MT4软件EA回测 问题
本帖最后由 HCM 于 2021-8-23 01:04 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n6Nxfu/XK8pb6xZlu/TgOnfYz65uw881cwt32uNrO7gbQ5y3+bq1c298/XavM3m+fV/pHMhljbnuxrCgbA2X0v/+Opznksa4q5Pyeg+q1+EFY8zzOTWYO/e3bPu/kVsFc4/9u7k//Ln6ReYFu2Ve7969O/qczWxsH3dNwAsvDnCAAxzgAAc4wAEOcIADHOAAB27FgVcI5m4CIXEzs79ZOLixPyw/CI62vglzcIM73XiMYNKRNxPX3vycDMqMjHMf0IqfdUw3RmO+u3lUfI6cVxF33dziBn5Jy/jyTe4o29783Y01XyiiXc5rbxcn5pgM/4bqvp/mDflPnwZB0nbbPJ99f0tP9DVM2zfKN+6W+Q/mcnBjf8+8jHGsrz3H5fzrOa+ZW91H3j9Y38rhmHekfds+QFB7t1mnQb2qr3zc1va6uWX2iWtao+GYcv0y5rK/v0b118LUdjDOsfynCOJuArJ1MPfx30V+pP+6e/yf5djbdv/qP/fB3029KDvO+3XsniOYOzx39+xr7svnt3pug+vi8uPlNe/P5eY1dF1/ue+yvX5u++P3Yxy8bm/WYH+92deN45d1KceefQ76Pewn+mula+b24e3m9XbvzfCY/bhH1qOUvX27+ank8kGc+bXbnPvx/5/9/282/J6LzRouhe/hOg/Z7K5lAz4xl+H/Y1rrNZb3GsHcViz2zz88dGuCtq2+Sp5gbu2P/bFzQD43OMABDnCAAxzgAAc4wAEOcIADHKgdeIVg7uEi5JulebsebNnvy39M3/7ZBXk2/fY3V+OncksgZHCT8fDYrWOUvLU3P/ubs9tj7m/sDoMNY8d82gYC6hviB0zKvPK3+l4kgLVlt/3WzZBrDprk7cS7WqdxBqlNzKsR0NqzzfXbnHt+OUDQ6O+o8cS4Urral+ijMaYDl/Mcqm8mt3iU9nuXyrqsu7m+Zm79eJYEbg7q7Mc4GH/2J/uf84PlEemauQ2/FZ64pjUcjH173Yq16Mvevu3elPXox/+me/9+4qeHB+sevm+Csv/wc3zLdvjN3MefN8Ha4vUgYBvfyv13/3Xz7bDtN3gH39xdyG8du3MFc8vPb29/BSBxj79xuvlJ9pFr0YL5rZ5bFcydPQ8O1nb9mJdew9bPLdzbpMXjzevANng381pbnxPN8ea1XLBOdR+nzG10fHNjSuWt6/BwjGV9069XlLZj3FK/wz6G67CkbC2Xfj4HjqbjlzEeXMP3Aftd0PrItXyNYO7u27qffu6+e/ih23zx9s/dDw9VQHdQPha2becL5iZ3jnRiiefq4MsBDnCAAxzgAAc4wAEOcIADHODALTtwEcHcCGJubgrugzk1+IMbi/2NxBTY7ff37edvrI7LfdLNz4Ngbvsbt7Pz297s2t8034+3lVf3N7a/dm59fx/edm/ef+jev6kDhft1OFinMo+yNmM3rWdu6h2sYx8ASzfEd+3bwdwy7p5X/yGATZ0IrI0xOjZ/HdMUBCl83uS/t1nK9kz33+AKB4ZBnyGjTcBgcz7Fz/SWvP25ccz81s0txrk+HQRXqqBtv55v3nRvcmBk58HyY66bW2afuPZruPmp7MHYc4Av6lTzOVzf7Ryi/ujc4hu6w2DuUwRttz+1vA/W/q/u8V/9Rff3g2/mVm1HjzXkuo7dacHc3vM+eLQ9NyIYvv172r0XcZ2pGS+cVzk3Vs8tr/X2m42j15rW2vZj3gfDyjjaz3Xn8mlzG65/ft0enWNi3q/N6HzSPKeCh6m/1jVs/bptXiPa89hcTweBybx2aXtzHS5/PiLNJ8357Yd87dh887V9zLHzpF6DZftrufTzGV2P7etXs3yqbH7MLx/M/dT9/N1D1/88cx2sTft9wLd8VffPP3QPu4BvO3DbyhXMnV/71nktDzcOcIADHOAABzjAAQ5wgAMc4AAHOPDU324qHMrj48ePzefDt2/fusfHx+7r16/dly9fus+fP5/1737tb9CXG6ALblLvbninutVN/TKp0u/ojdJnuSm8uYEZN303N3Y/7P8+2m7c+xu9UXf4jbLhyTkIUOzG3bjBvCsbtq9FX3tjd3PzPpjn4w9vUJfj9WPe3eTdcFm3FnXbzXHbgeEh/3refcCs3FjfjWua00H7Cb5rmPY3/CPwtAsIlDlsv6mZx7krjzEH8y2PFDCIc6iswZ55qRdrF30sS9fMLdgNz+2996XPwTM4JMaD8ffnThr/7lxKealtHH8uXTe3YF/4Ja5pjfqx99++3c5zu5abv6va+HBHajsY81j+bq7Lgrl/H9/E7dttA7p9oHfdTyyXMa5jNxakShx3cxuez8NrSjDcf6hj41ryoXZm1++896vndmowd8kYZ52Ynt/6uQ377dcjn8f5erVkHtWvCwy8X9R+OJ6TnKy+PV+PpXcrzW/w2p7WY5DfmkPvZHxIJ/zepGVdFj0b18p6vPX+2jWv5z3od3sN3v0fpp5v4ZJ/RaUun9h/8WBuH7D9rvv5U9d1KXhbB2TLzy7H3+PdBXbrShP7grmH5+zAqQkn1MOOAxzgAAc4wAEOcIADHOAABzjAgXt3oNx2KgzK44WDueXmfdy8TDfg09+TPLxJGG1y/fytyyx03CjNecu3V9387G9e7se2uRG6+fZg6W8TWIsbt/t6ZQFK3X3gbTjO/qZ56wZuOV4rf+aG2Kq5bYMUgzGWm7nlBnfcoP7wvnuTbt7ubgRXXI466XLb7c3j0TnHOLbf0hscp++n+Pa2e1v97cZDz4b8B/2MsF3HNB2njG8XLGi4Oygv7cq5EEGB1E8aXx9QfP9p82GCns3QuSXzKnVOmVvvwIyjY3XGxr8JIm3m3rc94du56+YW16G4fqV0u4aDsac12TGv12PnZ+orro87L1rrPBLMTceMv5/bfzs3flb55//Ve/H487/u/v6f/0W3/+Zu6xjtvHXs5oO5saal//hgwo7bbl6bNYhzd9OmOh8Ozpn2PA77PsX54bk7nMuxa9se76xbO0bt9qvXrfSbPB28FsQHeLbOxroUtrMMwvM6ffN+/0GomTnFGp4yt2mu29ft/lwcrnFm0js7db3r+W2vw3N+zpUvZFLYrOUyunZvP2x/7WLqNWV7nZziMTKHU4O5pf3s87ufuxK7LY/dTyxvdtLPLG/KN/+Wn1zeBnxz9hHbgrnta1Kcv1J8OMABDnCAAxzgAAc4wAEOcIADHODAuAPlNlThUx4vEszd3xycugm4GfAmaLO5AZ5vDu8WdHtjeXdTebvf31AtN4YngyDjUEr/a25+1jeDN+Mfm2cKCB3c7NzeON7d3K6CFCM3QHdcZsrXzK1ft4NxbhkG9xHehUNz/WbGWeaza7sN5Nb9bBjvgyQ7F6rgwmgAOH14YOfN2DwnxruGab9ewW4X7N8GTOoxlHoDvsWfBV5sufVzq/ucmE92afXcjgnkpLHtrxFpfmkeeY0349wHWvK4l2yvm9sI+7RGxcvDcaZrTiuYO1jfdG618ndr1wrm/tfucRusLQxyMHcTvE3fxo2fYx58czeNc3ecw7x17A772axTYTp2rRxrs83vz6Ft2+RJGV99vVjiRKmzfm7DQF9xedSD5Et7XOk1YvdacNrr2tq57a6z6Txtj7msSXr9mqw/ch5NODd+zI0L69dt6meWw780r+xqWsfm62Tv5+Fr1O61bWy+qd+5ec+Vn8Jlru/nKD81mBvfnh2Lsw6Ct41K5Ru4zWBw+YnlEx6CuXEuSZ/jvNEnrzjAAQ5wgAMc4AAHOMABDnCAA7ftQLktVda4PF4kmHstQl3bzc9juN7y3I7hcM66t8zU3C75RaAdzP2H7d/KLd+63Ty3Adyxb+am4O/S84IXl+zF+Nis2zibpe5fW71rW/NTgrknxFqfvalg7v2de9d2rTBejnKAAxzgAAc4wAEOcIADHOAABy7XgXLzqqxPeQjmpm/IXNvNz2NOslue2zEczln3lpma2+VewJ+eWsHc/DdxSzA3fRO3fFN3+9PKEej9hxWB3HLu8OKSvRgfm3UbZ3PO14RL6uva1lww9/4cvaTzxVj4xwEOcIADHOAABzjAAQ5wgAMc4MAlOiCYmwK4eYGu7eZnHvvc9i3PbW7uz1V+y0zNzYtX67zhxXV6Yd2uc91a5+DSvGtbc8Hc+3N0qcvqcYMDHOAABzjAAQ5wgAMc4AAHOMCBe3VAMFcwt/9q9r2eAOea97XdLD9m3ubmBbLlCy+u0wvrdp3r1joHl+Zd25oL5t6fo0tdVo8bHOAABzjAAQ5wgAMc4AAHOMABDtyrA4K5I8HcexXCvF0MOcABDnCAAxx4LQcEc7n3Wu45Lvc4wAEOcIADHOAABzjAAQ5wgAMcuFQHBHMFc30zlwMc4AAHOMABDlyEAyWYe6vPd+/eXQTjS31TYlzeMHOAAxzgAAc4wAEOcIADHOAABzjAgbYDgrlu3rqxyAEOcIADHOAABy7GgRL0vNWnNyTtNyS44MIBDnCAAxzgAAc4wAEOcIADHOAAB8YdEMx18/Zibt46UcdPVGyw4QAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAP358BJwdzS2AMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4HkIlCB+eXz8+LH5fPj27Vv3+PjYff36tfvy5Uv3+fPn/ufvRP/vL/pvza05BzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAAB17WAcFcP7fs55Y5wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIELdEAw9wIXxScaXvYTDXjjzQEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