在线求解:f.read()无法读取文件内容!!!
问题解释:我参照小甲鱼的<零基础入门学习Python>第二版,page105的文件读取与定位,照葫芦画瓢都能出bug?文件定位没问题,可是读取不了里面的内容就不知道是什么原因了,所以向大家求解一下,先感谢大家的援助!bug如图:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJsAAAJeCAYAAAATAgQgAAAgAElEQVR4Aezd3XGrMLcwYNflgtzC20a6OB3k8lTx3uX+zHxV6BsShHcWkSVhsMF+sodxbIN+niUwrC2TU/JDgAABAgQIECBAgAABAgQIECBA4E6B//u//0vDcrqzHJsTIECAAAECBAgQIECAAAECBAgQ+E40STYZCAQIECBAgAABAgQIECBAgAABAqsImNm0CqNCCBAgQIAAAQIECBAgQIAAAQIEBgHJJuOAAAECBAgQIECAAAECBAgQIEBgNQHJptUoFUSAAAECBAgQIECAAAECBAgQICDZZAwQIECAAAECBAgQIECAAAECBAisJiDZtBqlgggQIECAAAECBAgQIECAAAECBCSbjAECBAgQIECAAAECBAgQIECAAIHVBCSbVqM8UkFfKaWv9HE+fS+n0yn9u5w/vtKw+Fko8HlJ6fNyNb18ptPlc2FhNiNAgAABAgQIECBAgAABAscSkGw6VrxWaq1k00qQfxcj2fS3i1cJECBAgAABAgQIECBA4C0EJJveIsy5k7eTTHl2k5lN2Wvh46OTTaG+evyGWVaf6XI6fS857vFxmIy17YSsddrxeTmlYcnt377dC8eFzQgQIECAAAECBAgQIPAmApJNbxLon25KNj0k3CH5M3yFbtOv0YX6JJu2TpI9ZBSphAABAgQIECBAgAABAocVkGw6bOgWNDwkJU6n4b5Cl/Qzv2RBeTb5WyA6b5Vs+vpI6esjnU+n76Wa1IrtCvfqyjOD4mM9efU3Q/HVjdpxneF0TqfTOQ23HXPrsWIUvEGAAAECBAgQIECAAIHNBCSbNqPdYcGzi3zJpk2iFJ0lm34zR5+Vkl6STb+ZPSNAgAABAgQIECBAgMCzBCSbniX/hHq/Ps5pWPLMldVnrDyhT7usMiZTNko2tSdX/r43UjH+sf2ntWYKbdyO3pleuxw8GkWAAAECBAgQIECAAIHjC0g2HT+GzT2QbGqmum/FmKyRbBo9JZvuG1i2JkCAAAECBAgQIECAwDEEJJuOEadVWnmdCfPzl7v81a5VWOeFbJ1s6pzBE5OM1Xs7jT2K46U4E2ou8Ocrj2rHtd1rzcj6szteJECAAAECBAgQIECAAIGCgGRTAeYVX75ehEs2bRpfyaY/eSWb/mTxIgECBAgQIECAAAECBF5OYJVk038vpzQs//OZvpdHK717/a3ekk2tUneut3Gy6Zq0aZu5szjusR/nj3Q6f6SvlL6XXqWHtaNz5ldvP6xPgAABAgQIECBAgAABArcFJJtu+zS9++xkV1MjU0qLL/ZbK7Dej0BM0qx8zybJpkrSS7LJnkiAAAECBAgQIECAAIGnCqyabPrP6ZR+lnP6z+mc/vcrfS9b9zAne961/pLvNSnx87W5/Ffoyo9tM2VK9f3Md/lKH+fT91Ksp3uGzN83lp6Vvzips3L5vcmmuP7pJ17zeyT9zCm6+l7S6XRJP63/Kypx/d74RpdafX+1YXjt0e0I9XWPt1I/vE6AAAECBAgQIECAAAECLQKSTS1KlXWenewqNU+yqSQTX49JlUJyrjWZFZNHte3i+pJNIUAxPrWkl2RTAPSUAAECBAgQIECAAAECDxVYJdk0tXj8+srH6ZSG5eEzjd69/ikQP788LNkUv7Y0JktmM4/C6/OZO6EDhSRMrdxhts/tGT9jPVuVH8stJZsKbsW/EhjXL5U7MfYmaaYNM9Dw5ct0OZ2+l9Opd2ZULu857bh+bXRpu3P7PRIgQIAAAQIECBAgQIBAj4BkU49Wbd1nJ7tC+ySbhlTJjZ+YFArJsHJSq5LMiuWWkkIxeTTWL9kUYxaTVW3JI8mm6Og5AQIECBAgQIAAAQIEHiOwbrIptnm86L7OcMqznS7pP6dL+m9K30vcbLXn715/gLxefP98TayY1Ajb1Z7GcltnLBXX603CjA2M7TitleTpLb+abIrJk8Z4hHKLfjlg0bH73kXh62hLZzY9qR0x2brWeM+8HgkQIECAAAECBAgQIEDgbwHJpr9d1nn12cmu0IuYjFnr4juWW02CjC7F9WJyojbjZ+xnbIdk00dKXx/pfDp9LyfJpjSMeT8ECBAgQIAAAQIECBAgsK3Atsmm2PZnJ1/evP6YjNkq2XRvucvbGWcM/f11t63LT+M4m76GN82wiu0r/dW5uOOMz0O5VeeYtHuzZFOMQzG5WeD2MgECBAgQIECAAAECBAgsE5Bs+r6R+Xt8rW95kuX24Fq73OXlxWSOZNM7z2ySbLq933qXAAECBAgQIECAAAECWwk8NtkUevH/Ps5pWK73dHpQ0mdsx7vVvzyJEwIXn4YZN9OMnvHrb+0zSuI9gn5m/sTy2p/HG0lvXf4IEz0uH+l0+Ugf59P3ktvf7vJTbv89iNqSbzGc1+fR6+/k3XX90m9PakeIQ693qTdeJ0CAAAECBAgQIECAAIHbApJNb5TskmyKyZO1k1njzhaSHEOiSbLpM11Op+/ldOpNWsW4NW4f4iDZdPvDwLsECBAgQIAAAQIECBBYS+Cxyabx4u86k8lfp/uxeMyMrs2STdNojEmBQjKneO+gOAOmsP04YyrPECo/xplNW5c/QoQkx7x9jcmSyfXnl8fPbIpey9qd0r3lLNw+xEGyKQwoTwkQIECAAAECBAgQILCRgGSTezatOLQkm74xQ5JDsmlhsmgamQu3D3GQbJpA/UKAAAECBAgQIECAAIFNBbZNNo0Xe2Yy5Rlc+fExM5niyNl+ZlOscXwe/ypanpk0/ZW2vF1MVsWZSXm9pY9blz+2KyQ5TmM/48yk7q+ThXKrf40uxf7+zBSrbzf2I8atOCOtFo8ntSN4STbV4uR9AgQIECBAgAABAgQIrCMg2bSO49+lPDvZFlol2RSTHmsns0bwkOSQbIruD0p6hThINoUDgqcECBAgQIAAAQIECBDYSGDdZFMxuTL8xblz+t+v9L1s1JeU/9T5fCbVm9RfgX1asmlqV9vXoWI7104SbF1+HofT1+fCDK5Y/6l1xtDC5MlsRlVozxSe8Ets571xeHQ7Yn3NM7qCg6cECBAgQIAAAQIECBAg0Ccg2dTndXvtZyfbbrcuxeTB4y++JZuGEMU4SDbdHrjRqzXpJdl029W7BAgQIECAAAECBAgQ2EpglWTTfy+nNCzXGUUPmkk0qrx7/a2DI16015JN8WJ9fpGfvx51Th/nc/r4St9LsT1hZk7xnkWz9X6+djWvP9b0O5lV7N+jy5/NJMpup/Rx/ucv7tVmOMV7KM3KjR7j87jdeM+soufMZ+lfoQvteXA7ruN9o69Lhu55SoAAAQIECBAgQIAAAQI/ApJNK4yEZye7Wrtwvfhuu2eOZFOUXZjMmiWFJJvO+Sbxp1PaKul1He+STXEke06AAAECBAgQIECAAIEtBVZNNv3PZ0rD8uifnOx51/pbva8X37VkU2sypLDeP4mE6b5Ff7xWTDKMHYrtvVXWX+8VZzZtXX6cGTRLNuWI/U5eTX0orh+8azOhcjXjY0weTvX9EZt/36s5xnJrcY3r/1vXrd9r7bh2NzidVpqZda3AbwQIECBAgAABAgQIECBwQ0Cy6QZO61vPTna1tjMmb8oX7/Fiffyq1yy5UVivkrzICYVaUiK2N2/X+lju34/YZuVLNn3PViqNS8mmkozXCRAgQIAAAQIECBAg8BoCqySbXoPi9XsRkyu1ZExMCpSTQ4UZOrOk08IZJoV7/cyTTjspvznZNI65Uv9myb2f9a9xWfj1sNi+O+N0HVed/iu3Y9qDo2dxpti0hV8IECBAgAABAgQIECBAYEUByaYVMfde1DUpUPsa3U9PrkmNn/UlmxqTKTGJUkt2xORITv5INqXhJvI/qcyOvSt61vw7irYqAQIECBAgQIAAAQIECNQFJJvqRtYgsC+B3SRTwoy2nSR1rknShTO/9hVtrSFAgAABAgQIECBAgMDhBCSbDhcyDX57Acmmm0NAsukmjzcJECBAgAABAgQIECCwuYBk0+bEKiCwjcD1a5GNX+9buxkh6VW7B9ja1c/L2+dMq3k7vUKAAAECBAgQIECAAIHXFpBseu346t0LC0g2xeBKNkURzwkQIECAAAECBAgQIPAMAcmmZ6irk8AaAmFm0enB90y6fl3tSTOrguE1+eZeTYHGUwIECBAgQIAAAQIECDxUQLLpodwqI7CigGTTL0zJpl8cnhAgQIAAAQIECBAgQOBpApJNT6NXMYF1BK4zjE7pdDql88fX97JO6fsv5Zpk+un/8+8dtX8zLSRAgAABAgQIECBAgMCWApJNW+oqm8ADBCSbTmlIOA2JtmGRbHrAoFMFAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbghINt3A8RYBAgQIECBAgAABAgQIECBAgECfgGRTn5e1CRAgQIAAAQIECBAgQIAAAQIEbgismmy6nFIallNhuXymNCx+CBAgQIAAAQIECBAgQIAAAQIEXlNAsuk146pXBAgQIECAAAECBAgQIECAAIGnCNyXbBpmKX2WZzKVZjidP1IaFj8ECBAgQIAAAQIECBAgQIAAAQKvJSDZ9Frx1BsCBAgQIECAAAECBAgQIECAwFMF7ko2xXs0FWcsFWZAfXylNCx+CBAgQIAAAQIECBAgQIAAAQIEXkNAsuk14qgXBAgQIECAAAECBAgQIECAAIFdCCxKNn19pDQs0z2ZLimdLvX+fF5SGpa8XXEmVL0oaxAgQIAAAQIECBAgQIAAAQIECOxQQLJph0HRJAIECBAgQIAAAQIECBAgQIDAUQUWJZviDKXLZ0rDUv2J9246p3Q6pzTctsmtm6p6ViBAgAABAgQIECBAgAABAgQI7F5Asmn3IdJAAgQIECBAgAABAgQIECBAgMBxBBYlmz7OKQ1LvvdS71+Vi3/FbpzwdBw1LSVAgAABAgQIECBAgAABAgQIEPhTQLLpTxYvEiBAgAABAgQIECBAgAABAgQILBFYlGy6d2ZS3L53ZtSSjtqGAAECBAgQIECAAAECBAgQIEBgewHJpu2N1UCAAAECBAgQIECAAAECBAgQeBuBvmTT+GfjzqeUhmX4S3JL/prcvfd8epvo6CgBAgQIECBAgAABAgQIECBA4GACkk0HC5jmEiBAgAABAgQIECBAgAABAgT2LCDZtOfoaBsBAgQIECBAgAABAgQIECBA4GACkk0HC5jmEiBAgAABAgQIECBAgAABAgT2LNCXbBp7Ev+a3GdKaVhaf+I9m3q3b63HegQIECBAgAABAgQIECBAgAABAo8VkGx6rLfaCBAgQIAAAQIECBAgQIAAAQIvLfCUZNO9M6NeOiI6R4AAAQIECBAgQIAAAQIECBA4sIBk04GDp+kECBAgQIAAAQIECBAgQIAAgb0JLEo2xXsuXT5TGpbqz1dK6Sul8+lnOZ1TGpbx5ermViBAgAABAgQIECBAgAABAgQIENi3gGTTvuOjdQQIECBAgAABAgQIECBAgACBQwksSjZ9faQ0LKfTuFxSOl3q/f68pDQsebvzR0rD4ocAAQIECBAgQIAAAQIECBAgQOA1BCSbXiOOekGAAAECBAgQIECAAAECBAgQ2IXAomRTvsnSdO+lcYZTcabScD+nz+uMpjyzaXx5FxAaQYAAAQIECBAgQIAAAQIECBAgcL+AZNP9hkogQIAAAQIECBAgQIAAAQIECBAYBZYlm8aNZ/duyvdwqjw2//U6YSJAgAABAgQIECBAgAABAgQIEDiUgGTTocKlsQQIECBAgAABAgQIECBAgACBfQvclWyaula4J1O+N1N+dI+mScwvBAgQIECAAAECBAgQIECAAIGXFJBsesmw6hQBAgQIECBAgAABAgQIECBA4DkC6ySbntN2tRIgQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cPW0nQIAAAQIECBAgQIAAAQIECOxMQLJpZwHRHAIECBAgQIAAAQIECBAgQIDAkQUkm44cvcVt/0opfaWP8+l7OZ1O6d/l/PGVhuV1fj5TSp/pcjp9L6fTJQ3Lz6t/9bJ3/b/K8BoBAgQIECBAgAABAgQIEHhPAcmmt4y7ZJNk01sOfJ0mQIAAAQIECBAgQIAAgQcISDY9AHk/VdxOMuXZTWY2rTSz6fOS0ucwi+pn5lh2/byc0rDk1y+fKQ2LHwIECBAgQIAAAQIECBAg8AoCkk2vEMXmPkg2DV+le9jX6CSbmkemFQkQIECAAAECBAgQIEDgdQQkm14nlvWehORHPelSL/IYa/TOVOpdPyh8faT09ZHOp9P3crp8pmGJP9cZTud0Op3TcJusl7pVVuyw5wQIECBAgAABAgQIECDwFgKSTW8R5rGTkk2PuUG4ZNM77VX6SoAAAQIECBAgQIAAAQJBQLIpgLzy06+PcxqWfK+gfA+h1focklmrl7+4ob0zlXrX/92w5hlLjUmp36V7RoAAAQIECBAgQIAAAQIE9i0g2bTv+KzaOsmm00NmNkk2rTpsFUaAAAECBAgQIECAAAECBxOQbDpYwO5p7jUJ8vOX0Nb+K2ibJ7MWd753plLv+mPDFs5UusbFvZsWh9iGBAgQIECAAAECBAgQILAbAcmm3YRi+4ZckxqSTcPN0X9SSn+5Szb9peI1AgQIECBAgAABAgQIECDQIrBKsum/l1Malv/5TN9LS8VrrvPu9bdaSjZt+zW668yuzhlKC2dEtcbdegQIECBAgAABAgQIECBA4JECkk0raD872dXaBckmyabWsWI9AgQIECBAgAABAgQIECCwVGDVZNN/Tqf0s5zTf07n9L9f6XtZ2rjW7XKy513rLzldZ9r8fG0u/xW68mPfjJz+8lu/vhe/xlZo/+UznYYbT1V/YnmXtO7X6L5SSl/p43z6Xoayb5cfGxy2P3+k0/kj/bwa1/WcAAECBAgQIECAAAECBAjsW0CyaYX4PDvZVepCfzJIsunHsjc5FZJFkk2lIel1AgQIECBAgAABAgQIEHgDgVWSTZPTeO+Zj9MpDcvDZxq9e/1TIH5+OVyy