UG10用T型刀如何做出这样的刀路出来?
本帖最后由 QQ462602198 于 2018-12-28 14:13 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x+g3MKfOobnWEw4L8KGxL1gOCQAAD4V7EgAAAO6FQwwA/Mh5+uf/O5cXMp3NceHWU8TZceNQCqP7not5WDfoj3PoGcZyXU0Xlj3NnNKRaO66e5KU7D01PfsvXWdcW+tR8xDLfExX/ZgqD3HqW8xaxEl78qw9jdhrrqM26YiT9qR5qhfR8Fw8jTZpvow3aH+Vf9WzWbf77YHW0itfR/wtSOO/6jX4rQJ8OOyLk4twAICH8vRH/ntxrRAXDGdsW6RwbZuqh1j158VLcugZxnJdTReWPc2c0kiW62qa67lfeUNM9ZqaL0n2TPWami9JySGmnpgmLxKtqXYZYpmP6aofU+UhVv5BR/ThxiW6jDhpT5qO2qQj+nBjjun3aJzVLdp0rcfjiV6+/Wij68K/5aWH371pjIXqux5rbCEHBfhQ2BcnhwQAgIfy9Ef/Wr+2cEqcMPVsFlzbx77/K6s9+x6VS6H3GF9rb12T2mMkVR+81zrDdfck6fVDHuLUt7ir7XyLmo9JffUm7cmz9jRir7mOmuqzmk0WtTejsfIzGp6L16OxrI/hF+aSl25eXsCbVt9iXdxHHP8dvdRR85G/Rcg8hq4zOCzAh8C+IDkkAAA8FO5JAAAAeEs44ADAj4Cnf+1/4C84HtieHKJw7WQx1Vvzam0/qvT1fU3lUjj0NGNKR9L7Dfek0Ht0z5QHL/Kq1/TsmSg9yD1WnuFyTFO9pmf/7Pl5GJP6qj3GdJdvcVe74vtIP7yqZa464qQjVq7ak6al5lbLPa68iMZNdfEy5qv2mR9qJ2u9R/Uq6l4t6pi8/C3DWGvRxYDfKsDDsC9QLrQBAB7K0//jrxuXBHFR0NnYhX0fP2NZDrPXKt/Ujf54UzqSvqZyKRx6mjGlI+n9hnutlvuU1+sxTZ4kKQ9e5GK/+LG6r/v0Pad8TPf4Z7Xuq+fDjUtc5ZOO6MONS3QZcdKePGtPI3quehdNdG8RbdLcY+i8SNdaXqR3v+vtIWH4um+vpfYRhwIdWs89DA4K8BDsC5BDAgDAQ3n6f/4ev4aYCedYmJnqi+az9XkRkqz26us9F/Na3ZjSkSzXGCF63dg+1yFSe4ykvBSDkkNUvSapD3JdeUNM9ZgmT5KS0qN7TvuPKVL3VXu8hNM1HmNSX7XHS1iuqf6ei651d9ZssjjpiD2f4sqLaEy+ai/Oee/1i/GTfKVXPXlRbzG19h68iL+denFgsJFrDA4K8NWxLz4OCQAAD4V7EgAAAL4GHHwA4Bvi6f/1P/IXHLdMxUXntRPG2RGk771qdU8KvafvP6Uj6f2Ge1LoPdf2lHCJN3gmzur6mCWHELt6Vp7hckxTvaZLmPYYU6Tuq/YYk0XVLkOc+hYlv7omPB/d2+WhPY3Ya66z5kloTy4x81W0aVlbeRJt0txj0/r2oVU+/rv4otVPrb8B2EbdK6KPzW8T9G9ESvitAnwV7IuOC2oAgIfy9Cf++vHtWC4CVizLYl5ZPtdbc1/bn0tfe+iPqIVDTzOmdCS933BPCr1H90x58MYkVtXL6/WYJk+SlKvHkbD0TFS9aY8xWVTtMoTXRO96tr7FXS38qmcenpG1Ve5W5qo9edaeRuw111Kb9Jl3UjNWfsUx/EL8jnyl82JeY+nWs+qztx/poSB9H+aPPfzBBhwU4N2xL0IOCQAAD+XpT/4Nlx/98fNfxDMLa2Le4Mi2NAq9VnmI1Vr7+aFM6Uj6mspD9Lrxmj21lvus6h5bXR+35BBVr0nqg7PHMVx3LxKtqXYZwmuie49qjzHd4qv2eAnPtYjbXPTVNaojVq7ak2edvVO81Ws1m8rb9FjMC3TLS2/yrr0uOvs1ptb+9A+/Tej5GLnW4KAA74p9oXFIAAB4KNyTAAAA8Eg4EAHAB+Tp1/9Gf0HRuXZauHacWJbF3C0vP0Tv87yZ96451JsxpZEc1kRc1XU/l2Oa6jFNXiTlSd1jqx8ewxii6jVJfbB7bqpdhvCa6N6j2mNMFrfrYqo8hIXTfTIPbZS3y0N7GnG3ZtIRfZjOXOPKG9GmZW3lnfWM4a/a35jXK/xtr/Qtqt5547+LH79B0LcfTSM8W5PwWwV4c+wLjAtnAICH8vRv/k1+feDIz/0lU33RfHX9SUOVQvRWz8U81JsxpSPp/YZ7Uug91/aUcInNM3KP8oZI7bHV9TGzLtbakyTlah8J8/Mak0XVLkN4TXTvWXkem971eFzVwqta5uEZ2tNztzIPz9itUb3qnfS93p21vBA/5OFtc9krPYuTbnv2uDwgbPKEgwK8KfaFyCEBAOChPP1b/2O/rnBcyA/+FcuymFeWz/WTdfYzQlmtO6yp6cKh3owpHUnvN9yTQu/RPVMevDGJdb0e0+RFUp7UPfb64JY1lYewMK0bU6Tuq55i01fXxbTyu/Y04jYX/dI1yzy0+u/maW2MvJh/aT7+q4t6r0vcafVqxIEgDw/W4zqGP9CAgwK8GfZFxiEBAOChcE8CAADAR4NDEgA8mKd/+3+SrwNe2J4YpHDtVHFtw936flzp+/R1lUvh0NOMKR3JoT9iil43tnsOkdpjJOWlGGy9MYl1vR7T5EVSntQ9trr2T2vHFKn7K89j071HtceYLKp2GcJrqaN+yEMb257MQ3sa8Z41HlV/DW8Me6X+LXKPmUe8xavfGMRvE2q03y6Ytn6D3yjAq7EvJi6SAQAeytO/8z/1a4iJg9HIi4Ed23IUdvXypaH39see0pEc+iOmWNabee8arevzy76pHtPkRVKe1D22+sozcVY/PC+L2jMm9VV7jMnii9eJdhnCa6Kzp9cn7yR3q+eidz0WjbO84mu8G/vzwtvy0q/MLaq+xbt2UOi5wUEBXoV94XFIAAB4KE//v7/FryEuhHo21kz1TfPVPW5ZN5LeVnmIXjf63lM6kr7GczEP9WZMaSTqZf+pN0Rqj62uj7n1xiTWaT1zCfNzGpNF1S5DeE109ty6h+qMBy8mi5P25BIzD+votdyisc1DG9ueVfxa3hjj2vtZW7w3Dy+1RdW3ePxGAb4q9kXEIQEA4KFwTwIAAMC3AAcnAPiKPP25/7m/yHhgMhcdt5wsrh0/dg/cfc/FPNSbMaUjOfTXdOFQ39VGcuit6ULK3KNKQ1QtpqoNPkr/1JeeaJepV15oj01n/62P4VF11DUa3bdpykXveiwa2zy0ka+Wpzfpt/ZC12MuctfSr3l/rplr3OldXX9rUIPfKMBbYl88XBADADyUp9/4W/364cDSNKSw7Qmqvmjcrc0Li0T36Gu0JqG4ey8xD/VdbSS73vQPa8dUtZrESzHIetVqEq/lJqpWk3gtN2Ha89AuU6+80B6bzv6lJ9pl0xkPXmhPI2be193cF9rY9kS0SfMpXvNUv8Ab19zP2mLPwyt9Q2468zNdXjzm6jBQY1GzNQYHBbgL+8LhkAAA8FCefvp7/fqhmJJG/sBfsSyFebpnRGfT3x+30kX/Wc042+vQGzHFod4M7U/tUXIj11WPFE9rMYn1Zv2HfMRVz9Q/pq0n2mXqlRfaY9Orfo1G923S/NY+41qPRUNzvxhOT/WtnuoTLy+6D7lpWdefz26dxlM91k2eHA5+m4MCvAf2RcMhAQDgoXBPAgAAwLcIBykAeEeefva/8BcKL1MnzLNTxFRrjVfXbRrKHqK39HVa78edKR1JK1/yMA+1ZkzpSA79Nc213Cc93fe0FlPVahKv5SaqVpN4LTdRtZgqT73yFjrjwWvapq0n2mXTGU1WreXVF3ryJHer5Tf3pZe5xtD5CrrpVX3rqV54vq/4+jilF7muW62xeItW76bfKMhvFvwBB/xGAa5iX2hcAAMAPJSn3/rb8kf3BU8mZ2ZZCvNk2XNt0bRaZz8jlL5ey2c1Q/eaaiM59NZ0QetnNUt2venn86i+IaoWU9UGvX/6c5zVYqpaTeKlGGRda6o9Np39S2+jl57JpjMePNVRr76WH/pCG9rjVsvv6TvEnb7VUy3euNZ+rtsYuV18r+rlh6f5tKZ5Gm/VelCwMR0Whta3HXFQgJuxLzIOCQAAD+Xp53/75cf283Qb9j18x7IU5rWH8Lo0aX9/zCkdydQbMcXUO9C9ptpIDr01XTjUV7UhtC970jusGVPVahKv5SaqFlPVBq95vGntmLaeaJepV15oj6qv1WPqXq2LmHn1NP/WvoMf2lj1vshTfUddDwI9t4vw8d+ch1d6jGWf9Fi8S8sBwP3IVXNQgLuxLy4OCQAAD4V7EgAAAH4McLACgDfk6Rd/R76ud4UbuqaWRf/ZFqujSlkhtOWsZuh+U20kh96aFrVmVLro39UOz2VMVatJvJabqFpMVRv0/unxNrVqGaJqMVmc+tJT7UnzVHvSPNWeNE+1J81THbHnta77bjbPzTl3q+VnvmGvkPdej9c81XfUD79BsDG80ovcdazrzzdzi6pX3pne3ZfQa6ZtncFvE2CJfYFwwQsA8FCefvF3+rXCnvPqkRv6p5bW35fnxUTS12peOsTUO9juNcSht6YLWr/7OXUvkl7rufGWvRLmXouaj0l91Rk/Qv2Qhza058y3SfMz3+h96dvF76p21VN9R/2Wg4Lr3hf51Nd6snaP9iEHARtn9yfYsPUGBwU4YF8cHBIAAB7K02//XX7dcGTt7nlh/26Z+1LsfXmBYUy1kRx6a1rUxJhqI9HcdRhT32C3x8EfU1pZqxatxVR5isGhFlPPKyxqmRvT85Ca5tqz6n9UvfSImZ/5Nml+5hu9b+fblLlf/Paea57qG+t5kW156TGmx2/51Cc9mltP9mm8SedBQHLVeUioHnvQgIMCTNgXFYcEAICHwj0JAAAAP0Y4aAHAK3j6/Hf7C42fYr6NG3tvPn5c6ev7VDqEllyHob6he0xrWqOn4U19NV0oOcShz2i+5h4jKe8sP6tZTDE43cfiC3otrno+Qt3TiJn3ddd8mzQ/843e57bpzMdkr5SnrnjNU31D3R8jhj5e+T03LXtNzzHzFl+i+9uKfERuNX8bktRtbcJvFMCxLwoucAEAHsoPEe13Cuux4sY+/x5/Q9+hp/XZPvrzomT4mVvMx1TfSN/1s7z0ZTJwGQ26h1vhG+lXn/gu0zdtSO4jhAUj9wj7Rb2G9vow3fMRjVt6jclPL3RF0Ub5GUUb5WcUbZSfUbRR/iYaZ3WNNml+GldDa6F/EF3xmqf6hro/Rgx9vPIt17Vj2P/wpS2uel6hM9cx/ptqP4mYHgAAAHw8fqirhB1Zf2FfS+eeqdBY1OuiwuIlXBA/0osMP+yL79NlpDSu7h14LRp8jbsX0nedckxTn+Q+JDd8D4sx3dqrtcxNWDA0v6W36hm9IF7o8lRbDF2eaouhy0v/zrpFY6q9Np4Mw/UuitYL4fQmvfJU31PPYV7z9WDgY9Fj+fR8x+j5yu9ax873MZ5UautJ/rK/OAQAAAA8FO5JAAAA+B7QEzkAwBWePv89n774G5Nv4Y36qnzLfqse8abySDQvvfLFmGob35Kpr6bWN1juMcTUp7loj5GUd5af1SymGJzuY3HTO/WNyT3VnjRPtSfNU+1J8zZ65dV6ySc/9ORJ7lbLz3yj9y190XovQHqTfmXd39uvOoY+bvnDm3rC63n2WLxbyz0I0/0Jou3eBB9SU7g/4TvGvpC4oAUAeCiXexLse7GOHW/UV7b2uLFgVZM1U9nySqQWfpbc9+ky0je8L4woXxDf8Fo0+Bp3L6TvOuWYpr7QnpuWvPa1mknTkfto2oQFY9draK8P0z0f0Zh6LYYuL/1VPfSb1UUv6zZlvhpZO4k2aX4WjVv6VE9v+Vnp19ZTa37i5dt8bLje9cR6f/6Lof6kx5R755j2N28s2L3tyOCtRwAAAI+DtxsBAAB8b/RTOQBA4+nz7/d3Fjxz65HhjfuuHlVW9c2avpen4WlJfWOqrfwQU19Ne99Y9i3y0oPpObTeXW5c6zVRtZgqD5F51jxP7UnzRLtMHVG1y9QRVbtMHVG1y9QRJ93iyjdu6bO48o3eV37oqa56RHt7zVn94Kne1O3dOqUjjv+e9Riue1/kU1/rydpL9PJfXg7tdRumszaiwtuOvkPsi4eLWACAh2LvEJix78s6drxxn/88OOtb+Zt+20t/vnhL9HnN3dn3mpmB7hHlEukbbomfJfUNzcte5NMeTXv9Ei61RW5c6/Wai/AsVy25TanLtxja66HLE6297123qbwXRJs0P4smPF+N7N3pEevtN5v6wVO9qfvbfVJHHP9Nb/Vxreszb17f67DHYux6VutXQ2sKbzsCAAD4+jz/FajtB3Oh9Xv6dpz0Tdam56ov5EVJ+lUOP3OLrptv1Prws1Z7ByXDz9xi7ZEh8rIld0J7blry3MuC4bXIfTRtwoKx6zW014fpzEMb5S20kb2TF7qiaKP8jKKN8jOKNsq/I9qk+TKejWtrdY+VHjEvjMtTvfJUb+q7g0J6NcKrHtO9z/K239Qvefd3PZprj/3bCT8ZT0B9hYMCAADA14V7EgAAAL53+skcAL57nr78ff6W5E82Xz0t3HqceMM+bxnT4dvXbu3C12PQVB6J5q7DmPoGuz36EcvT8Ka+mi4c+s5qRsun57OpvaTXRNViqrzpjAdP9RvUPe508zyNmLn2eh7a0J4z3ybNd31n/laPaO/NP6sfPNULT/crPYbr3mNa9jhdGzHHLldftd6f0O9VSM+HeAr3J3wn2BcNF60AAA/F3mFwIX7F79+Xd9+bs6ZjxS09xg19XlrV09v5gv65pnL4mXvNp9k30vdaSMP7Mhm4jAbdw63wDQ+iey3zsls+7R1mhEttkRvXer3mIjzLN9pwL/30QlcUbZSfUbSJ1CvvWv0QVyPXZc8Lo3FLX8WdHrHegrOpHzzVu3rmr/D0rUFd7/Lup85c+3S4N74j5V+LmmsU3nYEAADwdXi+J0HwNP1FfeKWvt7z0r5rvrLo9TS8qWS5GCXDD3vyvWY6qAua8KuWfuC1yEuf5BezQkzP2vpN+whhwfBa5D6aNmHB2PUa2jv1ZRxjVS8v/VU9dEXRL6qnlyM8Q/N7o3FLn0WbNJ/iTo9YF8ab+sFT3Ty9yHYd9cmXNfrY2mO5D/GmesvPdI5V3j2t+RMQOCgAAAC8P9yTAAAAAM/46RwAvneevvwD/tbjC7vjwvBvOknc0nTTRoOzvl1t5V/p1XI/LlU6xNRX04WptvEt2fUZh3Wan9Vqeran/k1t2RtTry3zMVlceqo9aZ5ol6kjqnaZOqJql6kjTlqiofmZb5Pmu77yQ0+e5JNeeaoj2vvxy1O98lSLp3u4jvG599gY3tQTXu/JPEflcQ+B1nfaxrX7E34xYt6jYLmtV7g/4UeMfbK5UAUAeCjP9yQY+av9/r155PVr/15TtGfX13tu7VOu+cqVXi3Zn1Hf3lAy/LAvvk+Xkb6he0S4kH5QfUGucW3jWk3yi1nB6xaN7I1wqS1yw4PloZe9oW0qL3R56a/qocsTrb1vVddonNWvRROer8aVtVc91RH97TYn9a0WT/fIt++41nU5zOt+X6s9I/o+4k2PcUVb7DpzG/bXouY9Cpb7gwAAAMBXYf53EvSH8MKrVGtubHjLvl39zLuj1y9MLs7FCt9Iv/rEd5m+6SB9r2Vu0fJMBof9rtUWedk+RW6+DclNWDBWddUmLBhTb9fe0bwwU5dvMbTR6+6FrijaKD+jaGPSUrs3Gp7rSO+GaJPmHq95qiP6RfNJfavVy3zj6YW5Pl75i7V2OOjrDvssRvran/qQjwfxfz8h8/GYCvcmAAAAvB/ckwAAAAB77PQOAN8dT1/+waf5kLA7M+zsW48Yb9W3q6/8V/a6Ff5UHonmpZtv6MdnWjMlJ7XBYQ/Nz2o1PdtT/6ZWLUNULabKU6+8hc548FTfUPe40xsv88kPPXmSu9XyM9+4pa/iNU91RH9f/kl9q0fM9/TbKL3yY83ky566NvMcmt9ci/sNzu5PsH8zIe9N8DFyfwIB9yb8CLEvEi5MAQAeyvGvQLVvzN0z0mu+t29qE9rzmr5d7cy7p1dwK/ypbHmMSC+19E0H+rFJaUx9piV3XcU5t3C1tsjT9v4RjWVNcq+5kNyzi28610zeQhvZO3mhK4o2yo9oYqVXnuG11cjaSbRJ83ujTZpP8ZqnOqK/HeekvtUj2lt10s+39bifegzdf/I3a9U77JPDHsN6F8P87NU9Sluf5DoU3nYEAADw9jy/zdd+8OZIMXnCwi+ptRwrXtqnnHn39Crpie9peHnhk6TvOuWYvG/he03yab+W6x7G1VrkFlz3XLQPyU1YMFb1SWduk8XQ5YlW3+MYq3p56a/qoSuKXtZ33iLapPm90SbNb4rXPNUR7QK5PNUrr+lrF/s1zOv+xqt9xvAL+Oyz2qou+cpP7WNsMOkcI7dehYMCAADA28I9CQAAAHAb/YQOAD9anr78Q+2ehOTgDmN3nFj4bu36O6/tW/m3esYLerXsWoySQxz6jBC7vik/qw36EU/z01pNFZZre+2Qi7/TNm091Z40T7TL1BFVu0wdcdISDc3davmZb1Qe2tCea/5W31H/fKW+0vZe/8xLj+G69ay87meua16Ujz+MxeX9CVLzfz8ha2Mo3J/wI8G+MLgYBQB4KPNfgaoc/CHsm/bkBemJ76n6OVa8pE+513uDXi25FiN9E/4hE99lCM3zQ+uE9tx05E7LdX/jai1yC67Nk9yisaz1PKKJ8lRfSj6VF7q89Ff10OWJ1t5b69eiTZov42pEzdD8atzpO+r2lp6z+lZnfsXzt/aEl2/zmfzuiX5pvtOejz/wT+ItR+krf/lfEgIAAABexTgkyE9ZkzmUyQ8xeULzDy1anwqNa30r/8x7p16/eLk4F2vhG56HYcFliLBLex7CtWF6kSdXay3PZpeRp/axqBladz90eaK196xenvoWQxu97l7oiqKNSUvNrZYv42pEzdD8xXGn76jfe1CYLrrDKx1D9yz/1rWiVzXfO4bpyrM+xkGPpsxt6L+f4IuDn/4sBAAAALwK7kkAAACA+7ETPAD8aHn68r/94Yu/ubiQZHV8WB4phrn0Bwu/rN2azh17Oyv/K/a6FX4v65FM+wzNy17kN9WMlvfj4PRcNrW0V71acx1RtcvUK2+hMx481dfqMU2e5GEdvG1vy3d9O98mzZdxp++o21v0z+qq7T3+mbuOoXuUP7ypJ7ypx3R6dr+A1FLfkvuI9bv7Ew7/dkLUEu5N+MaxLwouQAEAHor9pv/y6/r6tX2J5gfqlT+EfUOfvCA98UtqTeoHdj3XfOUr9noaXiuV79pGyy9mhSl3TGduU2rD9CJPvNbyZFkz7xIudSuEzpqRNY+qvdq8MMtbaCN7Jy90RdFG+aFtSs91G4brF0bjlr5tzKH5St9R97fuhC5/5Y3hb+WJ3HWMaY8c5nX/Bk/37bnpVa7+Na1/Nar5CX8lKgAAwOtY/GNqOca09D17ZvJDTJ4g/qqs9WMx2NXPvAf1ehqefjjVNzQve5FPn5LQnpuO3Gm56yreUIvcgmvzQvuQWuU2WQxdUbRRfkQT5am+lHwqL3R56a/qoSuqfkE0bunbRROe6xh2XvSaVv+g76jfc1CofOPV8xvDdfRNfl+bftOHvXa5PEb6k7ZDwYh6A3MOAAAAeBu4JwEAAABejp3eAeBHx9OXf+SH50PC6rgweZJc7U2GufQHzZ/S3Zrkxj2dD9SrJddiaF625mc1Y4jShuZntUE/Kmq+q6Vd+YgHT/XKa9qmrafak+aJdpk64qQlGpq71fIz3+h9L/Er7vSI9r77bV31SX21h3taS8/Gyo+1k9/2y1rqa7nruLdAR92LYMPuP4io9RqR214G9yZ8o9gnkAtPAICHYu8UeMa+J+dIJk8Kkx+oV/4Q9s1+8oL0wp9atFamsKudeR+gNz8UhlvhG5qX7VPkYUYoobnuf7Umuesq3lCLuo+oTX56ocsTrb7HMVb18tJf1UOXpzripCU6zb9Ml7jyV+s9vML3GLpIHTHrHnfapmShs8djGNM+6nmy8E1f0ktPeOVbHkn6VdsMI9fVSM+iaotdZz5Gwr0JAAAAL+Py7yT0n6xGeup7PiYbSvY1e/ajOHmC+L3kSP3QcOZ90N78sEd6+ZCGUbnqRV52CM1V91wfu+dXa77JBdfRn+tsTF5o90KXpzqij/RUi6d66o2odcN1eOob6S39MbkfxcwtOm/sO9ljY0xTXOgidcSse9zpMCI4XhPPR3iWpGeUbzqG99hIL0T29tFrRti1vuJOqxcDAAAAXgf3JAAAAMDbwCkd4EfD05d/9CfzIWF3ZljZ5bXiaa8yzBt7J2u51+DGvZwP2Ns/9Jq73ORXa4bmi5pqCYdaaUPyfK4WVGfPsh611B5V31l3vfJUR/ThxiVm7lbLv5bv8Zq30xHtPfrl7XTzfE0MXT/5sib9W3tznOWux8JVTe9BmO5HGNFz803niNzqCfcmfGPYFwAXmwAAD+XyV6Aq9Tv7yBPLcyTltUL5nl1YeZasfPXC13KvFWfeO/dWOqb88B08Gyt/aCPzZNI2Wp4LVRuHWmdRK32lpr7mq+etvcv6iGlP9Yjb/SNqvfTKC7Keode6Z7yLn8UR3cuoeuWFLlKLd7ZOoxPC/RBad9+n0GZatDxHejZ8Cm1mxF2uw9B9zaw8axd79kLbX3+quY3LdIF7EwAAAO7jcuNy/lStn67GEAcvWPmej8mGkn1qq+f9UVRfCS8vACaiNpHezheZTzn3rnHm2Wi+C2XlGTd4vl+g2phqEQ3XN9TUN5Y1bVrUtGws2tf9opf1gevwVCfpVYh6WOVJcPLjZqE+hiP23MN7+zIS12okh6ZL0L09brSTooznuo8QmRtej6T88MK++OmF6V4Ira3G1GNrLlYNw/WYKp7o/m8mzH8rAwAAANwD9yQAAADA22IndwD4pnn68o+3exKM3bFhdZ7Y9kbsDav+5R7DvLX3R+B52vtGXpbqQf9UaH5rzeUNtUNfTWIPYTprUzS50hFVu0wdUbXL1BEn7UnzVHvyrD2NmHn1NH/VZ/Ee3+h9Z76937481StvpyNu9wrt9RjaO/mypvwb1lrU0b0vdg9BavEzz3sRpnsSzG+635dgw9Yn3JvwjWCfNC4yAQAeyuWehBzJyjPy9/rqZ1+OpLxWaKmz8gy8Z2sILfefn2c1RWu97VCLXLVxqAmZa48zdEvLU52kV+FaPcg/w7W6YVJrlriXpuRuvdDPXPf1sPGV6lG98kQ7Kcp4rvs40SZ0r8mP3PCeSMoPL+wpno4x1X6iK88e6TVSq195eAr3JgAAANzGD5cfpUH+ZFVWnrHy3pR3f4C34daPzRVv+aft5sjVmsontX6hpHmv6cJpj5qOZC3L0/4tGln3oDrQ+tQbLPcfQnVSstVdl3GRmRo9N9JzP4sjuhcx/czrudzqqz7xnBKD1FaPnuV60WUY5oVfdnqeLHzTl/TSE175lsfw2i737kvMYWiua3PNQY+Y9yNo7TIBAADAPXBPAgAAALwfdmIHgG+Opy9/4Je++BuIL9Mzq6PD5ElytTdYnUdO10rxtE/4hr0qtZ7Dh23Rv9TGC2vTY57UXEaeOsvWp3qKJ9qm7t1cj1pqj6pbfVWrnp6L3vW8qb/TC+/ztTWqN3XdI+8FGP896zFcrzwbm97UWUtd+Xjg07oOu89AY2iL6k/3J8RQuDfhg2OfeC4sAQAeyvNfgdq56n2Nb+Af4IfEiz42wUu9a/mCahliu3xRK1pt+vl8UmttUzQOnhSnfUKLdV89oonU1+qG6eqLaLnLnguW77zX+oUWUq+8gUkfYzrVNiVNe/2SXfojKT+8zCfPk4Vv+pIedOVD1B6iD3nrPXih7Zua6xxjsgEAAAC38/xXia9+iL65tzDf/DEiKq/xPiL9eUauduleG2KpjZb3mjL1bRal76HpSJ3U5UndL/BSR9S64To81Ul6FaLevxzdu0hnykPU82l57fUG/hSveZv6ZQpSR/SeMXls2qbMI/Xc/cgN7xHPR3iWpGdU72Z4jwxjmY/JR2qJhnr9vgSLCjcwAwAAnMM9CQAAAPD+9NM6AHxonr78wbwnwRhidWQ49aR409ph3NQ3KE+Kd68VbvWMr/E4zfNUPdGHmjHyydr0qzZ2tWpZ5EttbGp29FTtsensX3kuV3rlqY6o2mXqiJOO2HOLhnrbnuav+iyufKP3TfElnuoR7T3723rT9vb90hHHf896DNfRN/mLtb03x5SPhad1ye3+gvRSq9fvS/hFRBu2R/I7f/XTpz/8xyOBj4V9origBAB4KO2ehCFW35hX36tf7A3jTfcbvLX3IA5PpRv35oHbm16tVUvPB1pT39BaIX36JVVeRCPrHqbCIZ29Tb3CtXpgj681iyb785bUmXpGzNytK37mut6D+B4XnlNCUC91RAvLPVWHEcHxWiTlhxf2xfcptJkWLc+R3m6E0DWH/GI9e6k1dm8MfeuR8ud/FgIAAAAOxL+TYD9BL4bTf5qe0npXS1/ttcKr92t8ZG/Vcyuy1mXky4fY1JxFrXSr9ai4p4Whq1/88iIaWfegOtD61Bss9x9CewzL1aueNCPv+0nqZI/7Ucy81l7xHdVB9ateeTrUsylJHTF7bMo1kV7WhVe+5ZGUH17YFz89GdVnI/vaMCof09S/iqL1BmbTeVgAAACA63BPAgAAAHw9OK0DfBM8ffknfvn5kOAqUj066DlC/WR1zlj2RXQiudoXuNcKd61tfFCvZOs7fIgj93BWM1p9+nSe1WqatbGrZUvuY/HgxWRRtcumMx68mCxO2pOjPq33WuahjW1PRJumXPSu55rv8Zqn+hVr7L385YV2L0bpla97xPgse63WWszh+Vhw8E7y/m8juG4xtQ29L8HW+JMJ+DcTPiD2CedCEgDgofwwfSN2adMY+v350NNZmKs+vNu9G/Glff21XDj8HJZcS65vqKVf9SHKK3MQumoRjYM3RHmLxsmSJPW2HtGE6apFdO8inSnPnhFd9lywfOed+T7GNMWd3njFSou3XK95DCN9m7I30ktPeOVbHkn6Oozs2Q3v0RF+afVyiNf/SlQAAAA4h7cbAQAAwNfHTu0A8GF5+vJP/srzIcFVpHp00HPErsdYnTcW1rMnxdM+4e7HEL4Rr0qt5/BHf8v+oadUk4Hmk3bDpgtZS