4cIkOCOYK5vqUBQc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4cIEOrArm/vLLL50nBhzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAeez4FVwdzSyAMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4HkJfPz4sWs9H759+9Y9Pj52X79+7b58+dJ9/vy5e/funa9YX+BXrC/xN7yNyW/Lc4ADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcGC9AyVM3ArkljzBXEFbgXsOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcOCVHBDMfSXwPoGw/hMI2GHHAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzhwDw4I5grm+iQFBzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzhwgQ6sCub+8ssvnScGHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAAB87vQAnilm8erwrm9q38gwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBwVgIRxI3048ePXev58O3bt+7x8bH7+vVr9+XLl+7z58/du3fvzjoYnSGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIbAhEEDfSViC35C0K5v7jb3/beWLAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5w4DQHSjg3griRCuYKSAvIc4ADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADr+yAYO4rL4BPI5z2aQT88OMABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHLhVB541mLv5FWf/IoAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggsIZAD06V+/LxypGf7meUlg1EHAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGBDQDCXCQgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMAFEhDMvcBFMSQEEEAAAQQQQAABBBBAAAEEEBG/2AEAACAASURBVEAAAQQQQAABBBBAAAEEEEBAMJcDCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACF0Xgl19+6TwxuBcHpk4+wdwpOsoQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRenEAJ4j09PXlicPMOFNenHi8azP3973/feWJwbgemBI+ycx9TfzzmAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDqxzIO7dT6WCuQLZ9xLMv7hg7tSJqQyBYwmUF8olj6X1lvSlDgIIIIAAAggggAACCCCAAAIIIIAAAggggAACCKwjsPR+vWCuYK5g7uYce/Fv5q47tbVCoE1g6UV/ab32UeQigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAOQgsvV8vmCuYK5i7OeMEc89x5dHHqxFYetHP9e7l5DdPL3Qc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABziwxoHnvOmf79dPHUcwl7tr3L3GNjf9M8sPDw9T53lfVurMPWc7UeFiCSy96Od613giLxlz9nxJfXW8EHKAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4EDLgecMCuT79VPHEczlZsvNW8y76WBuOcnnArqnlk9dSJS9PoGlF/1cL4Ke5YSP7ZLGBSBv57y6bt5vtYm2OV3TJrdfsr10LEv6OrbOax772LGq7z8CHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAfaDjzn3f98v37qOIK57bXh7O1xuehgbh3YKvv50dpvtWnlRT+tsjov6kqvj8DSi36uF+tfLnh5Oy6AJS+2o87Yfq6bt3P92K7L6/2od2r6XP3Ojasc97WOPTc25bf34mZNrSkHOMABDnCAAxzgAAc4wAEOcIADHOAAB57PgeeMFuT79VPHEcx9vvWNcyfu68+lUb+krThAKy+3sT29lhcdzC0naVngeOTtuizqHJvWfdbt58rr+vafh8D3338/2fFY+dKLfq5X1rw846IT23ExyeVRJ8rqNLfN23W9uX5a9dfmzY1jbb9z7Wpuc/WVT1+88cGHAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMceC0HJm/YbwvH7ttH27HyfL8+6rZSwdzn939JPKGuU+8XR1t5r+XuNR73aoK5ZaHrR8lr5Zd6dX69H31FH1Np1JW+HoFyUR+7sE+VLb3o53rhQlxgyn6c3LEdadSJ8jpdWi/alfq5TeSXtC6L/UijbuxHGvmRlvzYzulY/Vwnb9f1837eLm3Kfk5zP7af/wUXY4w5wAEOcIADHOAABzjAAQ5wgAMc4AAHOMCBczqwJFowde9+qizfr586jmDucU7HffucZifiPn6dl+uPbddtYj/6jDTypcet3VUEc0OOfNKWvPKItFWW88bqTuXX7e2/HoG4sJc0P8byo87Si36uFxeVOi0Xl6m81sUn6ue2rXp1Xm5Xt42ysXSsfhwj2sX+XP1cL7ZzH63tVl59nOhLetxFGy+8OMABDnCAAxzgAAc4wAEOcIADHOAABzjAgdd2IO7BT6Vj9+/H8qOvfL8+8lqpYO7x58HYvfviUy4Lv5bm5falTbSL7ZxG39Ll63cVwdxykpaFzo/YjzTKYj/SufxSXurOPaMf6esRqC/w9X5rZEsv+rlecaG+8MRFpfYk14s6OY2+5urlNrGd20b7OH7st9KcV2+39iMv+q6PW8rrZ65b12/tT9Wv+7Z/yBsTTDjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIFLcqB1P76VV9/Hr/dbbfL9+lZ55AnmHn9OxP37SLNTcR+/ziv7UdZKo370GWm0y2nUlR63dlcTzI2TM9JamMjPaalTHpHmstjOZUu2o530dQjkC31sT41k6UU/1yse5ItL7Oe8vJ3Lc/7Udimrn8f2E/XrdO64UT8fv5WXy+vtsfqRH+nSdnU9+4d+YIIJBzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4cCkOTN2Xr8viXn5O6zp5P9+vz/n1tmDu8edDuXcfz+xS3NOPNMpiP9KSP7cd5ZHWbaJv6fL1u6pgbln4eIxtR3mkuV7kRVqX5f2x7WgrfT0CSy/4ZYRLL/q5Xln7fHEp+/kZF5jIi7p5v84rZdFuLI32kdb1Ij+ncZycxnbUi35iP6dRNtUm18nbdT+xn/uaqp/LbC+/aGOFFQc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOPDaDhwbIXiO+/qCucefB+U+fnEn0vAo9iNt5Zey1rNVN/IirfuNfOmyNbzoYG5LinKBiPy4WNT7OT/qR95YWvqIR94uefV+1JO+HoFy4V/yyEHaqfq53i1cPIqztzAPc1h2IccJJw5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcOAlHZi63z5Wdu77+oK5xzs/Fjso+fkZLrXqt/Kifklzee4ztnNd28vW8KKDuWMn/Fx+CJHrtfKivJTFI29P5UWZ9LIJ5CDt1EhzvWu/eITrJb32uRj/sgs5TjhxgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADL+nA1P32U8vy/fqpvgRzj3c+xw2WbueYw9h2di/3G/mtvCiTzq/jTQVzQ6Kpk7uuU/bjUW/XdaOe9HoILL3o53ouHPMXDoww4gAHOMABDnCAAxzgAAc4wAEOcIADHOAABzhwvw48Z5Qg36+fOo5g7nH+Rcwrp+Ucjv04n/N+3s7l0S6ndXnst+rkMtvz63hTwdypk1rZfRJYetHP9Vw45i8cGGHEAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcOB+HXjOiEO+Xz91HMHc5/cvB3NjO6flGlD287Wg3m/VyfVtz6+jYO7UlUDZ1RNYetFfWu/qgZgAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIXTGDp/XrB3Pkg4CmB0gjKRtrqq5TV5bEfZa201Ze88fUUzL3gC5ahnU5g6UV/ab3TR6QHBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQGCOw9H69YO548E9g9LbYXFwwt5yknhic04GxF4Scf87j6Yu/HOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIH1DuT792Pbgrm3FbAUgB5fz4sK5o6dkPIRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQCAKCuePBP4HR22IjmBtnvRQBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQOAqCAjm3lbAUgB6fD0Fc6/ikmSQCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACQUAwdzz4JzB6W2wEc+OslyKAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCFwFAcHc2wpYCkCPr6dg7lVckgwSAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgCAjmjgf/BEZvi41gbpz1UgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgasgIJh7WwFLAejx9RTMvYpLkkEigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggEgRLg8sTgXhwI71vpP/72t108S3kJjOf048ePXev58O3bt+7x8bH7+vVr9+XLl+7z58/du3fvBseIjkvqgQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCwnEAdbxXMXc5OTQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQODZCAjmPhtaHSOAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALrCQjmrmenJQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIPBsBARznw2tjhFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH1BARz17PTEgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4BkI/PLLL50nBvfiwNQpJJg7RUcZAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAixMoQbynpydPDG7egeL61EMwd4qOspsh8Pvf/77zxIADHOAABzjAAQ5wgAMc4AAHOMABDnDgEh24mZtwJnKTBC7xnDGm67+WLzlZBHMFsu8lmC+Yu+SKoM7NEygv7h4IIIAAAggggAACCCCAAAIIIIAAAghcGgH3rS5tRYynJsDRmoj9UwksdUowVzBXMHdztvlm7qlXHe2vgsDSF4ermIxBIoAAAggggAACCCCAAAIIIIAAAgjcDAH3rW5mKW92Ihy92aV9tYktdUowVzBXMHdzmgrmvtrlyoFfksDSF4eXHJNjIYAAAggggAACCCCAAAIIIIAAAggg4L4VBy6dAEcvfYWub3xLnRLMFcwVzN2c34K513edM+IVBJa+OKzoWhMEEEAAAQQQQAABBBBAAAEEEEAAAQRWE3DfajU6DV+IAEdfCPQdHWapU4K5grmCuZsLg2DuHVwgHx4eZmdZ6sw9606m6td1Y78eS70f9c6dLn1xOPdxL6W/vFZjY4o6Y+W3kB9zrL0by7+FOZsDAggggAACCCCAAAIIIIAAAghcNoF7v2912atz3Oha95yih3z/qd6OOiWty1r7Ub+UxSNvR965Uo6ei6R+gsBSpwRzBXMFczdnjWBuXD1uPJ17MV9TPtamzi/78awx13Xr8nPt1y8OeTx5O45Xj6uuE/uR5nbRNsoiLXViO9JotzaNfkq65DFXb658yTGW1IlxR928H9uRRp1WGnUibdVp5ZX6rcdYfquuPAQQQAABBBBAAAEEEEAAAQQQQOAcBOr7VufoUx/nJxD3nyJtHaF1b6mVl9vW5fV+rlu2c/nUdimLZ93Hsfu1o3W/rf1jj6H+fRGonRqb/b0Gc8s5NRfEjPNuKq37OKZutK3HUu/nelP9R1nUL2mrr1ZebnOr28X1qYdg7hSdKy2Lk2JJGlM8pm5uE9s5LX21Hq38Vl6r7al5rReHOHak+Rhzebm8tZ3zSr95f2w7H3/J9pp+cpvWMebKW23W5uVjxXak0We9H/k5zXXydq5Tb4/VG8uv29tHAAEEEEAAAQQQQAABBBBAAAEEagLff/99nTXYHytv3bcaNLRzEQTyfaO8nQc3lp/r1Nt1m6X7pV7rWfrPfeTt+thL91uO5n7r7by/9BjqXSeBsetazGasvOVUtMnpvQZzxwKdOZBZzrO8X2+3ylt5rWOVevFc0m+rj7pdq05rPK28Vl+3lieYm89826MEygky9WiVt/JKH3P5pXzsOTWGU8paLw4xzkhz/zG+Oi/2c5vWds6LNpHmsrwd5UvS52q3tt8lY67r5GPFdqR13an93CZvL22T6y1tn9vYRgABBBBAAAEEEEAAAQQQQAABBAqBErQYC1xMlbXuWyF6eQTyfaPYLmnrGaNfUi/qLGlT6uT6x27HMY5NW46OHbse47HHUv+6CExd26bKWk61Zn4vwdxyPi19RhBzSf2oG2lpE9s5PSZ/qu6xY8p9xXakeXz3sC2Y27oC3FFeET8/6v0oK/lzz6gb6VT9qFPSVr0oL2XxyNu5XZSfko69ONTHjOPmNI6b6y7dzvXm+onyJWmr39yulLfqtPJKu6g/Vh59R73cpi7LdaKsleZj1dt5v9U25+W6ebvUKft1XuTnPmK7VTfq57Lcb96OfqQIIIAAAggggAACCCCAAAIIIHB/BCJwUdL8GMuPOmP3raJcehkE6ntDrVHlOqU89iPNbSIv0ig7Zr/Uzc/cRys/jynqLklbjub+y3Z+1Pu5zPZtERi7vo3lx+xbTkVZTu8lmLsmWFnOs6l2rfJWXuljLr+Ujz1jDK0+Wnn5eNFn5MV+pNH3PaSCufnMv7PtInzrcWx+q481eXHcSEsfY9tRlsvXHDPajL04tPqPvEijj7y/ZLvVruSNtY36S9K6j7IfeZHWx2rt13m57dg4ok6kUa/ej/yxNNfP21G/lRdlOc31lmyXtrneWF+Rn+vW23k/6ksRQAABBBBAAAEEEEAAAQQQQOB+CdQBjHq/RWbsvlWrrrzXI1DuA+VnayT1vaLYjzS3ibxIo6zszz1z3WO2o+6xacvRPO68Xfqu9489nvrXRaC+ztX7rdm0nGrVu8dgbjl/cvCy3o+ykj/3jLqRTtWPOiVt1YvyUja13WobeXW7Vl85L+rfQyqY27oC3EFeEb48Io0px36kkR91S/7Uc6zeVH6rrOSVRx5H3t4Wny1pvTjE8SKNg5X9/Mz5x2xH3ZLmY4xt5/pz27mPY/qv2021HRtD9BFprlfyWvm5Tmznenk7yks6lj9WJ9cf257qN7epj1HKcnneznVtI4AAAggggAACCCCAAAIIIIDAfRPIgYzYniLSum81VV/Z6xDI94KWbJdRRr2Stp65Tswq2sR+nebyus+oW9eJ/LVpy9GpY+SytcfU7roIxLUup1MzaDnVqn9vwdxy7rQCl8fmt/pYkxfHjbT0Mbc9V577iLqR5rI1473mNoK5rSvAneWVE6E8Im1NP5fNbefy3O9YftSJ8pKOPVtjO0de68UhjycfI/Jj3FF2TH6uu6afOOZUmo+xZLseR/Q91jbKW2lus6a8tMl9xHak0We9H/k5zXWWbNfHHusr8pf2GfWlCCCAAAIIIIAAAggggAACCCCAwNKARiHVum+F4OURGLtHVEYaZZHG6GM/0shf2qa0y8/cbm67bpePfex2y9E8p7xdj+vYY6l/vQSe47p3T8Hcch61gplj+VG3lE89x+pN5bfKSl7kT23PjSX3EXOL/nJZzruHbcHc6732nXXk5aQYe9Rleb+1nfNKn7EfaRwn9sfS3Lbejv1oG32uTev/cJR+o++x7dYYct08ljo/9iONurEfaeTHsfL+ku1WP9FXKYtH1MtplOX6UZ7LWtu57yiPtpFG/lRa1439SKfalrKoF2ldv86P/Zy2+inl+ZHr19u5nm0EEEAAAQQQQAABBBBAAAEEEEAgCJTAxpJHfd9qSRt1Xp5Avl+Ut8tIYj/SGF3sRxr5a9pEHzkt2/Uz911v5+Mfs107GseMPvJ+bJfU4/4InPu6d0/B3BywLOfPXGAz6tT1Wvk5L9cfy486UV7SsWepG/VjO9JoH/t1mstb/df1b3lfMPf+rpcHMy4nQXlEelAhZeQ6eTu3PzY/uq/b5T6jTk5L/VabXGfpdv0fjqXtXqreueb5UuN1HAQQQAABBBBAAAEEEEAAAQQQQACB8xC49PtW55nl9fcS9yojbc2ovscX+9GmTksfUSf6i/26bs6PumNp1J3qf6xtK5+jLSryTiGw1Kl7DeaWoGU5j8eCl3VZ3m9t57zc91x+lEea27a2S725Z55T7jfyW3lRdsupYO4pV5QrbxsnTZ5GKy/KS1k88nadF33ktNTJ+7EdbaM874/l1XXOsb/0xeEcx9IHAggggAACCCCAAAIIIIAAAggggAACSwm4b7WU1OvWK/c745G3I6+kdX69n+vGdq6Tt6O8TnOdY7frvpbuc3QpKfWWEljq1L0Gc8u5XQKXkU4FMXOdvJ3bH5sfx6vb5T6jTqSlbl0/9us0t4ntSKNu7N9LKpi79OpxQ/WK7OU59ajr5Pr19lTdcoyoH2kcd24/t402z5UufXF4ruPrFwEEEEAAAQQQQAABBBBAAAEEEEAAgRYB961aVK4rL+6fLrkfGjOr29Rto16kS+pHnbpN7K9NObqWnHZjBJY6dW/B3DiHcwCzlRflpay1XedFHzktdfJ+bEfbKM/7Y3mRX/rI29Fnzs/9Rf5cXi6/1W3B3LGrhfy7IrD0xeGuoJgsAggggAACCCCAAAIIIIAAAggggMCrE3Df6tWXwABmCHB0BpDiowksdepegrkR9JwKVNZ1ciC03p6qW44R9SON487t57bRJufV7es6dXnsl3Tsmfu45W3B3KMvIxrcIoGlLw63OHdzQgABBBBAAAEEEEAAAQQQQAABBBC4XALuW13u2hjZhgBHmXBuAkudupdg7i0HKc3tafft6SkWgrnnvsro7yoJlBcHTww4wAEOcIADHOAABzjAAQ5wgAMc4AAHLtGBq7zhZtB3Q+ASzxljuv5r+ZITSDB3WSBwKkio7DoYCuYuuSKogwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggcDEEBHOvIxApYHz6OgnmXsxlx0AQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSWEBDMPT1IKNB6HQwFc5dcEdRBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBC4GAKCudcRiBQwPn2dBHMv5rJjIAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAksICOaeHiQUaL0OhoK5S64I6iCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCFwMAcHc6whEChifvk6CuRdz2TEQBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBJQQEc08PEgq0XgdDwdwlVwR1EEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEELoZACXB5YnAvDkydeP/429928Sz1SpA+px8/fuxaz4dv3751j4+P3devX7svX750nz9/7t69ezc4VnRcUg8EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgeUE6nirYO5ydmoigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACz0ZAMPfZ0OoYAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQWE9AMHc9Oy0RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBZyMgmPtsaHWMAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIrCcgmLuenZYIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALPQOCXX37pPDG4FwemTiHB3Ck6yhBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBF6cQAniPT09eWJw8w4U16cegrlTdJTdDIHf//73nScGHOAABzjAAQ5wgAMc4AAHOMABDnCAA5fowM3chDORmyRwieeMMV3/tXzJySKYK5B9L8F8wdwlVwR1bp5AeXH3QAABBBBAAAEEEEAAAQQQQAABBBBA4NIIuG91aStiPDUBjtZE7J9KYKlTgrmCuYK5m7PNN3NPvepofxUElr44XMVkDBIBBBBAAAEEEEAAAQQQQAABBBBA4GYIuG91M0t5sxPh6M0u7atNbKlTgrmCuYK5m9NUMPfVLlcO/JIElr44vOSYHAsBBBBAAAEEEEAAAQQQQAABBBBAAAH3rThw6QSyo//ibdcd+7z0+RnfyxPITk0dXTBXMFcwd3OGCOZOXSmU3QyBsReHh4eH1XM8pe2ag44dr86v9/Ox6rJ6P9fN23W9ej/qtvJL3twz2tfpVH913bLfqt+qtzYv5lG3P/W4rfatvDhujKOVRp2xdKrfsTY5f6x9zq/HlduX7Vw3ylp5S8qizrnSqXHkY9T16v21dUu7Vl+tvFOOkdvm7fo49X5dt1Ve59X7dR95P7bH2pwrP44jRQABBBBAAAEEEEAAAQQugcDYfatLGJsxIFAIZEePDeSW+h4I1ASyU3VZ3hfMFcwVzN2cEYK5+cpwJ9vlZvjcs4Vi7CZ6XbeuF/uR1vXn9te2y/2OvTiUvueeuZ+8PTeuVr+lfZ0/lpePFXXqvFb+1LjqstZY6mPkNnX9qf26n9jP/UVeTnOfkd/Ki7KcHtN37rO1Hf3mssir03zcXH9sO7fPbZfklzpr2kTfY22j3zzmaJPTun3UH6vTqp/rxnZdL/JLGseYSnP9U7anxpH7revV+3N181ym6kbZVP+lTl1e70edfNzYjmNEnbn9VrtWm6jXSlv15/JKed1XtBnLjzZRT4oAAggggAACCCCAAAIIXCKBsftWlzhWY3pZAuX97txjrM5Y/lx/rfI5RyPAm9tGnmBupmI7CMw5FfUEcwVzBXM3Z4NgblwV7iRd8yJe2ow9W9jiGGNtory0HasTZTltHWtpXuvFIY9jaT9RL9pGGvk5rctiP9JSN7YjzXm5r7H83C7XqfOjr5yft3PbqBtpXe/YutFPpK3+omys77E2JX/pMx9janvqWLldrje23ZpPXbfs52ccI+flNtFnXR770X4srfvK9XJZ3h6rU/Jb9XJevV328zP6znl1m6jz3GkcN9Kx49XlsR9p3S7n5+1SL++X7foZfY3l131E/bH8+njH1J+ru+SYuY+p7TzOqJfzlmy32kWeFAEEEEAAAQQQQAABBBC4JAKt+1aXND5jeT0C5f1v61mPKL9PLmX1fl3/2P3a0Ryoje3SZ2xHADf2jz2e+rdPoHZqbMaCudPB3HKuP0ews3XdGcsbO/5zjW3seNeeX1yfegjmTtG5sbJy8pTH2EkX+fW0c7tcFvk5L/rPeVEv0lxW1891YjvSut0x+/WLQ/RZ0qln6xjRNsrq/Zxf913Kcv3YjjSX121jP/rPdevtej/a5jTXKfmtx1R+7itvt/rJeWN9Rp1WeSsv6ke6pE7UnUrH+qnz8/7YdjlOLqv3x8rG8mPcdflcfpTXx8/5dVkco6StZ7TNZXUfsZ/7inZRltMoq+vnY7S2o90paRwz+qj3I7+kuSxvt8pKeX7mOlNt19QrbfKj7r+U5by57VIez2gb+3Uaxy358ajrxH6UT6W5n7pe9NNK67qxP9Vf1JEigAACCCCAAAIIIIAAAqcS+P777ye7GCuv71tNdqLwrghMvZ9tvS8eyzsVWu1oBGlzWo4xtn/q8bW/XAJj17UY8Vh57VTUr1PB3OXB3LHzP4KcY+U5P9eN7ZKWOnk/tsfyp9pEW+lwbQVzsX11uAAAIABJREFU67Pf/uBmfo2jnHz1I+eNbZc2pSw/W3m5fRwn57W2c160OTYde3HIfeftGHt9nFxnbDva5PLcX86P7Uhzvegn0lwn6kVepFE30jq/3o9+on6dtupPtRmrn/udq1PK8zOOl/PqPuqyer8+fl2e+6u3W3UjL/o9pk1dN/rI88x5kR9pHHsuzX2MHTPnR//Rri4byx+rF/VzWtct+3VeqV/n5f283aqbj7d0O/c5th19lfKoE2mURVrn1/ul3pK8UmeuXqs8xtE6Tq6ft8faLKkTbUvdXD9v5zp5u26Ty2K7Tlv9ljpj+XNldf/2EUAAAQQQQAABBBBAAIG1BErQYixwMVU2dt9q7Ti0ux0CU+91W7M8tn6rj1belKMRwC3tYrukeX+z599bJDB1bZsqm3IqcxLMHQb86gBoOefrvLI/lt8qa9XNeWW7fsYx5+qNtYv20v36CubmM992T6A+ger9wFTnT+1Hm5KWevHI262ysT5z3ak+4jhz6diLw1TfuSzGmY+Ty2O8OS/a5DTqRT9RP9eJvKgTac6P7Ujrfsf2S/1Wm5wXx2v1EWXRTyuNOtG+VaeVF+1KWTxiO9LoM8pjP5fnsijPea26OS9vT7XL9ca2546f29V1c9mS7TzWenusfeuYpW48637q+rGf68d2TqOfkpcfeX9sO46xpF2us2Q7xpjr5nGU/FwnyiKN8iXtW21y3lxfuW5s57Rst56531Z59BFzWLpf12u1X3K8JeOrjzXWb10vxpSPkfNsI4AAAggggAACCCCAAALnJhCBi5Lmx1h+1Bm7bxXl0vshMPWeN8oyjcibSnP9sl3qHvuoHW0FbUufrfwI7B57TPWvg8DY9W0sP2ZVOxX5dSqYuw/25cBn65yvy/N+3i5tp/ZLWdSJ44zVj3q5PLanyqKOdL++grn12W9/8gW7nGD1I/IijfJ6v+SXvJwf+zmN9pHW9ev8XB5lx6b1i0Mez9z22LHmxjVWnvNjO9JyrCXbMaaxunU/sR/1Sxrbua9WXpTntK4XZWP5UV7SuTq5PLYjrdtHfkmnnnPHj37q/qNd7jvnzW23+quPlfvOZbltzm/Vb+W1xpb7bJXXx5mr0+qvzqv7XDLWaFPXndqP407VyWUxtzotdeYeuU7eLu1a+5FX0tiOY+S82M5p1Mt9131EnTq/3s991Nut/ciLfiKN/Ehb+VFW0vzIdSN/ad5U/VLW6meuTZRLEUAAAQQQQAABBBBAAIFzEagDGPV+6zj1fatWHXn3QWDqvW0hMFU+VXYqvexoDthGoDanUV6OmbdPHYP2l0ugvs7V+62RZ6da5ZEnmLsP9rUCn+W8Pya/1K3b1PtjdUq9um5rP+rVaWuc8vbrK5gbZ710R6A+ier9XcXGfxBK3fKINrluzs/1cp3Ij7y5/egz6q9NWy8O+dh5O47Ryouyki4tr+vl/diOtNVvlEU6Noa6PO/HdqRxnLKfn7nvqJPzct257dwub5d2U4+631I3t8nb0U8rb6ysVTfn5e187Miv01wntkudqefSsS05Vt1XtKnzx/ZLfrSJNOfV7XKdXC/nL9nObaeOMdZX3Sb2T03z8cb6ynXydqmf92M70igv+/kZx8n1om6U5f26XtSp8+v93MfUdu4v97Fmu7Spn9F/pLnfqbxcVvcZ+1GnTlvHqOvYRwABBBBAAAEEEEAAAQTORSAHMmJ7qu/Wfaup+spul8Dc+9dcHu+Fl6SnEqsdjSBtDuKWY7Tyo86pY9D+sgnEtS6nUyOunRqrK5i7D/a1Ap/l/D8mv9St29T7USdfW/Ixcn6rbdSdKos60v36CuaOXQXuPL+cSHOPJXVyH1E/0lJWtutntMn1Iq9Oo22df+x+68WhPv7cfn3Muv5Uea7b2m7lRX9RFmnklzTn5e26LNrkOnl7rH4rf65dXR7HjvSY8qgbaWs8kVfqjD3j2FN1o87YsXJ+9DPXpq5X70/1GX232uR5Rr3oK9K6XV0v9nO9qbZRFmm0L/utvNxvrhvbrfIoy/3l7Vabujz6WJsu6S/Xydut8dV5U/WnyvJ86nr1MaLuXL1Wed1XrlO2Yz+nsT3VdsmYxvqJtpHmepFX0mPzc1vbCCCAAAIIIIAAAggggMC5CSwNaJTjtu5bnXs8+rsOAmPvbWP0Y+Vj+dHu1DQ7Wgdn6wBuHGssP8qlt0fgOa57grn7YF8r8FnO/Xjm8pJX70e9ubS0G2uf+8z15vrM5XUf9jdrLJh7e9fEk2eUT5zWdj5Aq7zOy/XLdimvH628us5Y21a9Y/PyfziibT2Psf2oX6dzc4ryqTSXle141scq+1E3l+W8vH2u+nU/cYySjj3rNnm8c2Vj5XHcJeVzx8t91XXH+p/Kr8vq/qf2p8ry2HK9ervez+1a27l+XV7K8rMuL/u5fdSdqxfluW3dV9Sp8+MYc2luf8p2PcZWX7lO3q7HHm1znbxd158qi77qNpFft11Sb0mbXGfNdmlTP2PMkUZ57E+NPerOpXN95XLbCCCAAAIIIIAAAggggMBzESiBjSWP1n2rJe3UuT0Cc+93S3n9mGtT11+znx3NQdql22uOqc11Ejj3dU8wtx3Mzed9Kxhaylv5Ja8uq/dbdaKvum69X9cbK4960v36CuZe5zXv2UZdTp7yiDQfaC4vyiOd66fUG3vGccfKc37UjbSUHfvI/+FY2nbuOEvKc53YjjSPI+fl7bE6kZ/r5u1SXu/XeaW8fka/ddrqK+pMlUWdnM7Vr8vn9kvfdZ1jjpfrTvW19Bh1van9UlY/6/HkMdV1c9+xHWmrn9xXqzy3zdu5bp1f7+dj1GVlv37mvmO7bhf5rfSYuq32dd6S/nKdvF36qvfrvFJeP2MMdX6rr7q/1n7uL7YjzX3m7bF+cp2yPfZc0v+SY7T6ibyc5nGN9TuVn/uyjQACCCCAAAIIIIAAAgi8NoE1961ee8yOfxkE6vfHZVStvDzaufJcN7azo0sDuLle9CNFIAhkpyKvlQrm7oN9rcBnOZ+PyS916zb1fl2nlLfq1PViHLlu3h6rH+3uPRXMbV0B5PUE4iSMtIWllMUjtiMt+Xm7rlfvt+pGnUiX1Im6x6RLXxzK8eM51//cWMfKx/LHjhfjabWLvEhzH3N5dXm9n/uK7VJn6TPaRJrbRV6d1mOo90v9pXlRt1W/Pm6uO1a/lV/y4hl9tPqOslw38nL9+hh1/Vw3t2+1a9Wd669uk/ej7dSxok6rXcmbahvldZ3cV2zHcZbUjTZL0yV9Rp1Ic99zeXV53s/bpc/WfiuvPn6pU9cb6y/yx+rn/LxdHzP2o05Jp55RfyyNflrlrbJWXqutPAQQQAABBBBAAAEEEEDgEgksvW91iWM3pvMSiPe3kZbel2znUeT6Of+UbY6eQk/bFoGlTgnmnjeYW64PddD0mLy6bmu/lSeQO72OhY9gbutKccd55USKZ40h8ktaHnl/bjv3Vbevy+ryub6jfu7n2O2lLw7H9qs+AggggAACCCCAAAIIIIAAAggggAACpxBw3+oUerfTtr4HmvfHtsvsS9nc81RKHD2VoPY1gaVOCeZOBwHLuV8HZ6cCp636Y3lz15Uoj+NFP3Ua5a1xytuvr2BufZWwf5cElr443CUck0YAAQQQQAABBBBAAAEEEEAAAQQQeDUC7lu9GnoHXkiAowtBqbaYwFKnBHP3wb468JmDqVEWeRFQjfyStvLG8sfq5v6m2rbal7xWft3nve4L5i6+fKh4ywSWvjjcMgNzQwABBBBAAAEEEEAAAQQQQAABBBC4PALuW13emhjRkABHhzzsnU5gqVOCuePB3HsNet7qvAVzT7+u6OEGCJQXB08MOMABDnCAAxzgAAc4wAEOcIADHOAABy7RgRu4/WYKN0zgEs8ZY7r+a/mSU0YwVzD3VoO39bwEc5dcEdRBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBC4GAKCuYK5ddDzVvcFcy/msmMgCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACSwgI5grm3mrwtp6XYO6SK4I6CCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACF0NAMFcwtw563uq+YO7FXHYMBAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAYAkBwVzB3FsN3tbzEsxdckVQBwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4GIICOYK5tZBz1vdF8y9mMuOgSCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCwhIJgrmHurwdt6XoK5S64I6iCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCFwMgRLg8sTgXhyYOvH+8be/7eJZ6pVgcE4/fvzYtZ4P37596x4fH7uvX792X7586T5//ty9e/ducKzouKQeCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALLCdTxVsHc5ezURAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBJ6NgGDus6HVMQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIILCegGDuenZaIoAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAs9GQDD32dDqGAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEFhPQDB3PTstEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgWcjIJj7bGh1jAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCKwnIJi7np2WCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwLMReLFgbj6Q7d92GGDAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ4sdaBEjJ+envrAcaQfP37sWs+Hb9++dY+Pj93Xr1+7L1++dJ8/f+7evXs3iDovPbB6JOUABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzgw7oBg7m/H4RAHGw5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5w4LUcOHswd/A1XTsIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAqsJxM8rR9r6ieWSt+hnllePQkMEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgQGBCOJGKpg7wGMHAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQeB0CEcSNVDD3ddbBURFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEBgQjiRiqYO8BjBwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4LkJ/PLLL50nBvfiwDHnUwRxIxXMPYaeuggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAicTKEG8EqzyxODWHSiuH/OIIG6kZw3m/m9/+13niQEHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMcuF8HlgSuBHMFcW89iBvzu7hg7sP/+791nhhwgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAgftzoATxlzwEcwVzI9h566lgruCx4DkHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMcuAgHBHMFaW89OHvs/ARzXZwv4uLs01X39+kqa27NOcABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5woHZAMFcw99hg563XF8wVzBXM5QAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMX4YBgrmDurQdnj52fYK6L80VcnOtP3tj3aSwOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgwP05IJgrmHtssPPW6wvmCuYK5nKAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMCBi3BAMPc6grkPDw9deeZAaisvl9tet7aCuS7OF3Fx9umq+/t0lTW35hzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOFA7IJi7LuC3NlAaAdi5tO4/6uf8Vl4ut71ubQVzBXMFcznAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHODARTggmLsu4HdqoLQOxNb7df91eb1f17e/fl0Fc12cL+LiXH/yxr5PY3GAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAH7s8Bwdz1Qb9TAqZ1MLbej74jP9J//+//ff9zy2W/rhP70tPWVDBXMFcwlwMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5chAOCuacF/tYGTiM4G