6fOS0ucwK6gwk6n4em0mUW/yqHP9le65dP2aY1/SL4TdUwIECBAgQIAAAQIECBAg8FQByaY1+Z+d7Ap9kWzKIJ3Jo/Hv1F1Ojfd4kmzK0B4JECBAgAABAgQIECBAgEBaN9kUQceZKtcZTnm20yX953RJ/03pe4mbrfb83esPkNeZM633TgoFVJ7G5Nb54ysNS/UnJmvGGUzD7Zhu3ZIp9me4f9Pf93DaONkUZmQ19zvARL9a/8PmnhIgQIAAAQIECBAgQIAAgV0ISDZtGYZnJ7tC32JyZu1kRkyWNCddJJu+IxX91o5PGA6eEiBAgAABAgQIECBAgACBTQS2TTbFJj87+fLm9e812bS8Xa0zllrXywO2c/0ws2lxkiiU05ysy832SIAAAQIECBAgQIAAAQIEdiAg2fR9I/P3+Frf8qRO20iNM3NakyXL29WaFGpdL/ezc/2QJJJsyo4eCRAgQIAAAQIECBAgQOAdBR6bbArC/+/jnIblek+nByV9xna8W/3LkzohcIWn/cmm4X5OX+njfPpe+v8KXfyrdaW/4taZPOq8QXjst2RTYYB4mQABAgQIECBAgAABAgTeQkCy6Y2SXZJNjX9dTrLpLQ5+OkmAAAECBAgQIECAAAEC2wg8Ntn05vdMSk/u//6STXHGUZyp1PvczKZtDhNKJUCAAAECBAgQIECAAAEC7QKSTe7Z1D5aKmvGr5PV79kk2fSLNNz7qe73a2tPCBAgQIAAAQIECBAgQIDALgS2TTY9eSbPs2cSPb3+MMT2N7Mp3rOpNDMpdKT7aUxqXdLpdBm/LPdXYZ3rhySRezb9Zeo1AgQIECBAgAABAgQIEHgXAcmmLSP97GRb6Jtk0zb3bMpJxXyDc8mmMPA8JUCAAAECBAgQIECAAIG3Elg32VRMrgx/ce6c/vcrfS+bCb97/RXY/SWbfhoc27X+18c6Zyp13iA8JpuWtj9+DXFx0qoyDrxNgAABAgQIECBAgAABAgS2FJBsWlP32cmuSl9iUmftZEZMlrQmXWK7WrerdPeftyWb/sHwKwECBAgQIECAAAECBAgQ2FRglWTTfy+nNCz/+b7Z9vD4oJlMI8271986QmJSp5Zs6k0exfVP5480LD93ZrrRyjFJl7+Glh/rSaffSaRyf36vN9yvadV7Nn19pPT1kc6n0/dyunymYen9ucZnq3tX9bbI+gQIECBAgAABAgQIECBAoF9AsqnfbLbFs5NdswYVXrgmM05pSOiUkzM/BcTkUS35E9eXbCoEovDyNT6STQUiLxMgQIAAAQIECBAgQIDAAQRWTTb9z2dKw/Lon5zsedf6W72vyYxasin+lbif9avJozjD5zRuFx5LSa7YvjzDqfWxVG7qvQdT9/rBq3VG1xS4sH115tW0oV8IECBAgAABAgQIECBAgMDuBCSbVgjJs5NdrV2IyZxyciYmPySbbn/tLnhJNrUOSesRIECAAAECBAgQIECAwAsKrJJsekGXl+xSe7Lpp/vxa3G1r9FNaIV7MOUZSuUk11hC4wyp+r2Xcos2vmfT1OxzGsxOp86vwcX+LrznU+6tRwIECBAgQIAAAQIECBAg8EwByaZn6j+4bsmmU7p8f6Vv5RuEj3G8Juckmx48tFVHgAABAgQIECBAgAABAjsSkGzaUTA05eACC2coLU5SHZxL8wkQIECAAAECBAgQIEDgNQUkm14zrnr1DAHJpmeoq5MAAQIECBAgQIAAAQIEdiYg2bSzgGjO8QWuX1fs/LqeezUdP/h6QIAAAQIECBAgQIAAAQJJsskgILCygGTTyqCKI0CAAAECBAgQIECAAIFDCUg2HSpcGnsIgcav012TUp03FD8EgkYSIECAAAECBAgQIECAwLsKSDa9a+T1ezsByabtbJVMgAABAgQIECBAgAABArsXkGzafYg08KgC178yd0qn0ymdP76+l+uMpp/XL58pDYsfAgQIECBAgAABAgQIECDwCgKSTa8QRX3YpYBk0y7DolEECBAgQIAAAQIECBAgsLGAZNPGwIonQIAAAQIECBAgQIAAAQIECLyTgGTTO0VbXwkQIECAAAECBAgQIECAAAECGwtINm0MrHgCBAgQIECAAAECBAgQIECAwDsJSDa9U7T1lQABAgQIECBAgAABAgQIECCwsYBk08bAiidAgAABAgQIECBAgAABAgQIvJOAZNM7RVtfCRAgQIAAAQIECBAgQIAAAQIbC0g2bQyseAIECBAgQIAAAQIECBAgQIDAOwlINr1TtPWVAAECBAgQIECAAAECBAgQILCxgGTTxsCKJ0CAAAECBAgQIECAAAECBAi8k4Bk0ztFW18JECBAgAABAgQIECBAgAABAhsLSDZtDKx4AgQIECBAgAABAgQIECBAgMA7CUg2vVO09ZUAAQIECBAgQIAAAQIECBAgsLGAZNPGwIonQIAAAQIECBAgQIAAAQIECLyTgGTTO0VbXwkQIECAAAECBAgQIECAAAECGwtINm0MrHgCBAgQIECAAAECBAgQIECAwDsJSDa9U7T1lQABAgQIECBAgAABAgQIECCwscCqyabLKaVhORWWy2dKw+KHAAECBAgQIECAAAECBAgQIEDgNQUkm14zrnpFgAABAgQIECBAgAABAgQIEHiKwH3JpmGW0md5JlNphtP5I6Vh8UOAAAECBAgQIECAAAECBAgQIPBaApJNrxVPvSFAgAABAgQIECBAgAABAgQIPFXgrmRTvEdTccZSYQbUx1dKw+KHAAECBAgQIECAAAECBAgQIEDgNQQkm14jjnpBgAABAgQIECBAgAABAgQIENiFwKJk0ypJ08wAACAASURBVNdHSsMy3ZPpktLpUu/P5yWlYcnbFWdC1YuyBgECBAgQIECAAAECBAgQIECAwA4FJJt2GBRNIkCAAAECBAgQIECAAAECBAgcVWBRsinOULp8pjQs1Z9476ZzSqdzSsNtm9y6qapnBQIECBAgQIAAAQIECBAgQIDA7gUkm3YfIg0kQIAAAQIECBAgQIAAAQIECBxHYFGy6eOc0rDkey/1/lW5+FfsxglPx1HTUgIECBAgQIAAAQIECBAgQIAAgT8FJJv+ZPEiAQIECBAgQIAAAQIECBAgQIDAEoFFyaZ7ZybF7XtnRi3pqG0IECBAgAABAgQIECBAgAABAgS2F5Bs2t5YDQQIECBAgAABAgQIECBAgACBtxHoSzaNfzbufEppWIa/JLfkr8nde8+nt4mOjhIgQIAAAQIECBAgQIAAAQIEDiYg2XSwgGkuAQIECBAgQIAAAQIECBAgQGDPApJNe46OthEgQIAAAQIECBAgQIAAAQIEDiYg2XSwgGkuAQIECBAgQIAAAQIECBAgQGDPAn3JprEn8a/JfaaUhqX1J96zqXf71nqsR4AAAQIECBAgQIAAAQIECBAg8FgByabHequNAAECBAgQIECAAAECBAgQIPDSAk9JNt07M+qlI6JzBAgQIECAAAECBAgQIECAAIEDC0g2HTh4mk6AAAECBAgQIECAAAECBAgQ2JvAomRTvOfS5TOlYan+fKWUvlI6n36W0zmlYRlfrm5uBQIECBAgQIAAAQIECBAgQIAAgX0LSDbtOz5aR4AAAQIECBAgQIAAAQIECBA4lMCiZNPXR0rDcjqNyyWl06Xe789LSsOStzt/pDQsfggQIECAAAECBAgQIECAAAECBF5DQLLpNeKoFwQIECBAgAABAgQIECBAgACBXQgsSjblmyxN914aZzgVZyoN93P6vM5oyjObxpd3AaERBAgQIECAAAECBAgQIECAAAEC9wtINt1vqAQCBAgQIECAAAECBAgQIECAAIFRYFmyadx4du+mfA+nymPzX68TJgIECBAgQIAAAQIECBAgQIAAgUMJSDYdKlwaS4AAAQIECBAgQIAAAQIECBDYt8Bdyaapa4V7MuV7M+VH92iaxPxCgAABAgQIECBAgAABAgQIEHhJAcmmlwyrThEgQIAAAQIECBAgQIAAAQIEniOwTrLpOW1XKwECBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjR03YCBAgQIECAAAECBAgQIECAwM4EJJt2FhDNIUCAAAECBAgQIECAAAECBAgcWUCy6cjRW9z2r5TSV/o4n76X0+mU/l3OH19pWPw8RuDzckrDkmNw+UxpWPwQIECAAAECBAgQIECAAIEjCkg2HTFqd7dZsuluwhULkGxaEVNRBAgQIECAAAECBAgQIPB0Acmmp4fgkQ24nWTKM2vMbHpkTNL3rKa7ZjZ9XoZCpplRpfh9fZzTsOQ4Nz9ePtPpj6lWkmSPHSdqI0CAAAECBAgQIECAwFEEJJuOEqlV2inZtArjyoXcnbSRbFo5IoojQIAAAQIECBAgQIAAgXsEJJvu0TvatiEpcToNs2Euabg9kFsEPS+Yi5NNXx8pfX2k8+n0vQyzj/6agZR7Fuu5d2bTvNxh1tQ5Dbf7csuvrOORAAECBAgQIECAAAEC7ycg2fROMZds2mW0YxKo+Qbhkk27jKdGESBAgAABAgQIECBA4N0FJJveaATEe/aU7u3zRiS76OrSZNN1u7YZRb3rN+N0Jr2ay7UiAQIECBAgQIAAAQIECBxSQLLpkGFb1mjJpmVuW291TQKdvm/e3Tqz6bqdZNPWMVI+AQIECBAgQIAAAQIECLQLSDa1Wx1+zWtyoi+pcfiO77wD3XHpnkkUbwzflpzqZbv2Y5vye9tjfQIECBAgQIAAAQIECBB4joBk03Pcn1LrNRkg2fSUABQq7Y6LZFNB0ssECBAgQIAAAQIECBAgsAeBVZJN/72c0rD8z2f6Xh7dsXevv9W7O6nRWrD17hLojcv165CtM4jizKaN/gphdxLsLjYbEyBAgAABAgQIECBAgMBOBSSbVgjMs5NdrV3oTWq0lmu9+wR64yLZdJ+3rQkQIECAAAECBAgQIEBgW4FVk03/OZ3Sz3JO/zmd0/9+pe9l2y6k71lVQ8LnXesv+V6TEj9fmzudao+tM2VCjXFGy/kjnc4f6Wv893E+pWGZ6p/eT2mYczP/+UwpfabL6fS9TNvF9l8+02m4m3bzT5zh80+bYtnD8+7yx4ZEj7/KHvr2mb6X9mRTbH/rDKWl2zXD5o6nIaJTvKtx7i3f+gQIECBAgAABAgQIECBwBAHJphWilGc2PSvZVeqCZFOUiUkXyaaeVF3UnD8PvpJNcyKvECBAgAABAgQIECBA4A0EVkk2TU7jjI6P0ykNy8OTL+9e/xSIn1+enWz6uJzSsMxmJpWSEJ+XlD6H2Tp/bHPztdoMn5AEuVnWH3U3znDq9/6jrn9mPIVwphRnTDW2a5gl1jRTbHKpec5a9uuF60ythTPlfpXmCQECBAgQIECAAAECBAgcTUCyac2IPTvZFfrSn/xYmByISZAxmSTZ9HcyqZZMy1+vC+GUbJqBeIEAAQIECBAgQIAAAQIE9iiwbrIp9nCcqXKd4ZRnO13Sf06X9N+Uvpe42WrP373+AHmdcfKTBCkmNcJ21aezZNM5nc7ndD5dvpefeTU3SonbjzNsau2L/SnfYynPbDqnj/M5fXyl76XYoll7Kkm4woys88dXGpb5T25PuJdVrd+hnnL5scbemU2/k2S1OMTaYpKzd/tYnucECBAgQIAAAQIECBAgcCwByaYt4/XsZFfoW0zOrJYEiMmZs2TTMHupnAySbApD01MCBAgQIECAAAECBAgQeCGBbZNNEerZyZc3r/9hyabaDJ0wLpa3K87Yue9eQ6FZqbVdcb1ykmlWw5/3UiomAcPMpuJ6sZrm59Ezz3DqdA3tbPdobqgVCRAgQIAAAQIECBAgQGDHApJN3zcyf4+v9cWkyGrJijizSbKp8PW5eCT4O7lTjEtI4hTXi9U0P/+7PaeTZFMzoRUJECBAgAABAgQIECBAID022RTA/9/HOQ3L9Z5OD0r6jO14t/ofl2xqTU7c/jpZ7Uba8/cr91YK46/3r7TNkzux/b31/zSoNS6PuxdS7FfnPb5CUszMptnA8wIBAgQIECBAgAABAgReWkCy6Y2SXa1Jje4RP5vZJNn0533BC7CtcZFsKgB6mQABAgQIECBAgAABAgR2JfDYZNM44+E6k8lfp/uxeMyMrtakRvcIjcmm80c6nT/Sz/yYW6WVvraV7xXU+1iaWfT3TJ35zKjb9c1nNsX2tybZfpu0xuVxyaaf9sX6mmcomdn0O8CeESBAgAABAgQIECBA4M0EJJvcs+n+IS/ZlC7f96mSbPoeTJJN9+9TSiBAgAABAgQIECBAgMCBBbZNNpnJlNLnMGspz+DKj4+ZyRTHZesMmrhd9fniZFOccVSamVRtwc0VYr9bZ+jE7Z49s2kYS8OSZ2TN23OToftNM5u6yWxAgAABAgQIECBAgAABAiltfINwySbJppu7mWTTwFNPao2Ikk03R5M3CRAgQIAAAQIECBAgQGAfAuvObComl4a/OHdO//uVvpfNuv7u9Vdgm5MalXJmby+e2fRTUmxX68yjWTtmLyy9p1JMgpX+Gtvf67W3P7avVM/YsZBsaq9nBlN54e9+tc6kijOiWrerNMrbBAgQIECAAAECBAgQIHAQAcmmNQP17GRXpS8xqbNaEkCyKX2crzcXb08CSTZVhqy3CRAgQIAAAQIECBAgQOCAAqskm/57OaVhud6b6EEzmUbwd6+/ddz1JpviDJViEuXOZFO8F1G+J1GxvqnDv5M18+TZ7/fr5f49oydvNy//pyHRqbZ+Sn+3q7pddL58ptPQqNV+Cu1q/uuCPw25jrNt7sG1WncVRIAAAQIECBAgQIAAAQKbCEg2rcD67GRXaxeuSYDK17XGAmMSpZj8iUmQzuSEZNN1VtSQcColtVJ0lmxqHfrWI0CAAAECBAgQIECAAIEHCqyabPqfz5SG5dE/OdnzrvW3ercnmwozfEpJpJgEKa1XaWhsX57p0/pYStJ0lzu2/+NySsOS6y+Vn1LB63TdNpfx+3H4y3KXdLmcvpf8XnM9rc7hXk+5nvrjT/t+5jtVgvf9dnTo3b6lDusQIECAAAECBAgQIECAwN4FJJtWiNCzk12tXYhJl+akRk6alJIbkk1pSDgN9236995NrckcyabWEWw9AgQIECBAgAABAgQIEDiCwCrJpiN0VBtTak82/Wg97Gt0MTgxeZWTXbPHvpkzsT+zZFD4WlqvV+5G3G5WT0jaxfXLScAYl8Z7IvXObAoOuV/