9+iapchvCY6e956j9IjhjzUPY24y29ZUz27fNOz9Rc9W32j9/naPqLtLTuZlx7Ddet5Sa/FHD2fvPGkpzxGf2uR63hLkb4NSd9u9Iuo2V4Jbzn6YNgnhwtIAICHsnm70XNwbunZseopT4qnfcL35L02v4exVpf3n8+7WmurmoemI51IT2tvuYdR9SFUJyYlfe5LM/KzNcbUM2LPM6SVpLf0x5SxWOlbvYFJH2M604brSLwWYuqxkV6Y7oU469VR9dUYk/dEzFFvI8oe6bWR/fp2o/xbjy4TAAAArIh/J0F+WtZPzzH0h+hZT5b8p3Dod+PdH+DC6mEe4a16bmWzV9lXHmtKR6L5pNs6LaZc9XuYCpKKn3JqjcTDVJA09coLsu6h1QzL1aueNCPXj4HnF1lMPRHP9pr8QGuTXnk61Eu98JwU5olv0XL3Ize8J5L00/MRnk29N2ONELW259qbY0yHuPGm+xLGAAAAgD3ckwAAAACPg1M7wIfk6cs/9auXQ4IeFfTc4DLy0x5jiF2P0VLHvVv7kkiu9gXfmOdp7xv5ZElyOOZprSZh5JN1T79q46Rmz8tz8csL7TEmi6pdpl55oT3GZFG1y9QRVbtMP4xtHtrY9kS0SfOV13OLhuaHuNO3eqqveJ9VRxz/PesxXEff5N+4NvPUO8/zsenBGyPvP1j9daiqD/cmhO9PbMB9CR8I++Ry4QgA8FCu/4vLLm/pMVY9arwV77HnhtVDfQ3vDg4/S+/N72Gs3W63q6kvenreodVK3BtT1US/ZA/ViftpRE3zDGkZU549I7pseaROzy1xL03Jp7jTG69Y6Rs8S6tkeSTlhxf2xfcptJkWLY+k/PCq34bWI075EDqsUOvG5PcaSD7p7DEdw/XwAQAA4MgPzz8l209M+ymaxqt6apr9ROvJtq/xNbxH0Z/LyCdrUX8x1/Za5GWF0Dy1f3kkrW9RevaGKG/RWLWIxsEborxF42RJYlJrhntpjtjzDGkZU549I7rMQuSZGj2f6I0ajbbQ0nzMSa88HeLZlHmknrsfueExkvQM7w1KDpHaovpei5GEPaFe1YZwHVG1en1cpk+f/hN/6SUCAACA/XjkngQAAAB4NPrqAAA8nKcv//TvGIeEOCfocUHPDi5v6TF63xDSdtG9Z7A6qyys2Vvsk7y1Z3yNxwmvSq3n8GE66x96apfE5VQcRF52q58+tmpjiNS5zoLq7Fl6ol2G8Jro7HmrPZa56G1Pyy0alYc2tMetlu/6PF7zVG88ex/+Wf3gjeFrIq/1pleexZNe9TXq6N6hZ2ym3up+hIzd0/sS0re9DO5L+CDYJ4QLRgCAh3J5u5F/Mx4jguO/809tI4oRnENPiufgQr/ZL3sG2pMsrId5j+I1z6WvldzlSf1uYm1tMcRqu/S0lp96D01HOpGe1l66h1JfzlnMvNG9ZY/skdyyl7HyimsLbtjQ0mmMKfWO+vMMSq68wa536onJe6XQUmeV17ooak8+/vJ5DExr7hwMAACA75vLv5Ng+A/J+ElZPzCH0B+e2x5pWvYM7u1JFtazJ8XTPuFb9JRev5KvPqQ3c+djZX6w1dfi0JWKn3JqjcTDVJjTZOktzFVfctO+aUi8ad1g62Uhoj1vk9MIb8tpcbCp+942xpQ6eyM40+cjuNZrlByi93hfjlkWq7yeixRT+r4uLjF9z2MAAADAEe5JAAAAgI8Dp3eAD8HTl3/m1y6HBD0rlBxCjxBv1lPTbT2G1pLybu0TPrh3OLpJ7nJRn6x7+ltt99g39Yt2Oaa0rE91xoPXtE1bT7TL1CsvtMems7+v72snr+UWjbM8rKPXcotG7/N4zVO98fJ9+OWpXnjVb1rqus/UE97UY3qx1mKOa3m/F8GG5ct/K2HlWT7G4b6E8bz8CQ+4L+EDYJ9ULhQBAB6KvN1IviGXHEK/T3tPGK/qqan1SJP2GCKLH7F3+Pl4b34Pr1l7J6uHutlbmNu1q8KNTEs3+2wfV0lD4k3rBiuvOC0ObtjQ0mmMKfWK8qMvcR3G5EtScgjtUczXWs8N97IQw4LhMfMwtZbPJ9f7nze051YEAACAQv6dhEH91HwOh5+grlc90mQyc9ch/Cez6Ut67LE4RGkbUkz/a7N63Ed5t/KatV+Tr/E8x2Pc/eGVYu/b7pWFiKu+znav5JZNjKsbLdjUzfYxJm3J/12Nkr2npuZLkjJ763/xGBaULCnlSTF7Mhrbxw1Maw4AAAAXuCcBAAAAPhZ6wgeAh/D05f/yO7/ke3H9Tbl6ZHAdxpv3DPR88poeQ2tJ7zHe0nvn/Q/Ht8jLvqd/UZssSQ79ocvS2mD3uIbVMs0+C6ptinTdv/KatmnriXaZeuWJrr12eWhj2xPRJs1XXs8tGppP+pVevp+/PNULr/pNS133mXrCm3pMr7w2uue53TvQPR2j7vcfjOH3GajX4uq+hGH7xD0JHwD75HKRCADwUC73JNT34iH0+7LrMKYeaXpxz2DZM8a9PcXSfBv8CgIexeozu/Tu+RJ46ZeLrOtbLJ9TTc/x5nWdWxtv8CydxphSryg/+hLXYUy+JCVXnmBe96e1Y+TzVDwXX+ta07WeX+TEX/YXhwAAAPiOGYeE+DFZPy2HOPx07z2DF/eMcdoT7HpOeaMr+UccCL6zQ8itn1HnruYjq+UHbxjdO+Srja6wWnPLNld7XvBclmz2MdvHmLRl+b9r76lp9lde9vbHMSxXb8oj8XVherBc4lQTNPe+iwQAAICAexIAAADgY6KvTADAV+Xpyz/7uy6HBJ/HpEcGPT+UvNZzrW5c6+n1msTvPZoMWup8FO/Gdf2PlD1lt/pp/6I2WZIc+kOXpbXB7nENq2WafR7CV+0yhNdEZ4/qiiab9th09l/bt+qZexJaonHIQ3sa8Z412x7JJ33F+/yCNWeevc8/vdx78iye9E7+8FJr1FHe2GDKZaiX9yL02O9XyKH3JVjN9jK4L+HB2CeCi0MAgIdyuSchfjBe56Tx5j1OeOkeb/HY78VHfm638sKf1e/xR3+Ty4ZbNznpO5Ru2LO3rK6BbtjmxqYL1upjTKVv9G5Fe/XPVHKIqaemZ1/rhuWTNxLfW8xDzyDzikO4zniRS+1MCQAAwPfLD89Xci+4pHvpVaCuu2mPRdNLH/s9+UjP6QM9l0ded60e+5qnF7q30pecbrEpruybn8qti2/e8NLqQ9aUHELsiw5j8iUpOcTUEzHpuTF5q4bO6Dndx+qWxHjJ5xwAAODHDPckAAAAwMeGkzzAV6f9OwlBPzdUOoSWXIex6lnWB7r/smeI1Mv6YLeHoX3JN+gdjm+Re1jUJkuSN+9vtdPnaQxhOvs8hOeyaY9NX+3P2PTVdU1nf/ZWreehPY24y1+yxtD1FV/iqX5JfcR8v74N11FLv+o39LrerLeoozy5Z0Dr6uW/g+C6xd09CTbyvgSrjf984p6EB2OfVC4KAQAeirzdyLCfkmKY9DSElLZc7blhk1seZ8dr1n4k+p/jx/LnuoO7LhHe6Xqib/uS65Zb1hw+3Wmcfd5XtWtfJ4u6WTXGNOXhJSWHELu4pde1GsHCuuwnhZY65UVBn0NSltRMLloBAABgcLlx2X5U5tVB4tqmMHtNf3pr7aW8xR47Vnu/5+Pdy0d6Lu/JO13Iv5a3flr901n/a2Uh80b3LC9vtUA52dD3GZNHHeFt0WLrdR2G+sktvf4tpFGWicWaZOUZ6uf++jgmcyiV9wIAAMB3CvckAAAAwMeGt58BfHWevvwzv/Z8SOjnhSkdiealQ0y9A88Xtf6ynjPEaU/kad+yh7LyvwFvsiVx2de8Zf+iV0JbeFt/aut1vfJCe2x62b/yQntUvfJick+1J8968k5yt1pefaE9jXjoaf6q7xB3+lZPdfP8PfqhV37VTUuPrpt6dl6LOrZe3ENwGHZ/QUTLU/f7FfTfR8jcsL0N7kl4MPaJ4KIQAOChzG83UiqNmpZd2xRmr/lei9qc3MdLl67W3eo9mN2PyHv9q7znn1327l9ixvZToYWhM9U9yotoZN2DaonGwRviUG9N/flb2qxDbriXhRFNrvbqrLzitDi4YUNLpzEmzVf05224Fb6WtbfkygssX3kTw1g9B8dqIQ3X6UXBQkin5wAAAHDhh7oySOqnZohDLXxDpKM1o+QQq8dx1GyclL4Kq8e/1ftAHA4P8XzvOVTs/oiHC7aRm6X2Spc3RHnSeOgbZN1D05E6qcuT+vR8Q0+WJCa1ZnieZsT+MbC0WYfccC8LI5pc7TVxMAYrb+D72RhTafEK1cmiXtYQqyXKrtd1W9zSZe7PVwotdSofotcM92yKYu9ZrQEAAPhe4Z4EAAAA+DbgbWgAX42nL/+n3xH/ToKcFaZjw0g0P6sZnod5VjO0fvoS6khWvStPWViv8oy33vOK5/IkNw5