renmm 发表于 2017-11-4 10:43:33

丿●Sme丶葙濡苡 发表于 2017-11-4 08:12
我之前电脑装有7.5用11.0加工平面的时候 会出现平面铣刀路不对称 一遍多一刀一遍少一刀后来换了版本就 ...

嗯。明白了,谢谢

江南好 发表于 2018-4-17 15:58:56

renmm 发表于 2017-11-3 13:58
这位师傅做的刀具路径非常漂亮,我有点愚昧还是做不出来这种效果,是我创建的面铣削参数不对还是怎么回事 ...

设置拐角--光顺就可以那种效果

CAM小菜 发表于 2018-6-7 12:36:44

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f96c/Lb79n9sNTVn36/qeFh6YwTAbDFDGMkRk409ulM2k+OeZ7o/7Q+N76eUzDP6uibpn6wD/Uyb/1INyKQVaqi0mL2kVP1KC2CzCn+pBxOtdu/BtknHfuxMbMWDmFYNtrti263jv2/AHXCXaLwiMRTdPvBjdxY03SeVPbwEJvxUJvhaltYFNaBy+BLOFd74R/6tuXb+g/lhpdV+29O2xPZplp4ZcHTuTPOZb189Kf9s2eM8//zclnTdpeJr23/2Df+c2Nqn/tfeNxi1RHtv/fv8x/8uEpievu7L2SyjBlDFPHDDQxvTrmcgTzywbmrDdzZhZTP5mpvTNr0//58rNP0tLSR4nqgHRwqg+Bp7O598V+c53ntk1U52xf1HOhxsIOhXWepukFYa282JPTaWobMLUNBOddEi4VSpiadiy/oLCi0lhRaXz205gFK/sLy/s72tZ/tnih5yf+gUm5K9ZFTZ7q29S0vqLSGPHWg3XGzGtM4rWBbdcuLO079Xbj4ams6hWVxvyCwtS0Y+StHDgY9umnX89+1XfnQrfO5qMMU8UMnGH6TcyV9O7GjY2Zs5mW+UzDP5m6+5nqW/RB/3tozXMxsXGlZQa0OnYrBktUv3z5cnd39+XLl+2iOsFnGMBbikB1q1Ev4o7hsWphR9Q8zA3gpYLVnhEUfJqmvWPbhBFvuBJvuIJdJJRQo81i48mPjy5Y2Wuoigk58tOfxiknLYjYn5S3cWvkw49tQQnx703qZfTXmH2vz7n/uadu6T/uecZ/kv/cxx+67ylPzy/YfghbSdr+su/8/13x1l++e/uvppwVDFOPinlv+8Eq1atHv/7HT8r34n68R7/frSr8z4W7f79jzcyHZ+qf/OcvH35YFxp2gru3w1P90qVL3d3dDz30ENd2m6mO1VU4MoeyLxHbqz44zBbzmXUMK7OYmdLBjs+xO8AMreoK9S8WhVDCnNwTbMz+MubjdcUnCrf/9f7vPH2ObQ795UXlocNhqfdP/AElxL83qZc5dq1/3aQHbvrrX37fr37izNZx/m88/tD9T8146Uu2H7GtZMTt0ke+yDAZreVbyxP+www0Mf21zJX0xlyv2BVjFs2dOm3GrqdfL7znn72fH81fRcd8Exfrk9K4LKVvSRjz+meXbvGoX7HiJHYrBmmqI8/vuOOOJ5544t///jdru10+bAOsxx6qOyM0Ta/K67YoFi9bTlB9Y2Dqg++l3PnYxqe94qPSmVw9s2hHwg8/Rr7yyobfVB+IuHZB0Vf+Vn/GM9fCJiR8PPbQglkzXvryE6+NUlSvSv+ksXht4SHP9toopvdk+6kfs7bevvjlm91vvcP9zhl3T/j6loeyZm1j3o9hPjvBKGuYlfXMp+pLj76Y8InX3k0/HR03znfYqiPP77777pkzZ65YsWLLli2+vr7IdlBdpoDqCJqmN+h7pMeqRINSqezv70cPI5KwoLCIG397bNND7xyI017TG5nmNiY8Qj9lytr0Yzloacw7D51tUZ7TvXs++Z/tRx5I+OTezC9ez8vO5HUiVB2152bEp/z4j7gfJsb4++hDn++sXhXkM2bz2iXTpv38u/+5909/Hvv7/xt69yzmySXMzJ+Zf0cxPseZt3ZUfrt2g7Hqi+KTm1LTIidP3o3dikGC6t3d3W+//fY333yzf//+2NjY5ORkrVarVqu7u7tBdZmi1Wp9fX0VCsWAa0PT9LbKPomxLu2Ut49Cp9N1dXWhhxFJqNOXspGZVXDjE6sj0juqG5gLlwb2BeX+7xjFut2pbELWR49pFjzKRu7Xc4vzTnB7QCFUnV1UkK3Ozjme6jerMXN2e/Gc7z+8f/nylRka7fTpB6nfraBurP7zuF/vfIWZ7MO8spl5YKYmOdnr2rW3eno+7uj47kjIwdVr0rBbMUiu6kKgqssXo9FYUFBQVFS0GZCGUqlUKpU6na63t9doNKKHEUlYfqqCjeWrjv7rW1XTOab7yq9JSaVj/vzx08/uf+7jUsXPadw0syFUnbu0IP1A8qo/9NbPq4q5Z/Oy6aFhR/UlpfqSknsmhFN/TaNuOvOne/rveIkZ+1RaUdFbAwOvDAzM+/XX/1y48O38+eFiWzHI6sM2wIYYjcaurq5+cUa23sqQ/v7+rq4u1nMDTsLp7+2Iz6rt7r5Wb2oee+eH9431mf2efkfIr7NWpNtQ9fJTFSfif0z94W9RP70cGXZQX1KKGmfPyaf+so36azL1/07/j1thaur8gYEXGeYVhpn3668fffbZjpTUk6A6AFgMkrC6ppaNJ17/WVtQXaKrTojL+dtfHnnyyR0ff3Up59Svs7/P4KaZDaHqUtZa8W0x9cfPqb9soW6IX/r551eveg4MvMAwrwwMvLFjh288fZKwFQOoDgBiIAm5vwz9jzLEd1dSyKGUDesO/b+/PTvzjez1/r8mlZ5//dsUs78q5YZQdSlrJSU1UP+zgvrTR//7p59P5L178dJLvb2efX0zt29fnZSE+VkrqA4AkhBKGBB8zGO8cuzdX09+9Jsb//bCzHdy3/pO9/WuTIs8H7bqpxsan3qqmPo//7zn3pUZmg8qjW/UmuYtUfyM9RxUBwCpIAlbWlt5UVFp2r//2BdfhE6ZsjBNUypMMBtC1SWumF/QNGbMtnvuXbk3YKFS+c3KlVEVlaelbMUAqgOAGEjC9o4Om4dQdenrJqmrv/5a9/XX2RptjfStGEB1ABAjOjpaoVDo9SWXL3fZMPT6EqVS2dfX58itGEB1ABBDo9EEBAQoFIry8vJr13ptEuXl5QqFQqfTnT171pFbMYDqAECgublZp9MplUovLy8bflHnypUrjt8KqA4AJM6ePdvX12erL+r09fVxK60jtwKqA4BLAKoDgEsgC9XXAABgBy5duiQ71XMBALA1oDoAuASgOgC4BKA6ALgEoDoAuATOp7q7u7u7u7vYrNl8AHBNnFt1dw7kHOE0ADgvPj4+Xl5eXl5eYWFh3HY/Pz/UvmzZMt4qzqS6Ow7uIl4meRoAnJewsDCktI+PT0ZGBmpMSUnxGiQhIYG3ykirnm1ZVWdddXd337FjBys8O81LI0wDgFPzww8/IKu3bt2KWlauXIla/Pz8hPnOpLq7u3toaKi7u7tSqSQ/Ctj6jx3qA4CTkpGRwQ7jExISDh48iKa/+eYbbL6TqS5kwYIF3KVia9nkwQUAWcEO41euXMnVHpvsTKojUFVnB+0LFixgW0B1wNVgh/GEoTvCKVXnVXWe6jy3ybMA4NRwh/FiQ3eEM6nO6k2u6qA64FKgYbyPj09KSgohzZlUR3DFBtUBIDc394cffti3bx85x4lVZ6s6285VnYxNHl8AcCJGierSHQbVAddEjqpnZ2VDQEDYNuSo+jEAAGyNHFVXAQBga+SoemhICAQEhG1DjqpfAgDADshLdQAA7A2oDgAugSxUXwMAgB2Q3QB+DVxGEgDsAKgOAC4BqA4ALgGoDgAuAagOAC6B86nO/WmalT9TE3aF/YUc/B4WGAWMBtUtldMdd6UK4QQ2B12yViwTAByDE97ywQrVpShH8NZst7xFUNUB+TDKb/mA1cydeFl4m6guZXUAcDCj+ZYPCJ6T5AJLUJ1da/bs2bw03qHELJY9RQBgC0bzLR8QXAk3bdrkbuFF4IVWz549W/rjC24D8mH03/KB1ZusupRGblUn1Gqo54A8GZ23fOA5ZkPVee1mxwJinQOAgxmdt3xAiBVYocNYFcVUzxUcSghrEfoHAAczmm/5wCu/0ku6sJ23utm1hBMAMOKM2ls+CGWTWNKxmRZVdVAdcFKcTHWx4XquOQkJGueK1HZub2SseQIAwDHIUfURvzg+BMToCzmqPtLXxgeAUYgcVR/pa+MDwChEjqqP+MXxISBGX8hRdTtc6x4AAJmpDgCAvQHVAcAlANUBwCVwIdXLAcC1AdUBwCVwqOqJKlVWVlZhYaFery8DAMCBlJSUFBcX5+bkpCQn2131+Lj4jIyMEydOFBUVnXQsOggI147i4uL8vLxMrTZRpbK76hEREUlJSRqNJicn5zgAAA4kNycnU6tNSUmJiY62u+oHgoMjIyIT6IRkdXJqSqpDA3BGHPwiGdWRnJycqFLFREcfPnTIvqozAADIA/uq3tNzDQICwspQqVQMw1jZiX1Vv3q1BwICwspAqlvZCagOASH3cALVr1y9CgEBYWUg1a3sxM6qX7kKAQFhZVxX3bpO7Kt695Ur1gS6fqPYLASEiwRSnZCgTk7euXMnuZMRUN3stVl5mT09PdhZCAgXCbLqZ5qaFAqFl5dXfkEBoRP7qt7V3Y2Nnp6enp4eVl0WtoUnP1qLXSrWLQTEqAykutjSTZs2oXs8KRSK8+3tYmkjozoKobrcFjHtef5DQIz6IKiuVqu5d27cuXOnWCd2Vr2rmxC/iS1ocXd3Ly4u5ootrPncFSEgRnFcV13QXlVVzdZztrbn5eVjO7Gv6pe7ugjBGitsEdZwrOrk/iEgRkcg1YXta9asQXonqdXGqipW+7bz57HJdlT9TFOzWHBP1IWNZ5qakdIHDx4UG8BzV4SAGMWBVOc1hoSEIrfXr1+PWoKC9qOWLT//LOzEvqo3NJ4RC1ZXQqPZqk7oHwJi1ARSndtSWFjEnp8XFhahxqrqmiVLlqDGtPRjvE7sq/rphkZscEs6tp01nK3qWNXF+oeAGE2BVOe2fP/9SqT04SNHuO0JCSrUvmTJEl4n9lW97nQDNlhXCe28ATxWdbH+ISBGUyDVrezEvqqb6uqFwS3pYovYWfK5OrZ/CIhRFkh1Kzuxr+o1pjpecD3nNQoX8aq68Js2wv4hIEZfINWt7MS+qlfXmoSBdMU2Chf19PRcvnwZ2y7sBAJiVAZS3cpO7Ku6sboGAgLCykCqW9mJfVWvrKqGgICwMpDqVnZiX9VPVRohICCsDKS6lZ3YV/U1AADIBjuqHhAQsC9w39GwsLjYWFWCKikxyaEBAK5NokoVHxcXER5+YH+w3VU/GhamUqmOpadnZmbmZGc7NnIgIFw5srKyMo5lqJOSIiMj7a56XGzssfT03NzcgoKC4qIihwYAuDaFhYUnTpzQaDQJCQl2V12lUmVmZhYUFOj1+lIAAByIXq8vKirKyclJVtv/TqxJ6P7qRUWlDr+/OgC4OGVlZScddn/1pKSknJyc4uJix6teDgCuTVlZmc4VVAdGBK1WGyiB3YDtCAwM1Gq1vCcCVAfsSEhIiK+vrxfgWHx8fHx9ffV6vdFoZJ8LUB2wF1qt1tfXV6FQDABWQ9P072ZkSgz31yM+/PhTnU7X1dXFPh2gOmAvAgMDvby8BgYGHHrf8FEKTdN/nJXdc61fSqw8VH/HvCilUtnf388+HaA6YC92794NqtsKmqbHzDt+7sI1iTFm3nGlUjkwMMA+HaA6YC9AdRtC0/Tf5+fXtFyRGH+fn48efPbpkJHqFEURZgGnw6zqFAexBLMr8hBbV6wri7BJJ8ODpmmPj4p0pssSw+OjIlAdcBBC1cW05ELQGLuKlH4kbtosYjtg6T4PA5qmx3rrsk9dlBhjvXVyVJ37uHAbHfrCBGwNuapLcWDYOWwj67n0DskbMtuDnSo/TdP3Ly1N1l1I1l3YcKRsZUAxNjYcKUM59y8tlaPqBo7Y2OOiQ1+hgI0wW9XFSp9F5dFOahG2Qtii/XaGpulHl5fH5HfE5Hc8+fQL/xDhyadfQDmPLi+Xo+pIZu6/2AnAucBWdWGBFepBLtTS2201oja7z4Rt2Up+mqanrKoMyWkPyWnfl1r/wKTJQs/H3jthX2o9ypmyqlKmqnNhG3kTgHNhjeoEZ8heYdWipNVk7Ipi6/J2SfpfNzxomn7etzpI2x6kbS9p7E3JNowbP4Hr+bjxE1KyDSWNvSjned9qOaqOoAaruhCHvkIBG8FTXbqiZnWV2G7XQwa2HbsV7CqWQtP0y1tNKObuqius6z0QruaqvmtfuKGpf+6uOjZNBqpni6rOFVs4ATgXdtkAfLYAACAASURBVKrqYpoR2m3lmxTVxSashKbpOXtOs7E4tLm8qX/D1gDk+XdrN5c39S8ObebmyFF1ruSg+qhBtufqw9ZvZKv6u8FN3FiTdN7UNrDQW7HQW2FqG9iU1sFLkKPqCFB9lCGHd+Ap3CdkdlVdbMJKaJpeENbKiz05naa2AVPbQHDeJeFSJ1BdiENfoYCNGPbn6jap6oy4b/ZQXeJRbNjQNO0d2yaMeMOVeMMV7CInUB3bDjgdYgP44ZV0QqaYe9xZbLulWHO4sRKaphXqXywK+aoOjDLg5y42hKbpVXndFsXiZctBdcARgOo2hKbpDfoe6bEq0SCD36uD6q4BXIXGhtA0va2yT2KsSzvl7aOQwVVoQHXXwGg0FhQUFBUVbQYciFKpVCqVOp2ut7d3pK8tB6q7DEajsaurq18CI101RxX9/f1dXV1czw2gOgC4CKA6ALgEoDoAuAQupLqj7pYDADIFVAcAl8ChqieqVFlZWYWFhXq9vgwAAAdSUlJSXFycm5OTkmz/my7Hx8VnZGScOHGiqKjopGPRQUC4dhQXF+fn5WVqtYkqld1Vj4iISEpK0mg0OTk5xwEAcCC5OTmZWm1KSkpMdLTdVT8QHBwZEZlAJySrk1NTUh0agDPi4BfJqI7k5ORElSomOvrwoUP2VX2kfzIAAMB17Kt6T881CAgIK0OlUjEMY2Un9lX96tUeCAgIKwOpbmUnoDoEhNzDCVS/cvUqBASElYFUt7ITO6t+5SoEBISVcV116zqxr+rdV65YE+7u7u7u7uz0l199ZTaHizBNDCv3EwLCroFUJySok5N37txJ7mQEVCdbxxUPzfb09KDpr7766urVq2IdcvO5K/K6cnd31+v1hEwICLkFWfUzTU0KhcLLyyu/oIDQiX1V7+ruxkZPTw9XMxaegSwJKhWrupQO2Qk2gXxw4WZCQMgtkOpiSzdt2uTl5eXl5aVQKM63t4uljYzqKMSERC3cAwFXy/fff99sh1iBhQcULiP+dEJAiAVBdbVa7cVh586dYp3YWfWubkL8JqSgxd3dPSFBhWbZRV999ZW7u/sHH3xw9epVbj7ynyswdxF3mgB5VyEgRjCuqy5or6qqZus5W9vz8vKxndhX9ctdXYRg5RS2uLu7JyUlcRN4qrOroGTUiDznLmJbsKcJPMh7CwExUoFUF7avWbMG6Z2kVhurqljt286fxybbUfUzTc1iwfVN2MgruRs3beKpzuvqgw8+wNZq4RbJORAQMgykOq8xJCQUub1+/XrUEhS0H7Vs+flnYSf2Vb2h8YxYsFaLNfLKL0913lqokZfP619YzLH7AAEht0Cqc1sKC4vY8/PCwiLUWFVds2TJEtSYln6M14l9VT/d0IgNrnXYdu6su7t7SGgYT3XeWmwjt1zz+ud1jm2BgJBhINW5Ld9/vxIpffjIEW57QoIKtS9ZsoTXCVK9qKgoOjo6YCiBgYHoX5bIyEidTmeB6nWnG7DBOibWzjOWO8GO1XlrsS1czwmdE3YDAkJWgVS3shOkenR0dFNT05VBuru7u7u7Ozo6zp/vaGs7f+5cW0tL6+nTDSUlZTExMRaobqqrFwZXRbFFprr6Htzn5FzV2dVRI3dMjhDrXDiB3U8ICJkEUt3KTpDq/v7+rOSXLl3uvHjxwoXOM2eaT59uNNWdrq42lZaV5+TmGQyndu/ZbYHqNaY6XnA95zUKF2HbuS1sD1zJec7z+hFDuKsQEDIJpLqVnbCqo0p++fLlzs6Lv/xyob29w2Q6XVVVW1FZZTBU5BcUZ2UdLykps0z16lqTMJCK2EbhImw7NlPYzp3tkQB2byEgRjyQ6lZ2wlW9q6vr4sVLyPNz585XVdeeOmUsLS0/ebI0L68oMzNXry+1THVjdQ0EBISVgVS3shP7ql5ZVQ0BAWFlINWt7MS+qp+qNEJAQFgZSHUrO7Gv6msAAJANdlQ9ICBgX+C+o2FhcbGxqgRVUmKSQwMAXJtElSo+Li4iPPzA/mC7q340LEylUh1LT8/MzMzJznZs5EBAuHJkZWVlHMtQJyVFRkbaXfW42Nhj6em5ubkFBQXFRUUODQBwbQoLC0+cOKHRaBISEuyuukqlyszMLCgo0Ov1pQAAOBC9Xl9UVJSTk5OsTra76kno/upFRaUOv786ALg4ZWVlJ4feX93OqufkFBcXO171cgBwbcrKynSuoLqrodVqA8XZDQwlMDBQq9UKH0aNRhMdHR1hI6KjozUazYhsBVQfnYSEhPj6+noBkvHx8fH19dXr9UajkX0YaZr28/ND11q2CQqFws/Pr6amhvtk0TQdHR1N03SCjUAd8rYCqo9CtFqtr6+vQqEYcG1omv7djEyJ4f56xIcff6rT6bq6utDDqNFo/Pz8vBcv3rBx804/f5vEho2bvRcv1ul0Z8+eZbcSHR2tUqlycnLzC4psEjk5uSqVqqWlhd2KAVQflQQGBnp5eQ0MDDj0ht3yg6bpP87K7rnWLyVWHqq/Y16UUqns7+9HD2N0dLRCodj405a8/II+G5GXX7Dxpy1KpbKvr4/dCk3TObnHG880/WojGs805eQeT09PZ7diANVHJbt37wbVGYahaXrMvOPnLlyTGGPmHVcqlQMDA+hhjIiI8PLy8g8I6hYhucAgtoiAf0CQj89n3K0kJCQUFZ+81tsrJdo7fmloPGM2raj4ZFJSErsVA6g+KgHVETRN/31+fk3LFYnx9/n56HFDDyNSPTDowIULndj4dFdkY+MZsaViERh0gLeVhISE4pO6q+ZoaWlOTU6MCDsSGxMVHR2j1Wa2tZ0XSy4+qUtISJC16hRFib2CeYsImS4OqI6gadrjoyKd6bLE8PioSKh68MHDbYMUlVdlFBnY2Re/DcjMzGyzkOCDh4Wq6/QlXURqjKVpCQfSk/alJwel0EHquENJCbEREVG//PILNl+nL5G76gbJtoPqYghUr9k+jaKmba8ZIoJ6ETXYWLN9GvUbi9RD59lmRr2I18vQBu5qnGb1oqEd8XfEbtA0PdZbl33qosQY660jq15d1zBnbbAyiK5vjDt3ruaLfQlJyaltbW3n27R2Vb3GWJpCB2Zl7s/KOpCVdTgrKzQ9+WCGOqyh4XRbW5szqS58WfHAvqBBdTHwqlPUIvVQS4eoPmQhZz1uO0n1mu3TOAvVi35TGnc8wG3N5tA0ff/S0mTdhWTdhQ1HylYGFGNjw5EylHP/0lKh6odDwpqbW9iI0RaUmJp/jjlypuXN2OMRG/2COs5v6mjfyM0hx+GQMKHqJaVll8RJjtuv1QRptQe02sNabUh68sF0VUh9nen8+fNiq5SUlslRdRYp9ko/FrgsWNWnTRuirXoRNW3aNJupPlT0oesK1hIm2weaph9dXh6T3xGT3/Hk0y/8Q4Qnn34B5Ty6vFyoelh4JHvt9PrThtMNjRvD0xmG6b3mx1x7OavomeZzr6oLyvcm5r7yrX9STrHZq7iHhUcKVS8zlF/o7MRGncmopvceywg+lnHoWMYRtWp/ZMjeysqKs+fOia1yobOzzFDurKoLF4HhYmBVX6TmKqdeRC3avt12qguWcFYWLhPbno2haXrKqsqQnPaQnPZ9qfUPTJos9HzsvRP2pdajnCmrKoWqR0bHmurqUNTX55xvW9Vybl5vzwqm/yvm2vPMtSd6e5ZWnv76+58/XLPmix07d+bk5rL52IiMjhWqXn6q4hcRTDUVSXRAevrB9PQj6emhCVF7I8LDCwoKxfIR5acq5K46oWJT8LacNERUH1KDp22vqRmiOu5MGqO6gGnba/B1WhaqP+9bHaRtD9K2lzT2pmQbxo2fwPV83PgJKdmGksZelPO8bzVZdVNdXWahfldsRvtFmulbylyb9WvPcw1N91aUv37qVNCpigqy5MNTvaG+VhWzNz09JD09LD09Iok+EBUempt7/OzZs7zMiopKZ1Kd3GLp+bxrIqb64P/IdKbGBar6y1tNKObuqius6z0QruaqvmtfuKGpf+6uOjZNqHpcvKq6pqa6piYjr3hHzLH4vPLMMlNUtr7l3HdM78vMtZcuXNy8cOP+vMIilGY24uJVQtUrK6va2zvEIik2ODX1aGpqRGpqVGL8oZiIkPj4hObmFjbhTMNpVVxEQEBQUdFJ1FJZWeXcqpttBwwE1ZHdixZN45XiEThXd8T7cjRNz9lzmo3Foc3lTf0btgYgz79bu7m8qX9xaDM3R6h6YlJypbEq/XjR9/vjnlLsOZCYWVJaZig71H3Zmxkwhqe+0nVx2l5VzpKdoU95/ZyeW1xprBJGTNoJynM1mk5MShaqXlVdc/58u1icyEpJjD+YkhKVkhKTpAoPD9kfHh4ZGRljMJw6f7692lgef9Q/PsI/5GDg4cOhjY1nzp9vr6quka/qWHvFBu3CCYBFXHXBR2yOfwd+yCL7QtP0u8FN3FiTdN7UNrDQW7HQW2FqG9iU1sFLEFMdhce7W+Z8e6DSWHTl8re5pXsvXL6y9Mdt9aYFmTnL//by57e+5HXfez/knyzleZ5/snTCh1uHrXrj6fr4cP+U5KiUlNiUlPiU5Hg66kDs0YDE+MiIiKiYiMNxYbtTEg+lqPaHH/I7ciS0pqbW6VUX0xts50FSnQP+XJ37SZglqjOip/z8M3yHfNDGMAxD0/SCsFZe7MnpNLUNmNoGgvMuCZcKVU9NO5ZfUFhRaayoNFKeqx9e5H9A/XlMxnbl3pjMMtOK9T9/vyt8/rq3//nFgV8uXf1o3eEbZv3wjV9cTOrxikpjWk7Rj8FJ/3hr44JNcZTn6opKY35BYWraMaHqtbWmM01NbefPCyMp7mCiKiw5JS45JT45JSE5JTE5JTFZHUfHBMeE+sVH+icnHUhO3Jes2ht1ZEdoWHh1Tc2ZpqbaWpNMVTc7UOdOwLk6Gfi2HIKmae/YNmHEG67EG65gFwlV12iz2KA8V7d35lec3v3ssgN/e2P9D2HpMz/+9o2VYfvU+t4+BkX6yfrXvz96x7+2UZ6r/zpnw+vfH43KquztYyjP1Ww/QtXr6uuxkZFGhx7eFRV9JCo6NCr6aFR0eFT00aioI1GRwVGRAVERu6PCd0SFb406ujkydKP/jvXJKaklpaVoXTmqjj1Ft0hgUJ0LqI6gaVqh/sWiEKqek3uCDcpz9eXuPe2dDIrpyoA4OpWdJQfluZrtR6h6Q0OjMEp0haH7f46NPRobGxEbGxUbGxUbGx4bcyQ2Ojg2KjA2ak9s5M7YiG2xET/HRvwUGrQxRZ1w8uTJurp6tLocVQdsC6iOoGl6VV63RbF42XKy6nnlDBuLdqQfjT/JbSGERNWLiwp3bt+6adOWgL2BYcFbY6JDYmMjY2OjYmMjY2PCYqMPRYT4HQncFBa8JSp0a2zE1tiIzbFHNx09sDE1Kba4+GRtrYntClQf/YDqCJqmN+h7pMeqRAP39+pI9YLCIjb+8uoPlOdqbvx+xipei1j85dUf2H6Eqjc1NTc1Nedok8MP7YgM2R26/+cj+7bERh2m6ViajqXpKDo+LDYyKPzg1mQ6/OTJ4lJ9sSY1PiZ0b/jBzZGHd2rTk8rKDA0NjagfFKD66AeuQoOgaXpbZZ/EWJd2yttHwb0KDVJdpy9lIyAqzSazQtVbWltbWluT4g+rEiNViVEqVVR8bIgqMV6VGKdSRSbEH4kK9aOj9hcVFRirqs40NaH8ltbW+tOnq2tqTHV13EYUoProx2g0FhQUFBUVbQakoVQqlUqlTqfr7e1lry2HVC8/VcEG5bl6e1gqmo5KyaE8V0el5KDZlKwC4VLeLNuPUPVzbW3n2tpSVKHq5Li4yKCYo3tVdLg6OV6dFBEfHRQX7l+Qn1NVXd145gzKlBKguktgNBq7urr6xRnZeitD+vv7u7q6uNeQxKo+2XsXmp6tDKY8V89WBqPZ/26O+OucDbylvFmzqudmqqND/TJSYvOOZ8aG71UnRcSG7zkcvOdURcXphgbpkoPqAGABSPXqmlo20OdnK/zp3ZEZlOfq4BQ95bk6PiM/PiP/hlnrYnMr/zpnw4aDyfEZ+ZTnal1NK0pe4U//dc4GynM1249QdfYrrtWV5fX1p3WFOYlxB1LVofHhe4KCDhiNpK/NigWoDgCSQKpzf39Kea4uNLbe8a9tf52zYV+S/lovsy9J/9c5G9hZ3tJCY+uzyw48u+xAobGV8lzN9iNUnXtFqurKsoSIvcdSw46lHE6I8FerU2tqai29rNWFC52gOgBIAqt62wVmeCFd9bZz59JUocnxQaqovbmZySZT3blzbaA6ANgLpDr3PW3Kc3VuGTO8oDxXs/0IVb90+TI3OjraS3XHDaUnGxobf7lwgbdUYoDqACAJpHp7RwcbY177UeKn6MIY89qPbD9C1bu7r9g8QHUAkAS65YNeX3L5cpcNQ68vEd7yobW19ZpNaW1thVs+AIAkNBpNQECAQqEoLy+/dq3XJlFeXq5QKHg3coqPj1er1efOnSN8OGoR586dU6vVcCMnAJBKc3OzTqdTKpVeXl42/KLOlStXeFtpaWlJT09PSEg4bjXp6enp6ektLS28rYDqAEDi7NmzfX19tvqiTl9fH7fSOnIroDoAuASgOgC4BKA6YF+0Wm2gBHYDtiMwMFCr1fKeCFAdsCMhISG+vr5egGPx8fHx9fXV6/XcX++A6oC9gJ/N2xCapn83I1NiuL8e8eHHn3J/e28A1QH7ERgY6AUXw7ERNE3/cVZ2z7V+KbHyUP0d86K4V9QxgOqA/dgN172yHTRNj5l3/NyFaxJjzLzjSqVyAL4YCzgAUN2G0DT99/n5NS1XJMbf5+d7cb5pb5CV6hIv8CzlJjDD7kH6naQM5i5NL9aJcBEZ6X+X3DCrOkVRjrTFqaFp2uOjIp3pssTw+KjICVTHvtyx936Qsq5QG0sPFsNYxO6z2f0hyzzKVCc/GmYTKBc+NNA0PdZbl33qosQY661zAtV5s7wJCmc+WWOxDRH0M6uoxE0IZwmLzM46F1jVLXp9u7LbPGiavn9pabLuQrLuwoYjZSsDirGx4UgZyrl/aamsVeeKJGYvdlbMfOxaWH+wCeRGseMCYefFtks46JBXlzNSVGf/WOGLGzznQtP0o8vLY/I7YvI7nnz6hX+I8OTTL6CcR5eXy1F1bLU0axRXBvIBgjfNXZcgldkW7IrCRsIRQWx1wj44EWKq8x4H3msa+0QTjgguAk3TU1ZVhuS0h+S070utf2DSZKHnY++dsC+1HuVMWVUpR9URZlXH5oupbnZFbA9iBmJ3UqLqUv46g+BYQN4Np4CgOq+FC9tCmHBBaJp+3rc6SNsepG0vaexNyTaMGz+B6/m48RNSsg0ljb0o53nfaidWHVsYyYpiVZGiuhTEdgzbm1nVpe+/s2C96rxi7uKqv7zVhGLurrrCut4D4Wqu6rv2hRua+ufuqmPTnFh1bL6VVZ0rJ29dMcj9i+2PNQcyJ0XiAF7MZ8KEC0LT9Jw9p9lYHNpc3tS/YWsA8vy7tZvLm/oXhzZzc+Suulg9JMtAVktMM16jmFfkdrLqwk6wxwtsGmHTTgFUdRtC0/S7wU3cWJN03tQ2sNBbsdBbYWob2JTWwUuQteoEUQnyGCQYwksW61/sKIB9KYsdgyzaf7EjxahXnScwVHUyNE0vCGvlxZ6cTlPbgKltIDjvknCprFXnTXBnLVKdAO+AwvN8GKqTFxF2jKC6lE3IH/IAnhEUcO60GA5XTC7QNO0d2yaMeMOVeMMV7CL5qo4QK79CB4TGstNiSNmi2U4I9nLXFdtnXj8St+WM8FSncMVZ2EiJ+0xYNOqhaVqh/sWikLvqwKgBfu5iQ2iaXpXXbVEsXrYcVAccAahuQ2ia3qDvkR6rEg3we3XAQcBVaGwITdPbKvskxrq0U94+CrgKDeAgjEZjQUFBUVGR9TdLAKTD3liit7cXri0HOAij0djV1SXl3kMjXTVHFf39/V1dXVzPDaA6ALgIoDoAuASgOgC4BKA6ALgEslC9uLh47dq1Um5bsXbt2uLi4hF8vADASZGF6mvXrp0858f/eeqI2Zg858e1a9eO4OMFAE6KLFRf8PF//zE3rqWjp/vaACFaOnr+MiPSy8uL+wcIv2dO/oPJCdKXOvW30wEXRC6qv/JdbuuFAUJQs/xaLwzc9BaNVV3shyLY36iQf0lCcNjSwwoAyAdZqO7l5fXquoKqlgGxoGb5UbP8qloGPD5OZlXnysx2JfZrM+FSrPyE35aB2IBTIxfVZ2/R6UwD2ECeU7P8dKaBe5ZpuFVdrFybLb/Sh+I81cmHAwCQLXJR/Y3dhpyKAWqW307VmZyKATZYz6lZfjkVAw+uOW7puTrP6uEpCj4Dzo5cVH9ml05V3IeU3hJ3Jr1kIL1kiOebY8+oivsmby3iDuAlDrzZWe6/BnOFWtgPbwI7CwDyRDaq7y97Zn8ZK/aDm7K5nj/0Uw5KeGZ/mVhVx47JhZKbrepi6oLqgFMjF9U9o42e0Uau3mw8vjsfLUVh6bm6sJ6bPTpgHylsMiEfAGSFXFR/Pa0eBc/zB37SsItQiL0DT1bRbFWXeMgQJtvqmQAAuyIX1d8uaGGD9fzhXdlzshq4i94uaCEM4MUUFQ7jeeuKNWI3JCUZAOSGXFT/oLKdG9Qsv8n7Tryrb+W1f1DZbtG5ukFQ1bGrYJfyELaD54ATIRfVvVouSw1zqkt8v01s5C82yBc7BRDbHADIClmovnbt2sVRsYrua2ZjcVQs/NwFAIaBLFSHH7ECgL2RheoAANgbUB0AXAJQHQBcAlAdAFwCUB2wL1qtNlACuwHbERgYqNVqeU8EqA7YkZCQEF9fXymfrQA2xMfHx9fXV6/Xw42cAEcAt2e0ITRN/25GpsRwfz3iw48/hdszAg4iMDDQC266bCNomv7jrOyea/1SYuWh+jvmRcFNlwEHsRvur247aJoeM+/4uQvXJMaYeceVSuXAwAD7dIDqgL0A1W0ITdN/n59f03JFYvx9fj568NmnA1QH7IU9VKcoijchTBDDhrvheGia9vioSGe6LDE8PiqSr+oSfx9m9ldrYr9gNdsn/EDNtthcdZ6uQnud3WcCNE2P9dZln7ooMcZ665xAdexPRMV+ZC42bdFPTbF9AlaCVZ2izAcWsxqjhFFZ0pnRqjpvlhL8YlysUdiPRVUdsC3Dq+pYK3njdoLJWKtHh+r3Ly1N1l1I1l3YcKRsZUAxNjYcKUM59y8tlbXq3NorVmmxs8JKbhAUdt5WxLDha93FsaHqg4vMDOCZUV3VH11eHpPfEZPf8eTTL/xDhCeffgHlPLq8XI6qYzUT1m2slpR4Vcc2YgHD7YHNB/ASVZfY6FzQND1lVWVITntITvu+1PoHJk0Wej723gn7UutRzpRVlXJUHWFWdWw+JRjPixVwwosSVLcHYqoPA2pw3C5sFGaO1qr+vG91kLY9SNte0tibkm0YN34C1/Nx4yekZBtKGntRzvO+1U6supSqLlwk7FysE8C22FD1wXV/O2MnaDwKxBZC0/TLW00o5u6qK6zrPRCu5qq+a1+4oal/7q46Ns2JVcfmi/1rMFfVxQ4EgK2w7QCecfmqPmfPaTYWhzaXN/Vv2BqAPP9u7ebypv7Foc3cHLmrLlaQJVZ1g/ghA7s5s2nAsHH823KU5HG+00HT9LvBTdxYk3Te1Daw0Fux0FthahvYlNbBS5C16rxKzp2WXpbJhwbsKoStAMNmRN6BZxeNmnqOoGl6QVgrL/bkdJraBkxtA8F5l4RLZa06b4I7a6nq5HUNgk/mDEOPNYD12GkATxifY/UeHc5jVV8Q1hqj747Rd2MXyVd1BE9Ugv9iinKrujAfW+GxWwesBH7uYkNomvaObbMo5K46MGoA1W0ITdMK9S8WBagOOAhQ3YbQNL1cc9GiANUBBwGq2xCaplfldVsUi5ctB9UBRwAXnLIhNE1v0PdIj1WJBrjgFOAg4DKSNoSm6W2VfRJjXdopbx8FXEYScBBGo7GgoKCoqGgz4ECUSqVSqdTpdL29vXBxaMBBGI3Grq6ufgmMdNUcVfT393d1dXE9N5hTvauru6ur+/LlyxcvXmptPdfU1NLY2FRf32gwVIDqAOBMkFW/cuXq09OmfbxwofKbb1Ds2L49Pi6upqYOVAcAZ8Ks6ou8vA4dPEgPkpGRUVhYCKoDUoF7tjmeYdyzDQbwgFXAPdtGhGHcsw0G8MDwgQ/bbAhN06vXrpMYK779ftGiRRZ92AYDeGD4wFdobAhN02vXra+prZUSMXHx33630qKv0MAAHhg+u+GLsbaDpukffTeeqqiUGD/6brTonm0wgAeGD6huQ2ia3rBpc0lpmcTYsGmzlyU/d7ly5eoPa9fGx8VpBsnLyystLbWv6vCj8dEBVnXpV5KRmOAi0DT905atxSd1EuOnLVstUt2hA3ixq1BwE7gXluBdh8Q+L1dg+BBUF7uSDOHCMi7uPE3TW7fvzC8olBhbt++0SHVZ3LMNm2CA4i97eKpzZWZfwViBuZ6TM10HmqZ3+u3OPX4i9/iJwMDA7SIEBgainJ1+u51DdexLB1R3LoRVXaxcmx3Vu7jnDMPQNL1nb2BWdk5Wds7UadPEbuQ0ddo0lLNnb6Bzqw4DeCdieOfqvEpOOCK4FDRNBwYFazKzNJlZierkSZMmCT2/9957E9XJKCcwKFiOqgufUYLG2CMCqC5DhAN4Mrw0RnBddxdX/cChw8c02mMaba2pPiMjc9y4cUNu5DRuXEZGZq2pHuUcOHRYjqpbBKjuLJCrOoU7DxdKDlUdQdP0kdCjKMLCI2tq60NCwriq+/sH1Nc3hoVHsmmyVp2SdrN0chogE4Z3ri6s51DVGYahaTo8MpoNVZL69OkzmzdvQZ6vWrXm9OkzqiQ1N0e+qgvLNXboTpl7ox6QCeR34LFVnRFIDlUdQdN0Y8PQ3QAAIABJREFUTNyQyNBmNTW1enkt8vJa1NTUmpV9nJcgU9V5JRprr1B1e71IAVtgdgAvVtWFw3jeui4ITdMJiWpe5BcUNTW1NjW1FhbphEtlqjoLoUQTBvCADBnGuToDA3gRaJpOSUsXhqG8wlBegV0kU9XNjsOFCTCAlzkSVRcbmfMaYQCfoc2yKGSqOjD6gJ+72BCapvMLiyyKZcuWgeqAIwDVbQhN07qSUumhSlLDLR8ABwFXobEhNE2XV1RKjOTUNB+fz+CWD4CDgFs+jAhwywdgBIBbPowIw7jlA6gODJ9PABnAPh2gOmAvPvnkk5F+M8vVAdUBO6LVatGNB0D1EQdUB+wF9x4PoPqIA6oDdoH36RpPdenfdXPlb8XZFlAdsAu878xgVRf+WE3Kt2KB4QGqA3ZBiupiYA8B5MMBYJbRoDr8vkWGiKnOreeMyM9XzR4I7CjE6EWOqvN+oyb81ZrZo76DX9aAELOqM9IuDg3YCpmqzp0gqEvBdabkihTVGZFfqsMA3h44q+qU4FJTvHZgZJGuulmHwW2bIFPVCcN1NseAq+qgukyQ+LYcYQCPzQGGjRxVR2ALtbCYC7HnCxiQim1Vh9G79Tir6thMQD5IV11MY6jqtkWOqnPH7QaRUToZB72cAXGs+VydEbxRb58Xv2sha9XZWZ7G5DoPqssBa74txxvVY3MAS3EO1XkvI+Eis4N8wMGQVQccj6xVF9ZwYYJw3A6qywFQXW7ITnXh+TZ5AM9NM3AOEMDIAqrLDdmpDowOQHW5AaoDdoH8e3XA8YDqgF3gXQ2arDr5QzUpb7lLfFveld+9B9UBe8G9GjT3O/DCj82EEyxiRwHsh3DYns3muAigOuAIyF+hEdOPEv/arESwBxFXkxwBqgOOwOwXY4UvTbEKz2sh12qo6iygOuAIhKrzhtnCpQxutM9T1OzhAKo6C6gOOAKu6kL9yJWWYKaUqo7NtFIbZwRUBxyBmOpS3LPGTNe0GguoDjgCsWvLCRvZFvIJNiGBlyaW7CDDZAOoDjgC4efqQrHFXqPYRRIHAsIJKauPSkB1wBGY/bBN2E7WlXwSLrFDlwJUBxwB9lydO4sd0hOmh3F0YMwNH0Y3TqA6ZaNfqnGP/Rb1Tz4ntOs+jxp45+rsNHaWPLYXHhR4VV3Yj7Dmu6DzclTdrFrkBEr88jVYCH3yErArStxnFwd+7jLijLTq2aTrwEtESr5Z1QktZo8F3FWwjQCoPuI4h+qE8ihRJ0KNxYotbIGqbg2g+ogjX9XJtkhUi+wbuT6T90dsLXJXLguoPuLIWnVeizCHPIHNJy9iBbbUWO7WoZ4LAdVHnNGgOs8rswWcXJDFjh0SqzqAxU6qY58UKzu01b7JDVmrTrDL7ARBSx5kww0iBxpeo5TDgSvDql6zbSpFURQ1dVvN9ZegehFnZhCxZ58ns9BMCvdButlOpKQ5O7JWndcizDFYUtXFXoVYaS1KMIgfF0B1xKDq6kXUIjXnf0a9SOg5F7LMFskpxdvR5DYPuatOCWo1d5Y8IewTO8s9TGBXJx/1sR0S9sQ1wates20qWXQJqpPzxZKFaaO7pDMyV12oN7aYi+kn7FNsE2QIhwlCDnjOBTeAlyC6Lao6xfmSnFi3WKtBdfuqLrFOEkQSW0Q+HIgdMqQ4LDwAYWddGeHbcuwQnoxZ1aXnY51nW6QcNZwa2akOjEr4qiPR1YuQUWLOmy22Fvlp6SJQHVQHLGaI6tdH7oMDePGBvBTVyUvJmM0cnlTyBFQHHAFHddZsM6qLmUaJX1iGbClUdfbpANUBezGoes22qZzh+vUBPL6mk1UfBmTVoaqD6oANsPTbchIrMHkAb+UiUB1UByzGItXFxBOeYEtfndxu0YmAkwKqA44Afu4y4oDqgCMA1UccUB1wBKD6iAOqA44AVB9xQHXAEYDqI45MVads9L1xif1g06zZB1vt/6jBStWH/dkbwCJf1cUwm0CJ/E5GmEMRf0XDzbHV/rgsvFs+EOAlCFfh9oP9F8AiR9UtckOYLNRVOMubwJrP01hskdiEpX/I6AZb1YVm8owVCiy2ithSgEV2qlPEKip8DZlVXSiqcC3srKUHEQK4F79rMWzVxYq28EFmRIo/gJCd6gjpRVJMSKxmlKA4Y7XEqk4+XkjfYdfEUtWFxmLt5eYIJwAuclfdIF6KxRoJsglVx65LEN7sbkA9x2KR6mLTvHzucYGQBiBkpzq20orJY1Z+m1R1QjL5MASwkO+vjm0UmswIhvTMUL1BdQKyU90g+Ywa22KwdVUn9y9ckXxsclksUp0nOe/xJHQCqhOQteqEaeEsYRWhuhZVdV7nWIGlH55cE57qYjZii7Ow1DMi/oPqBGSqOgFuGvZVxcvBSigmM7Z/3gR2XfKKgM1Vl5IAcJGj6mJI8VwsDWumFNW59V/YJ6F/8JwL7ys0Yi9HyvIBvNBzsB2LE6gusZ4L07D5Ev0kuEo4QPD2gbBLrgarOtZDnsZYgXnTvHyxNIDFCVQHRgHwc5cRB1QHHAGoPuKA6oAjANVHHFAdcASg+ogDqgOOAFQfcUB1wBGIqU74gF0MS1/iUt6Zd4V370F1wBFwP2wjw6axr1HCtJTDgXTVbXJkkS2gOuAIyN+BFxolpquUskzeEPmwQu7KqQHVAUcg/LacUHWuezap/LxVzB4+RnFJZ0B1wDEIvy0nJidhKSOt2mNzCMcXFynvoDrgCIZxe0ZySWfTxCaEOWZXgaouX9Upm369XKw3CvdTGV6LGDbcPadGyhVjua9LiVXdbLvYImwxh6ruWNUTl08a+gqYtDwR++ohiEQRrxtDCX6OQraU0BtvTyjOj+HIe+hqmP0Rq1AzMcwmcNMI26Kgqsuoqu95S2i62eeYm8ZOG3AGYp2kRGq40FtKwiHDrAMugqXvwItlDiNHzHzChPTtOhFyVj1x+SRMSSf7QxBSuFTiIYOQLGUHAIP4ZSR5HgoXCcG+jgmdEGaFE1K25aTIV3W86BaqjjWWsFQ4jc3hbULKIcPFEQ7gCRLykKLcMLTEqm5ln3JGrqqLiS5eZrlLhYJhlSN3Rc4R0xjcxsL7thz2tcguMnv0xK4r/UUvPNAQNiq9W5kjT9XFRZdcn1nnCYpK0VLYoQF3QJF4IHBZ4OcuI44cVSeJbslQHLuWsJFsKTfHQFRdyhZdFlB9xJGf6onLJ1HUW3tEXzTDUF2szIqtJSzXBmlHBLFOgE8++eTxAAZiBEN2qgs+VucXeK6fhDE5YeAt7Aq7otl+yKuD6lxA9REP2aluFrJCPBWxBhKsNlv5QfXhAaqPeIwe1cVG6WJrCUcHYrPYHsgDe+Fww8Xhqc4wDGFWGGYTIEah6oAzglUdC6+dzee1QIDqgBxhVefKzDOfF1zPyZkQoDogF7hVXaxcmx3Vg+egOiB3LD1X51VywhEBAlQHZAR3AE+Gl/Z4wJB/sccFCFAdkAtiVR17Hi6UHKo6qA44B5aeqwvrOVR1UB1wAsTegcdWdaHkUNVBdcA5IAzgxao6nKuD6oDzYdG5+uMwgAfVASfFrOpiI3NeIwzgQXVA1sDPXUY8JKp++fLlzs6L7e0dbW3nz549V1lZbTBU6PVlRUW64ycKNNpsUB0gAaqPeEhRvaurC3l+7lxba+u55uZWg+GUXl9aVKzLyyvMzjmRockC1QESnwAygH06sKqHh4c3NTVdvHjxl18utLe3nz/f3tZ23mSqq66uraquMRqrKiqM5eUVBQVFoaGhoDoADJ+IiAgvL6/DIWHNzS02jMMhYV5eXgMDA+yGsKrn5eWFh4fv3rObHKGhoenp6aA6AAwfpHpYeOTphkYbRlh4pBTVz5w509ra2tHRcYFDZ2cn+pfl4sWLly5dspnqEq/ogE0jXFVKSj9wMQlgpECqR0bHmurqbBiR0bFOoDr2oi7kS8SQvcUeCMQuIwUAjsQa1X/eVO3cqvNmCVd6w85KvAgUVHVADiDV4+JV1TU1lsbvqbzb3fN/2lghXBQXr5K16hIv8CacNVvJhVvhDRngsnDAiIBUT0xKrjRWcYOiwszG76k8itJSlPbpJ07xVk9MSpaj6ljNhHWbMLAn5GA1lnJMAQAHIKa6lPg9lXebe/5GX77n8lUdYVZ1bL5wqXBabCBgdhMAYG+Q6qlpx/ILCisqjRbFpvUV2Pb8gsLUtGNOrLrZqs6bwPqP1RtUB0YKpLpGm2XzcGLVsfliw3ixfgjbAtUBx4NUz8k9wYbI2ecNFPUHs7PcfuSuutiAXGJV53WIPUDweiB3AgB2Bau6Xt94550r6uvPo1/1SZx1JtUJFVisqvOmhRqTk7EJAOAwkOoFhUVsUBR1550r9PpGrslSZimK4vYja9V5E9xZiaoLcwi13ewmAMDeINV1+lI2KIpiL8gj3XOkOrcf+aqO4BlI8J9XybnTYoZj+4TaDowgSPXyUxVssKpb5Hl9/XmK+gO3H7mrDgAuhZjqFnmOZinqBlAdAGQKUr26ppYN9m05S0/XKYri9gOqA4CMQKpzf39qzdty3H5AdQCQEVjV2bfl6uvP807ICbOgOgDIF6R6S2srG0PfWf4DRd0geZbi9gOqA4CMQKq3d3TYPEB1AJAR0dHRCoVCry+5fLnLhqHXlyiVyr6+PnZDoDoAjCQajSYgIEChUJSXl1+71muTKC8vVygUOp3u7Nmz7IZAdQAYYZqbm3U6nVKp9PLy2mw1SqVSqVTqdLorV65wtwKqA8DIc/bs2b6+vgEb0dfXx63nCFAdAFwCUB0AXAJQHQBGHo1GEx0dHWEjoqOjNRoNbxOgOgCMMDRN+/n5KRQKLxuhUCj8/Pxqamq4WwHVAWAk0Wg0fn5+3osXb9i4eaefv01iw8bN3osXw4dtACAj0FdoNv60JS+/oM9G5OUXbPxpC3yFBgBkBPpirH9AULdN8Q8I8vH5DL4YCwByAakeGHTgwoVOYZytP61f74tdRI7AoAPwHXgAkBFI9eCDh9uGcqa6+uRXX+WMGZNFUW2WE3zwMKgOADJCTHXNK68UUtRJisqiqEJzAaoDgNxBqh8OCWtubkFRSFFoojwyKnfKFM3gLDnqTlWkTZzIzh4OCQPVAUBGINXDwiPZq8cUDr2YzMmj4dxZschf+vlJiircvAXNhoVHyl118iXZJV68Weyy0NhZa/oEACtBqkdGx5rq6lAUUhQ7LTEq9frsMWNOUlSWuztqiYyOHSWqUwIMOHux93UQ3u+B0CjcNADYEJuonvv991kUheLEpk3yVR0rrZiB3IdJzG2s+dh+pMsMqgP2AKkeF6+qrqnJ+fZb1tjcjRura2osikKKYqfj4lVyVJ2L2arOlV9sEI6dxVZ4s1vkbZd36AEAK0GqJyYlVxqrSgsKs2+44SRFZbq7VxqrLI1CimKnE5OSnVV1rGbCuk0Y2AtzhP3wtiXlsAIA1sBVvdJYlevjc5Kijvv6jlrVCQN4Xhp2lnCAwC4Vq/DStwUANgGpnpp2LL+gsKLSWJJfkDxhQkWlcRhRSFFoIr+gMDXtmExVZzE7gMfOSq/qbJrYitgNCbcFADYBqa7RZtk8RrnqhN54qmPVJXQIqgP2AKmek3uCDWzFoqgbKOoPZme5/chRdWwdFlZag7kBOfYRwq6FVVqK/AZQHbApWNXRndjq689zb8xmdtYJVOditqoThBSr6uRp7FLswUJsXQAYNkj1gsIiNigrbs/I7cfpVedNkNeSojpv4EDeLmHfAGAYINV1+lI2KM7tGS26+zJFUdx+nFt1bg47TfCfu0hswG/2yRDrBACsB6lefqqCDVZ1izyvrz9PUX/g9iN31QHApRBT3SLP0SxF3QCqA4BMQapX19Sywb4tZ+npOkVR3H5AdQCQEUh17s9RrXlbjtsPqA4AMgKrOvu2XH39ed4JOWEWVAcA+YJUb2ltZWPoR71/oKgbJM9S3H5AdQCQEUj19o4OmweoDgAyAt3yQa8vuXy5y4ah15fALR8AQEZoNJqAgACFQlFeXn7tWq9Nory8XKFQwI2cAEBeNDc363Q6pVLp5eW12WqUSqVSqdTpdFeuXOFuBVQHgJHn7NmzfX19Azair6+PW88RoDoAuASgOgC4BKA6AIw8Go0mOjo6wkZER0drNBreJkB1ABhhaJr28/NTKBReNkKhUPj5+dXU1HC3AqoDwEii0Wj8/Py8Fy/esHHzTj9/m8SGjZu9Fy+GD9sAQEagr9Bs/GlLXn5Bn43Iyy/Y+NMW+AoNAMgI9MVY/4CgbgF7D1RGx1dHHD25cUOC7/qE6KgCYY4Y/gFBPj6fwRdjAUAuINUDgw5cuNDJi/FPJB8Mq1/ne3LJZ0ceefibF19cJcwRi8CgA/AdeACQEUj14IOH2wQ88Ix22/5flykL3/t30PiJXz8/Y31OTo4wDUvwwcOgOgDICILqdz+csXZj6eFDaXPm+v/zVXr2nK9BdQBwVpDqh0PCmptbeKH4pqiw7FJURP7sf1U877l+0sP/0WozhWnYOBwSBqoDgIxAqoeFR7JXj9FtWnV8zlMZz09+/o38rCJm0ecN3p9GjL9Pcd+tX2XcQeW+fL9h16rasjLuBWeEERYeKVPVyTdUwaZhE6QvJSSY3e7wNgcAQpDqkdGxprq6Kr1eM+0+9Q1U3M03x8yaNf5J7QeftgTvT5k7d+dDU8Lnv7Ls0HPPxd11V+IfKc0DYwzRoaa6OrGIjI6VqeoGabdMIqtOmYOXRngCuBeKN9sPIQcAyHBVL/n5e9UfqNj//Eej1Z7U6Z59WXe8qJWOzfacffKdBZGPPLowPCIiIyMj7scf426+WfPAGGdVHUFwBuu59MosliBFUWw79pAEkgMWgVSPi1dV19Sc+PeLNEVlHz5cXVNTXVOzcJleb2S+X3fW5+uSiQ99MeH+/ybs23fc3T135syEu+7KuINCadiIi1fJXXWDtNskitkltlRooBRRyeUaqjpgPUj1xKTkSmNVfnRY6t1/Vv2Bypg7t2CX3/Sn4zbs7lu97sRbb++Z8NDap1/cFbtqdf54quBh6sRN1LGbby6Njas0VmEjMSlZjqrz9BCTkM0heGvAVWmzfvL6Ea4o5egjnAYAs3BVrzRWpYWGJb7xz/RbqfRbKdUfKJq6Hq/Oin3t9a8iXnnlxE3UiVuoEzdR+VOeKPbxcTLVEWSvhIvMllCydVLsla461HNgeCDVU9OO5RcUVlQaKyqNBYVFKalpset+3DPfp/DH1Uc/+mLrS1/MfFLx4EML6LCjJTGxKI0Q+QWFqWnHZK06eTAs0SKupYRRgFjN53VidggAANaAVNdos4Qx7bXcrCJm4WdNny6JGn+f4q7xqw8cOITNxIasVRebMAy1ziBeSMWWYnPYTMI+GIYeF4Q7TD4cAAAZpHpO7glhjH9Su1DRevBA2ty5Ox94bMfct384EhKKzcSGs6oulkxIw7abPaBgJ7CjA7H9BNUB6RBUn/6qLu/kWTo2e9Ybqrc+jH74kf+MKtXJDpsddZMRbk64FnZnyMcFsQQAMAtSvaCwSBgff1miNzIbf67z/sLwyGTlxAc+CI+IwGZiQ6aqY8smLwE7qCYMmMnWSazqhK6EOeA5YClIdZ2+VBgPPKNd79e//PvCf32wf/x9irFj34qOicVmBgQX/ri5iNcoR9UJDov5M+wBvJSl7HGHMDoQDgqwswBABqlefqpCGA9Ojl21/lRoyLHZc3aNHb9i8lOL6QQVNjP4sO6VTzo27tBzG+WoOgC4LATVy09VbP452ccn6vOvVLv2JCQmJiWqs9lFUXH6Dz/Oft4z49U386bN0s9fce01n0tfrtSD6gAgR5Dq1TW1UuLVd0r+f3tnGxPVlcbx87WyZZJuJO6tm25jTBppTb+0/VKbNLtb0u3uftgutt2g/dAdtVVHbGky0rpL3NQioG2oSTODKx3r0MKCWgGBagFFhVE6gF7kxUqrlpcuoC7zqgTZD0dvj/flcOf1Xpn/L79M7n3uM2fOoH9mgLnn2t7vc7oH1+eLv3/p+C9/4f7Voq+eeKbjt6/+8NqWm6sLbr+4Zvy9f3lpM6IOgImgUeefkSr5u5f739x2valvurxu7C+vnFBG/ZkXT1UfaKLNiDoAJiLqqP85u+3Xv6l5Jce9YfO///jq0ZffDjz3pyaHs0JqRtQBMBE06iOjo3osc/X9/R3vh87+zf9sf+PN/xw4cKCnp2dkdLRgx8Bzfzi43+1mmxF1AEwEjfrE5KROh77//rwo9l64cPnKFan4bfdw/ZEjsk5EHQATQS/50NXV7fP542hXVzcu+QCAiWhubnY4HDabTRTFmzdvxUVRFG02Gy7kBIC5GB4e9nq9drvdarUWx4zdbrfb7V6vNxgMso+CqANgPGNjY9PT07fjxPT0NPt6TkHUAUgJEHUAUgJEHYCUIIWiLgKQ2iDqAKQESY16XW3t8ePHz5w509XVdQ4AkES6u7s7OztPtrU1NjQkPOqHDh765ptvTp8+ffbs2W+TixfC1Lazs7Ojvb21paWutjbhUa+srKyvr29ubm5razsFAEgiJ9vaWltaGhsba6qrEx718r17qyqrDn91uOFIQ1NjU1IF9yNJ/k8yr21oaKirra2prt7nciU26rMAAHOQ2KiHwzchhDFaW1s7Ozsb4yCJjXooFIYQxiiNeoyDIOoQmt37IOrBUAhCGKM06jEOkuCoB0MQwhi9E/XYBkls1APBoKqCIAiCoHU0on7ZIf7IgiC8k5cX42QgTLI06jEOYmTUw+GwwJCTk8OZqFYgpaH4nYIg1NbVCYKQl5cXCoX4I0BoKpVRLygosFqtVqu1pqaGrXd4PLRus9lkgyQ26v5AQFVZ1OnGqlWrQqGQrIeD6lD8NonS0lLpqDSC1mwhNFYadbYyMDhovcuVq1dpcXxiwmaz0WJzS4tskGRHnc3b7t2754x6+C6yXbYoG0p5F3YjLy9P66jh/6IQqqqMuj8QqK6poanesWMHrXy+fz+tlJaWKgdJcNT9AaVaIbwT9bttPydQbVfZFgqF6Dg/v2L7A7LvCEruibrabCE03DtRV9Slt/Ht7R09PT3SW/fx8QnV5gRG3ef3K9XKG406p41F1hYOh9ntUCgka5Myz3lVV50thIZLo66s9w8MSPFmYt+uOkhio371x2Gl/KjL2jhv4Nk22Rt49pDqg27YsFEZddXZQmi4NOqqh/bvd1sZSnbu1BoksVG/fOWqTEEQ3BUVyphJUWc76SFpmyIbTWoLqP0mjyafdtJvB3l5edKtbA7K2UJoBmnUtY6+v3UrzfnGjRsHBi9qtSU26qoXl+T/rC61yXpY2NGkNuXgFKltzqjrvDgmhEmWRl3rqOfMGRr1EyfaOIMkNupDP1xWVSvqdJftUe2UetihOBValEU9GAzKfjTQmi2Exkqjzmlw7fvc6SzjD5LYqF8a+l5V5XtsNurhcJjtkQVSOsQORetaFVqUfp6Xos7ph9A80qjHOEhio37x0pCqshgri7I34dJRqVn2VzTOX9SkB5X9Bj5493NyspEhNJs06jEOktioD353SUspxlpFraOcccIayPqDwaDy7sqRITSJNOoxDpLYqPcPXoQQxiiNeoyDJDbqfQODEMIYpVGPcZDERr23rx9CGKM06jEOktiolwMAzAEWhwYgJcDi0BCaXSwODWFKeB+sGGv41wjCeeB9EHXDV9WFcB6IxaEhTAkTtDj01NRUQA2fzxe3FWMDwaAgCKWffKL8yDqnn3MUwnlsghaHDgQCTz755NKlS5cuXfrYY489++yza9asKSkpCQQCcYi67AwT1XPXlJ2qGP4PAGFyTNDi0PRVPTs7+/XXX9+yZYvb7W5paYnyVV11+cuw2tIUfsUizex3AS0MX8oTwiSYuMWhadrffffdysrKzs5OmvNoflbXmjrnzFNZ1LUw/KsPYdKM7+LQY2Nj165dk34D5/P5AoFAdXW1lPOooq5YoVae2LvrN9/zWs10yg6xRcOX7IUwOcZ3cejx8fHr16//j8Hv9weDQb/fL1WmpqZ8Pl+si0Mr38CzSG2ynsOHD7M5N3y9XgiTZnwXh7527RoNMwefzxdZ1FUXqWWDffXH4bBizRm2je7KegxfrBfCZBrfxaFv3LihDLYUb5aYFoe+fO9Kz4IgXL53HWitNiWGL9kLYXKM7+LQylT7/X56KyOmxaEFQdjvlq8Dz8J2si/17K60bfiqvRAmwfguDq2MtBaxLg4dvnc9ZuUbeNrG9gyprScdxnLOMDWM7+LQ/40EvVE34KxcAECcUIYa56tDOA+NIOqGn/0HIYzaCKJu+Nl/MFKdZWX6m6uqqsbGxnQ2ezwej8dj+BOE+o0g6oafJwAjMmfVKkJIzqpVepqdTichZPny5aNjY3M2d3g8FovFYrF0eDyGP02o0wiibviHh6F+c3JyyF2Kior4zY2NjVLzihUr+M0jo6OPPPIIbbZYLBf6+gx/slCPkUTd6A8PQ506HE4pt3TD4XBqNbe3d1gsFvqSTptzcnK0mkdGRmmbxWKhgV++fPnIyKjhTxnOaQRRN/wThVCPuz76mCY2e+XKqz8OZ69cSXd3ffSxsrnp66Pp6emEkMzMzAt9/bL7yrzQ15+ZmUkISU9Pb/r6qOy+hj9xyDeCqBv+MSM4pzt37qJZfSErSyouW5ZJizt37mKbGxobaVYXL158XuylxdzNm2nzX7Oz2ebzYq80TmVlFS1WVlbRyrJlmYY/d8g3gqgbfmFqOKebNuVSu3vOScXunnNSnW0uLi6hxbr6I2x969Z/0PqJtpNSseKLL2nR4XCyzQ6HUzkyNKERRN3wq9VCCKM2gqgbfglLCGHURhB1wy9hCSGM2giibvTFJwEA0aM36gCAeQaiDkBKgKgDkBJoRr0ZAHB/Mjs7G0HUjV5FAwAQPRFEHQAwn0DUAUgJEHUAUgK3zOTOAAAEPUlEQVREHSQVURRbW1uPmYbW1lZRFOfThLVA1EHyOHXqlMvlys3NtZqG3Nxcl8s1PDw8PybMAVEHSUIURZfLtdq6epFtEdlMTOIi26LV1tVer9fv96tOeO26dR8WFpfu/tQkflhYvHbdOtUJ80HUQZJobW3Nzc0VNgn59fnh6bBJzK/PFzYJdrt9ZmZGdcKFRSXtHZ5p09De4SksKlGdMB9EHSSJY8eOWa3WtPwHfvL9ZCrT8h/429rXbt++rTrhTx17AibjU8ee9es3KCfMB1EHSYImJ2PbQ99NXDSVGdseslqtWlF37im/fv2GqXTuKVedMB9EHSQJmpxHix7uHvFGISEk6qN8Hy16mBP1vZ/ti+iiiJFCCIn0Lns/24eoA/NCk/O08/Gj3zXOKWHQqijvomdkpU87H+dEveLLKj3LNhIFWm1zbsxpxZdViDowLzQ5z7ueqh04qFNCiGxDVuSj81Gedz3FiXpV9YFLQ0N6JISwG+xM+G1sUY9V1QcQdWBeaHJeqlxR3VehU0IIp6I8yr+vli9VruBE/eCh2sGLF/VICFHdkHb599LvwUO1iDowLzQ52YdeqOgt1yMhhN2WoXMQPWYfeoET9br6hr7+AT2y05Mq0i27IWuW3WtO6+obEHVgXmhy3mxZqVMpAHRbumV3+eh/LE7Um1uO65QQoroh7ar2KA/pEVEH5oUm5+3Tq/VIs0o3pF0W1bvoHFwpJ+ptJ0/rlJ2eVJFuOc2ye+kRUQfmhSbn/W/1SghRvWU3tIqRyom658xZnRJCVDekXdVmToUjog7MC03OB+c36pQQwt7KkLUpe/Q/0AfnN3Ki7u3q0SkhRNpgt1XbVF/V9T8Wog7MC03OrsE8nUoBoNvSLbuhVYxUTtTF3gt6lIWWrcvaVOuqFY6IOjAvNDnlo9t0SghRvVVuyI5GISfqUVwFldz7qRii9iEZovjAjLLCEVEH5oUm54uJwkglhMh2aYWtq74f1v8QnKiPjI5GKiFEumUryh52V9nDEVEH5uXOJ1KmPjKhnKhPTE6aUEQdmBd6+rfrXGF9aLepdJ0r5Jyv3tXV7fP5TWVXVzfOVwfmRRRFt9v9lm2du7fk2LTDJLp7S96yqS/qQidss9lEUbx585ZJFEXRZrNhFRpgaiYnJ71er91ut1qt7xW/bbi59vV2u93r9d66dWvOCRebALvdzp8wB0QdJBW/3z8zM3PbNMzMzPBfHu+7CWuBqAOQEiDqAKQEiDoAKQGiDkBKgKgDkBIUFBSofqYQADAfeQMAMK+5E/UnAADzmjtRXwwAmNcQQkhWVlZ6errRMwEAJIr09PSsrCyyffv2Bx98cOHChUbPBwAQfxYuXJiWljY+Pk62b99eVlaWlpa2YMGCjIwMoycGAIgPGRkZCxYsSEtLKygoKCgoIFUMS5YsMeZvAACAeLNkyZJZhv8DK/1jEQAkzYwAAAAASUVORK5CYIIA步距试试这个精确选项,底壁铣
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