Vxxi3peVUK7ICAQIECBAgQIAAAQIECOxZQLJpz9FZuW3Lkxo/Xwfb7J5NsZ8xaTFLMuWvp0k2nU7n9PGVvpfIOD2XbJoo/EKAAAECBAgQIECAAAEC2wtINm1vrAYC6wrEZNxOZhBdZ441zrhaV0VpBAgQIECAAAECBAgQILATAcmmnQRCMwg0C0g2NVNZkQABAgQIECBAgAABAgQeLyDZ9HhzNRJYReD6tci+rxOuUvmvQn7+Xt3ldErDctrJTKtfTfSEAAECBAgQIECAAAECBB4mINn0MGoVEVhXQLJpXU+lESBAgAABAgQIECBAgMA6ApJN6zgqhcDjBXbydbpr0su9mh4/CNRIgAABAgQIECBAgACB/QlINu0vJlpEoE1AsqnNyVoECBAgQIAAAQIECBAg8FAByaaHcquMwPoC178Cd0qn0ymdP76+l/Vr+l3idUbTT72Xz5SGxQ8BAgQIECBAgAABAgQIvLeAZNN7x1/vX0BAsukFgqgLBAgQIECAAAECBAgQeCEByaYXCqauECBAgAABAgQIECBAgAABAgSeLSDZ9OwIqJ8AAQIECBAgQIAAAQIECBAg8EICkk0vFExdIUCAAAECBAgQIECAAAECBAg8W0Cy6dkRUD8BAgQIECBAgAABAgQIECBA4IUEJJteKJi6QoAAAQIECBAgQIAAAQIECBB4toBk07MjoH4CBAgQIECAAAECBAgQIECAwAsJSDa9UDB1hQABAgQIECBAgAABAgQIECDwbAHJpmdHQP0ECBAgQIAAAQIECBAgQIAAgRcSkGx6oWDqCgECBAgQIECAAAECBAgQIEDg2QKSTc+OgPoJECBAgAABAgQIECBAgAABAi8kINn0QsHUFQIECBAgQIAAAQIECBAgQIDAswUkm54dAfUTIECAAAECBAgQIECAAAECBF5IQLLphYKpKwQIECBAgAABAgQIECBAgACBZwtINj07AuonQIAAAQIECBAgQIAAAQIECLyQgGTTCwWz2pXPS0rDcjr9LJfPlIbFz48AHyOBAAECDxIYPns+r59Hp+Gz6XKj7t71bxT151tbl/9npV4kQIAAAQIECLysgGTTy4b2j45JpvyB8s9LfP7B8CsBAgS2FOhN7vSu39v2rcvvbY/1CRAgQIAAAQLHFuhLNn2cUxqWPDNmrUczbB4ziiRTbjvv3Se27+MrpWHxQ4AAgcMJ9CZ3etfvBdm6/N727GT9yymlYcnneyPTTlqnGQQIECBAgMCOBSSbdhyc1ZsWkxWSfL+J9+4T2yfZ9Dt+nhEgcCCB3uRO7/q9FFuX39uenawv2bSTQGgGAQIECBA4noBk0/FitrzFMVkh2fTbcq8+Xx8pDUv+n2Vx+x03zwgQOKBAb3Knd/1ekq3L723Pztafkk7D7PZzSsOkWhNrdxYkzSFAgAABAvsSkGzaVzy2bc1ekynb9rq99L36SDa1x9CaBAgcRKA3udO7fi/D1uX3tmdn60s27SwgmkOAAAECBPYv0JdsqvbHyVqV6Jkr7DWZ8kyTf+veq4+T/H+j9Lzf4/jwNcbnxeIINRsvlSj1ni/0rl+pfvb21uXPKnzOC0vHpf/0eE681EqAAAECBA4sINl04OB1Nz2eZPo61m/CvfpINv2O07OexfEh2fSsSByjXuOlEqfe5E7v+pXqZ29vXf6swue8sHRcSjY9J15qJUCAAAECBxaQbDpw8LqbHk8yJZt+E+7Nx8n97/g8+1n8a5ySTc+OyL7rN14q8elN7vSuX6l+9vbW5c8qfM4L945L//nxnLiplQABAgQIHFBAsumAQVvc5L0lUxZ3ZKMN9+Yj2bRRoBcWe+9F2sJqbXZQAeOlErje5E7v+pXqZ29vXf6swue8cO+4lGx6TtzUSoAAAQIEDigg2XTAoC1u8t6SKYs7stGGe/OZLgr89Z+NIt5X7BSP089fBjSzqc/v3dY2XioR703u9K5fqX729tblzyp8zgv3jkv/CfKcuKmVAAECBAgcUECy6YBBW9zkvSVTFndkow335jNdFEg2bRTxvmKneEg29cG96drGSyXwvcmd3vUr1c/e3rr8WYXPeeHecSnZ9Jy4qZUAAQIECBxQYJ/Jpngyc/5IaVjS189yPqU0LKdxmd6PESisn7eLj/fewyiexMXy8/PxnDa2dv48nvz+0+dc1vDY2u5aMiW+/28dPfVMHTmYf+x/zTWun73unvES3S4pnS6TavGX4n4zblFqb253aVzWtqs5FRvcOL5r7SuWHx0L+0/p+NG6P+f25ceSY7Gd4Y1iHAv9KbV/KrbReXEcx4pavZp9Vm530XVs/73jvLX/eZzkx2aPKaBtv7S2p1p/Ydzl9sfH5nEU41s7zvWu38Z0XWtp+Vv55JY1ll86DrSOgxjH4rgI7SnVm5sf67/78zEX7JEAAQIECBDYu4Bk078nWM0nyYWwxpOqf8v+9/fiSVwsN578Fi6WW9sdL6bidvH9f9s8/B7Xj82dPQ8npbG8+Ly7/FDhvf6x/7X2xPVzf+4+mY5utYuw0eHei+nSuCz1M/e35hTCdH3aOL5zPaX2XQsMv0XHwv5TulhqHU+5ffmxu52x2R8pDbHM5U3tK/Rnej+UMz1tdF4cx7GiVq9mn5Xbfe/+UfNp7X+Oa35s9pgC2vZLa3uq9RfGXW5/fKw5Ta2P8a0d53rXnypq/GVp+Vv55GY3ll86DrSOgxjH4rgI7SnVm5sf67/78zEX7JEAAQIECBDYu8Cxkk3TjSnDRePsZCecDMWTqNrzxSfLoV3Feipfi6pd3BfLrZysx3JzP+PJYLH83L9KPaUZaNVyx/Jzu6p7T7w4yO2rPRb8Sz6xHfGiNfereHIeC6g8j+W3esTt8n7RG9/cj97tWtvZW272zY+1eqJD3q72GC+ClrYz+1XCXHw7tj/Hsfn4N5Ycx3Ot/9P7tf07t3zl/W8q9pLS0PapPbX9Ob9faXfJtTfOpfHXW07u373jJbulteOx9edobG8lfrP+1dafYBp/6W3Pxj5xvObxUnt81HFsOh4VPk9L5wH5eNYYFasRIECAAAECxxWQbPrrxK10MTGLczw5zRc9tcfSydlYwVYXibHc3M/ui6TaSf7GJ+FTHFb2L/lM9Y2/lC4CxubE1bufx/JznGoFxe3ySX1vfHM/erdrbWdvuXEfrdUTHeL2peePukhbGsfp4i4cX3KcY7lxPJf6PXu9tn/nilbe/6ZiJZsyRd/j2vHY+jge21sbd73r9+ml7mTWxj57P45Nx6PS+UzBp3S86g2X9QkQIECAAIHdCxwk2XRO6Tyc0NRORrN3PskZtxuf5ndnj7OTutLJU94ynvTmi7/G9l3OKQ1LbNesHWO5Y3W59tnjdNI3rl+6GI8Xn4Ppt2ulv6V2xYvzqWEH9Y8+M8dC3GvxmVwaf4ntKDqH8kpxqu03cfxM42IcT6X6YztPa4+jsX+zeir7RexPqf2ZL5dfWy8myWrr5/J7H2Mcp3g0Hl/i9jmZVBun0W02/nNHCvtBbZzlzZ91/Cu51MZtjHtt/dzPuN1W42WWJBn3j3vjkT+g8viLn1e5n/lx5ls5HszaXRvfcdzV1s8Na33sLX/jz7m4P9bGz6OPY3F8l44vcb1aP1rDZT0CBAgQIEBg9wKSTUOI7j5JXunkftaOykV1Hl7xpLR0kZhPRvPFZ76IqF08ldpVPGnc+CR8dpGykn/0mTnGi5HG+OQ4tT7GdhSdQ4GlONUuOuP4mcbF2L9S/bGdq4+jsX+zeirusT+l9me+XH5tvUddNMU4TvFovLiO2+f9vXQxmB2i22z85xUL+0FtnOXNJZuyxEqPG8VDsqnyhxk2/pyL+2Pt+PTo41g8HpaOL3G9Wj9W2isUQ4AAAQIECDxf4BjJptaLpXs948ld68nTWtPCW+uf9TNebBQuSvPJaPasJQdiPXH7tfqd62ntfzx5XasdsX/TxXb0rSRhcn+WPsZ2lMZhLH+WZKjNLMgFLO1fvtgKfx2y1N4Y396LjuhSinusp9Se3P3WxzjuetvfWs8sjpXkWix3cf/jOCgcR6JDKQ6xXbXnW7d75tq6f3SO89zP6LTVeIn1rBWP3I/ex+Y4No63qf7e9acNG3/ZuvyxGa0+res19m5aLY6XpeMyHo+XljM1zC8ECBAgQIDAqwlINv0b0daTu3iyttbJfWv9/7b5+/fGk+R4cijZ9Fsy+kg2pTRcQBR/Oi/C4/juvTiJ8Sntd7GecfcodqP1jbjf97a/tZ5ZUkSy6TZd4/Fv5irZdNt14bvN+19j3KZm9K4/bdj4y9blj81o9Wldr7F302prHcfi8Xir4+HUcL8QIECAAAECRxM4SLKp8D/s3drxZHK8iJtm+oTn4+qzalY/CSxctJfaVX29cBEVTw5LF+uzDucXol9vXOL2wTv262H+Y/+iz+UjpWE5h5k7W59Ux4uBkkMOS36MF9PN8Y3jrzB+cj3xsbo/3Fn+VF8cP4XxF+MYx9XS+MW4LC1n6k/hlxjH1q+nTV97CuM19r/5eWEcVONd6Ffx5Tg+KseFavsL7Y6uzfvH2PDY71r8HzVeYrtajxfFeNTeiPthJV7F9sRyCvvz1Jze9acNG39Zq/xYzkKfvR/HYvtq+0NjFKxGgAABAgQIvI6AZNOtC5fxnHEW7tVP7h90sRVPDnsvtmb3SqpdHES5lU7CV/cf2xl9JJt+bmIfwxifV+MRx3chGRDLnT2P46cw/mIc4z6+9KLoUcmDmBSRbEopxvDm88L4iq69x784zmvj6FHjJbar9Lk125+WvhD3w4XJlO7Pk1hvYf9f2q3u9pQqiu1c6LP341hsX21/KHF5nQABAgQIEHhZgWMkm3ovCtb6H/7ZSftaF81xPHWenN680BpObAsXW/HkcPqaWGxP6XlsZ+lkPzpVTrZL/XmY/9jf6DNrV6m/Ja+Fr8eL1JlDodzFF9MxXoXxU6g2VS92W8dNqYL8em85sV+Fcdh6fIlx2erianEco0+hv7NxXVovjoPoGd/Pcep93LrdY3sWu47b98a/d/1ettnn3FrxyA2J8S6Nk8rrY3hzqdfHGPfa8bV3/WtNbb/1lr+1T251Yz2PPo7Fz8utjoeZwSMBAgQIECBwOAHJplsXXrOT5HjSt9bJfTzJrZy832rz93uFdsWTQ8mm3zts9Jk51y6Gfhe3+Fm8SJ2Nw0LJiy+m7xzXkk2FgCx8eXEctz6O3DlOihxbt3useLHruH3cL2sX173rF31Kb2wVj1xfLH/h51Lx+BXjXju+9q6f+9H62Fv+1j653Y31SDZlMI8ECBAgQIDATgReM9kUL35rFwU5GHG72Uly4aRvtl4usPUxlltIFrUWV1ovJlO2SjZFx937j2Aln3jR2Py1plIgKq/HdrSOr8UX03eOvxjvWXvHF6bk3dLxHcupXZwWnKNTbldtf4jjoHVcF5pRfDm2r/Ui8lkzXWbxLvas8Mad469Q6uzlxa5jSb3x711/1uDaC9FtTAbdHY+x3rhft473uF2xPb37c+/6Nb/4fmf5sZ+r+8T2hedxPD/6OBY/p1r7H7rhKQECBAgQIPC6ApJN/8Y2njzOTpK3OrmP5S69GP+3M3/8Hk8OaxfXsyIaT8ajY+tJaNzuYf5jR0s+8aJRsun3yKjGLY6bpeM7liPZ9DsQWx9HYvlrJTdiuUvHx2+N2bN4cd6cxBtLiseB2nGtd/1Zg2svRLe14jHWG/frWn9zc+N2s+N4XrF3f+5dP9fT+thZfuzn6j6VdsfxLNlUAfM2AQIECBAg8GiBF0s2dZ4sTtqdJ+3xJLM7aTNV/PuXWG7ryevvUsrPYjKlN2kSL55m/T64f/SJ/Yvx6b1YLUfm9zuxHa3jIF58NLcvjv/Oi/3oMg6DANw5+AAAIABJREFU351KaXZvp9Z+5YKiS4xPXq/5sXO8xvHf2/7Wdi2O41hBjMfa7Yzl3x2HB7X7Xtfe+Peu3zo+4nqrx6Nzv5jaE48jteRXbz29608Na/yltfzW9WK1vT5x+9LzzvasNS5jOWMzSq30OgECBAgQIPB+ApJN3zHvPAlc/eR+HHix3LUvEuPFumTT7z0++sSL6Bif5mTO72qqz2I7WsfB4ovpOP4lm/6MUby4ao3Ln4XdeHFxHMcy4zhdu52x/Lif3OjazbdiuWu3+17X3vj3rn8T58ab0e3ueHQmL6amxeOIZNNE8/1Lr8/vrcvPOuO11riM5Ug2lUPkHQIECBAg8KYCL55sGk92ixcthZO/PB29dPIUL1ry+q3Jh8s5pWEZq5/GXkwy5HKL7c9bhpPNUrtL5deSTqXtZvWEdlTbv3P/2UVbob2tcc/hqj3G8TVrR6GAuF1zu2K/Nko2lcZRbXyXtpuNv9yPc0rnP/avyDYrt/K1vHhx1ewbK648XxzHsdxZv2rHwdyesP/OfMf1Yvvyft7q8azjX2x3a3szT4x/bdzG9Xvry/XWHmO/7o5HGAe5vGJ/8353Suk8jrW8zfBYGkf5jWndyv7XvX4NLr4f+11qT1yvtn/1+uT1d34cm5Kclc+LuB8Ux1GMh+cECBAgQIDA0QUkm4aMz3CC3HOSvPrJ/TiMtr5ILJUv2fQTgOgzS/Lki4AwXta+iIzja9aOwmEnbtfcrtivysVDrH666BgvukoXl9E3X2TWLj5K283qyf3Y+UVa9IvPF8dxLKjkVXOOF/Mz37H82L4cx9bxJtkUI37f89XjsXUyJXc31lNK7ixdP2/X+tjanrieZFM63UjuSza1DkDrESBAgACBlxN4sWTTGJ948ZsvhkqP+SIpbjeeUxajXrqoK9UzvV65mI/tmLb743+N/3qv1O7Y3stHSsNSSrb9VfbwWi350dv+vfjPfD5/+jobAIWLjZrLrJzSCzlpMia1sk9p9fx6vOhs3S5PsZvGQWV85vryY4x3afzl9ePFR2mclV4vJk2CW2n70uvFcseGR99SObX+Z4fSY6ynOY6hwBiXUntLr9f6EfeXUjmz1yvja6t23+sax+1exksO+9rx6I1DHqdxu+I4Gt+YxsdRkk0jeOzn1I/C53Szz96PY7F9pbjF9UaX7JDHrUcCBAgQIEDgZQUkm4YTxHzyE08eiyfJ43hY++Q+D7PYjtpJbHy/1O7YXsmmn68yZveZj2TTdx4q+5Qe43gtjb+8fbxoj+O39rx4kV+4uKmVl98vljs2PCYr8nbxsdb/7FB6jPXk41Np/dLrMS6xnbXntX7E/aVW3vS+ZFOaLG59zawU2MLra8