/9Mjv7jWkvuqdrDt6re65+OWF9th09i890S6bznjwmrbJPdWeXOIyD21oj1tX8sO60Ib2uNVyj2/lqY5o79kvb6G9HkN7J1/WpL/y1Devem2MwsGTcfCiP/+9A9XljWj3Juh9CKmtPv6LiXsSHo59grkYBAB4KJe3G+VPRqPkEFaT0lTz+iVz3Arf0JrRa1UfwmtCr2m5tX5VVo/9jp6WTXve1vQPndWrV3DvWm+IyUuGMXknvYdPmSQpp7rGSFJnTSlPitOfLfR2beutNHUYFqo2mPLsSUMaRTqWn3ohru41JcGdnoX8/EwjvDP0Y1yyrXMdhvpzciF7fd8YpYWWOpMXiXr6XJOpHnFiaQIAAHyfxI3LA/sB6T8kQ/QfmL2m9f6Tvdf0J3ZJE1a7ZE5Yy5qhj9NrnVX9x+INzO4XQv6hDu1E0tqcq71SNNl7J0+KU98gn6MHLQ5dqfjakqz2yD7tz3p5ovVjVV5EY1VPoTWjpZ6v1rjMQuaN7lleXojcaxriKVXPMSbND6zMhVfWEMt9Burrx+zutRGVg2d7mRkFD6qDfB4a+3OTFAAAAALuSQAAAIBvB96KBvBVePryT/1F9traJevHhX5+qPR5SaE1CYXnN9SMQ/3GmtHrxjfqqZ1/zPI2uXE49p311hTc2avprje1RdUuQ3gt9cqLyT3RLlOvvNAem87+ZX1T8zTiLl95PbdoaO5Wz1M3f4rXPNUbz9+Tr95CV88iz/f0l47xeeVZbL7FHMs87huYPB12b0HXsUb/rYS8B0FH/zcSDO5JeDD2yeBCEADgofwwvhtflPyAdPQnpqHpoTdicpa/Zm3nlt4fg7fJy5Z6bzXDvG2v5Maqt7wqXJjSTW/qSCedX2IeVEs0Dt4Q5UnjoW+wfYwxRerstJH9zojLupI9WYj87H+ppHu2xte24ZQQFp6uW+5nU6JaODx3yUsOoW2u1RiselvLnFtfbxhs11h/SMN1eloYWJpWKwEAAHz3XO5J6D8hr+XK11yr+bVe48fg3ZhbcCn18pJIypeie5Jrr3PWO3DvIqdeI9NmO4faEOXpgtBqJe613m1fY/UYq/WHXHozXFtjuJeFEU2uPpan5DodJ96W0+Ig6r2t8iG05jqMydck0F7DZHlj+Bo3LrTUSU/3LzmE2M+Yv6sBAABAwT0JAAAA8G3B29EA3p2nL//HX30+JJQK0Y8Pnoup9bOa0c8i09qTmiWt/JyH2NaFb9DLD0uVhlhpj5FoPdG6c0+vMfJbew+fysiz1+LKc9m0x6azf+mJdhnCa6lXXkzphV1a1055aE8j7vJak3loQ3vcavmyT/ULPXu//lm9a+0vPYZr6c/80GNj4Wee+pbcvc/PeroHQf3m6X0Iqc0f/8V0gXsSHox9wrkIBAB4KPNfgarcmytfc+0te/8YvFVPctLrstUtLeta78ib5fmudyLy7O1lIz2tTV4raJosvTA9qJZoZF09o/4sEQ/1mi5xVT/1QvTHMUQW5vkYU+lXegeW5gUt1XMe9CWVb3p2a1Ub29xEjPQ8RpKeoY+VmDX1RFSTAwIAAID/Y2pj1p+axmvy1+6lvMVePwZvka+WOVGw4FIa3ZM8ubl35N0yVr2WlyU6+zw0HamIZynWbXsMUpcndX2+2if2nA/huTRM9UH9mdPMvNE9y8sLUY/To/LWniL11cfKxLRFy11PDYL0HtYIU25resPgsD6MyU/PYoyUAAAAsIZ7EgAAAODbgrejAbw7T1/+yV/5sn1Jrfv9PDGlIzn0RzRevPZKTcLEj8CrV0AvwUVqj62uH+JDfVMrRj5Zkdzda2g+pvT1zzP92cYUqfuqp9h0rlPtsumMB69pm9Jb5qJr3S73JLREQ3O3ei56ii/0bMo833+/6jt4on1d5KUXue4/+bJn38vHaMhaDs17Tb28r6D+fQTVUfP7DzLGyPsShh3TBd5u9AGwTy4XgQAAD+XydqOOed1/TW7f8JUpHcl27VktWOXdM74x79DSjXvzwO1Ws0/PZEXS2pxVr+XlTcVn8kvAg/YMnen0ZRK6ahGNgzdEeYtGtRL3Wq+lut7zi3Tqzx7moR7DGcJzbRi01Olef5ybFhkrb2B27bnjpKilw59H8pJDTGtqar4lOZ5DMfXGUNwTs+QQ2qvasLx7AAAAMMPbjQAAAODbg982AbwrT1/+4K8sDgnD2h0dul95iGX9hppxqDdD07NasvKMW3sf6Kmdf9TytC7aYyTlpRis6s9i7nXOemsKhtZU8+n5h6/aZQivie49Wy+0x6azf+mJdpl+GNvck9ARD7now/qINmlefaErqj7zRrRpWTvx8u07pg/1MT6f5Lq29CJ3vfAyT32ajwfu9Wt//Wm+9SjfZmQj32pk9fFfTLzV6MNgn2AuAAEAHsoPl5+OMewbsw+vzUTLxL258pq9rvUaO++e3s4jvGu5cuPasiXvrWZMfojyqnBhSlvNyDVVkh77kvNY07OOtHqM8iIq7mlh6G1fo770o2hB+6Z8CM+lYaoPru1n9NzQNfuGhvSbnMYN3gExXW5ysaePhdE/Ns7KG5jueTES30vMTN0KX8rrxx6Y1tw5GAAAAPD8V6CuflBeqyn35spbrjXu8V67vvOW3g35apslm73KlrrJqf1a79Qc3kUuL9Z6NA6eFHMPD+KbzvTscYzVHqkjLSrPvtaw7E9zxGXdCFH7Zf4si5V3NAYrL7m1/2SPXtJ89TFPKh9iWlPTBa0ZvmeM0oHIA16LBu3L52hRfaPnAAAA8Az3JAAAAMC3CW9LA3g3nr78gV/e/xWoxlRrjat13etnkL6f5mc1o/IQ27rwGs946z1v9PTDVq+GXoKL1B5bfVpb06beas8ipOTOyG/ttb3Tmh4n/JXnsmmPMVlU7TKE10Rnz617uB/GIQ/tacRDHp5xWN/z0J5GPFtTceWd1d7I8/fux/gs9XxP/5SHN60Jb+oJneMleb/vYNJRS533Ieh9CaMUE/cjfCjsk8vFHwDAQ/nBvxlffnw/D/NyTDWRkU50795ceYu9Xuu9x56dW72k116bK1Gz4LL1+pdE6OSstwidfa3VSW9b03Wi83E8NB2pk7o8qU/PddDSS17Nm7oR4rX7GQdv1ZTctMHgJd7QLS2j/J4P9GOgvmL+tCZicjUXo+QQ2ud64WkOAAAAR36I+PyTc/XT8yW11+Sv3ct4a8/4Go/TvH7BOdFrJ7nLa/1KW3t4HiNfLddeD9onuvdUGFOky4tAsYpDTdfpgtBqJe5lYcTec8ilV0LhufQs64Lt514WIk9/GuFdpsZrvAX6OLpk+rgONC85xNTW80C9Xj+sNyNHcOtjSwAAAIArcE8CAAAAfJvwtjSAd+Ppyz/+S/Mh4ezIsKudnTN6qfIQZ/WzmoSi58nKf2vPeOn6RU9+SKs0RGqP99SlZpztbazqFbTRGPlktd6s2Z6qPTZ9S3/2vHidaJepI/b16S3z0J5G3Oaia33PQ3sa0XPVPb7Gu7E/3//vWustr77h6ZqeuxbPYt4/UHkMzXvNR6y79m8l6H0Iqc23PQ3uR/hg2CeGiz8AgIdyebuR/aDM4Yhh36xzqK+1Fdmm3Jz3wqDXtmsF83Z+5zWe8dL1L+m5N1deuNdqS//0h3YiT69HI79cPEyF53T6kgrtQXqU9LY1XSdaH0ekU7WIh3pNl7isCy/Zz9Z4lFFMSXCrl1zrH7qlk6H51KfJYPlxNjGG11b1QPPW6pQ3JtfR4B878WzkoaD0pRUAAAAWbG5clrTzmppyb67c0rvz7untvPWeL+nZ5GVf61cWvZO12ctCL5kxedJ7qAXpbWu6TrR/yVqs6VlHWj1GeRGNyYvEQu+pfAjPpWGqD6zmeZiHegxniNP6hnyMadzpXabGwtPeXtbc9k22fUNMa2IYqZdjTLeMOgCMNXkASM9i105EfosAAABwhHsSAAAA4NuFt6YBvAtPX/7Rn6wPCWdHh5trrXG1rnuei3mon9SM13jGW+/5Aq/kENqaf/RV/fBhkZpxaz1rEpZrJYi40PfKsvmqp9j01XVN39KfPUtPdcRDLrr22OWehI54yEUf1ke0SXOPL/A+r/pUn9TzVXgbrqM++bKm/Ctrc1Qu9wks631Ev953kDX1bHAvwjeGfYK48AMAeCjPfwWqYT84c3TcH5P/dG0j/UNNZKQT3bs379zyGMbOe+36zht6/qFVVmuSa73vtJfJ6XkOnan6qasW0ejeVIvEw1R4TvvjV5AepbyoT88zRmI1z8M81GM4Q3guDVN9cNgv8kgdz9O3qPoO75KYkGhsPEt9mM7x1l4f2dPGuK5f94/hF/zWE7G8iDk0H/8BAADAFS73JOSoH8sxDjUhrWY7L6lVHmJZF3NZb7zWe489O7d49+ZKq/mnUnnhXi4jt6C5IbIes/eYznR6XqE9