剖面线问题
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uMEAO53CdH/xUkeSchXtIRrw0DllrrV2tHflPYpvBpjdVinzPeS9oXt4ctrwH6CrJrAT1dc6ef0NHyi1/8Ijqi/9nPftZ8Tnbja/QxQIrr7irQK0b0zQieR99BEhjuoQ1AHwhV31trR5wKGqSc1rfWbos+uYVpNdDaWbSy2FrbF9dv62uAvoIMW0BPD8l58OCBe/XqVVMzgvpXv/pV9+Uvf7lZM+Tpc7Ije39ZAH1vHE6jM9zFSUFjG9hFpuSb+wK8/eTjMNzp3wM+8NVP03NQckQvt/lzrHMrYO2Ic4Nj7+Vze9HqsLYdlW/xaW1fXL+trwH6CjJsAT1V5/3333ePHz9e/B092Y2XDrJTU/f9ASF0h2l4+mJOvgTQ+ca/4TfyQ9l8Mx59Rj/3O1xyM96BTz76oLGRWQFLR6zt4KlKKWxT+LTEmrt8biraOLR2Fg0stlS+pX1x/fawBugryLIV9J9//rn3ZDy6u55uvKP18pPxCLbhlDrtG67R0xeqefWEltCfE3S4654gP1yXZ8AH5fY36A37mzvy29/xzRXU3tzXxzdvik/vTgFLR1wCOLTKaGPV2lG5NdnmjpXLt7QvbW63YAfQV5BFK+i5Svyse/oJHd1pT2v9s+7ZS2FrmsY/nqdnDLqTkPHJSmH12Gk42o6YO26NTClsU/ikumj9au0sPq22FnttvFo7S9nSVtu+6Jg9LQB9Bdm+FPQVVA0h7kwBTUecGgYayVPEUItP1kcbr9aO/KawlT417Yvrt6c1QF9BtgH6CpKEEFUKaDpi2XEvOU1hm8In1UPrV2tn8Wm1tdhr49XaXVO2pn2R/70tAH0FGQfoK0gSQlQpsNQRp4ABBab1q7Wz+LTY5i6fk6iNQ2tn0cBiG5a/1L64fntbA/QVZBygryBJCFGlwFJHHHbcc05T2Nbik3RJEavFb4nlL7Wvufa05c8A+gqyC9BXkCSEqFJgriMuERxTlUoRawqfFL/Fr8Ve61drt0bZc+1rKpd72A/QV5BlE+hvn7h7/PO3w8HdezL8y5jbJ/e891x12k9fxujL+4ma9md07BlrKOArMNURp4ABlZzbr7Z8rV3KOll85453qvyp9uW3wv29A+gryLkZ9PeeNP8Rzv/N+a17cu+eE9yP1JxswofMyOMA+oho2GVQYKojnuq4Y65T2KbwSbFr/WrtLD5T2eaOda78qfYVa0d72gfQV5Dty0B/dkcCfjDCpy+JfMkRf/Mf5LwRPIkD0FfQRKoJMdYRz3XcYcVS2KbwSXFr/WrtLD6tthb7FPGu5TPWvqhue18A+gpawEWgPx+9aXp/dB+vNNnQF65/NTMDM6Cnk4jGhkb64rgDzRzI4+LlYe/+FAg7YksHT2pZ7LW2WjtL+bX45BaojVdrZ9HKYrtUfti+uH57XwP0FbQAO+iP7iim6Ztr8DxSD04A+uo3I38xbd9DXALbn7ofTh5ov7gs0Dy69ujOtOZyu4La+wFEOX0A2NiDAmFHvNRxS01S2KbwSTFr/WrtLD6tthZ7bbxau7XLDtsX+cfiHEBfQSuwg/6Ju+0hS6CWo21/mzk8QLsVZLhxbwr04X4Bevq/880/lOkuHwiNAXohxg43ZUecAgYkaW6/2vK1dinrZPGdO15N+bJ97fDrNVllgH5SmnI+uAj0zbX1yMg5NqKnk4LuBr621nKEHgKdfTLM6Qhp71wD835KX54AlKMpIsmjgOyINR03R5nCthafpEGKWC1+aylfti9uO1hjRF9FG7gM9PQP3CKQjYCe7drRdjfi56H+1M14/dQ+SUiglzMFfDIgTxKqkBpBJlbgko44BWRS+CTptH61dhafVluLvTZerV2KssnnJe2Ljtv6ghF9BRm+CvRn/3f19EX0Xt5Inph9dAfv/7hLWItR/Aj0kZMK7yShAqERYnIFrB1xCnBQJVP4rcUnJ1kbr9auBF2t7Yu12PoaoK8gw2bQM8xDiFNdIyP6XoLmhryD6wfz/Qe8IUDfX4dvnPo347F5MKVPu3GNvhdnlxvWjjgFZFL4pGRq/WrtLD5T2eaO1Vq+tX3t5Ut4ICFHr5uTdzPX6YanYvciS1n1NIM+Bniu0gToedp+GvLkQII+HOnHRvTSvg0AoOdE7HNt6YitnbxG0RQ+qVytX62dxafV1mKfIt4UPrlOlvZFx+xlOXidd3+ndjeF2/T6tw6gz9sckoO+GclPn8x5v68XZwLhnfojlWR7Gn2IHXtUwNIRpwBCLT6pbaSI1eK3xvIt7WtP3z+AvoJsm0B/l/WhE4TjeTwj1M0SLT9y9y6DRVklKKDtiFNAJoVP0lTrV2tn8Wm1tdhr49XapSibfNLCMWjbV3fYblbxqfvDwR2P/LATjOhzt4ZiQZ9bGJRfnQKajpg7bU3lctumKD+FT9ZS61trR35T2F7qU9O+WIs9rQ/u9uRu6Jo81VpOtfbbAH3uBgHQ584Ayl9LAU1HfGknPxdjLT6pDilitfituXxN+5prJ1v97EDXWW9O3b8y7eEuqwvQSzVybAP0OVRHmSkUWOqIU0AmhU/SRutXa2fxabW12KeIN4XPWJ2W2hcds8fl4D2L3AM93THd3ZHPI/49KlRAnQH6ApKAEFZRYKkjTgGEPfvkpGk10NqR3xS21/pcal+sx97Wo9/R355uZn5HvTd5yqgvQF9GHhDF9QrMdcTXdvKx6FL4pHK0frV2Fp9WW4u9Nl6tXYqy53zOtS86bq9LM3VPSZt9YUSftX1YQH/46r86vKDB2m1grS/AVEecAhwUcwq/Wp9au1Rxcs60cWjtLPGm8DlX/lT7Yi32usaIvoLMW0H/f//0D4cXNFirDdBJw1rLVEecAgi1+CRtU8Rq8buV8qfa11rtt1Y/kz+vo8R7L4zqs+UYoAe014L2JX5Sgz4FZFL4rAmc3FlpdVjbLpVWS34Bes68vx6N6P2P8a4EBQB6gP4SQK91TErQawFD38PctinKT+GT+yytb61dqhysWT5Az9n31wC9r0eR73YD+h88cId3fhy97PBv337Dvf0DC/CfuW++9ob75q+DY6iMcLZq5v2Xvv0sGs9aEK3BT22gXxMcskPQ+tXake/ctlsrH6CXLXbYBugHLYrd2gvov/fOwYf5rx+7L7322P3bn/7hYqCnfdRRydfb70yDPHqiQODvyqgBujliTAX63JChL7w2hrXtLGVbbS322nrl9qktH6AnpcYLQD/WpLg9+wD9j93bEto0shcj/NFJgLjhcOokIAp2cRxB83vvREb9gU0OuJZUZk2g3xq4uDPaYr1S1Amg5xbjrwF6X48i360CehodH0KodXD1pstpn7Dzprp5P9k8cN9rgOgDejTV3ZTLtsE0Oh3fjdr/+7ffcOGxBHfqDMYvjoP80RR96D+2L17224tT8xOXAHZ0MpAK9NovmxYIWjsqN4VtCp/WWC322ni1dinKtvgkW4CeVBgvhxcvXrgtvsZVrXfPGqBvRr3vPAhg2kL9S961bAH66MkBAVOCXgDUgzoB8uAOr/0HwPuTAmHbgbIdqT9z33yH7Aaof4liFcdNjujFqL+F/uCDOijv5U3Rd/GFNuJ9f+LhlTGuQ0mjb00s//N///vkfQexz3KCPgVkqCfQ+tXa5fbJvZs2Xq1dCfWyxArQc0vw1wC9r0eR764HPY9wf+ze9mDXQf0Hw7XwFuLdiNkDtwTcDOg9/3TMhG0D+nC0HMY3lBkHfQBrLvsH4QnN4IdB2F7fD2cCBjv6vAc91YF9Vz6