+3r/cgvaSn7T//pP/VpDuZGm5zmdrbXra1grovzRVycfbrq/j5dZc2tOQc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDtQOCOauC/idGiiNAGz0U+9HfklLWQ7m5rLYnmofdaTL1lowVzBXMJcDHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOXIQDgrnLAnznCIRGwHVpGsesg7lj7aO+9LQ1Fcx1cb6Ii3P9yRv7Po3FAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHLg/BwRzTwv8rQ2cRkA22tf7rfxSJ//McqtO5EnXr6tgrmCuYC4HOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMcuAgHBHPXB/1OCZjWwdt6P/cdZYK5L7NWgrkuzhdxcfbpqvv7dJU1t+Yc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzhQOyCY+zIBwlZwdi5vrDyCu1Fe70e+dN3aCuYK5grmcoADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIGLcEAwd13A75RAaSv42sqLY0RZSf/whz90eT9vR33paWsqmOvifBEX5/qTN/Z9GosDHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4cH8OCOaeFvg7NnAawde63ZL8UicHc6OPsbZRLj1ujQVzBXMFcznAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHODARTggmHtcoE9g9PZ5Cea6OF/Exdmnq+7v01XW3JpzgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOBA7YBg7u0HJwWgj1tjwVzBXMFcDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOHARDgjmHhfoExi9fV6CuS7OF3Fxrj95Y9+nsTjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIAD9+eAYO7tBycFoI9bY8FcwVzBXA5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzhwEQ4I5h4X6BMYvX1egrkuzhdxcfbpqvv7dJU1t+Yc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzhQOyCYe/vBSQHo49b44oK55ST1xIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEO3KcD3YJHCXAJCh4XFMTrOnldVDB3wbmpCgIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwJ0TEMy9zsCkgPLx6yaYe+cXO9NHAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBK6NQAlweWJwLw4cc36WgHl5RPrx48eu9Xz49u1b9/j42H39+rX78uVL9/nz5+7du3fHHEtdBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIGFBCKIG2krkFvyBHMXAlUNAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQOAeBCOJGKph7Dqr6QAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBE4kEEHcSAVzTwSqOQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHAOAhHEjVQw9xxU9YEAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgicSCCCuJEK5p4IVHMEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDgHAQiiBupYO45qOoDAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQOJFABHEjFcw9EajmCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwDkIRBA3UsHcc1DVBwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHAigQjiRnp0MPfh4eHEIVxm8zIvTww4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIHXciCCuJEK5m5jy2VB3r171xUwnhhwgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAOv4UAJX5bjlodgrmCu4LUAPgc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAcuxAHB3G0ANye+meuTFa/xyQrH5B0HOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4EB2QDA3R3G327cezP3xxx99mqLxaYpb5mJuLvz5wm+bDxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMCB63BAMFcwV2B3G9gV8LyOi1b94nLL61bP1f51OmrdrBsHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ6sdeB1grl//qF7+OHPwzBqyXt4OHh+9/OnQb1PP393UKfVbpdXH2fQW3vn1G/mfnr/pvvxzfvuU+Pbnx/e/ti9ef9pJID6oXv7449dCU7NP992Hxr9LxHhrMGvT++7Nz++6d5/WnISfurev/mxe/uhqvvh7Sivp6djmAS3dWxO4TJY155JjKWV1uM75DLob+U6ZxdOndu8jz9OrGFe77KeS33J7ca3T5lbZmR7nDE22HCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHXseBEs0s7Mvj48ePzefDt2/fusfHx+7r16/dly9fus+fP3fv3r3rg6rtcOhc7qfu5+8ehgHdRoC3BG6bwdxdgHbTz3735+67hx+6CBP3gd9d4dyY9uWnBXNzsGoTpJsNhL39sA3ulrZ1oG9p3nKBVgW/mgHXsfnVc9iOrQ9yvu3el2D3goD1JuideW76KYHOsWD50/YYawLdq7hsA62D4OvUGBoc++B/te6D/i4gmDv+AYTNmkx9gGF4cT9cz2H5co+j3SnrFn1Ij+eOGWYc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAged3oEQwC+fyeMFgbjncn7sfHr7r4ou3f/6hCu52XTcazG18g3f3Tdy67IWDuXNBuOnyEuhqfZOzlTcSMF0Q+Fsb/Cpj/3EXeH7q6v2np01wdyzwVwJ+zbJGgHN/8lfBv1J3hFHf91QgdYbNGi6bQOxwfd6+L99WHlmfeq79eIftx+bX5yf+e0bzF4o1c4v+p53dHLsO5ra4TM5ru6ZNP55h3WJu0nl3MMKIAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOPB6DrxiMLcPIPf/bH46eR/YjZJWMDfKBumn4TdyB2UrdlZ/M7cE6iLY1gfpDn9OdjowVgKXdRBwad5yidYH9vaB1T6QO/gp6e23dGP+BwG4fduDE74OcA7apnYRyB0c96nbBA633F44mBtzGazrYAxl/MNg7f5npseZDfob8Fi+zjG2kq5f803Qfi7IWgdz87GH22k9zzCvU+c2HNs6tvrAjQMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAgedyoIQ6S9/l8SLfzO2/gbv99mz/pdn+b+UeBnL7EeW/o/vdz92nvF9/A3div/6p5r7viX/WBnPL34PN3z7sg3YRgKwCevt6OeB7GPjb1xv2/eNB0Hf5SXJKYK8XceG3SfdBy6fuqecQgeqxn2fez3EfPNwG/z6kb7vu+tr2k4O7g0DqciZlXqdwGQRfTxhDnOiD/s4Q9Dzb3EbGIph7nGuxzlLcOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMcmHKghDRLeXm8SDB3E0Ot/tbtJnP9v5fyzdw+0LUJMA4CmSMBsMOFKYHLCHiGuEvzov58ekpg73DMm+MNg481gwhSx9zq8uGYh31tg7mfcp3obxP8HbA+IZB6CpfNmN93b398073vA8/7wHTpd/jccChthvkL90e//ZwZDbdPnduiceag+qjzrfUcjnXMsbH8U+Y21qf809YEP/w4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAA+dxoARQC8vyeKVg7iawO/o3bx8euvrP3m5+lvmhm2rTl5Vv864IEa/9Zm4BWb6hOAgujga1li5gCX5FEHRpm+l664NfmyDq2w/DYOpkoO/th83PIL99m+ax/UbtQZBzH8ysv5n79u2bFPgc8shB0cm/VzuzFmu5bH7muYx9O64IKJe0DnC28mbGdY6L3dq5lWMPg+ttt1rfzN1z2a/rlCtrz5tT5nYOtvpoO4ELLhzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMCB0x24gGBuGcKfux8eGj+13P+s8g/dn6uA7KK/pVvavnQwtw/i5cBV+QnlmcDnNth3bOArgmL7oOdyGVYHv3Y/b3x4rGHAb/jN2w9vS5AzB6WH5fWJPOyrtMs/Rb0JLvbzrwOlJSgagdQVAdI1XGKskfZz2Y3hcJ6DetsxlrxYz8m0Nd+F81wzt1iX1pijLNJWMDfKclr6Whu0zf3k7VPmlvuxfXheY4IJBzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcOB1HbiQYG7X9d/lF7ViAAAa0ElEQVS2zcHX/qeTGwHeblt34m/k7r6xm/urAsJTu2u/mRsB2WGw6jAYuZO+BEcnAnR9f9tvtL49YxBsbfBrM54P/Ve5d3NIAcl9YPkwiPnUCOZOBS73fc3wK9/uzQx3gdTjT6y1XAqLQcAzjyEHwHN+CsIO2qb8AeMZVwZ1G32cbW6NvsuxW8HcXd5g3mU9q4DuoPxl122Om/Lj1wMzzDjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIAD53Pg1YO5f/5h/zPKZfvh4Yfuz/03cvf5deD1Yr+Z2wx0zQQjcyBy134T8NoENMv25ud7FwX9dn2MS7IusFcFaPsg5fQ3Sg+D2vHzyFVf1ZiH80z8+qBfHHP4bd3dReGEwOA6LhvOgzFXYyhlP755072pg5jbeQ/aVix287q6YO5mjXuHKx7529O7DwjkoPcYg5H8U9Ztx3ekb+Xj1xFssOEABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOPL8DrxTMLT+rHH/zNv+M8j6//ju5OaB7yX8z9+lpE8QqAaby3Px92ZHA40GAbhPE3f3t1T7AtA/mlhOiD379+GO3/+bq8ZKsCn7VAbkq+DUMSLaCtXkeQ0bBKqf7+aVgbj5mP54I7KZv586Mc+qisorLdkyD+ddj2I01gtnDNRu0zXPM2weuDPuYmlcpO9vc8pjS9u5buJHXz3nrfc0j6lTfaN4FdlP53LxOnduS/tU5zjW88OIABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOnM+B1wnmVj+hnIOzmyDuPqj70IjqXuo3c9+/KcHFOnAbAdoUeNwGevvg5fabuSWgd9i2LHQOgu4XPoK6P75t/+zx1EmyJrB3EKyrAm7zAck8j1awdz+3YV8z/DLL3XY7aDrFpJSt4RJ9Dsacgpd5XWPNht9YTn8DeDf+aVfimMekp86td/WI8Q18STyGYy5rW58vew+GdcfzT5nb0mOoN84fG2w4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAA8/nwOsEc+Nrtn1Qd/vTypFXpZufXn7oHn74ufv5u/g275Hpdz9XvU7vrv2buW1RJwJWi75tmYOg5xHhbMGv/qdxI/A4F5TbzqMP7EWbmbQPdE/wqwLKPf/RwOE8uzVcIkA7CMSnOe6/YRzH334rOf289iAQ3JpTyVvkShzjMF0zt/B5yfgGwdvGHDZB7cZ6r/gwQowr0lPmFn1ID53BBBMOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgwOs7UKKaZR3K4+PHj83nw7dv37rHx8fu69ev3ZcvX7rPnz93796960rQ8xYf5w3mvv4i1yea4Fd7TW6Zi7m117w+N+zjxAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgwCU5UGKxZTzlIZi7jUwL5t7nSSrgeZ3rfsvrdkkvFsZyneeHdbNuHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAeu2wHB3G0ANyeCudct9dqL0i0HBc3tPp1eey5oxxcOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgwGU4IJibo7jbbcHcy5DzpS8SAp7Xue63vG4vfQ443nWeA9bNunGAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMcuF0HBHPvMJjrhL7dE9raWlsOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4cDsOnBzMLd9ivcXnu3fv+j8mTPbbkd1aWksOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIFrcuCkYG6ZaAl63urzmhbSWF14OMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOHBbDpwczCXEbQlhPa0nBzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABy7DgZOCuaWxBwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDA8xAogfXy+PjxY/P58O3bt+7x8bH7+vVr9+XLl+7z58/9TyuLyF9GRN46WAcOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEO3K4DgrlPt7u4TlxrywEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wIHrdUAwVzC3cwJf7wls7awdBzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHLhdBwRzBXMFcznAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAgQt0YFUw95dffuk8MeAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjwfA6sCuaWRh4IIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAs9L4OPHj13r+fDt27fu8fGx+/r1a/fly5fu8+fP3bt373zF+gK/Yu230G/3t9CtrbXlAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABDnCAA/fpQAkTtwK5JU8wV9BW4J4DHOAABzjAAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHHglBwRzXwm8T0/c56cnrLt15wAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMcWOqAYK5grk9ScIADHOAABzjAAQ5wgAMcuAsHfvnll/6PGC19w6yemyunOMA3/vDn+h1wHl/GGlqH11kH3F+He7x24P9y/LF+Odbht/R45oK5btrcxU0bF4fjLw6YYcYBDnCAAxzgAAc4cGsOuFHD6Zd0mm98O8U3/lyGP9bBOpxyHl97W/6/rv/4vxx/rF+O9bVfF19z/IK5grmCuRzgAAc4wAEOcIADHOAAB+7CATdq3Kh5yRswfOPbKb7x5zL8sQ7W4ZTz+Nrb8v91/cf/5fhj/XKsr/26+JrjF8x10+Yubtq85knm2F4MOMABDnCAAxzgAAc4cBkOuFFzGetwL+cD3/h2iuv8uQx/rIN1OOU8vva2/H9d//F/Of5jrP+P3z908Sznc2yX9CX2r/0aYvzndVgwVzBXMJcDHOAABzjAAQ5wgAMc4MBdODB2o8aNhvPeaMBzw5NvvDrlXODPZfhjHazDKefxtbfl/+v6j//L8R9j/dLB2/p4134NMf7zOiyY66bNXdy0ceE474UDTzw5wAEOcIADHOAAB67RgbEbNdc4F2O+/HOQb5e/Rpd8HvHnMvyxDtbhkq8Tzz02/r+u//i/HP8x1nVw9aX3n/sc1//LOXYO1iuDuX/qvn/4TffTr0/d068/db+J7bHAaF/n++5PubzPe+geHvbP3/z068LA4q/dT7956L7/0zLYf/p+O9Z8/NhujS3K+nTiWH/6vnv4zU/dr4P6y8a0ePFOGd9zjkvfC109sw+4484BDnCAAxzgAAc4wIHVDozdqFn8/uxY9ul97/L3u9PvIf70/cPzvw89dp7qN518cd+sQ3Mdnu38fmbe/Jm+Fr7UuloH6/BSrl3icfj/uv7j/3L8x1gL3p5vDf76dw/dw+/+evT/an35b//Q/fp4vmNe4nX1lDGdIZj7a/fr9g3qILhaAp0pUDvc/r770yBImYLD2/8M//rTbw7bf/+n7WJPBFgP/jP9a/frn/YB5/6N7+i4WoHlqWNtyh524xqK1pzDQzsI3ddt9DPML5y2Y/zN9933v9mPd8f3uYPLB3yHcz5FRm2x5AAHOMABDnCAAxzgAAee04GxGzXlmO33bxMfDJ59b7R5/3auIG5wEcy9nnNkyrdYT+n1rOdLrxV/LsMN62AdXvrcv6Tj8f91/cf/5fiPsX7uYG59vj/87/9nF8+6LO/X71v+7V9VrB7/R/cffjuMHX33h/9xEEit+xnE96r3Ov/PH37TPfyz/6v768en7vHxr7t/88+G/Zf41ME4Uh+CudUaJTZ5bae2VwVzd4HDCCzWaR2UHARut4Pe5W0CovUb3GEQc/vGetfvVIB1BEoJLu/apzq7caS8AcjhsZYEg0P6zclQfSO50feO58H4UvD24aELRmUMsf30lMb3Et8UHox/jJn8qZNOGT84wAEOcIADHOAABzjwOg6M3agp69G/f6s/HNu/X3xov5ece2/Utz0lGNxmdBjM3bxvjPeh3Gpzew0uU769xngc83LcWLIW/LmM9bIO1mHJ+Xqrdfj/uv7j/3L8x1ifO5hbXysicFvSUlbv1/XL/iY+9X0fVC37/99f/Zv+S5E5kFoCpzl4++1vf+r+xT/5p4O86Gf3a7rbL2c231NEcHj7zdrS37/8p/+y+49/++0gQNwac8kTzD3d51XB3Ken8mZx7k3pJsi4C1SmgG8fiBwEUbd1UzBzLJi7CZAeRv0fHqaCpglUvBlP4zkc46avjdD5WN933w8Cqanf/o18CqzGzYCpcaXga3+sNP8ieM2gPxEiKL09uQ7H7ie3xi4Y8mtf7XOCAxzgAAc