SI+SntYmb0xVE716LllLtGZxWTdC2J4uex6Y1p7T3FBP9aX0vl7Xmff6GEZ6rmPYlH2RXnrCq2H5YuRF/TQW61aHh1qrfTHSv0wAAABwBvckAAAAwLcLb00DeBeevvzvf/hy+srau9ROir005SM5rQ96nqz813jGW+8ZXpWGSO2x1fXDeGu9LNFZk3C1fvPeITyEr9plCK+J7j1bL7THprN/6an25BI9D22Ut8jdyjw84+Y1mYue4tf2ROur7/rqvuveY1r2OFubeeqb87ifYPo3EVQvot6LYL3+hALuR/jA2CecCz8AgIfyg/7QLPKH6c21MOwbe46pMbyqNaLFh/LaPFn5r/XeY8976P2Rl72pL7nWe2/e8PKYqk10fjlYUJ099WWjXvrmiU7f0HXlhfYYRnqeZh7aKG+TW+K5jfDO1rjVc9HaU6S+wbPU91B9j9d9zW/1hjbSMxFhPcZ0bdhF//jvErseY6pHzHpqhQMCAADAOc83LtsP0RxTMkb+JLaxrEXaSf+lNeXe3FjtY7y1Z7z346x6kmu9L9irWqTXZVvrXxIWcxrDg8XQ5aVvnuj0DV1XXkzuiXaZ2mKY5YX22LT3W0gv89BGedfy0Ma2J6JNnscw+prqsaj6Bu8yBanv8GpPG5Ib6Xlf5Eb2uZbcx8rrI3v6GJOOPACUjvG59eahIIf7o+cyAQAAwC1wTwIAAAB8u/DWNIB34enL/+7p+ZBwdlz4KjUxduu6v+q71TNes/6dHidtj5GUp/lZzRjiplpMZzUJNz+H3rf1RLtseopN5zrVLlOvvNAZTXqaWqKxzUMb256ehza2PRq/suevvIuvr8SXHkP7Jr+vbT0Wc0z5WHhatzF6LOZ9CKt7EyzWPQhj2D0JVvcnEvBWo28A++Rz4QcA8FAu9yS0H6LFq2vaFMO8HIeapJ2Vv+vr3Lqf8cZe/XFN57jiGR4jL+1C8tQWe82GO61msddaXjomiz5Mu3nJp5oNN5uO4uTF5J5ol6kthpmej/RCp29TeaHLS9880dv1EY1DLuMyXWruXctDG9ueHr+mZ0L0qp65kZ7rGDZln6eZj2EX65pPw3pXY0w5xvX+8x5ZU0+GeekrHBAAAABuY/7H1BL7wdp+uDr6U7iaYixrwcIqXlPrvNZrvltjylKNO7wDN3j5IUx72juEBcNrkbsX2qXpyN2LPOT1mo2Ldb0WuY8oZM/khU7fpvJCl5e+eaLTNzymn15M7ol2mTripCUahzy0pxGvrsk8tLHtWcXm2eS5eKu+F3lXcqPy8Hxc814zYr9+OMhcDwh5MJhqo/8yAQAAwD1wTwIAAAB8u/DWNIB34enLP7x5ne3s6PCS2kv3M07qyyPOG3kl32i/4sTLUv65qnWIm2ox3VQbTHu9tGZR8zGprzrjwWvapq0n2mUIr6VeeTG5p1qicchDexrxXdZIXnHlndV2+opnb+UpbbHn4ZUeQ9d4bjG87NN4prde3FOQ2u89UK0xdN2LMIbCW42+IewLgQs/AICHMr/daHxfrtF5bS3QVvs54KP7WrNxUpvIBpHLPW70noVwh/eSxzUs9xjTtMbNi17WIjeu1iJ3L7RL05EcajZ6reeeXfzywiwvtMemvd/CyhPtMn2LYZYX2kidvk2T5+YiD+1pRM09iO95aE8jHnpO8inuard4vX7Ni9yoPDwfITJ3nSO8ytXbDLuGn/pXQ3q03w4K6vnBwfaUmsIBAQAA4D6u3ricP5SzpYZ5Oe6oOVPSeEkt/Cx7SwnhDu/w3F/gFVlUNp6tDXnJPQs/cvdCh6y8tAvJU1vsNRvuzDUfvRa5j9CGx8jdD11e+uaJTt/QdeWF9hhG6vSXXmiPqj159jIahzy0pxF3+S1rqqfnOcSvuPIsvtRTrd4uH8MmzVc9V73dyN4+xqQ9eeFvw3XvibE7JAAAAMB9cE8CAAAAfLvw1jSAd+Hp8//GX5T7FPOaa8eIl659w5pb4Vd5tceN3vLo9M6ep2NKO/MKi1rmp7VB/nmu1ixK8bQWU69ZmNaNaeuJdtl0xoPXtE3uia5ocqFrfc9Dexpxl6+8a7lFo3uTXnjGrvYSr7/d5yzvr97XK/vDKz1G9qVn8aoeD5R5r9v9BQc9Yt6b4Pch5MieMRTeavQNYl8EXPgBADyU57cbrbiltqq/R824tk6JPEs+xjTlJ96BF3i+l40xlT7xbPJoMswI1W9ozeh7HWqRuxc65LHmIjzLQxuHmo2LNfVWXxiTF5N7ol2mthhmeaE9Nu39FnxqXvjuia71PQ/tacRtbnTvSm7R6F7Yz6KMQeipX/ULPZvKb7Upt6TlZvm45t0ycp2OMdkhYKkjTkP6FA4IAAAAL+O+fyfBeFRtVV/5b+SlnC5C7vSehXDipW37eIxJc30MY9Vr2oebF601T020/LQWiYdFrfwopOcjvdDp21Re6PLSN090+oauKy+0xzBSH3p7HtrTiNtc9K1rLBrqXaZL1L6KK+/S/jZeahMtX/Uc8p134/CL/8XQg8C2ZzH8iQS/9qshAAAA4G64JwEAAAC+XXhrGsC78PT5f62vvTXOjg8fqKbHHJeR65LlUejEm0p3rp240cvnl6Xpz7SpeRhT+TWJp/lZzRii1wyXN9RUu0y98kJ7bDr7l55ol01nPHiqo95rnkbc5qLfco3HW717+3feGP2tO2e5vVI//pvz8EqPka/q7/S1Wt6jkP/+Qfp5T4LGGtGb8Dajbxz7ouDCDwDgoRzfbjS+N9fonNWMB9TsZ8nEKm+erfFhOkfznCkJ7vCuPYZ6hoeWa3+vee5Z+JG7Z9qF5KpdzHlYU839Xc1G1NxObTF0eembJzp9w2P66cXknmiXqS2GWV5oj6qj3mueRtzmot9yTcVbPYuinYxG87KvYuooat7rmhuVh+dj5ekYk13UT31nY6yp/tX6qE9DDggAAADwep4PCfaT18aKW2qr+ktrxr21kdsFxMRq/apn4dUFSo4XeEUWlea5HFNatkfPw1rWPF7C1d6wLl7kLk1H7l7okMeaC8ktrDzRLlNbDFP31j3Ut6m80OWlb57o9I3yMg/tacRtLvot10xx5Y3opChjEPraHrUmYvrVI7mhefX0/AavLuyzthl2fV/5mGpdDN2n13Io/BYBAADg9XBPAgAAAHyb8LY0gHfj6fM/6C/QPXN2ZHhpzXiHffvxRvOSQ2ib6zDUn5O5b+IdvLQ9RpK61yoP0XNjV6uWIW6qxXRLTfeZ9hzT1hPtMvXKC+2x6ey/9hh9vacRt7noq2vCM3RNz91quceVd1Z7hTe9yq+5aV13Je+v8md+sx6bZZ7/9oF5qi1O9yFkTwzzE36L8CPBviC4+AMAeChv93ajFVlb1d+4Zj9TEpeLnjMvSz5SKC/wUtp+PjaekY8ZYVszPLcYk+a5Lqxlr2kfbl60x6il9v5LOtdi6jUfYbqXfnqhPYaROv2lF9qjak+aF5N7qj151p5G3Oair64Jz9A1PXer5RVXnsVbPYu3eDlW+Rg2ad7rle+8G4Zd2LuO9eNa/1jTPOsRzcuRcEAAAAB4O17/j6mt+Jq1lS95yVXPiZeyLlZe4D0LYeHZOo8xaa579prnni1y05G7F9plmBEu2kV4lode1mxcrGcdvsv0Qnts2vst+NQ80S7TtxhmeaGN1OnblF6kVdfaMhd9dU14hq7puVstn+LKs3irZ/GaF9qYaie5obn22DT5J6Nf/K/GdCCwXPViJBwQAAAA3hbuSQAAAIBvE96WBvBuPH3+X11eEIx5zQesaYsec0re0bfrMTxtnvNGXsrpuYXuNQ9jKr+mfW2Xv7g2WD0f1S5Tr7zQHpvO/rseI3TGgxfa04jbXPTVNeEZuuY0T525xubZVLnqez2p2avvmbte5eFprq/o9zz7LObQ/Bad9xb4GFr/jYTpHgTLQ9t6g98i/AixTy4XfwAAD2X/dqP037JmvHWte9JXpSHygqKQvqLlvubWdQvP1mfJx8KzKZ+be5aH7jXPPQs/ch+hDY+am2h5WOc1NyKaNB25D9E2lRe6vPTNE52+oevKC+0xjNTpu+dCvNAeQ3sacZuLvromPEPXnOapI79MEg3xTGr/Id7qWUwtuaH5qidzm87qdjFf3p1D1+ZBwXPZN/08OJhncEAAAAB4H/b/mNqK19ZW9RfUPF34y3zh5QVGselTvGVM2VrjxJs4GAPp8+fU8rCWNY+XMOW+zsbFmnujFvKSp7bYazbcaTWLmVscw0N6Mbkn2mVqi2GWF9pj095vwafmhe+e6MlPb5eLvromPEPXnOahi/Q1rrxL67p2q2dR6+n1XL2X5osxruu3uh8CVFceB4MathAAAADeFe5JAAAAgG8P3pIG8K48ff77/UW9I2dHh/eoGTeuLTmELnEdxuRrMlj2DaFtyx6j9TkHY3CD5