S/z//7xP39n/5r+67/+N/jWBP++gzsmGdaF0D6C0w0Npq7ajTqMk2d6wpywfo4wgD6OO6FLX3atATsLvpeR+YHeh/Tdeq+Ua4YR918i0Q+TMGoQ9vtonf1ObbSoCMTwIkUOm4YEQu3/M1/EMXG9Wxg/HidfdfP3Zvf/s/XmLGwI+rrbcHenk5Y4Own4J8TtCnAEItPq0nDxZ7rQZauxRlcwdsjQGgZ+X8NUDv61Hku2tBP0D8H94Nbt7ovR+1+qBvAdhBtx/VTsA7OgMwYUuw7OEcjMwJ6KP7Bg5ihN2ecBDQv/RaCPqIr+YEoRu992XOxNWd4AygD2ce+ISn3rUc2c9BvgbQW2Gg+ZLX4pProo1Xa0d+U9im8CljBei5Rfhr/ZPx7j/truV/6B69/rp79OFwbf/DR6+71x996GhNiaTt2ev+Hz5yr7/+yH0Y3B/w9P7B3X86+I37oPLvu6fBsaGtX826310H+g7ScjTcj2Tps+HGtna6mka6w75hpNsCtL2TfRqS3klFM/Kdth1Az8CUI3re180qvPPYffOd9qd2Q0xiJqIH+HBca9fGzdAeRvszce0A9KQNwz42XS81zjF1rwWC1o56gBS2KXxuNdZUWkm9APo46/wR/QSAPYiSTQ/9FsoMes8uBDEdd+gA3ZdD0J6Zng3KYf/NCcXEZ2wTr26de68CfeRGsgHGPuh5hO/fnMfgVIDeOqIfXb/vQE9+eEQvfUauvfd16UHfxtnOCPiQl/AaXzbgerbr0TX66MmPf4zvv47PCPbhNfmwHncN+lRA0PrV2knALPUsKXxymVrfWrsS6nVprAA9twp/fbjvjfSmoMsj6GE0TbDl0XcL+kdO+gpH9d7JQA96f/QeG9E3UFfFeHAHAX+/mnW/uwb0PQjldeUe/iHou6l9hloDWdEmGL4S0ORL5Gf82/W5kTOBWM4ekC2V102zN77l5+0InkfnBCSqX19+f2mB6xFeApDw5bLE8aIe5HMoZ64O0uc2t0sF/aUwmOsNUvik8nL73Uv5AH28dR/u8xR6MFIfoPvU3eeR+NP7Hdyfuvv3nzqyoQbUvvhkwId3O8ImH+10v3/M6+7RUxrpsw+x5ri8mYHgssGHH46m/zGi/1fvjulwdFbae+9EpD8BYVDH74qnYxjC/fH9iD6AbXciYjsBCW7Gk3HJE6adbN8l6LVA0tqlgmzu8rk718axtp1FV23Z1jrFYgDoWUV/7YM+AG47Yh9AP0A6gPrT+95ommHbr+lzCW45og9OMJpj5Oc96IeThd4v2XUnEP2+zt6vZt3vrhnRlwb2UTwE6H6mIIB0ESANZx1KjDFtTHsBvQVIWlutHfVQFluLvcWv1lZrZ4lzDVuAnlQcLz7oxdR3dERPEI2NohvQ3/em7uU0+uCrG+1LkDewFiN5PtnoTwwWruM39v7NgQT9LS2bBn0RME8LytHJTWV1vivQa+GhtaM+IIVtCp9bjfWutQLo4+Qzgp5G1REoT8C2H53z1D+PzkPQixOM/pge9OJSgDzuxVPXX3Z4Mdw7wCP7eHXr3AvQA8Q5TxbuAvR3DYSwJ9CWr7Uj/6lsLb5TxJDCp6VOc7YAPakzXnzQBxAPp+7bG+OCafsG3sP0/otmhD7YNMdMgPzRfeM1eu8SgQS9OBnA1H1V1+hzAgxl606gSgJ9Csik8EldbW6/eywfoB9DvmmL/aiYAC2APEy3C4jziJxG0wf/N+/x6/fttDvfnc+jbbZt9gflTo/oQ18B6IP7AOLVrXOvdURPHTNe0GDNNrDWNyfWEWuBpLVrOraD/v91af1q7VKVb/GbO9ZU5S9pEGtfdMzelwt+XkdT98OI/UUzbc7T+d1+nmLndX+C8KK5U7//6R3BOZhF8N730/ftiUV/HM8i9J+/cC+80f