UZ32uTP6gM0zWV1yZ/uDrjK7ZOUNAAUH1TN72qD3+st642BP+qqdRbV1Uf/jh106u4WnCIAwCq79jE9Xrbqjb6OJp5VFPRRh/X21aPTVxXXC25gh5DQQNAlagM0w2Bv6LCo8zD2kpUeNQQ+EtlmFZcLShoAKg+saAjwkNhtbYSER6WV9DRqAMFDQDVgIJWXC25gh6PxRy4khAAqmGtoNMPhexqTSWSRkEDANlUhulDgT/D/Go6U1sJ86uHAn+WXdAYzQ4Att02F/QXZ6i2/5Z4gGuwrvQDUNAAUDPEgma4TEp4/rGZ6qh1rdcyqWtnKInWa5mUkEk5zHuoEuoGHBVZNobLoKABgGixSvK1AAAGmklEQVQqw/TBwGM6KXDpCsVhrGv7PC1wdtOetmtr3/yijdr42m7aU2eyFJn887Y6o70iC0YnhYOBxyhoACBXxQvabmoddHDpa611ba118t3jPYOOiv1iQEEDwN+cyjB90P84lBSSfLoS+bxtrYvf/MJu3FNntKWTNtOetmtJPr0wWLdn0L4wWFDb8hK3V2LBQknhoL/8gsZZHACw7VSG6f3uP6yRB3SsArnyBkVRJ648+Nfr1Ikrcxd2yct3p35OPsmdvp2v/7siC5Mfa+TBfvcfmxf0RDzuyGZR0ACw/SpZ0HMXdr1x4nVpQe++cCdXwTf0uzcK+oZ+94krZBZ0NOrIZnElIQBsP5VhWuX6fYFNBCNLlcjHp6jXpsQ/Z88X7EHvuDgbjCwFI7Pnd+0+P7MUjCwFZ/Q7pI/Ypb9emQVbYBMq1+9lFHQs5kRBA0A1iAU9zywFwvFK5OOT1PGp+McnqeMX9Tt26b8LxwO39DtOXg2E499d3L3j4p1AOB6YOkVR1PGpeEDyr5XOPLOEggYAom1DQa/tLO9ar2N5QV89Tu0+f+vqcYracfEOChoAYI3KML3P9dtdOuZlKpKPTlLHP415mdvv7Dz1kfjNG/odJ/Xv7KQoijr+6cYD1h6s4OSVSizYXTq2z/VbWR8SoqABoCpUhul9i7/NBSNuurYyF4zsWyyjoN9HQQNAlaCgFVcLChoAqk9lmH7F+WjWzy4GayuzfvYV5yMUNACQSyzo217G4adrKre9DAoaAIiGglZcLZKCXlpy4kpCAKgGlWF6r/PhLQ9t84VqKrc89F7nw80L+jIKGgCq5NjE9ZfnuFNO/qY7WFM55eRfnuOOTVxXXC0FBY3R7ABg203d9O69PPvSXe5lx2pN5aW73N7Ls1M3vYqrJe8QxyIKGgCq5JMbnlfHvlcZpmsqr459/8kNT7F1IinoRAIFDQBADhQ0AAChJMegUdAAACQp2IPGWRwAAGTI/5BwdRUFDQBAiLzT7BZxJSEAADHyC3p1FQUNAEAIFDQAAKFQ0AAAhMo/zQ4FDQBAjFxBf4CCBgAgCQoaAIBQKGgAAEKhoAEACJUr6A8fPJjPZgc+++xoby+ZaentbenpaenpaenuPqLTNet0TVptk0bTqNE0dnYe7ug43NFxWK0+rFY35OewWn24o6Oxs7NJo2nSapu7upp1uiM6XUt399oMe3paentbtrQMPT1HdLrmrq4mjaaxs7Oho+OQWn2wvf3AW2/VnztX395+oL39gFp9QK0+qFYfVKsPdXQ0dHQc7uxs1GiaxGi1Ypq7uhAEQQqjv3JlZmVlraC/Tibns9nF1VXlZLOyOIvHsZFMRhp7YQShzNgEwZZOW9dj4XlLKrXAcQsct5BMzotZWZlfWbm/nvmNJJMLyaT4YAvHWVIpC89bed4qmaFibNIIgk26POm0lectqZRFXICVlfvLy/d+/fXe8vK95eV7Kyv3ksn7HDfPcfPrz2tNpWw8b+d5ezq9EYcgPOdIZm6XLL/spVmeRzZdgVsOz1t53iImlRKz9i4XyTzHzW9sACUi3R4kuS/N8nIlIj7RQjJpSSYtHGcVt4T8jcGxkee+PZS3zTxd7EVi43kbz1tTKQvHWdZ/SBfy34iiK1z2psh+ljdNORtD+Sm57VU6Mysr/4nF1gpazAcFubyRROJyIvG+mKWl95eWJvMzEY9LMx6Pj8di47HYWCw2Fo1uZDQ/I5GIYoZlCYeHWHaIZc0MY6ZpUyg0GAwOBAJGv9/o8xl9vn6vV8wlj+fS+tdijD6f0e8fCASMgcBAIDAYDA6GQiaaNtG0iWHMDGNiGPHrwpgZxsyyQyw7FA4Ps+xwODwcDo+Ew8MMYwoGB/1+o8dzye3WO50XHY7zVut5m+1du/2C03nB7X7P4zF4PH0ej7gMJr9/KBgcCYVGaXqUYcYYZoxlx8NhaSaeOePh8DjLjrHsKMuOsuwIyw4zzJD4QsSXSdMmmh58TjFtFvP6U5cKTYsx0bQpFBKTe3/9/n6fr9/rvSSNx7ORPre7aFwugzSLiwpxOvXSOByFeU+M3S6Pzaac9Qfo7XaDw2FwOvsWF/tdLqPbPeD1mnw+s98/FAgMB4MjND3GMGMMM86y4yz77BuAfGMoMyz7dBmTZJRhRhlmhKaHQ6GhYNAcCJj8/gGfz+j19ns8l9zuSy5Xn3SdK61qveztcDr1TqfB6VR+7xQje9Ndrj6Xq9RGUjqSLS0vsg2yjPT7fE+X/wPkw5PCsydRnAAAAABJRU5ErkJggg==)
我想问一下这是什么原因造成的?这两处是否自相矛盾呢?还是我之前没有学透彻,忽略了什么内容呢?