+mYyhbda/ln6Lmxqy3zK7X0jd0+hunuWyi98mJyT7TL1CsvtMems//aY/T9+96Tt8vDM3TNae5JaI23evf2izYs+ivyqle56fBWue5RecRb9Sr3ew0iWj7pqOU9CNyH8B1hn2guAAEAHsrXfbvRiqyt6otayd7f+pyF5xcZ4VWp9azWpTfZJ30q7TF9NM+EBWOqh7BgeG4xJs11nXHW63loX+fmJc9ayHlf0y7Cs/ySPvdZDLO80Ebq9G0qL3R56ZsnOn1D15UX2mMY6h1y0duezMMzdM1p7knoHm/1LN7oFaHNG9fV8xobq/yWnp7LOruoz1rXq5r748llPYeu8SE9VjM4IAAAALw/vN0IAAAAvi34TRPAu/P0+e/zFwOPnB0dHljTNj3elBxi6qnpguZTX+8xhtAe49DXG4zwptKmL22PmofoubGreRhT+TWJp/mYyo8p87Paag/VLpvOePCatmnriXbZdMZDPeKqtu3JPDxD15zmoQ3tqfgCz9jVDlF0vgJveelF7lrWn+W5zmLXt9TsbUOej+hvLwptMd9uVG8xMm9EW2fwW4TvBPuEcxEIAPBQPsTbjeznQbZMY0y95kxJcIPnMvKyTUiPs/HyQsVw2fL+fJ0pCazHRqbRM+UWY9J82t+0C8k9m3Mfpt285FlzaaLlYS1rHkN7DCN1+u65EC+0R9WeNC8m90S7TG0xzPJUR1zVtj2auxE6Ys+nGNpY9tzoFaGv9Vdcac3T6/nZmp63oQeAzFda89WaXvPBAQEAAOAhPB8S7Adx/DA+8JJa+lIra0w1vNLwpos8EH6Vh8iLiMLyW73n4OIle7nsPYP8800jPENz90y7kNyz8Fse1sWL3GWYU24xdK41tOZrep7aotSWfT41L3z3RKdvLL3Q6dtUXujy0jdPdcTax2Lzes8hF72LNlXuRugeV57FMS7Tc9z2r7xVbYxxff3s27A8vLwgz3zqOcl93fBs79ojhuZd99H9zKffIIQHAAAAXx/uSQAAAIBvB96KBvBVePr89/oLg8+cHRleUduWX7Jn2891GOXf0mPc2KdHKe0xSg4h9qGvCC9LuXf2l1/TvlZ5iJ4bLsfUa8v8Sk191R6bzv6lJ9pl6pUX2mPT2b+sb2qeRjz09Dy0pxF3+WpNeZaLV/FW797aGP4KfeT5an32bPPeL7VVzHGWm7bfDnge8XAvgv4GIbStM3ib0XeIffK5EAQAeCiXtxvZD+McnQ9Y05JfSPTenhurnjHU3u618gKX0TO1hTchfV4y7UJyz8KP3EdoQ2vGtIdFyX2djYs190Yt5CUPretsHGrmic7+8sR3L7THMMoLXV765onO3vSqPz3Vm5qnEQ89qzy81ZoeDfUuU+ThTfFWT+Ou1rRfnGst8zG8JvlUT73KZdQeN+SpLY5r/0NtGqOB+xAAAAAezw9+JbDC/I9cW3h+YRFelRZ9y7x5r91L7bwgipKjeT6WBcNzizFpvtrHY0yH3LOLr2tTG76m5xYvYVqXfe6FLi9980Rnb3niuxfaYxjlhU7PZWgfKy3RUM8mzatnl6uWaCzz8GyyqN4Ub/UkXqZAaystuV2Ya25o7nqT6wV95Sc19TK/5udvE3QAAADAY+GeBAAAAPg24G1oAF+Np8+//9MXf2lwxxvVpvQVe2rZtRiaT329xxhi6qnpwrbvhh5j1Td5oXttmY8pfWNXO+Qhem6cPp5FzcekvuqMB69pm7aeaJch1FftMnXESUesXLVEQ3O3ei766prwDK+lr3HlLXqMXU09e9W91907yd07yXXP1BpzbPPFbwa694vfHmN4Niz3exbGSHib0XeOfTFxMQgA8FCePv89fi1wZO1euLNW1hvsqXvpEtdhqH/ok6Rk76mp+ZLc3GMMkdqj5ikGh1pMlYdY5ldq5cdUeYrBoRZT5alXXmiPqq/VY4r0as+yHrVJR5y0ROMsD+voXctTN3+KK29EmypX3aNou8BOncOutc/y8d9lXWjvydx081bRhl3Y/zwv9kc07T22v3k5hm+erbWoNyUbqe2a8F/5Ny4avnPsi4JDAgDAQzkeEuZs5oU1vSA4sKtt/OniIqIJbXcdxuRLcnOPMURqj5FUfXDT84okvSkfU/kxZW7c2rt7DOP08S1qPqYzX7XL1CsvtMemr/avPNWt7jriqtbXHfLQhva4dS0X7VH1iWes/Kte6Lx4N23xWp6ejbyI1wv6pTfGz0PnfhX744xh5DWeBbPST36If6Xlj/7pSwQo7IuFQwIAwEPhngQAAAD4+HBwBPiqPH3+ff4i35Gzo8OdtbJesWeWPUaiS/SoU3KIqSemyZOkZO+JafIkKdl7anr2c13Wyo+p5xUWtcpD9NzY1aplCK2p9ngJz/mmZ+of085zKf5ynWiXqSNO2pOmo6a61yoPPXmSu3Ulr3Wh1e/RWPX81i8+ffrZGBntFXx/K4+8gm/5auS/K2DD1uW/NWCv7P8wfqbq0Ff3bbJoXkYjn6eRcnruu9i08cs/ucRIP/1LfyoEwBn2BcQFIQDAQzkeEuZsZle7smZbvnOd583PixGjZO+p6dl/8bqanj0TpQernny86htiVzvNx5S+sav13Li1d9Wn2mXTGQ9eTOqr9hiTxZ1eebq+9Atqk3eSu9Xy6gs9XeyPC/h+8W/RLuzzEODaol3gdz3if/g/8OnTv/rr80W+XvT7+GG+yPcwpkgP2OHB0OfuMcWg12yNvp3I/OoZMeuZG7/8S5Z8+vRHOBjAvdgXEYcEAICHcjkkxA/1JW9QO7RdWdfLnoeZtbwQMUoOIfZFh5H+yjNRerDsGdz0mJFsvTFl7ZCnGBxqMVUeoufGrlYtQ+xqmk+1MW090S5DqK/aZQivic6eZT1qqT2G9jTia2oZ7ZX4vLDXi/yDHhfz6eUBYHcIsAv6n9gYF/WuI+qFf2qNB+xJBiKXTPWR+IW+SYtRjDDnVvcsDgDj+dtvKIxca6lF89MzfmUcDv7FP3nRAC/Cvpg4JAAAPBTuSQAAAICPDYdGgK/O0+e/u14wvLw0uOOFtdMjyKj1sudiaj33Km+IqV5T8yXJnqleU/MlKTnE1FPTs3/2eIc8xeBQi6nyEJlPtZgqTzHY1Zb5mNRX7bHp3u+x6d6z9RY6Y3r2qvZv/vx5/AXR/ZX+Kf722re97RV9G78U0d6+k6/456v9qhVPxWtlN7o35ZH0nvwz+587tSfhJVNyoVv+24MY+puE9A0Plnv2fE9DjcitnmvTM/h3DeBNsS8yLgoBAB7K0+f/ZV0XHNlXbq4d2sLovue7mhjZpz3pSXAO6yx2L3Kxl+tMTD01PftXH2/T72FM5ceUuXGtV8Ltj6O+Rc3HpP7Bi6nypj3GZHHpjWFvx/GL/d96vtj/zXHx7l7mMezCXke/6LcLW7uQt4t9v+D/yfOFv49xzZEX+ukZdimS1yMexhTpXdcpU6vsobgnhd7TPz71cQtPa6l32Bq/sI++0mP0C36j+uLi395GlDrXup8HhjEMDgjw5tgXF4cEAICHsj4kHJ1ndrXmH9qGsVrqXhR6PS9CjJQHL3Kxl+tMpPYYSdUH19YZrsOY/O4Nkdqj5iEyP6u9ZF/jUIup8hBn/t09Fof4c7/56dNP9aI/Rl70W+wHABt6ALBhF/V+wT8u9u2CPnVe+OsBIN+/n5cVXXuMSX3VHmPqfv45V6xKuV7JvZLeY/v0j62nEXvNddRSJ6bHtfylbjri+O9Zj+E6PD0QTAeFng9tazkcwLthX2D9fxgAAPiqcE8CAAAAfEw4LAI8jKfPf1e9EDlzdnRotUPrMFbL3YtCr/ejSqVDaMl19yQp2Xtqar4kJYeYemp69g/rxiTWwcv+6tFaTJWnGBxqMWVuTHtL7ZCHsPBnfvrp05//2Ri/9enTb1iMYb8B0Ff5S//i2bNhf6vPL9ur+fHKvv19+IdX+tMbQ/+azh6N7tvkMcg+46xuQbX23dNzQD52Z1R90bhaa58TH6lf4dVvAcyL4XrU01tFG9M9CIvfImTdPNvwd/zKp0///J8YGuA9sC/O7f+MAADwNTgeEuZsptUOrcPoXuUhDnUxptpINHfdPUlK9p6ami9JySGmnpqe/dW6gxd5r2et/JrE2+TGrmbh3//vu/x9+nnhnxf9XU8X/qL1ol8v+OsgIBf8NuwQUBfacZHdY158v8SP9EL4ieveM7i6TupT75girSgf9iVVl8/B6vM8aU+ePbvoTt9H6hd6fkFvIy7ozc/HmPIW7cLfDwGxzr2mM7c1dkAwOCTAu2FfaPk/KQAAPITLIWF8P97SaofWMLrvuZha39ZC7HrTt58fSckhxL7oMCZfkpJDTD01Nb97Q6T22Oq39FeeYpC1f+c35CJ/RHuVf7rwz7g4APxsDL/Ytwv9vMAX3T2/6B8Paz+X/UdzxMw1Gm/