4wAEOcOC+HBi7UVM8aAZz+/d5K79h279nm3vffDz//r3jIOgsmHup5/GUb5c6ZuM6/px8Lmb8uYy1sA7W4bnO8Wvol/+v6z/+L8d/jPWpwdz6PK+DtXP7dftNXO7wl1+X/ETxsE77/cPh+4zNGtTB23r/cJyHayeYe8hkCbdc54Rg7uGnk8ti778xmgZXAqiDN5vxt3ZTALb61HIzaLsLdpagaXpTPAgMp+PuPqlQArKpfv4E9UTbDahhgHY/x01+c77b/jdzSHPMx622+xNlN7/NHMrf+v1N+inl7/9UTrK6vzS+FBzOi2x76AQeeHCAAxzgAAc4wAEOcOA+HRi7UVN8GA/mbsvq92L9e8n04d/0nrd/fzf4AHG8H928f9t/KDe/v2sHjfu+6r63+633zVPvUXn/st5P+WYtXnYtrpE3fy7DEetgHa7x+nGuMfP/df3H/+X4j7E+NZg7F6ydKz84l6sYWpT3387d/gRy5NXpIJg70s9T/2HU/P5kswaDtvFt4JnjNY+f/mZu3+fD/hvEcYyPH//v/lvEu/dLqU3d573tnxbM3QVI4w3p991Pv/7af7W69aZytwDlTfA2iPrT4G/j7kXp26fg5nC/vMmNN8PbwHB6c3u4iFF/8+Z4P470xnvwRjt/uzUFS3MAdkHgdMNgP6fDce0vSK1gbl9/y6n/unt/Mm3H/P1P3U8p0Lub0ySH/fGmxqIMJw5wgAMc4AAHOMABDnDgFh0Yu1FT5tq/fxt7P1Xf8Ojfm6X3pNs/f/OQ2x/UKcco75nDre376F2b44O5mzXatGv+JFp+D2t78c/Ancv9Kd/OdQz9xPl0eyl/LmNNrYN1uOfrLP9f13/8X47/GOtjg7n19WIuWDtXXvf31L8nOfxmbv57tgdtnp66g59ZHumnFc+Kv4+bf7Y5ftp5F5Oa+Xu5ZUx9sHYbmO3HW7WJ4O7Db//Q/fq4WfuDcd/5+5kTgrm/6X766fv+97j7RUuB1yxM/SniXVkOUjYWYRi83b6x3h0jgrPbE3o2sDqsX8Y09mnlw7IIVJdvIo8EUOtA8HacG/nrgHE7uLsomLvlNGSTgs2zHF7uArhb58baKrMOHOAABzjAAQ5wgAMc4MBrODB2o6aMpX+ftQusVuszuOGR3oPl9zt9nRTgbQRzD+bc14n3iIK5B3wy3yvcnvLt1uZqPtU14wy+8uf8TNd4ah2swxpvbqUN/1/Xf/xfjv8Y67lgbn2uzwVnjy2v+y/7fRzpYf83cyPg+TDyTdldeQqS5n52fzN3+36n/nOmS7712wrO1mOPYG4EgnNwuNTtyxtzmAtU18e55f1VwdxNxH3zJnX0De/gzW4+8YaB1TG4zUBoBHP7vuMN71PXf/177E13/x/o4TE3wtdB1v1+BHpzvfwp52EwdTu3RiB1M4c0zon/zLeCufn4PfPtHEu/v/npp+77Oohc9ic55HWwPeaefG5wgAMc4AAHOMABDnDgNh0Yu1FT1rt//zb2fioHanc3OvbvIfOn0nfvHUeCuQfv83Y/3yyYe2vn3ZRvtzZX8zn/NZM/52e6xlPrYB3WeHMrbfj/uv7j/3L8x1jXwdz63D42OHts/fp4sT94P1ECoH/1b7tWMDeCrPnbrtFHSQf9lPckgw+aPnVPj/+j+w+/fegeFvzUcR+MrQLG+Vil/J/9y7/sf0K5DuSWemPtS/D3n/yTf9H9x7/99uK/spPHfwnbq4K5mz+0vP/E8WbR20HLTUCz/SY3v+Gtg5B9uwjexhvr2K8Dp/X+QdD0MJgbAdt6EcpchmXVp67zm/jdcTZ1hu22NwN2b8ynLz49w5jfrt/h3xbeBHF/7U+y3Q2C7c957fenj1PP1z5eHOAABzjAAQ5wgAMc4MC9ODB2o6bMfyqYu3lfu33Puw3mzr4HOwjmboK1g0+7D26YCObemodTvt3aXM3n/K8j/Dk/0zWeWgfrsMabW2nD/9f1H/+X47+U9bHB2FPrL72W9EHbHEiNIGz1U8Zz/dXvh+Jbvf/2r+bX4mAMOca1DdZGMLcVXBbMnWd8lmBukWDz5vbw97r7/EGQchhY7QVqBGPrdnm/bA8Cp6X94Bj1xIfHHH7i4DDQPOi7Dpb++mv3a/okdnkD3/fX+AR3P+YzBnPjN9H7N//9m/7DsQ9uDFQnzNzJqrz2xj4nOMABDnCAAxzgAAc4cEsOTN2o6d+/Nd7XbT7MnD/02w66HnDq37PtPwTd/6LUQ9rfvY+OD0ZvPiRcv7et32/W+zG+2eCy94cv/mn+Kd8OfLE+L74+l74G/LmM11/rYB0u/VrxnOPj/+v6j//L8R9jfWow9tT2i87vbeA2B1xLYPT4b7NWX2p8eurmArS78UXweOIbvH2w9nd/vfv7vfW3ffvyxs8sjwV5d8e+o/9Dny2Yu4G3eVOb33z+/+2dW3LrKBCGUzW7ms2M9zIP2UtcZytnD3lKVSILkM/MPPZUg1o0GNlO8EGX/A9dunFpmg8l6DeSFmFjmnQCW3pNcshX+Ebt4UCH0gRYibl+cquO40rin/TM3729WH0bbwyc96qYm8AxtvfpUsTmtj5UzP35TM/HscykbZeD7DuCjDZHhhELxAIMgAEwAAbAABgAA2AADJQZmHtQw/EqirnyI9pkDiZzvWweyD/61emKYq7KM/1IWMRcedVZPA4CcPo5nTkxN53HltsPLtrG5Rpv6Iu2fbHFeIOfdTCCfkA/bPH+8Sifwf+y/CP+7eI/F+taMbY2f2ksHw9KWxMRVa3KNeYH/fXHE5VeZazLS8oZFzTqt+deK+d4PCY/wmPR95Z4LGIu+yArfrWg66/zZ0SVICzf19VCtW7Dd9tnMXeuzU/DMJAxhrquo7e3N3p9faWXlxeK4ujtAXVNzPWT0PG7r3riGc8rML2IWv4FtE8/TZpLrzwW0TWUx+l1fToAl9cKYuk06ZaJeEjzVBKZH7Iyl1fgHuio6o0rcAv+JYLz7T7S7cc+4gUGwAAYAANgAAyAATAABsDAXhmYe1DD7Q0/xs3ffqSE1WyedZE+X9Wbi7l5HZzep9F1yNxy9ONwvHgTlJ//FusKeebmunvt0zW36xpva/Ybvq3jbwD4QT9gLEYGMB5iLFpygbgvE3fpY8S/XfznYl0rxtbmFxbSrWhd4X//XLSdhNJRd9OfOk0F17ScfA5x7Vu1k/AqdRRW1KY+j9/ELQi18splWYH74+8/SfsMITeOgy+JuT6Yk3gaC8s7qHzMkOQi7X1lJEKr/ELaA6PLK5TPadVkNyknn1Ar3+LkPEyu/aSZ61NlpW0MA+CRr7fyPvj6srKT9mcPHGb9uy/OaZu2mcdZS0vbI+Mobbm3TElfs9V16XLkPJ+TfWuN2tfny/tpXknDZQRz1lBucq201f6Vy5Y6sI19hlggFmAADIABMAAGwMD3Y2DuQQ1Y+H4stOhz8AauajgDP+vgB/2AfqgZx1vPC/6X5R/xbxf/uVjXirG1+Ze8h+iVtEv6gbrjOPiSmLvqAGbC7ap9TcSw2CnwuT4WubjX5NhYctomQTmKlF8RPVNRc3mROsTSKbHckDMivo7+OX193ufAuiEzirgcH9/eqTwp93NbjKH6MYQYIoZgAAyAATAABsDAHhmYe1Czx7aiTcuPYfC2fB9seRyAn3Xwg35AP2z5PlLrO/hfln/Ev138Ees01rK6F6ti07jU3lNr8+9PzIVA+qkVkrUArTX/YCwtbV7Y9YJuECLTFaW3bwRaxB2socGIZaKxFpDH/Ye1nd9hn5ijwYqJHzNiLgu6uY0CN5cZVtAGIZfFXGN7srYnZ3sazKU5Pjde5zQ+HcelYGvlEn7d5h4xQozAABgAA2AADICB38kAHtSAr9/JV142eANvOROfOQY/6+AH/YB++My43Vta8L8s/4h/u/gj1u1ivbf7ZMv2QMyF+LtL8fdhYuaXRGFHg2FjQVlWlLL4qFfo3r5BipjLYuXZi5tRzJ1rn6wMnrv+5fOTgCtCLm9FMGe/WHzltqqVuUrIHZyjxGxYucsCNwu5ve2jmFsQcidxl4XeO6zlTRR13WYZMUKMwAAYAANgAAyAgbUwgAc1YLEli+ANvNXwBn7WwQ/6Af1QM463nhf8L8s/4t8u/oh1u1hv/b64pP8QcyHm7lLMtWagenNkTcGsI8uWXLusz9iBjHXUe7PUW23h/Mk68uYcnUbrnSNv1pGx1pvcJLi8YFx2KD+eC9e4vtD23MfxWPy/Yyt1WV+X1MnbMzl3pmE4+1j0fU+9YVGW28j+D9GmGIjv0c+TtcTWjVtfhjFkrtkoAIfVvLKyN8Qpj5fEDVv8QQYDYAAMgAEwAAbAABhgBvCgBhy0vBeAN/BWwxv4WQc/6Af0Q8043npe8L8s/4h/u/gj1u1ivfX74pL+Q8yFmLtLMfdkz/R4G+hkc5ur5xd19uztww704UbjfTtQN26Ta5Jm3HYupCvVKWXPbcttz32/53hsnzvTydsvOrlg5vwvuX/+o34403vf03tv6MM4374PdyZvup28bwbqjPMW0jp6t2wDvXNeb5a63lJnyvZhLImxCNxZd2FL3lRRN/74gwEwAAbAABgAA2BgvQzgQc16+2aP4wa8gbcarsHPOvhBP6Afasbx1vOC/2X5R/zbxR+xbhfrrd8Xl/T/mpj7P/X06wZQKS28AAAAAElFTkSuQmCC
请教各位老师，怎么我安装的MT4软件EA回测界面（上图）跟老师们的教程里的（下图）不一样，没有设置回测日期和勾选复盘显示等选项？
data:image/png;base64,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
窗口应该没有全部显示，把测试窗口调大一下。 lsycf 发表于 2021-8-23 10:15
窗口应该没有全部显示，把测试窗口调大一下。
确实是这样拉大就出来了，谢谢:)
谢谢
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