ejd/zkcRq3K46j8Y3JopS0yP3tXT9v1/rYWX7s59QPyaYf8cLxOI+T1rBYjwABAgQIEDiswGsmm3I4ahe1cSZKPHksniTnCvJj4aSqdPLZWm686CyVV/saXG5mvBiZ+t/Y/tZ25/qO5l/0yR0Kj6X4rHUyPflVLs5zs2J7mtsR499YX6538X4TL+4KF2mt4zu3J34d7N79Zip3/CWOk1h+734Sy18cx1jQ+DyWF9s7Pa9d7BfKn82MK8VxfL3VZ+12x/Ka94+x39P+OPajlpzMXFuPl1zP9Bj35zvjEfs9jZex3OlzZGxA8/Eg7v+18de7/gTS+MvC8h/mU4pjza3Q/aXjMu5HMf6xuujTut/EcjwnQIAAAQIEDicg2TScKOWf5pPkvEF+XPnkfir2I6XhxC6e3M+eN55sxpPL6SSxsf3juXhuXvUxnmTGdk/1jyU927/oU+hpPOnO/eu9iC0Unya/xuRPbE9zO2L8G+vL7V4ct3hxt9bF1Fbljh2O4yTHPT/27ifZMT8ujmMuIDzG8nI7Z4+Nx5FQ/PSXDqavYZbiOL7e6rN2u2N5zfvH2OFpfxz70XrRvPV42Toesd9x3Cw+jsf9tDb+etefwVReWFj+w3xK+1XNrdDtpeMy7kcx/rG66NO638RyPCdAgAABAgQOJ7Bysulw/ddgAvsV6D2p329PtIwAAQIEXkFgSh51/qfEK/RdHwgQIECAAIEuAcmmLi4rE3iggGTTA7FVRYAAAQJVAcmmKpEVCBAgQIAAgR8BySYjgcDeBaavqS38usTe+6d9BAgQILBzgfA1w9rX53beG80jQIAAAQIEtheQbNreWA0E7hOQbLrPz9YECBAgcKeAZNOdgDYnQIAAAQJvJyDZ9HYh1+HDCfg63eFCpsEECBB4KYHpPz3cq+ml4qozBAgQIEBgQwHJpg1xFU1gFQHJplUYFUKAAAECCwUkmxbC2YwAAQIECLyvgGTT+8Zez48mMN2YtfNPrx+tn9pLgAABAvsQmJJM4+fO+G26fTROKwgQIECAAIE9C0g27Tk62kbgXwHJpn81/E6AAAECWwtINm0trHwCBAgQIPCyApJNLxtaHSNAgAABAgQIECBAgAABAgQIPF5Asunx5mokQIAAAQIECBAgQIAAAQIECLysgGTTy4ZWxwgQIECAAAECBAgQIECAAAECjxeQbHq8uRoJECBAgAABAgQIECBAgAABAi8rINn0sqHVMQIECBAgQIAAAQIECBAgQIDA4wUkmx5vrkYCBAgQIECAAAECBAgQIECAwMsKSDa9bGh1jAABAgQIECBAgAABAgQIECDweAHJpsebq5EAAQIECBAgQIAAAQIECBAg8LICkk0vG1odI0CAAAECBAgQIECAAAECBAg8XkCy6fHmaiRAgAABAgQIECBAgAABAgQIvKyAZNPLhlbHCBAgQIAAAQIECBAgQIAAAQKPF5Bsery5GgkQIECAAAECBAgQIECAAAECLysg2fSyodUxAgQIECBAgAABAgQIECBAgMDjBSSbHm+uRgIECBAgQIAAAQIECBAgQIDAywq8WbLpM6X0mdLpNC6XlE6XG8HtXf9GUd4isJbA10dKw5LH8fkjpWE53E/v/tW7/uFANHiXAr3jrnf9XXZao4oC4luk8cbjBS6nlIYlnw+Mw/PxDck12j+yhEcCBAgQSEmySbLJfnA0AcmmxmTx0QKrvfsU6L146l1/n73WqpKA+JZkvP4EAcmmJ6CrkgABAgRaBXaabIonc//8r03+35ubj+eUTueUvtLPkjXiRXouY6wur3Z9jO2ozYS6brmP30aA8ymlYRlMhuXz42fJ/T/szJh9KD+8FXEcHzZ+vftX7/qlyIT94uMrpWGZfsL7l8+UhqX7J5ST97f4OHarufjPS0rDEsuZnheOf80VPHrF6LS341TnuIv7Z45Lb5wfHYa91vdxTmlYFu+HK3dMfFcGVdxdApJNd/HZmAABAgS2FZBsGi4EihcBnRcZ28ZqQel7v4hb0CWb/HyFbrjgyRexkk2doyLsF5JNnX5rrx7isbukeOfngGTEugNEsmldT6W9loBk02vFU28IECDwYgLvlWzKWaV8kT58he6lv0ZXuIj7+kxpWLLDYZMVL7Y3tnYnXsweNn6dF/Hd+28JNNQ7Pr2uHd6fJaOua/75W3XmUZyp2TgTKV5U5P239jjr35+tfuKLez9OhfHw8p8bTxwK31XH8TDuL3uZ2bTacejZzup/CYH4ufD0433v8fIloqATBAgQIFAQkGySbPq5ufSQsPBzDAHJpjvv2RROhmcn5+F9yaaN94uYXMjJt70kxcN4kGx68HiQbNoYXPFHFpBsOnL0tJ0AAQIvL3CQZFNtBtJWceq9yNiqHXeWO52MZMfQr8POjLnT5aibSzbdl2yaZh7lpEbl3m7j7lIdLjEuecZRcUZGTrKcUzr/cY+5XOHU3jwjqtDuvH7+2lGuv5ocyRs++XG3x6lwvDyK55PD2V39FP88zsNjcT/qrskGBF5HIO43rZ9Xmwk4Xm5Gq2ACBAgcUECy6WbQXuRDczoZkWy6Ge6jvBmTGodNFvbuX73rFwI6JW8KSZvoO1ZbKO36ctwuJ3uKF8mSTVe89PPnu4dj1ZTMCfF+2jgP7Zja96v1ntwrMH1OhSRTdT+6t2LbEziwQNxvWj+vNuuy4+VmtAomQIDAAQUkm24G7UU+NKeTkUKyqXgxfBPHm88SiEmNp12E3wvQu3/1rl9o3zTzJ+8PYb1aMiqsPv3Zy+mvPo4Xy3fvVzkZlf+a5FjuyDBrRnxh6ue4Xe/XAWN5Wz/f7XFqpXG3td/hyi+M7ym5dEnpMuyja+1PhwPSYAJ1gem42fn5UC954RqOlwvhbEaAAIGXFJBsuhnWF/nQnE5G8sV16NfdF8U3Eb25toBk031fo5uSMHl/CAGSbAogD3q62+NUOF6a2bTSgJBsWglSMe8sMB03JZveeRjoOwECBPYqINl0MzIvcpExu7gOJ/mPTjbli/lH13sz1gd6U7LpvmRTPjkvzQib7S+VsRHjsVoy4s7jT2xX6/6WfcbqK71f7+2Z+5OPU1PP7ozDVI5ffguE+MaZd/lzwsym32x7fZbj1Xqc2Ws/jtaufLzO+8mjj9szr50fL7PX051mcF4gQIDASwpINt0M684/NG+2/Z8393YR56T0n+As+DUmEUpJkwVFP3aT3v2rd/1Cb/LJZslttr8Uyskvx3hINmWZvseZe0hGPO0idqVx16fxBmuH+Eo2HTvmPtefE7/8eSbZ1OafvcbDettG1iJAgACBpQJvlmzqvWjoXT+GIW4/TnPOJwX58WkXUbG9Gz2fXYx33oMjn8SWvOL7eb38WEoq5O7mk4+8frzoyeuVHmP/ivWFi6tcX3wsbj82oFZfzWPxeFt7PMfyCl9rm9xb1290ju6tz+P4mJIkneN66lfpl9b+FravjZPCZinuD6fCjdRL27/c671x6Fy/FqfD7M8rBz72e/Fxa+V2paPEd+1+h/LiuM3Hz9Y4xe3j516Mfy4/P45hCK1KqbZda/vmBac0xD7XX3sstW9WbnghupTqyeXH43V+PRSb4udU/ByL60/P4+dp7fNgbMDU7trn+lTR+EvcfuXz5uj19p9v0d9zAgQIrCsg2TTMQij+xA+9nX1oFtu9szdKJ0+tJ33x5DFuF9+fTnLGk5R4Eht54slH80nYWFDsX7G+eNJWOIkqbt9YX80j+kWP4vO4PxTa31x+LK+2f7Wu3+gcx0nr8zg+4kl8c/+L0OMbrf0tlNM8LsP2cX94+5Px3jh0rl+L02H25zCO7n0a+73afnV3w0LSoXLcelp87+1nZfvYr3z8bI1T3D5+7sX45/Lz47ibzVpZ2661ffOCQ9wLn3+19s3KDS9El1xefMz9j8fr/HooVrJpBIleb//5FgeK5wQIEFhXQLJpi2RT7WQnnjRMzysnrevGfrvSaidLpZOhUouiZz5ZjBf5k2PpJLDgO2tvYb1S++LJS+zfrPxS+8LrMamR64/l5ZP0Xo+8XS639Bj9q865HzXHEWoqb+31Y4dCfTFOccZCyT8WW4p/jNPUz9Gn6l9Ims3aHRs0Po9xq9YXyim2v/Y/26Gcwz8N46b6NcnO9aNzjlPv/pyPizXvOC7iuCw+r+2ftYo734/tbO1fZzX9q+88vv0datsijtM4TlqPS7m2WN7ScZ/r3Wp/6S03urSO23vryfVmj+ycH2P5rZ9vKX4O1Y7/nftHbl/c33N/qo8Lj0tx/E311PqXG+yRAAECBFoEJJskm1rGSd86xQ/x8SK7dDJUqiWehOSTt3jyNJ0s5GRHfCyclMzaW1iv1L5SsiGvPys/tqvwvHQyGMtbepKet8vtLD1G/6pz7k/NsfektHf92KGw/WwchvdL/rHYUvxjnKJb1T+e5I+us3bHBo3PY9yq9YVyiu1/t5PxMC4km8JA2ehpHL/5uL9Rde3Fdo6HuB/l/bD38+vZ/Y/9iMez1uNSho7lLXXJ9W7l2VtudGmN27315HqzR3bOj7H81s83yaYs6JEAAQIEFggcJNmUL14bH/NJywyk8yQxznSoXWTEk6fah39uX7xYbT05yds//TG6hjiVTn5a2x0vOs7nlIalNv25FI/ZSdbSi/rY70JyJcZ3Vn+AyP0trVfqV80jnmzW1i/VU4tn7G9xPDf6TTy9608b/vySXUv9jv2t9bN0Ev75kdKw5P2/+lhJ3vTGbepn2A+Lx8XgVHpaKrd2XCyVd5jXe8dd5/px3E3jZeVxUaqnNs6b9+eVAxrHW/E4snK91eJ2Gt9qu3tXiP0Mx5PauKlVVxqPteNJHI/T+cDYvtLnZhxPpc+B3O5S+0rl5+1m9YztKnmV1i/WUzhfyceNUj3xc6RYfu5Ifoz1VY5LRz1vLsWhNh4zk0cCBAgQ+FNAsmn4ICn+xJOtQjIhb186OSl9+Oft4snTbk6qcwNrj9Fp5ZPSeBIwnVxWTnpK8ZidZMWTqcrJ4cQR+10YHzG+s/qnAn9+yf0trVfqV+3kOZ5s1tYv1bPaeG70m3h61582/O1a6nfsb62fkk1jQq0w7gP/cZ/2jrvO9eO4yxeNpXGaIXe3P+eGrfSYj4PZYzefizuN70rs12JiP1f+XC+O+8rxJH6eTucDY/tKn5txPNX2r1L7SuVnuFk9lfOJ0vrFegrnK3k/GcOWmzM9xuNFsfxpi/GXWF/lvEuyKQJ6ToAAgbcWkGxaM9kUT4JKH/qzIRdP6ionW7PtH/1CbO/KJ6GxO7OTsdrJTiggbl+a4RHXq13cxPVLJ2+Lx0XoR346Owlu9YgnjZWT4MXtjuOjNJ5b18sd710/bzc+TifbhfZM8Sy8H4pLs2RT2A9K42F2Mj5uVxxvhbjli4vS48dHSsOS3y+N+1m/Gl+YvEK/X+5/gnvHXef6L7M/N46b1tXi+CruH60FrrXeTuN7d/div8J+Pb59dzW5gMXjvtDO4vF2qjB9H7PPp5SGJR8XS/2Kn3/V8nM942Mcv6Xj7+J6Cg6l/kyff2Pfm/sTP39q5xuxXZXP09j/UvsD7/dfBhw+S3Mc1/7cifHbqp5Zv7xAgACB1xKQbJJsWjCi48nEPyduwwdy88lCY9WzD/3ayU4oN25fOumL69UubuL6pZO3xSdToR/56eKT9HjSOMatFK/F7Y7jo3Sy2bpe7njv+nm78XE62S60Z4pn4f1QnGTT5efPjE8n4fk40Oo3A93pC73jrnP9l9mfVw7ftD+O46p2PF65+nJxO41vucGN78R+5f258jnRWPpstcXjvtDO0ufvVPGdn3/V8qeKfn6J47d03hE/Z5vrKTiML4fWpN3+NbrY/1L7Zx2K/V/5cyfGb/qcW7meWb+8QIAAgdcSOEiyaa2De++HU+v6hZOY6cMpnLRVX+9MpjxsTEaPB10ExA/90klb0SG2uzSeWteL8a7EK7Y/xr/55HLsYDxJ7/WIJ3ez+mP/esdvXL/k0+qdA9u4/pRUiu248/nMueDUelEc49j6P7MxfqXxFMtvbVfm7n2cuZf2s96Cn71+47ibmtm5fozTbJxNBf/9SxwPT9uf/27e4lfjcXPr8dvc0L3Ft7nhhRVjf8bj5Nbei8d9PO6WPl8K3Y37y9j969p3lj8VFF3j8XCleqr9GRsUj8+z48TU8PBLbztr/c7Fx3Lv/HyufS0yV7v0Mfq1fl4vrc92BAgQeBEByaZVZjYd7ENz8eCNJxEPOimNFx29F2N5qtV0UR5P+jJI7F9pvRjvyslubP/UjtGv+aRvbOfik/Rx+3hyOqs/9m+rk8BW7874zE4K723/uP1s3BWcWi/SYhxbT15j/ErjKZbf2q7M3fs4cy/tP70FP3v9jcZp7laM02yc5RULj3E8PG1/LrRv6cvxuLn1+G1uZ+d42Dy+zQ0vrBj7Mx7vtvZe7BKPu5XP39jruL+M3b+udmf5U0HRNR4PV6qn2p+xQfH4PDtOTA0Pv/S2s9bvXHws997P6c5xkJvR+hj9Wj+vW8u3HgECBF5UQLJplWRT/HDd+Yfm3YO50t/mk5jGhtx90RHbG0/6QjviSUXsTzxJbj4pbzy5ql1sxvpr64fu1afTR6+txnOspxKX5qRh7HCoJ8Yz3ntp9n4sLz8vxHOsLq9Vfozbr3yyHPeb5n6VW/zrnVj+lPSqxfFXKQd4EsZP9SKjc/2X2Z9XDmUcX83H2ZXbMStub/GdNXDhC7Ff4bi/9vFj8bi/87hZTc5Eh6XHs1o5tfcbw1jtz1hO7bymWF2vd2u/4nphvE2fJ62vb/z5ObVn6XgoAnuDAAECLy0g2STZtGCAV04S1j4pvfuiI7a3crJQOymLJ8nNF0HxpK1wElVLHsX6a+vHCNf6N0vqFNo5nXzV3i+dBHbGZdauShynfod6ZuMzxGX2/lRQ+CVslz3G6sLKfzyN25ec/ti05aW43zT3q6Xw9HO/pqGO3O/psTUujfU8fbUwfiSbUhq+sjIO383CE8dv83F2sxaNBXeOh82P12v1N/YrHNfXPn4sdrnzuFlNzkSHpcezWjm19xvjWu3PWE71c79UX693a7/iemG8TZ8nra9v/Pk5tWfpeCj5ep0AAQKvLSDZtEqyqffD+NUGVeWk4d6T1LsvOmL7KicLtZPg1pO71jDH+vJJTeniKq6/erLpUeO5My5Lk03Ra6z2Gp7Qjtn71zX//G3xeNjYeXG7/uzlGyWXYv/D+DhcsmnjcRa51np+93F/rYbEcjrHQzz+rH68ju1b63nsZ7jov/dzfbHLneO5elyM/V6axIjlxPOO2vuNcaz2ZywnJptK5xezanu9W/vVW+6sYeu+EI83+TyserxftxlKI0CAwKsJSDZJNq0wpuPJxconpfEkoPkkKXctti+e9OX1xsfaSXDryV0otvg01pdPckr9jOuvfvHyqJPAzrhINhWH0J9vrD1O436Yx+nLn4xvPE5fZn/+cxQufzGOt9LxcHkNC7fsHA+bx3dhN6qbxX6u/Lm+2OXOz6fqcTH2W7Lpexrj+ZTSsFRvxB39Sudbd8axOn47V4jHm7f5fOt0sjoBAgQ6BSSbVkk2jerxJObe//nrDOZuVo8nkdOH9niyOp6LNLd3dhJQOnkplLj0f/SmeOaTzc+Uvj6vXxvqTfIUmnd9ufEkLfr2tiN6lMbp1P8xbqX1rh3o/K2xv1OpveuPG07jJ8cx/XwFKJc7eRbez+uVHqfyR6fWeEz1dm5Xakd+fa1yY7+m/XihU27f4R57x13n+vfGazf788qBjeNPsunns2f143Bj3OI4nY4HCz/XY3mtx838/c3m5EfoX/xcG3fXsFZKcb1e9+r4jcmW3s/ZeJypxCG2p9U7xmm1ZNMofq/zLHCNL0SPaTy/2+dbo5fVCBAgsFBAskmyaeHQubHZ7ORkPAnKH+alk7tSkbOTAsmmNBhnz9aTxuy7m4vTeLJci2vv+mOHp/FTOImcxmvh/exWepzKH8d5azymeju3K7Ujv75WubFfebxVLzZyQ17lsXfcda5/b7x2sz+vHO84/iSbJJu+h1hM0nQet2NyY9xdZ6M3rifZNJ5z1Lw7j3/3Os8C1/hCPL687edbo5fVCBAgsFBAsmnNZFPpw6t6khI+nEsnPwuD/PTN4sVU/lBvvXgouda+vlPartU3bn8+pzQsuf3VuOaT4nG78WkxHrG+Uv+iZ2tyI1fcenE6a8+YFKn2u3U8h/VK/c3tXvo1uqm/hWTW1M/C+1P9pV9iP0an4vgurF9yzfGuxXnqx1h/HqdjdaXWz16PJ/9vl1yKIjFetXHSuX6Ob45XLc6xedP4ruyfpfFRGndTPaE/veNpKqfzl9je4v7UWe7dqweP2nHrUfG9u1+dBcR+5fHbGqe4ffO4z5+rrV/rCv2Kx7fSeI7jL/evtr+UtivVE/ffXE9p/dnnYOPxPnrneor9ieM817NysqnkVWxXjmdoX9Errz8+xvi//edb8PGUAAECKwtINg0nisWf8GFWO6l89Idmsd07e6N0ktN6UlpyXRqP1pOSWK9kU+P/rIf9pugd1qvFc3aSXbvoH/eD6WS+sP4U58L71d0p9mM8KS+O78L6pZPrvP/ULsamfuSLgvGx6F/omJPxABPjVRsnnevn+OaLv1qcQ+vSNL7HeJfGUWl8lNaf6gn96R1PUzmdv8T2FvenznLvXj141I5bj4rv3f3qLCD2K4/f1jjF7ZvHvWRTGj4Ls3d8LO2f0TtvV9z/4zjPnyuSTZ17itUJECDw1gKSTcOJYvEnftjWLjLGgmYXa/lDuvGxdLJQbOfB3sgXEa0npXn9fHJ0+UhpWKZ7NjS6ttY3ccaT2lxP7WQrF1DaPpdTeSydBMaTxuaT9LFdrRenuRubjefe/at3/bEDuf2l+Of3ex2zT36MccnjtfZYq3dpuaXxk9tbesweRzsO9Y7rUv9nr/eOu871Y3xr4yG2r7ffOb61cVl6/1HjYnbc/0xp2Idbf3pdWsvtTXo/Or7N/Vh5xRyv0nE2VrfYJX6utn4ejw2I4782nuM4Ku0Xpderx+HYn8p5wVTPeD7a25+4/lReod6Pz5SGZTrfqnl3Hv/yuOhtV2x3LY6xntb183YeCRAgQGCRgGSTZNOigXPXRr0npXn9fHIh2ZQecs+mHOTNTgJ7T0p71x87kNtfugjK7/de5Gef/BgvnvJ4rT3W6l1abvUiJzc8PGaPo52Mx4vCpf0PHN+zCH7NJKj9p0PnOI3xrY2H2L7efuf41sZl6f1HjYvZcV+y6Xs2y2rjOg6kO5/neJWOs7H4xeM+JmdqyY9QcRz/tfEc96/SflF6vRqv2J9C0mdWvmTTr9ldtTjmYZDj37p+3s4jAQIECCwSkGzaItmUQxFPpmYnC/mkonbxkgt808d8Epv9ppPZxpO0e08q4snmVH9rPMYG5PYXHxvHQRxXW1+c5m7Geu/tR+8Mge71c8Mf/dgY7+pFSGh31b9x/IRiX+Zpvoiofa2pu8MxnjXnzvVjXA+7P3fD3t6geNy/vdn07l7Gw7PiO0Hs9JfFLvFzf+M8K9miAAAgAElEQVRk08QX9+t8/hYfa8eHqcC/f5nGbSx3fB6PD3H9sZl/F/7Pq3G7+Hk+fT71ekenTo84LmK7pued5f7Tdb8SIECAwOMEJJskmx432pbWVLzoiCdBhZOz1pOvUvskm35kVj8J7D0p7V2/FNCtX4/tLIzL6WS+sT1V/zc/+Z4untZ2iPGsld+5foxrvJisDY94fGodV7He6SIujtdaf2sNXPh+8bjfWN5exkN0flR8G5mettpil/i5L9mUhrGe99/x8FON67R//LNtLmN4nI4jvd6dx7/Y0Dgu/m3Tr9+fdFyK7fWcAAECBG4K7DTZdLPN3nw3gXsvOhZ7xZOs8aSs9WRucb02JECgXSBc3HTPPGyvyZpHEDAejhAlbSRAgAABAgReX0Cy6fVjfPweSjYdP4Z6QGAzAcmFzWgPWbDxcMiwaTQBAgQIECDwcgKSTS8X0hfs0LOSTbHe3q8/vGAodInA7gTi1y7GXMPu2qlBjxEwHh7jrBYCBAgQIECAQEVAsqkC5O0dCMSkz6O+JhPrlWzawWDQBAJBQHIhgLz5U+PhzQeA7hMgQIAAAQJ7EZBs2ksktKMsEJM+myebwtcw8k0pzZgox8g7BJ4lMN0g2w1jnxWCXdVrPOwqHBpDgAABAgQIvK+AZNP7xv44PZdsOk6stJTAowUkFx4tvu/6jId9x0frCBAgQIAAgbcRkGx6m1AfuKNbJ5umi5PCnwDefCbVgWOj6QQIECBAgAABAgQIECBAIAhINgUQT3coINm0w6BoEgECBAgQIECAAAECBAgQ+FtAsulvF6/uSeBZySYzmvY0CrSFAAECBAgQIECAAAECBA4iINl0kEC9dTMlm946/DpPgAABAgQIECBAgAABAscSkGw6Vry0lgABAgQIECBAgAABAgQIECCwawHJpl2HR+MIECBAgAABAgQIECBAgAABAscSkGw6Vry0lgABAgQIECBAgAABAgQIECCwawHJpl2HR+MIECBAgAABAgQIECBAgAABAscSkGw6Vry0lgABAgQIECBAgAABAgQIECCwawHJpl2HR+MIECBAgAABAgQIECBAgAABAscSkGw6Vry0lgABAgQIECBAgAABAgQIECCwawHJpl2HR+MIECBAgAABAgQIECBAgAABAscSkGw6Vry0lgABAgQIECBAgAABAgQIECCwawHJpl2HR+MIECBAgAABAgQIECBAgAABAscSkGw6Vry0lgABAgQIECBAgAABAgQIECCwawHJpl2HR+MIECBAgAABAgQIECBAgAABAscSkGz6jtdXSukrpfPpZzmdUvp3+fhKaVj8PEbgckppWHIMPlNKw+KHAAECBAgQIECAAAECBAgQ2L2AZNN3iCSbdjVSJZt2FQ6NIUCAAAECBAgQIECAAAECPQJvnmyqJJnyzBozm3rG1P3r3pts+rykNCy1+H2cUxqWvF7r4+UzpWGJP/e2O5bnOQECBAgQIECAAAECBAgQOKCAZNOtr8/l5INk02OH9r1JG8mmx8ZLbQQIECBAgAABAgQIECBA4B+B9042xaTEaZgNc/mHx69PEViabPr6SGlYcpKwNAMpdyrWk7erPTaXO8yaOn/fDmzIafohQIAAAQIECBAgQIAAAQLvICDZ9O/XrSSb9jHmYxKo9Qbhkk37iJ9WECBAgAABAgQIECBAgMBbC7x3sines8fX5faxMyxNNk3bNc4o6l2/Vac36dVarvUIECBAgAABAgQIECBAgMABBCSb/r1BtGTTPobslAQ6/XwlrnVm07SdZNM+AqkVBAgQIECAAAECBAgQIPCOAu+dbJqSE51JjXccKY/sc29cumcSxb9C2Jic6jWY+rFR+b3tsT4BAgQIECBAgAABAgQIEHiAgGTTkBDIN4RunUHzgMC8dRVTkqYxCSjZ9NbDRecJECBAgAABAgQIECBAYF8Ckk2STfsakUNrepNN0723WmcQxZlNG/0Vwu4k2P5CoUUECBAgQIAAAQIECBAgQKBXQLJJsql3zGy/vmTT9sZqIECAAAECBAgQIECAAAECGwm8V7JpmgHzz1fn8lfo/nxsnSkTohNntJw/UhqWFGfUjO2Y3g/lTE/H7/f92cZ/+nL5TGlYmn8K7SnV013+2JDoUSo/f42xOdkU2986Q2npds2wueM/MT+fUvpe8jjoLcf6BAgQIECAAAECBAgQIEDgOAKSTaXEx/frkk3T/awGD8mmzj07JLWqScXO4q1OgAABAgQIECBAgAABAgR2KCDZ9MhkU5yxk+suJSE+LykNS16v+bE2wyckQZrLHWdRtSadumeS/TNL69825RlPcQeKM6Za25UaZ4pNbah5xoaF51PcFyYvQ3GeEiBAgAABAgQIECBAgACBPQtINk0Jhb8SHQuTAzEJkpNJU9Ih1JXfjyNFsukn0SbZFEeG5wQIECBAgAABAgQIECBAYLcC75VsimGIyZ9SUiNuV3s+SzadUzoPiavGGTJx+5wQq7Uv9qc40yfPbBrbNT4tdmvWnkoSrpQk+/hKaVhmP7k9472Ncn/zY6nfsZ5i+bHCscBcfu9jqT2xmvw8zvDq3T6X45EAAQIECBAgQIAAAQIECBxAQLJpSNDkZMNaSYCYnBkSTZJNP4kmyaaUv8V3gOODJhIgQIAAAQIECBAgQIAAgW4ByaZHJJt6k1lxhlJzEmxcMdfXOpOqddi0tiuud++Mo1L/48ym0nqt/ZutFz1zYrJxhlouL7az2SMX4JEAAQIECBAgQIAAAQIECBxHQLJJsql9tMYkUim5E9drTq4UkjulemISp7Reew/DmoX29CbxYjubPUJzPCVAgAABAgQIECBAgAABAgcQkGx6SLKpdSZM5d5F04ylPMOm9li5t9JsgJaSK4V6Zsmd2P7e+scGxWTVrJ5xvYfdCyn2a/QotSu6SjZFEc8JECBAgAABAgQIECBA4IUFJJskm/4Z3pJN/2D886tk0z8YfiVAgAABAgQIECBAgAABAjcFJJsekWw6f6Q0LNWfzmRPdaZTaWZRIXlSLS/McJrN7Intb53RFWB2N7NpbF+cSdX6dTgzm0KAPSVAgAABAgQIECBAgACBVxaQbJJsuv41Psmm2/u6ZNNtH+8SIECAAAECBAgQIECAAIGUkmTTrpJNccZRaWbSnWM3zhxqnaETt3v2zKY4Y2jWnjud4uaSTVHEcwIECBAgQIAAAQIECBAgMBOQbJJsSkmyabZj/PmCZNOfLF4kQIAAAQIECBAgQIAAAQL/Ckg27SrZNIYmziBqTQb9G9k/f196T6U446r019gK6zW3P7avVM/YuTizqbmeP3FuvFjoV+tMqpikat3uRou8RYAAAQIECBAgQIAAAQIE9iog2STZ1DA2W5MthfWak0CSTQ3BsAoBAgQIECBAgAABAgQIENi1gGRTT7IpzlApJVG+PlIalnzD7ea/RjeOlThjJ5dTqm8aYiFZM5tBE96vlltIHuXtZuWPDYlOtfVToV217aLz5TOlYVntp9Cu3nhOM9U2ugfXav1VEAECBAgQIECAAAECBAgQuF9Askmy6cY9mySb0pAIy0mv/CjZdP+RRwkECBAgQIAAAQIECBAg8LICkk1NyaZC0qWUdIgzbkrr1YbVNCNmvHdRTna0PpZmHvWWm9sftyuVnwpe1XZfUjpdUlpaT25nzbU0c6y1fbXyp/ejw9i/6X2/ECBAgAABAgQIECBAgACB1xOQbBoSGznJ0Js8KSU3JJtSGhJO59PPkn2rj5JNr3eI0SMCBAgQIECAAAECBAgQeDcByaamZNM4LOK9iEr3UFor2ZRHYyyvmLTpnDkT+xPLjfdAap5xlBs+PsbtYj0xaRfXLyYBY1wa74nUO7MpOoTuFZ/GuC0tp1iBNwgQIECAAAECBAgQIECAwP4EJJskm64zu2ISKCZHepNAebzH7WI9kk1ZyiMBAgQIECBAgAABAgQIEDi8wHsnmw4fPh34FtjrDKJp5ljjjCvhJECAAAECBAgQIECAAAECLyAg2fQCQXz7Lkg2vf0QAECAAAECBAgQIECAAAEC+xGQbNpPLLTkXoHp63qd9666t97Z9uNNpvLXBePXEWfre4EAAQIECBAgQIAAAQIECLyOgGTT68RSTySbjAECBAgQIECAAAECBAgQIPB0Acmmp4dAA1YT2MvX6aakl3s1rRZbBREgQIAAAQIECBAgQIDAYQQkmw4TKg2tCkg2VYmsQIAAAQIECBAgQIAAAQIEthaQbNpaWPmPF5j+CtwppeG+SR9fP8vWLZlmNI31jrdu2rpa5RMgQIAAAQIECBAgQIAAgT0JSDbtKRraso6AZNM6jkohQIAAAQIECBAgQIAAAQILBCSbFqDZhAABAgQIECBAgAABAgQIECBA4G8Byaa/XbxKgAABAgQIECBAgAABAgQIECCwQECyaQGaTQgQIECAAAECBAgQIECAAAECBP4WkGz628WrBAgQIECAAAECBAgQIECAAAECCwQkmxag2YQAAQIECBAgQIAAAQIECBAgQOBvAcmmv128SoAAAQIECBAgQIAAAQIECBAgsEBAsmkBmk0IECBAgAABAgQIECBAgAABAgT+FpBs+tvFqwQIECBAgAABAgQIECBAgAABAgsEJJsWoNmEAAECBAgQIECAAAECBAgQIEDgbwHJpr9dvEqAAAECBAgQIECAAAECBAgQILBAQLJpAZpNCBAgQIAAAQIECBAgQIAAAQIE/haQbPrbxasECBAgQIAAAQIECBAgQIAAAQILBCSbFqDZhAABAgQIECBAgAABAgQIECBA4G8Byaa/XbxKgAABAgQIECBAgAABAgQIECCwQECy6SbaZ0rpM6XTaVwuKZ0uN7d46zcvp5SGJXuNfG9tovPrCxhn65sqcf8Cn5eUhiUfXy+fKQ3L2j+Pqmftdr9reY6H7xp5/f5XwH7wr8bzfj