heyliz5P0JNSeRskhxL7oMFY9K8/Qz9lSjxjyVXWNefG9qt3q5QV9jXFRn/747xIzl5gHhDoUmI56aq0Z/BYB3h374tT/0QEA4KvDPQkAAADw8eCgCPBQnj7/nf5C44V2XDicHsLovudiHuq72kgOvTXNtcMeY5rqNTVfkpJDTD01NV+S7NH6v/3vXl7B/2m+0p+v7qse0X8DsKjbq/f2Kr6/qh9xesuP5Pk2H3/FPV79PuiVp3oRbTrNRVtc5qE9jbjLD2sjT52UlHp+DiQ4b/Y5HtrSVTQ8LLyb61KzmK/m20jtMXtUn3j+Kn+OfNVf8hFcZ29G/w1Cxhi6Tmu25tfibUb/HL9FgPfGvuD0GwIAAHx1LoeE8f04EfnMMLtf+cla+z6fTLWRaF46xFSTRPumnpqaL0nJIaaemP7/P32+mK8L+7ion3S70M+6vc3H/srOfnE/HQKGlzrf8uMXyXEhrH+N5xR3+lZPtUSbply0xWUe2tOIhzw847A+8uTa50WC815fD56ntqhaYva4XOmVp3pMfqE+pF6we9109Ko3/ptj81YHA4v5tiHr67EfDnxYPdc2z/i1Xx0HhD9+0QDvin2R5jcNAAB4CE+f/w6/zrhMShjdr3xXb4b2H3pruqB13afkEFNPTbNvf3OPXbTbxXsfebF/7SBgN/Lqe/bzol4v8Ff1vKHXfrx5VL3w/GBwUl96ql9SH9FQ7zT3JHTEQ97Qz8eS9nnzOCZd95qvgXvWWsx+i5lvownTMbmv2pOjtskv0ofMi3Ub0wW8tW08H6mlz0dc3G/zMbS/Hw5Se33EX0jNHux3jgPCH+aAAF8L+2LNb0QAAPAQuCcBAAAAPg4cEAE+BE+/bb9JiGNCPy1UvqkbesSY6iPJ3P4FXvsXdP1v3/mty6v8PlKPmH8zz7IuOl/x97+HP17J15iv9k/v7U894k9GzFfAr76Kv9MRdb2J1BVX3lntHbzxR3bDvGusPr8TreFqv7DsHWb6+XXkQf2YKg+RudaMnW+svlbNM+0xzMnbxdA2lRfR8JBeaH81f8h8Vd9G6qwdvIxaC22jXv3PcSVfvs3IxsY3+C0CfHXsi9u+gQEAwMN4+sXf7tccE26I+2fjIt/+Wk2Lv2VahuV1kR8X9Lde9P8Lf/PTp//4f/eLX/QfLvwXur/Nx9a85cX+VFf9kvpX8BKRWw6faEWKp30LDv0nG/SSXQt4jCnrhzzEqR+kZ5QcYuqJyaL1ZzQ0r7jyRrSpctVWC53RLtIt9Zh5au2RuKqlrjEaNLeLe821XgcA1TL0bUa2zg4IBocE+KrYF7l+gwMAgK/O0//tr/n0ZbrwHxfuUx5j+1uA0HZRYTfu9ot6vfjvWmP2W9xdEJ/psey0vtTi1frml35J/YVeZ/JWDcFJqS5anUgmb8GhfmXBtf0UuwbwGFOuPeQhzvypxxii9MB17xnYOsunaKJ7uxjapvIW0Sa7QDftMUbqXjuN0XftNwaW+4W+5BanQ0HL7YBQh4Qx7DF/1zgk/CEOCPC1sS8++4YIAAAPg3sSAAAA4PFwMAT4UDz9l/+jn77kK/75yn5/ld/ejmMvU3s4iya6t4smBm/1Vh/fR72dvlK/561LZ5yWW/HKVsXUd7JIS9MJMJJ+KqxcCr3HuPc4uW0fhax51DzEmX9Wu8U3rGb5Ltpkr7yXt9MndV8fI1/Rdx19lZ9F2cfipO0Vf/G3v00I339DkLGN/lsEG7/rL/r06Q/96+MJAHxt7Iv82jdZAAB4V57++v/Cpy/TRXDG5tmk+TKa6N4uXvNUn9QPh4OT3oMWb5yFLkYgsrC+e9kuaYVbtz703bpw/Mwd/x0oT4rLvoW56nNaYblfTFnL/c/8s9o1f9IadzqiXVyXp3rlidZ1riPu9CGOtWd1H+NCPrUeBrSWvh4O3B9RDwV+SPjtueeP/fp4EgCPwL7QX/INFwAA3oyn3/tXfQOHBNXi2YX9oa56RCdE5UGvG73HsL1ew+nyK4+9Y+q9tnD8vB3/HShPisu+hTlZI1mt61SP9OfeHjb+thbe1Bte9q96D3GnxRvXzad11VOv5RK71txjrD34EqcRF/Q2poNCxNUhoUZ4eUDQQ4M9FocEeBj2Bfjab7wAAPAquCcBAAAAHgcHQoAPydP/4XdvfpMQ0fBcvF000b1tFK14uvKEvsaYrEgWbRevFZZ9N/S8GYvNb328qU+TOPqtToDuSWHZszAP1jDO1mZN89Ijan1Vq1z1puZpxF2+jDu9qX++ss5evc889Sqeac2nmI9hr/aHP/0mQbT25G8HfLQ8f3vQf5PAbxHgodgX+uobPQAAfDWe/u9/zTgkmBhTfk92fS2Gtqm8iDu01tsqP+kxVvtP1kiW6yJqcdm3MFd9V3nBohc9TrBaO37MTlQuhd5j2M/njltjytIhD7HMx6S+6apn7kloTy5xylVvap5G1J6K1zzVC88uulP3Hq25jpG+xfRfossbF/EW/RAQ2nPRdUiImBf/PiL3Q0EcDn4e0Q4LBocEeCj2xX72wwQAAN6dp3/1vy+HhBYnwl9x9r18VVPLdRgHX7i2z2qPxD0pLHsW5sFaLbzCC5a8mHys8eP1QHkhMveo3ph6rfIQy3xM6RtWy7z6mme61ypXval5GnGX92iTXUSr5/EGvV03xri+ftbpDy/1KubQ/Ba9OiTUgSDHyPW3A34AMD08780xPIt5QLBeg0MCPBT7gj/7wQIAAO8O9yQAAADA14eDIMCH5ulP/A3+gufE2f+3b1HTtoMO49U9hphaT1bPd7JGslr3tbDHzk/OFCOZPnGSZE9ahzzEMr9SKz+mykOor9pl+mFU7kloTy5xykN7GnGX9zjVVY9or6JP3om2F9m7X+tNDy9fzTc/X9F3T6LXRWdf+v4Kv4x8HK+n3/qyZr8N6H7WUuvj2t4Kv0GAD4F9YZ79QAEAgHfn6U//TX69c7kY3nxPfsuaplo/+EHpIa72DPLnyq5u3HI4kPCm2J55XTbFSLqXuVFazSS8LOXF3zK/Uis/pspDZJ41z0O7bDpjr/da5aE9jXjIwzN0fcXQNpXXahbt4jl1xRh6Ma0X3a7NX8Ssr+KkI+ZzWB0ObFiP3S/Qh+6XfbVuaC724ZvG/sfgkAAA8FB4uxEAAAB8HTj8AXwzPP1//hZ/AbU4+//XS4t6WTfUtOWgb+kxhniTnoH+eVNq3dAPUB6p0qsoTd2T0kWPqXo0RpJe8tQMf36L3unxxpS1Qx4i87PaPXuqt9XedIlTHtrTiLvcor+SnlHHygvfbs7VV/53r8Lv6hZ/9otPn37z52OM+DOJ9ur+b+mr/cP/o/+GPXkAuBv7n5yLSQCAh/L0//1bL9dhu+/Hbr9RTdPSQyz9wT09HiO51mv4H/qM1pCpxzFpuXtTLZJeS9/Qfk3q+Yanz9847DGmtPrjntV2uWF62df8g155omuvEf0C3IZdoI+RfyOPjrxIzwv41NrTPb/IDy91PpbpvNj32MZfGCMPBP/yn748VwD4Stg3Bg4JAAAP5enP/m11/ebUt+UQ/du055vv3X2torXU2nbQYZz2GCmmP8V1vP1kjW876tmirXWBewnPUZqm2pikNPXrn8novzUw8rkonoZXpSFSH57jWX6lZlG1yxBeSy2eXaSvLva75/lYYDov6A864qSlz7x6hT8u8H381qdPPx0jtcV/8U9eniMAfGDsmwmHBACAh8I9CQAAAPC+cOgD+OZ4+s3fVy8OO/q/cf9/uv8vrvWz2il3HlG8/SXHmmtrTur6CnniekzpTTGS9JxIDh+nqenC6h4Et8LPsh7vsi7W/Lyllnm+Kj+9ur/yZNzTq6/22/v1/7y9sv+zy6v7rsf4jZH/eRvmjfgv/Sl/igDwPcNvEgAAHs7Tz//ey7+4XIzkcCEb0VnUj1jH+CZvjBDqNq40L8u3PsC1vpN6Pyh4HJMuKa1m4B8z8etjGN7hYzr89HRf2eJ4eBnCLvxXF/I2VhfzB6+vH2O37t/9zeNFvo3fEP1LP/n06Q/96/H8AABugUMCAMDDefryD8Q15vL78eabdNlaH9tcdrqQV7CDUlq/lbbm6hbXGhb16U+5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低版本用曲面投影加工,高版本用引导线加工 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aigo8000* 发表于 2018-12-28 15:11
低版本用曲面投影加工,高版本用引导线加工
面该怎么画,我画了段圆弧沿外形扫出来的面,刀路投影出来达不到效果 aigo8000* 发表于 2018-12-28 15:11
低版本用曲面投影加工,高版本用引导线加工
可以了,谢谢
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