9qHHzuPW/MqPnlBSSbboZYsukmT3zzqB8ysR+e71vAONt3fLRuG4FHnQw/qp5tlN6vVMfD94u5Hs8F7Adzk2e8ctQ4+Nx7xmhR55sILEw2rZ2EWbu8laL39ZHSsOT/Sc6PY3NXquV1itnNh0wcT//MtsoxvPV4/khpWPzsU2A34+wrpfSV0vn0s9waU7feczzZ5zj7OKc0LDl2W80kau39o06Gt6pnb56t7ntfbzfHw71Dad+3wKvuh/aDfQzwo8Zhq8+9fUTlBVrReF3nfHqXsZZsuhUWyaZbOvP3dvMh03hQyheR8VGyaR7bPb2ym3Em2bSnYbF6W/Z2Ufaok+Gt6tmb5+oD5kkF7uZ4+KT+q7ZP4FX3Q/tB3zjYau2jxmGrz72tnN+u3MbrOsmmXY4MyaabYYmD2z2bbnLt5kMmxq1zZpPk080wP/3N3Ywzyaanj4UtGxBPPj++UhqWZ/3E9mw102qremK5z/Z8VhzXrnc3x8O1O6a8TQRedT+0H2wyXLoLPWoc4n6x1edrN+ibbxDjEq/PSs+dX+xq4Eg23QxHTFpINt3k2s2HTIybZNPNuB3tzd2MM8mmow2drvbGk5xnn7zE9mx1MrxVPbHcZ3t2DYYdr7yb4+GOjTTtKvCq+6H94BrjZ/521DjE/WKrz9dnxuaIdce4lJJL8XXnF7uKtmTTrsJx8Mbs5kMmJps6k4SxH9NBrLOcg4dzt82P8RnD/fj2xmTTcH+f8/dtnIZbOfk5uEA8yXn2yUtsz1Ynw1vVE8t9tufBh+fU/N0cD6cW+WXPAr37Ye/6z+q7/eBZ8r/rPWoc4jjf6vP1t9b6z2I/Dvs5G6/jxkkDpf7Efg/n4s7H1x9fC0uUbFoIZ7M/BHbzIRMPUp1JotgPyaY/gv3El2J8JJueGIwXrjqevJROch5FENuz1cnwVvXEcp/t+ai4bV3Pbo6HW3dU+asI9O6Hveuv0sgFhdgPFqBtsMlR4xDH+VafrxuQ/yoy9uOwn7PxOk6y6VecD/ZEsulgAdt1c3fzIRMPUp3Jpgk5zlwZD3ZuID4JPeWX3YyzOD78T8pTxsNWlcY/EPG0pObYwXgSudXJ8Fb17M1zq3Hz6HJ3czx8dMfVt0igdz+MNxTf68Wr/WDRcFh9o6PGYavPvdWBKwUeZX+tdOP7LwEPfcn/2d96vhPH316PV7X+v9j7kk0vFtCndifu5E+7OJNseuo42Lry3YwzyaatQ/3U8nsvyrZu7KNOhreqZ2+eW8frUeXv5nj4qA6r5y6B3v3wKBev9oO7hsVqGx81Dlt97q0G21jQUfbXWndiPySbamK7fl+yadfhOVjjdvMhs1ayKfvH8sYZTk9LpuV2venjbsaZZNNLj8Dei7KtMR51MrxVPXvz3Dpejyp/N8fDR3VYPXcJ9O6H8aJvrzMF7Ad3DYvVNj5qHLb63FsNtrGgo+yvte4sHUcxjr6JUpN+yPuSTQ9hfpNKlh4cVueJyaGlX6PLDYvlSTZlmac87macSTY9Jf6PqrT3omzrdsWTqNb/6ett11b17M2z12Wv6+/meLhXIO36JdC7Hx7l4tV+8CvMT3ty1Dhs9bn36EAcZX+tuSwdRzGOkk016Ye8f8xkU/ywjIMpDrb8nc/82HySHpMMC5MWcefP7YiPzTNlYrvG5EcsLz9vLjeMueicy4uPufylB4fU2J9Hxy1w/P/2zu44clhHo47LATmFm8ZksRnM40Zx3yaCjUJbbRO0/dEwAIpS/52pcrGlJgngAAQpuN0z/TfEy+1Txdo1ceaAsdur4+zgYpOuv57nVK7zXWJ7xxu23ib5WX6wvNDHOy/26qlxf+3fvEf7T/dj45HNmzqv5kN93/xgrfZ33LHpPNE47W/yru0HjQvTS9tsnGbzuM2fnlccoevB5tPW5s/Gj4jZsvZE/h/mlRvL/SDzZy+X6eHkX/WPXWf5qd81T3jrrCon4pXlZHKttXiM5s++rzxMjrYm9+nWQTNceXjXxinL3/o9mh/MLm11fem61feVs/bX+TU+q/uj+sHyw2HrNRlfkd3KIbzW/Fr9LlTVW57bBz9m51e92rnb9aPTX+PGrqc5qr1OPWB6/tBhqQ4Um37FpE6UoP117Jc3s8mgifsy0nmpejnBZUGcnlfEaXKz+bS1+TWZ2n2ZdrxM2pNeLDrfpN9UUfXjtD6Ov9LzqWLtWvVTP9n1ar+U5xX97zbOdDPJblpiv3epXOxwsancFk/9/Tbh3vGDXrqunDiuxsNePTXu3c1/MOiYG8NhRjipn7J5U+fVfKHvmx+s1f6e9TpPNE77m7xr+0HjwvTSlnz4+SWsyuZyHfnfiyO7v9wPNnGxXaaHk39/Ylfh5+bBZqe3zkzuXj8Zziwnk2tteh2ZoKBVHiZHW5ObzaOD2OS+tpdvlqvZM+ipN5J6G6/0vCLn0fwg5vVLXV/qb33fuFqr/fvE7YXGZ3V/VD/YOSIbV6antWE8JOMrsls5hNeaX6vnatVbnv8GP2bnV73auc71o9Pf+Gs7zVHtlfOmyZmeP3RYqsNjFZuqiy6Er06UoHUR6zjH+RYEvQ2Cvmpfn7fJD+1tBu2VY3IbBh/T2/b+W3Trn24jPyj/qL+r4fc3NElZsv/e6/NK+y+zz0SoncSZkfnWHuYH3UyC9ftNqcSFd7jQQ4vFlcbj3vGm4t58EOWdaT2Vf4t/5WB2HN1WOZme6k8vb2ocG9eq3JcgH3pylJ/6zeLQ01/HL78mH77/zz0Rf/Wv+S1sg7jp/jzID33+7IvVejj5JuSWPH/perL8UF3flheymLRfVZ7ZH8WdyvGuZ+WbHtZG+tzrOtjLJxsfe+XcjB+8QJP7Gg/GqczByZO6vqN9WNTbvHNCWb+Wj7z1oRzMj2Hr2K12hNeat6vz6njnXK7czN+efun+B+8Tpt/V/WSK5FqKTZcAc/9p0GaDXsdRBPgR8WGLRfln/fajlp83VV87DH72+P5K+4fJ2uIkq6/aaeOj1km+pr0m1bTeTW6UtFfJMb0aBpt2aA/zg24qAddBseCGHk4s3vTQYRzsfZt273ib5+h4mNZT+bf4Uw5mx9FtlZPpqf704lnj2NZZVW50yPXkKD/1m8Whp7+OX35NPqTY9DWoVseDk28s7qPW1utXFb++1vVk+aG6viM5X2X+9Loqz+xete5n5Zse1kb6aJ6zcWHL+az/d/Qhq5f+17o/hdr7vcP94Er+/obqYeuoHI9OfOj6jvbh79ptFJsUiHeted85l6tfzd/etOn+B+8Tpp/Ga2Ytvvdx4tPmPah9jGJTh+wElcHTYHkJ+g/faRA5SYPcHvqjcU3Bt9dtu/y0WDW1tyFJtXndj++1kV4wepuw19+VEywqT45nj9ffQOhDmZsc1A9J/ibHawe9nXmHfs1fh9lHnL0vVfXb4X4I4r/nJfOPtPYwoXrbter/+rptl5/sIWX1eLPHzQdNcS+PePG/V0/N65F+xndV69nr6hHEjcdJ5fR4CPYx5Rv5UeUMeVbzazK/reI9zOPok10n7LsfD4QD13Zjet+1fOfskyrP84P2C68Pigc7mNm603Oa6jWsu8l1Gp1TNf9F/VXP6Frnd/NaNFHwvuadKE91f7xs26vF2pfWy6ODX5L569rrwNM78ofH1ePj9XflTO5nnj2eXhY+aT/YgGSrdts6j9aTZ8fAy+EU2Vt9Dp1dr54dkX6r/aF6ROfkwb3K2cu72s/JA6pPeK6wedt5vV0OatqNYX5P3zZg6O/obfNbu9pPNm+ypdh0SSRuMLRVZpteGGTa3za+nYctL7iGZCZe1+RpdnjJw+vvyrFFdeubfZK/4BsuBz848w79VicD4uzbb9a8eD7cD0H823rz2mgTVf374ceJOw3Y1ePNDjcfNAW8PJL1U9XO2cOV8pq99ux1OQVx43FSOZ3T5OHE00/lUGz6/p1GHjeLH+Vn6ybrV+vvypmMH80HJsfTy+xJH1LbRDZvb5P5imLT9v6Lxc7Nzo/B+tb8Fz0cm1+zrc7vxmV2Qqeft25ceU+2Drz16/JpnD2u3rr3+rtybtUPTpx5t9Xu5furw8nzQ9dT82qQT2fXqxdfkX7p/aEb9PsL1SM6Jw+zKWcvf2o/5zlN9QnrADYvxaavrnmQYpMXTF9Nvby2IJDiiLuYdi7y8iJRfdu1LmY36TvjhyT6Z9suuum/aTnKyVm0Jk/luPxtgLUqx0u62X42b7LNJp2j7dPNhDj7+TfzR/vByyfDw4I9NEgb+W2It2BdaRjvHa/8jso7e/VUu8++nuakeSrwr+bx6kOljvfiT/v1YpOjbzUuVvuHfPi9GNbcNGDWOPX6DQPV786+e5QfBn2CG7eih6mZ5T7kwaPOtaZYslWeR6135ZSWo/EZ5FGVcy/rQPVO82l+1rzu5f9pOTfmh2R4927K5/T9tWvy/YXqFfl9dr2q31evi+9W+VeaB704dWfQ5/wgj7ryivO4+iTfyPLP9hvE6vp09vFh3JobFJsuD4buoio6Rxd5eZE4TtXgipKNTqPJytNrWo5yuvJmbw7tD/2LFpUmJa/CrRzd+Boctb0HY6Q3cXYbD1cUmzSAv19n886wroL88V3K9a90vafzczFvKs/TD8OOvml7D3IV+fA28uFRfqiGza3oYXprfvDOA0MeDB6SbH5vH/Lk9HHJF8rzqPWunNJynLzk2a9yvH4DHpXjnCuVl3feHuYPbqjeaT5tXt0/PL2m5SifYB9XOav9EOAc3lY+p++vg0YfN1SvyO8af1F/E3sr/tA86MWp6T20xSKRK684z6BH8UaWf7bfIF7Xp5O/hnFrbjxGsakajOosdzEWnaPzppOn58xVwR7ZsUhOaL/KaZtRL65Ur73DWGSvxzu4r0l/iLuT7As5B3YMb6veHtdhoNyIuC+SE9qvcqpxpf09HirH6yeYspe6CXrFTW++6fGr7IrioSk+radn+Fn3F3EK47nZE+afyO6kP1TO259tu/xcvhfl63ejuPtmpMfi97P80mIX+TX8pcciOaH9KkfzW/XayXOhHmkH7Ot4uh66rgKerftgpObB4XwxjPh+Q+1etT5nH16/a/fLlcanE1+/zPD+lto/cFY5gZ/Cc6mjZ6hHZIi+r3o7cnXYcK1xqg+bi+SE9qucg/ww2B/c0H2vuv7CfG/yIz9YP+WU9Ht5vaqca/sjy8c4aav2aJxr/3at3PqfUTYeu/Op2hVwbt0/tVW7gvGz+etT4NJXFJsuDnGDSIMjCNowyVZ9p8GVTDaDmMiORXJC+1XOUYslsncAlLsRbkYn2Rdyzpnz2Uv1Js6+fSeU+xuuVdw+PfHtlT58UGz6huf6F4v8n13PYf6JiCTzosqh2LRtlxzQ3B1R/nw/4n1W/Kicg/bdbBx/Ajrm1el6qJ8Dvq37YLzm++rDrtrtnmsHyb/f0IewVfN2qRqfk+cPtX/grHICP80+rIV6dMOTL1TvST5hMWSRnNB+lXOQH5J0ezfd96rrL+RrkjRfeM+Vyinp9/J6VTnX9keWj/HUVu3x+Mo45UaxSQDtu3zOYpMGlbt5ZoNegzuZFELfZeVHE0XzRO9H87f3w01G5RyV1FROMtlEZqp9/btMbKDKXW0fcfZOWv3QsJsX+t/FhofFrH+89XyUP5olex8+psdrHM+un+Q803p+evw6r5L2RcqF8dwm0MPwkH8iQUl9Vc6wjmbjIdKv+v5R6y/JKVQ3mid6PxTw0SGMH5WTzXteP82HR/khaX/vdrQeOr/HJ7jf3NHVthd782D6XGsCk+1R83bxGp+T+eVh18EiPmExZJGcq/uhB1bthe57R+2vplW0rjQfZPWJ5jX5vVW/B/lrOA9of90fuqDkC9Wnmg9mxzv5Pcu9W+fME3ITjs2MPu2wfqV/dX73l+ifEle+oth0cRDFptx3BUWRdzObzGyyCQxU+4YkpHJXJwNNYnuTutmreleTe3aeRXLUD21a04JiUyOhh5X0bws91b8AACAASURBVOoW+WnYHJ24mtbz0+PXebWIUxjPzbqzDsMqZzjEOH483Qnkw3fkYfxonN7LvlQNqKPiwfTQ+Sc5DvtVm39vHiw/ZJpdQXvUvF2sxudkfnnYdbCIT7gfL5JzdT/0wKq90H1vON9H0xX5RetK80FWn2jewQzVezKv9XPC3ucS1aeaD2bHO/k9y71zdebpfJJ8mxl92mH9Judx5e7106dmmVeTxSaFuVNpXVTRQ1G1v5JIL8Zs0CqPFgRDsKgi0bXKn+Ws8+jijd6P9Gzvh5uMcpq1J9JnkT0mRuPNrQgfbZ/OT5y9/7lbc7e5q/+9S/+OmaPiTP2xWI7GXZQXPwF8vJoer+tn1i6dR/NOU3haTzX47OukfZFaYd5sE5x1GPbk6L5Z/bPOiEP5fV1/5MPr5MOj/FANiIP10HXq/pJS9NZxw37V+u/Ng7o+s/qJusPlUfN2QWflUY2P2X2tKy4vdH7y0XXykbgle+nte9nxQzHAOe/YfNF6z+YNm8/a8nrVuF29LkyxbKv6FNdRxNVTQ/2vRRovb+t86rdsHtZxgzzlcm0/qeG/X1NsugSUGwzZTVCDoLg4XB+p/Nng0nk0CUbvuwp+f+NmFssie8w6TV4Um4yMtBH36H2Zzru8mTjTdT+7Ph1DNe4oNjmgrnX7rHhu9ulhqPwbt6S+nhw9xFJsCgIv4h29H0xvb189H2oeXHX+MQOz7cF6KGf33Cj66rjmdum1bXvzva7PrH6DInLjqHm7GNZBR/HjC+Uze87QeR79OeBHmP5Nb9/zR8g7EV/pHq33bN6QabfyetW8ORtfqsjstepT3E8irp5a6n+KTR6pqfuTxaYmSxdD+fA7Oc9sMBmi9GIsJo9VPExPa3Xe6iFCF9HgJ2dxp+UopyA57LXHuLit6qObqjtQ3tB5ml0DPxl2tH06f6SPqOde6rxp/7cZny7OdN0s3qT35rm94w+PhxY3e/V0A/roN9T/LT+k142TX9rtQXtdX9Vij+57Xt5QOdpP46JaBB0M23lD9VF9Z6fXedN+bQIjjvaN4/0TmAfHz157Io46/yo/RHL1/eV66DrNniec/OCt7715UNd3NV6Vo10fNa/NzzroJH59oXFd9e+z5aNfYf7wpvI5an9V0d2vdn78u23//m79P6mp7q+z67XrUd2H1KBF12pHdj+p2qF5t/td8775Z/v444nBTO1/0D5RtW/Q8zo3KDYt+WRTc54GQXZxRL7XedlkAmKzi16n1XkoNimhb9e6WQ/x7xy+0/Hs+KPd/qbL5WLvuhkm1BtqT7QZ6fjgWjfB6qFj7/i9/MJ4aPbv1TPAeNzb6v/qIa0Yz8qzH4qSFmYPbypH17HGRTUuk+qmu6k+qm96Iumo86bzVJsn4shDtgBfdKl+2x0Puk4PeojYmwd1fVfj1cN/1Lxd3sl5VONjFSezR+ffHX9tYp23qvez5SPzR7ZVPkftr6pP96udHyk2vSPSvJNdR51n8jymebf7XfO++Ydik4Zw5npfsWlwUnNu9vCpQeH+eZKYonKz8mwaDWI3aWuwBYcM1cs+hpfV7+112y4/be81dbchCSYXkTeumdXntxfKxfT3+g9/o9z0isZ5erl+MAXFH2m9Ar/Z9NYOcVmM66PtI84+f+tziTUvDo72gy3U/smEaDOyAEu26udsHrHp946f5eeN8/y0V0/NW2EeMUCLWpUf5T8LWOunrcfJ49oPR4493risnOGQ5zwcVuPTUbd8W+PHeGb1Yd/9+CoBF3wLFOPqxc1RfnD1ct5YrofYbxzcPOOsDxuX5ZeNX8OgecjVzwYkW523qldSzPDnPxGv1Xk05CVxkPWj2ZHlRj5ak4+ycWf9vH1y9f5q8qxVua+v23b5sbgJ49Imau3selU90vKT60LUDC+9PO7xGPSPnvs0Tzvnd53XXcfCIeSn8m/l+Tn0zFQHik2XgPCCd9jMguD1FocbnOIzNplFm4wu+sBv4obhEzGWNLJ+1ORk4904MwVE73Zp7/aWOPvciC9sPU5H+4FiUw/Jby887p6fNJ6z68yE6uEqXGc2cFGr8m29e/ZawFo/bb1xHtfVh2GVQ7Hpe76J4kv5mX89v147fiJ7NF49O3Qdm93Z9eydf6rLdLkezWCzx1qX2+RDhOqd5WZ8NI5c/WxAstV5q3olxVBsaqC8deDllcjP3jhvHau/Ld69/pofrL+13jhPr8gelefNn4076+fps3p/NXnWqlyKTR9kNB9aPHnxoRwjv2XP7zqvm/9aIJqe1nr6DvIpNtmS8FsvORnsbJtNGhqErvMdlVVfNxg0eJJFCw3OrP3RJ7tU7/S8LYhdO41TcEhy5TUu+omgyJ/a351fFqH1c+dXvznjbZ6oHR62jFfQHmZfk0ucfTwEunHQOB3mh9n1IvHoxdfePLd3vIX30XlnWk+Hf3U/MDunW0ePbF7R+PTiWdf7259tu/z0T9ZJXHnyvXgz+wc5f7ftMmb45+TZaP5hnkU3VG/P/uG+8xtNU+vo+I8OnYO+5udb23cbsKP8YP7Itqv10HXq+qX5x/KQjvPW93QebEA0TsPzXhKk6uXZ7dmVFNM/0l/NZ/ZQmeVs+mh/zy7vfmTv6vgzvdXPnn7e/TAuJvezW/WDcYta9ddR++ugh8c72JeGedqNvev16HXh6e3dn433aH2qndG6yPbXft46tPvVfcI4VeWYPGsjPiZnUbvvk02mxGwwmNHWZo3XxWTOMn2iVvV1g6wpZPpZMo3m16TVx9sh0WuD5KJ6p+dt8lw7zSAv6Xn62v1bO/Sq30zPyXb24enoZECcUWyypftTuzdP2pxH551pPZ18Vd0PzM7p1tEjys+WVzRPePugrvejDsODHIpN75+6iPzpvf80+25bQBo/HpfhfnD+qa7P1XroOh30l/OF5SEd563v6TzYwGieDuMuCVT18uz27EqKodhk8ROsA/Wz5w/vfhgXk/uZPR9l493iQvt7env3d8ddU0TzxVH7q9ndW493EAd9vLzYu15vxR9m1my8R3GhdkbrIttf+3lxa/er+4RxqcoxedZGfEzOonZNsakr07Q3Y6LWIPfxyRe6mKrzaPC6Qab2JD/Z1M3wkohtKtKmna96yTyde1XfrvjHiyiYlbv2z9qj/uz6q11Ze7J8dP52bQ+BgmP6crl9qglx9v7JasWi18v9UOTuxbUXb6qvrje1T6/3jtf59OPrnj126BzGOzf26pnO54781bc1Dyon3W+0v5c3h8OwFYGScejNq/a7crRju1b/mb3VeHWmr99O8jA9s1yOin81UOPB9LRWuWr/rD2e30xOb7P7rhpylB9UTnS9WA/NN52Tc37I+kf9oX6OzFS9NM9E46P3NS+o3dm4i+TY+8pN5Skf7Z/VR7mrnH59a+ugGdj1c86z1f3Y+FurXFXe3fjBDHJaje9+Lkvmj2y8OeKHPyPt8r0BwX21R/0W6Xv4ugj017cje7JxrvGs8aty+7Wz3rw8q/lY+at/Va/IP6bXrfnJ9JKWYtMlALxgGQ6X1c0mmaQsCLPBNejFJvM9rp2kYJyjVpPA98nrV4cnA+LsfUlEnlnuhyJ3L+68eFN905tiA7F3/MAzu66KeXKvnrqpu/l8MOiYG3poUL+rftrf2wf0sNXjJhmH3rxKwZWjHdu1+s/srcarM339dpKH6Znlwr5bdMVRfiiqUf0zxSgeNN9YHFnb12XTM7u+dR1V14/qpXmmik37a14we62NuOl80bVyMznWKh/tn9VHudv8Q1vc17p9R62DZuCgpz4PzOrdDFCuKu9u/NAd8vMLje++jpP+y8bbz9I3ik0emHZf/aNxSLHp+3dLzvIJ3DD79uJi06wajIMABCAAAQg8EwE9xE5+bP6ZkGErBCAAAQhA4GEI6DmgFQv3Fq8ehg+GPAIBik2P4EVsgAAEIACBOyOgh0yKTXfmQNSFAAQgAAEI7CCg5wCKTTtgMvRGCVBsulHHoBYEIAABCDwwgeFj4Tv/3OGBUWEaBCAAAQhA4OEI6DlA/yzx4QzGoGckQLHpGb2OzRCAAAQgcF0CesjMfufAdbVGOgQgAAEIQAACKwjoOYBi0wqqzHFjBCg23ZhDUAcCEIAABO6IQP+C2eSfwekX+doXOa7+Qt87QoiqEIAABCAAgech4HzBO9/V9Dwh8ESWUmx6ImdjKgQgAAEILCZAsWkxUKaDAAQgAAEIPDIBik2P7F1s+06AYtN3HlxBAAIQgAAE8gR6sUn/y+nkNR+bz7OmJwQgAAEIQODeCHifaLZPNr/93bbLD/8g8IAEKDY9oFMxCQIQgAAETiJAsekk0IiBAAQgAAEI3CEBik136DRUXkWAYtMqkswDAQhAAAJPTMD5WLz95lJbvpvhiWMF0yEAAQhA4GkIeMUmPtH0NCHwzIZSbHpm72M7BCAAAQgsIkCxaRFIpoEABCAAAQg8DgGKTY/jSywpE6DYVEbGAAhAAAIQgAAEIAABCEAAAhCAAAQgAAGPAMUmjwz3IQABCEAAAhCAAAQgAAEIQAACEIAABMoEKDaVkTEAAhCAAAQgAAEIQAACEIAABCAAAQhAwCNAsckjw30IQAACEIAABCAAAQhAAAIQgAAEIACBMgGKTWVkDIAABCAAAQhAAAIQgAAEIAABCEAAAhDwCFBs8shwHwIQgAAEIAABCEAAAhCAAAQgAAEIQKBMgGJTGRkDIAABCEAAAhCAAAQgAAEIQAACEIAABDwCFJs8MtyHAAQgAAEIQAACEIAABCAAAQhAAAIQKBOg2FRGxgAIQAACEIAABCAAAQhAAAIQgAAEIAABjwDFJo8M9yEAAQhAAAIQgAAEIAABCEAAAhCAAATKBCg2lZExAAIQgAAEIAABCEAAAhCAAAQgAAEIQMAjQLHJI8N9CEAAAhCAAAQgAAEIQAACEIAABCAAgTKByWLT323b/m7by0v7edu2l7eycAbcOoGz/Xy2vFvn/6j6Vf18dP9H5bzarqofVst/lvnO5lyU9/dt2y4/tv+//d22yw//IAABCEAAAhCAAAQg8IUAxaYvMHipBIoPITq8fH22vLKCDFhCoOrno/svMeoJJqn64QmQHGLi2ZyL8ig2HeJ1JoUABCAAAQhAAAKPRmCu2PTvz7Zdfuw3m9a2M+ujQXpae87289nynsax+jDZPpH459+2XX7O/lf2s+offZKy2v9sAPcqD67neO5kztX1SLHpnDBACgQgAAEIQAACELhzAhSb7tyBh6pffQjZq8zZ8vbqezfj9eGVYtPduO6mFNU4iop+N6X8HSlzMudq3qXYdEexhKoQgAAEIAABCEDgegTmik2X72viO5uu57XTJJ/t57PlnQbyuoL+vG7b5cc+gWjttT7ZVM4f1bio9r+ue+5HOlzP8dXZnIvyKDadEwZIgQAEIAABCEAAAndOgGLTnTvwWPWLDyG7lTlb3m6F72MCik38BwZLIpX1uQRjOMnZnIvyKDaFHqQDBCAAAQhAAAIQgMC2TRabQAeBXwjow8jVPkHzi45P8ZY+RNr/HnnlP6Mrs1c7oj/fqvYvK/SkA+B6juMnOZ+Vd1XOvf5vdGoH+9Q54Y0UCEAAAhCAAASehgDFpqdx9YmGcog/EfZvovShlWLTb7R4LyKg8RQV/aL5eP9nApOcz8q7Kodi089u5C4EIAABCEAAAhB4cgIUm548AA4xX/9si98YH4I5nLT74fJ9Ta/b9tZ+rv6dTaHm0qH68F3tL+K4dAjA1QGz+PYk577eD/7k4qMUm87itTg6mA4CEIAABCAAAQjcCwGKTffiqXvSk0P8bXir+4Fi0/bydhs+uWstJosgd23zNZSf5NzXO8WmlNfO4pVShk4QgAAEIAABCEDg8QhQbHo8n17fIg7x1/WB/lfm9mcud+uX6sN3tf913XU/0uF6jq8mOZ+1vvlk0zlhgBQIQAACEIAABCBw5wQoNt25A29S/bMeem7S+BtQimLTtm1/t83+XPDyqSY+2bQgMCeLIAskP9cUk5zPyrsUm54rHLEWAhCAAAQgAAEITBKYLDYVD8P68Pv6Z9suP/ZPD6/9IbH9OYB9MsP6r2pVrsrR91UvtSOtl/KTL25WOa17evrt37Zdfl5fPn50PrsO9Vc9nYd2fcix+aN2sCspzwWh4xdxvdX4HTio39ufz7Xbm/op+i6tav9BH++G+smJqz786P5dUHuh8pw40nyh03jX1bzy9rJtlx9bT009b/r3tZ9Z/zZf2g7lEvnN1/DHd/auM49LxDtr//R6CNblACPJWfUxf0btwCkpz/RUnspP31d9tL/Na63Ge5SnbJy1Xhwt42WCrFV+X9bqV9sju2266VbjzNEj3PdVgYPti+LFGBo/jY8hnpv+6u90HClH2UcVz3C9mJcXzyY34mfcrH+1VY7mD209PwzyFvMZ5ucGBCAAAQjcEgGKTZeN2jZN3ZSjTbx8aDPXJzdb0yu9idv8eliaPXSqns7DZfYwYvZYO9iVlGdmDq2Od+x25Q8Tfty49mHPUWu8rX6XQ7L6KTp8V/uPCjl31E9OXPXRR/fvgtoLlefEkeYLnca7ruaV7MNVl6dx4Ohv6yBth3KJ/NYVyr3Yu86aeoOwiHfW/un1oP6QdTkqnPtknupj/ozagVPRr8pT+en7qo/2V/s13qM8peO9OFrGSwUqP2e9RXbrtOVrjTNHj/K55WD7onix+DF+Gh9DPDdw6u90HCnHaL2qoxbz8uLZxEb8jJv1r7bK0fyhreeHQd5iPsP83IAABCAAgVsicN1iU3YTs01t76ap5HWTtvmremX/TKc8rxwWTT+1w671UGLcotY9hOmhwHm4nLVrOJwk5Zm91s7KNy5VrnZYr8qN5Jg9s63qo36N3u9y9bDd4tDs7v1mX1T9fHT/ZofmA4uPsHXWheJR/tG8xjv7cJX9RKMnN4zPqh8UQHCt+cvsr3Jrag6f5PPstvuR/aqHri/XPF1P0cNrkrPqY3ZErfHp+iblWX9dJ8atrI+zbjQOsvur6eetl7J+Le8NvJog5RBx7+87dpv+1XbgJeeGLlfuR/F7tH2z/lB7PP/o/JG9nXt1vR4cD+rf2bxo67Tb6b3QfCBxo/z7dZDXjo4nzxzuQwACEIDAVQlQbLpsgLZZ2mashxR7322Th8fyvLLJm35eyOihxNVX5nUPYXrocOyctWs4JCblqf2z8o1Plevhhz01MHmtHNSv0ftdjB62W7yY3b3f7Iuqn4/u3+w4+jCs/C3+vNZ4ew/PA37Hb978ej9aB5fvwTryu7A0f5n9VW5NTYpNkufN38anx0/Rr7pOLG6qfvKKSBoHXr+uv7zw1ktZv8Zv4NXkKQfjG7bOPipmpC8HXo7fVS/dH1Tg0fbN+kPt8Pyj80f2dvs1jwZFFBt3FC/172xetHVq+rqt5oNkPL0EnI7i49rBGxCAAAQgcAsErlNs6oeFYHPSw0K0mVWJ6ub3+rptl59Ijm7+Zo93mKn2NztUP5PjHa70kO3po/O7/fTQkTwkq9/c+U0Ra4vyzuLqyYniRDlE/Q1DtVX97DCq86g+kV+q/VWee130c7nIUZxf+UXrzOzS9eYd5r117PLXhx057DfzTI3P1sa1PNYuP9+XV4PdQT4u+0HkRZeDPmZ3kHfUDz2Pt/Ee58Evgf3T68H8Yt+hF8iZ5TytX3G9KLfOO7DL8+/gH+XV/OjGvQVW0Y5ZXp4dkX4ap16+MHOyrc478JSJzH9ev6PtM/mWZ6319Ik+selxn/XvIG8yrj29zB3qNy8ePH9E5wm1P+o/5J1k/u32vG7b22v/ykC7vXn6r+LTBfECAhCAAARukQDFpsvBxw47yw/NzeXeZuserto471DmbdJ6eMnO7/ZrgoxP9jfMeshx59clUZR3FldPTnR4Uw5Rf8WRvVb9KDbVPoGj/CzevXVmftH15j0seOvYXRfOw3aol42j2PTxSwOKTdslxsJ/xbyr8bx837Q4tuIcxaZfXah5yM0rbRbzn9fvUfKh7r+evQNcjT+KTan/zfVSaKLYNEQTNyAAAQg8O4ErFZuCzbt7RTf97KGzT/D7Czt02UNctRig472H/OphULWelRM9LKuc4br4EGLjpw95RXlncR0O3zcSv9XfwE77xRy7qi36efiNa/BJl2p/jaP0uknaofOnH3p0/sX5z9yp+rn2qz6RH0xAsp1eZ6pXUGTq6hT3l+n1o3Ki/KH2JDlP61eUp/vRUfumyvGKueZP7R+ts1le6fViillb5GzDonZaH2fi6fmS9un8kZ+6mjp/kA9n/VvdV9WepmZX232h9jjrfDovat4p8vLOs649zhtH83HEchsCEIAABG6DAMWmywGVYpMTjcnDkI6ePuQV5ekhJn1obQrrw4l3uDrrsKccw2s9TAYPsdN+CRUpdij6uVo8qvbXOGrqxUYl7dD503Gq8wcPC7HCP/dQ/Vz7VR/n4ehnKfHd6XWmelFset/TpuMs8KvmTYpN719lFge4xmnAOZ7wo0d6/SYnnJ4vaZ/OPx2nQT6c3u+K+6ra0zDEtJO8pvOi2lHk5Z2HYsO+9ziaz3dpXEEAAhCAwI0RuE6xqbqJ6WaVPpwEtPXQXNUrfKjVzT4oBrjqJg8lak8vomUfvlSBpFwdNn3Iy8o7mase9qpxclT8VjlX+6tfl11n/WwCj+qvcdTWia6b9LWub51f3zf7glbjp+EIRn15W/kFdrrz6zyLHpZN0+l1tpNzlu/0+qnqN8l5Wr+iPN1nqvkw3DctILJ6Vfm2+cu8VE6wjsK8MZkPDI+16g+Vmz4vHW2fzj9p/82sV7XnoHiYzostQJSXFw/ary0/C7N6exKfumKMgAAEIACBEwlQbLoc1OxwtvzQrJvt5OEqezhfdui0CMwe9q1/a8uHeBuflXcy17MOe4Yh21Y5V/tn9Sj3y/rZJj6qv8bR6ocFnX9y/e9+CFB+gZ2tu9H/bHUeik2570SqxsEk5+n1XZSn+8zyfdMiLqtXlW+bv8xL5QTryM4VbjuZDwyPteoPlecVF2x8b4+2T+eftD+bD8v+NRBZPbXfQfFw1vkjy9Uwhe1JfEI96AABCEAAAtckcB/FpulDQ4BWD2nRd0IM00WH4ej9YULnRnWe5CYfPiRU5Tb1p/2VlZft5+Dst5Pz7D3sTfPoin5/oXEb+rENX63Hd60KV0nufcaj+uu8qx8WdP7J4kz6ISC57vVhVK+b2h1/f7HInj6fvJheZ2p38SE2y3d6/VT1m+Q8rV9Rnuaf5fumxEVkl8ZNVp9oXlHj42/l/n7+ckrXTfm6GKeDPnpD48zJZ+5+oXHgjE/bqfbp/Afnw7J/jadyVDusn9qzmleTo/Ht+s/0kjbkkLVX5g0vT+IT6kEHCEAAAhC4JgGKTZeDsx2esofU7jHdTPXwFL3fJwpeVOfRw4NzCAoPLVW5zYzwcOOZm5WX7efJsfvJeQ4/7Jk+yVYf9kI/tnmn/ZLUK90tyb3Pd1R/nddZJ5YfwlYfSnR+zQ/dwN9fZIshwxfbTtrT1B6VWmTPOPHHnel1pvlO/eAJbPezfKfXT1W/Sc7T+hXlaf5Zvm+KvyK7NG6y+kTzihoUm6r5RNdhMc4G/re2XtWeKh/tr7yavRrf2f3e+IVxXs1PNnHUnsQnUoP3IQABCEDgqgQoNp1abHIOE2EI6KY9+dCqhxZ7eHYP55Nyw8ONZ3BWnvY7mKtyW37Y83jofT0U6mF153XVLlUvfa3+i+L5qP7KczaOPMOrejvzZIsh2i/75zM6rqk9arPInnHijzvT62ynH7P2a15z86YaWNVvkrPql/V/9s+0zayzi01RXGT9Z/pbW+ZV9aMJunKr/Nx9/2j7JuNa8WX9rf5dvl6P5tUMV/9V92nlMOQFtaOdI9x9QB3iXeu8q/dXTy73IQABCEDglghQbKLYtG3uIWzycBgebrwlkJWn/WYPMTqPU/Q4/LDn8dD7enjbWVyyhw5rq4dYVS99neTe5zuqv/KcjaOuqLyo6i3D7TL7cKX9hocKm1BaHdfUll7b+MkOZ72MA3N3ptfZTj9m7de85uZNNbeq32TcqH5Z/1Ns+vh0c8ir6keNgytd67qyfD/E79H2Tca1YruZ9Xo0r2a4+q+6T4d5Qe2g2KQhxzUEIAABCMwToNj0tdj0Unx40k18OLw1x+jhKDzUikN3/yZZ5ks/XEweDpVL2t6ivLO4Hn7YU/94186h0B4e9rbVQ6ynZni/6Od0vJrg4vx748jEDq3jr+n14D0EFO3tejr6tel6t/5iVk6f4PcX0+tM7SgWDdX/nv2ah7PrRe16ifSb5HxW3lUOR+2bGi3dT8bv77b9+/IdSll/2LyzvLoebT2m17MJvlabjKvD7NN16uUzj4/qH4zXOM3GR3W9HsarcVB9snYYxmycqx3eedbmzbY6792sl6yB9IMABCAAgd8IUGy6HEj6QzrFpu/Booe7JJ/s4ea7sPonJ/YeYvQw6h2uzjrsDTz0hnNY7/HbDt+z19VDrKqXvq7G1cH998aRa7fjr/RhW+32Hq60X3Kdet/x1KYbzZqVM870453pdaacrRixbe8m/ijsy031v2e/5ovselG7KDZt22WPsDzl5d0vLnp/2f1k/qXYpIh+v06u38655Zt0vvpd+sdi/Ldtry8fP+Z/b70N06n+Xj5sA89ar4fxanZo/sjmHeOXPY+pHdl1aXK8VuddFk+eQO5DAAIQgMAtEaDY9K3YZA/rwcOaHmKiQ5PXP9p0vXHD4cwetl637fW1n+ncQBvm9ezVw53XTyTp4SZ9OCrKG+xIHo69cQPXZtdZhz3BuPxS/RLFX7V/WuGin4/+ZJMXDxEf1cuLH+UY5Qud1/pbO8hRntE6sHwhD33u/OZYlZPMBzY8aqfXmdpjxYjFxSbVz3i5caK8bH+J9NNxSc4aZ2fnTIqw1gAADXFJREFU3egTTt46a+ZG4bHp+Mted/kJ/eDMPMtL9UjLF79m7XbU7xu9cWjLwO0+6O3E1dAvyicmMWmfcjd+Lg+Z1/pb6407a70ezUvtSK/r5hfl7eUrlWN8s/LeXrft8qNxeDQfCz9aCEAAAhC4SQIUmy4boW2qvXUOYeZCb/P0Dj1ef2/TL8uxhy2KTe++XMa1OUIPYdnDl/kxe9iz/ke1VT2q/dN668NDsN6G4svi/rPrU/Xy1r9ytDzj9dd5rb+1wzjlGT0cWr6g2PQesvqb94FvC2zNA+YPN984fjnrk03pPKV6BuvLWy8Um7btEgvuP+HsxZk7Xt+wdbx43/f868a56ZW07/B82PQ5a70ezUvtSK/rxkF5e35UOZbfsvIoNtlCoIUABCAAgS8EKDZdDgq2qb792bbLj37M29732uzHjXXT9+bz7nuHBPtVUlVvk+POK4fH6GHCAss7tJg8a4fD9qS8w7g2g9Se7OHLeKh+Lm8bcFCb1sMeYqQYUbXbNaPq56P7N0W16GBxmm2HeDYADs9oXssrqpcnR/tF85s/dZw3/1AEC4oSZn62nV5nyjf65JAolLa/jdP+Eec/f7ft8tPzc6RfNd6bXsrP02vwb1GePlwfvW92d6mfs58U6xN8fzHNq01TjQP1x+CH7+rFVx4P4xK00T50mH2Tepfz1aSfyut1Uk42HjROjUMcIB890vt+m1DXt+rpXgd57bB4yoKgHwQgAAEIXIMAxSaKTR+/jb0cPId/xYcQG6+HI+9wMhy2J+XpYcqT592PDt1qz9GHPeO4ulVOrt3Ow0DVblf/qp+P7t8UPeww7PD04tHuU2zatkvMhf+Ub/DQo/Op34e8JAO0v/nLa8sPr9V4b/ppnvL0GewrytOHUYpNn7+w8pj/dH/wg8RZeKlxHxSXVAc3/zfB1TjX+V37JvW2/Uf1cuVM2lFer5Nysrx0XRuHMD5ah/S+3/rr+lY93esg76rf3HmcOI78nOVBPwhAAAIQOJUAxaZvxaa/23Z5wMt+Umh682sDw822+smB1fPqfEV9okPLwG+nvOGTF86hJfsJLVuKZx/2TO7qtnrorPZP61v189H9RXH1t7tOi+vBxESHbn0I1P7DurGJW6t+U/2tiGXD0vNX/WACkq1yTz9U6cNr8NCj6qTtl4E6Tjl3P1b128n56Lyr8/d4Ujud/BvFr2AeLjW+u/yhZ+6G2qN+jPTVuNXx/XoyX4RWaLw43Kv7nsk92r5oHal/tX/kH7NDx3W/NF7T69UEtHY1L50vnRebPrpeup2i93CZXM/GMesHtcfGD+1R62UwlBsQgAAEIHAgAYpNl4OmbXL9UJPcZLOb6+DAow6Hq+fV+Yqbf/kQv1MexaYh0r7dqB46q/2/Cfvtourno/uLrkcfhtMPPU0v7d9wiNafl+o3y2/W9jxXnb/qh0+VUq+Ue/qhSvM1xab3L9M2f2s7xE/Rr5rXezypH5yixyA/FR2fnTS+u/zPLqVXak/IS2bXuNXx/bq4f4oY/1L953Cn2LRtl1za/SGvexFG47iYT1bHg86XzostYnS9dDv9iPp4RzkIL+WYXddqj87Tr49aL5HdvA8BCEAAAisJTBabVqpwxbn0kLn30HpFUxANAQg8GgE97Bcfeh4NB/Y8OQFdD+3hN/uQ++T0Hsb8avH9YQzHEAhAAAIQgMD9EaDYdCk42W9SKDbdXwSjMQQeloA+XFNselhXY1iCgK4Hik0JaI/XhWLT4/kUiyAAAQhA4GEJUGyi2PSwwY1hELhrAvrJy9k/g7lrCCgPgUZA10P1z4kA+RgEKDY9hh+xAgIQgAAEnoIAxSaKTU8R6BgJgbsjoA/XFJvuzoUovJCArgeKTQvh3tFUFJvuyFmoCgEIQAACz06AYhPFpmdfA9gPgWMJ9C9ETf4ZnH6hq/2Zb/qLXY81h9khcC4B5wuw+a6mc91wK9IoNt2KJ9ADAhCAAAQgEBKg2ESxKQwSOkAAAjsIUGzaAY+hEKDYRAx8IUCx6QsMXkIAAhCAAARumwDFJopNtx2haAeBeyfQi03Bfx1tn2DSlj8XuvcIQP8KAe+TfbYu+I88KjQfry/FpsfzKRZBAAIQgMDDEqDYRLHpYYMbwyBwEwQoNt2EG1DiTghQbLoTR11JTYpNVwKPWAhAAAIQgECdAMUmik31qGEEBCAwQcD5cyD7xIa2fCfNBGOG3D0Br9jEJ5ru3rVLDKDYtAQjk0AAAhCAAATOIECxiWLTGXGGDAhAYKPYRBBAICRAsSlE9NQdKDY9tfsxHgIQgAAE7ovAcxeb7stXaAsBCEAAAhCAAAQgAAEIQAACEIAABG6eAMWmm3cRCkIAAhCAAAQgAAEIQAACEIAABCAAgfshQLHpfnyFphCAAAQgAAEIQAACEIAABCAAAQhA4OYJUGy6eRehIAQgAAEIQAACEIAABCAAAQhAAAIQuB8CFJvux1doCgEIQAACEIAABCAAAQhAAAIQgAAEbp4AxaabdxEKQgACEIAABCAAAQhAAAIQgAAEIACB+yFAsel+fIWmEIAABCAAAQhAAAIQgAAEIAABCEDg5glQbLp5F6EgBCAAAQhAAAIQgAAEIAABCEAAAhC4HwIUm+7HV2gKAQhAAAIQgAAEIAABCEAAAhCAAARungDFppt3EQpCAAIQgAAEIAABCEAAAhCAAAQgAIH7IUCx6X58haYQgAAEIAABCEAAAhCAAAQgAAEIQODmCVBsunkXoSAEIAABCEAAAhCAAAQgAAEIQAACELgfAhSb7sdXaAoBCEAAAhCAAAQgAAEIQAACEIAABG6eAMWmm3cRCkIAAhCAAAQgAAEIQAACEIAABCAAgfshQLHpfnyFphCAAAQgAAEIQAACEIAABCAAAQhA4OYJUGy6eRehIAQgAAEIQAACEIAABCAAAQhAAAIQuB8CFJvux1doCgEIQAACEIAABCAAAQhAAAIQgAAEbp4AxaabdxEKQgACEIAABCAAAQhAAAIQgAAEIACB+yFAsel+fIWmEIAABCAAAQhAAAIQgAAEIAABCEDg5glQbLp5F6EgBCAAAQhAAAIQgAAEIAABCEAAAhC4HwIUm+7HV2gKAQhAAAIQgAAEIAABCEAAAhCAAARungDFppt3EQpCAAIQgAAEIAABCEAAAhCAAAQgAIH7IbCk2PTft5ft8vM/f7f3n7PNf3b5Z/NGHgQgAAEIQAACEIAABCAAAQhAAAIQ8AhQbPLIFO5fu9hVUJWuEIAABCAAAQhAAAIQgAAEIAABCEDgUAJLi03/eXnZPn5et/+8vG7/+297/znUgm17/1TVpeDzrPKP5sv8EIAABCAAAQhAAAIQgAAEIAABCEAgS4BiU5bUL/3sk03XKnb9ohpvQQACEIAABCAAAQhAAAIQgAAEIACBUwksKTZ1jf/92bZ/f7Y/Ly/vP6cXX55dfncELyAAAQhAAAIQgAAEIAABCEAAAhCAwHUIUGxayf3axa6VtjAXBCAAAQhAAAIQgAAEIAABCEAAAhCYILC22KQK/H3btr9vX75Lyb5X6XLvbfvv5fuWdMzK62eXv5Ilc0EAAhCAAAQgAAEIQAACEIAABCAAgQQBik0JSNNdrl3smlacgRCAAAQgAAEIQAACEIAABCAAAQhAYI7AscUm1enaxZdnl6/+4BoCEIAABCAAAQhAAAIQgAAEIAABCCwmQLHp5fKnfU/yZ32Lg4fpIAABCEAAAhCAAAQgAAEIQAACEICAEji32CTS/+/P63b5+fxf604q+jQ9nl2+uINLCEAAAhCAAAQgAAEIQAACEIAABCCwmwDFpicudu2OHiaAAAQgAAEIQAACEIAABCAAAQhAAAJC4Nxi07N/Z9K17RfncwkBCEAAAhCAAAQgAAEIQAACEIAABFYToNjEdzatjinmgwAEIAABCEAAAhCAAAQgAAEIQOCJCRxbbLr2J3meXf4TBzamQwACEIAABCAAAQhAAAIQgAAEIHAdAhSbjuR+7WLXkbYxNwQgAAEIQAACEIAABCAAAQhAAAIQ+IHA2mKTW1y5/I9zr9v//tvef37QY82tZ5e/hiKzQAACEIAABCAAAQhAAAIQgAAEIACBaQIUm6bR/TDw2sWuH1TiFgQgAAEIQAACEIAABCAAAQhAAAIQOJPAkmLTf99etsvPf96/bPvSnvRJpkbq2eWfGTDIggAEIAABCEAAAhCAAAQgAAEIQAACvxGg2PQbneR71y52JdWkGwQgAAEIQAACEIAABCAAAQhAAAIQOJzA0mLT//zdtsvP2f+s2POs8s/mjTwIQAACEIAABCAAAQhAAAIQgAAEIOARoNjkkSncv3axq6AqXSEAAQhAAAIQgAAEIAABCEAAAhCAwKEElhSbDtWQySEAAQhAAAIQgAAEIAABCEAAAhCAAATuhgDFprtxFYpCAAIQgAAEIAABCEAAAhCAAAQgAIHbJ0Cx6fZ9hIYQgAAEIAABCEAAAhCAAAQgAAEIQOBuCFBsuhtXoSgEIAABCEAAAhCAAAQgAAEIQAACELh9AhSbbt9HaAgBCEAAAhCAAAQgAAEIQAACEIAABO6GgBWb/h9iRAb8+d2c2wAAAABJRU5ErkJggg==
代码也不发，错误信息也不发 wp231957 发表于 2021-5-23 11:02
代码也不发，错误信息也不发
很抱歉哈,我记得发帖的时候贴了图片上去的,怎么到这没了咧,醉了.不过,还是很感谢您的回复,下次我一定注意这个问题.目前这个问题已经解决啦.解决方法是:
f = open(r"D:\Python源代码组\record.txt",encoding = 'utf-8') #文件中有中文的话,需要加上encoding="utf-8"
页:
[1]