6Or9H/y+/dAS9osHIbWKujDDviVEDQ+tXaUf21tlo7i0/WX+tba2eJIYVPS/ka27B9sW57Xw9T9wLGPPJu18OIfhjl0015/LM4cSOcADdBmex9OAdT7J19OOKncptR/+uP3KPmJ3zyxIJ9jG/Sk362lFjTiH7lDv7OThp++Klzz/4UBfTNr/7pzj+0nMD8wZ2e/9OdTsExVIZhuf3VH6Lx3JkmBeXSINusadgRa+GhtaPCtbZaO4vPEmxz1ytn+WH7mm2MO/rQfzLeJOwZrpY1nSCIk4BVfS/HsaUc7gH0x2fOh/npz+72+Z/dzb/83sVAT/vC5Z/ylLkAACAASURBVPxsGuTREwUCf1fGHuFtqXOo9aXvZUecEwgUv7Z8rZ3Fp9XWYq+NV2uXomzyScvaMcj21RWBFensj96XAVqL/Zayu33Q/8mdZcJoZC9G+KOTADHSnToJiIJdHEeQOz6LjPoDGwsMt2wr03PNtuyItZ281o7i0tpq7XL7ZK218WrtSqhXilhl+2LtsAboq2gDV4OeRscuhFoHV2+6nPYJO2+qm/eTzafu2ADRB/Roqrspl22DaXQ6vhu1/7df/dOFxxLc4wvHQf5oij70H9sXL/u8ODU/cQlghycD8VzY91o74hQwoKi1frV2Fp+pbHPHmqp8i17W9kW+97BgRF9Blq8FfTPqffZpANMW6rfetWwB+ujJAQFTgl4A1IM6AdI59/yf7rY/KRC2HSjbkfof3OkZ2Q3LLcUqjpsc0YtRfwv9wcdoy5ui7+IbGQ07+hMPr4xxHbY8ipd1+/TTT93f//5399lnn7lXr165L774YhDLsGXtiFPAoxafLKs2Xq0d+dXaau0sPlPZUqzW9sUab30N0FeQ4etAzyPcP7mzB7sO6j8croW3EO9GzB64JeBmQO/5p2MmbBvQh6PlML6hzDjoA1hz2T8MT2gGPwyu9vp+OBMw2NHnPeipDux7hyN51uzjjz92f/zjH91f//rXBvZ3AfoUkEnhMxW4LH5z1yt3+awVQB8Hmv7HpvHjsfcOFLgK9ATsbnreB2YH+hNdq+Yb4YZ91MG3QOTPGIQ+vNkmflObb8vQaNfhZxKo9NnMwtfwXRcb1bGD8eJ199Of3flXfxaXH7hew3oEenk5Y6ew/8lPfuJ+85vfNLD/29/+1ozqZzI0+ZGlI04BD61PrR1VNJWtxbc2Bq1dirItPsmWFm28bGdpX10Ru1gB9BWk+RrQDxD/vXeDmzd670etBFh5DZzg10G3H9WGgO4AGZ0BmLAlWPZwDkbmlI/RfQNOjLDb8gjot89D0Ed8NfntRu99mTNxdSc4w4g+nHkYTgj8E5dt7//+97/vCPY0sqdpfJq+v2TRdsTccWvK0Npq7ahMra3WzuKT66z1rbWzxJDCp6X8S2217Ys13ssaoK8g05eDvoO0V0eesqbPBqi3o1ga6Q77BpC1AG3vZJ+GpHdS0Yx8p20H0DMg5Yie93WzCs/+7E7P2p/aDTGJmYge4MNxrV0bN0N7GO3PxAXQR58dcDqd3I9+9CP3u9/9rpm+f/nypdeqtG80HXEKyKTwSXXO7Xer5Vu0lRpo2pe2rW7JDqCvIJsXgz5yI9kAYx/0PML3b85jcCpAbx3Rj67fd6AnPzyilz4j1977uvSgb+NsZwR8yMsThPl7B9qTCz45YF1GD9/Z2RT+d7/7Xff06VP37NkzgL7rMyRglroRiy350tqvbZeibNZGG+s1MQD0rLa/Buh9PYp8dynoexBKKPXwD0HfTe3ziL6BrJCD4SsBTb7EMv7t+tzImUAsZw/IlpZuxqHxLT9vR/ADgNv3ffH9pQWuR3gJgE9aaM1l9UePNoZy5uogfW57+65AfxcwGCVb7EhRPrlP4bcWn6nqH/ML0IvGLDYBeiFGqZuXgt4fxZYHIu9EpD8BYVDzJQY/bjqGIdwf34/ofdvmoTt8w5482ZEnK97+9njvZjwZV8S2dI3Xiu8uQJ8CXPSd1vrV2ll8prLNHWuq8i16xWIA6EnB8QLQjzUpbs9WQd9cp+9nCgJIFwHVcNahxBjvJqZaQR+DwdQXXGurtaNyLLYWe4tfra3WzhJnKtupWAF6Uny8APRjTYrbs1nQFwHzuwHlWiPrXH5Sg36q4459GbW2Wjsqoybb3LHmLn8uXwB97BvjHEAf16WovQA9YJwL8FzulkFfArjm4BV2Rtp4tXYpyrb45Ppp452zA+hZTX8N0Pt6FPkOoAfoGbi51ilBP9dxh19Ira3WjvzXZJsi1hQ+c+kK0IffmPY9QB/Xpai9AD1AnwvwXG4q0OeGTO7yqaPRxqC1s/i02KYqf80YAHpSc7wA9GNNittjAX0seHqSGT3RjJ5sRk84o4efUMeNFzTQtoFUT8ZLAY9afPJ3VRuv1o78am21dhafqWw1sQL03Kr8NUDv61Hku2tBT/91jP4hCT2rnGBPTzijh5/gBQ20bSDFs+41HTd/IbW2WjvyW5NtilhT+MytK0DP3xh/DdD7ehT57lrQ078Wpf86RrCnkT09xpSecIYXNNC2gRT/vS4FaLQ+tXbUIeS23Wr5Fm21GgD0cYQB9HFditp7LejpH5AQ7Om/jtE0PkEfr8s0cP/5Pzl67U2/XP+PPgUMcvvkzkULL61dCfVKEaulXgA9ty5/DdD7ehT57lrQ0/8OpxcBn170D0nwukwDBj2t96Qhtx1uS5d+UawdsRYcWjuKuybb3LGmKt+SB0sM1vZ1aTuu7TiAvoKMWUD/8OFDh9d1Gkw2iW4038N+0hAfTClg7Yi1nbzWjuLS2mrtLD5ZF63vte0ssWrLttYpVQwUr7V9cexbXwP0FWTYCvoKqlRsiHSSNFpCwNN7LBcpYOmItaDR2lHANdmmiDWFz5J0tbSvixpwpQcB9BUkDqC/uySNQB+DPEB/cUIsHbEWSmvbUeW0PlPZbrV8i16XaGBpXxc34goPBOgrSBpAf3dJ8kAfg/zdhbLJkrQdsbaT19qRmFpbrZ3FJydT61trZ4khhU9L+RZbS6zSr7Z90TF7WgD6CrIN0N9dknrQA/JJRNd0xNpOXmtHFanJNkWsKXxadbXYXxqvpn0ladiFOwXoC08QhQfQ312SGtAD8skE13TE2k5ea0eV0dpq7Sw+LbZbLf+uNNC0L4plbwtAX0HGVwH97cndHI7uXEF9s4QYgzvtw7KqAksdsRZ0WjsKvibbFLGm8Fmqrkvta9XGXJEzgL6CZF0H+lt3ujm4w80NQB/L9RTgAfmYWlfvm+uItUDS2lGwNdnmjjVV+ZY8XBvDXPu6uvFW7ACgryB514GeK3h2R4zoWYx2Dcj7etzBu7mOWNvJa+2oOlpbrZ3FJ8up9b22nTVWbfmp/K5R/lz74nzscQ3QV5B1gD5BkmKQd6552FCC0uCyU2CqI9Z28lo7Kq4m2xSxpvBZuq5T7WvvX0CAvoIWANCvmKQY4MU0fX/X/YpFwtWgwFRHrIXS2nYUmdZnKtutlm/Ray0NptrX0AL3uQXQV5B3gH6FJC0AnksA6FmJNOtYR6zt5LV2FLnWVmtn8cnKaX1r7SwxpPBpKT+Xbax9cT72vAboK8g+QH9hkqbgLkbwoWeAPlRk3fdhR6wFktaOoq3JNkWsKXxadbXYrxlv2L7Wbb31egPoK8gdQG9I0hzcZwDPJQD0rESaddgRazt5rR1FrbXV2ll8smpa32vbWWLVlm3xmar+2hjC9sXx7H0N0FfQAtYBfQUVvTbEOcgrfQP0SqEuNJMdsRY0WjsKqSbbFLGm8FmTrrJ9XdhEN3kYQF9BWgF6RZJikFccFpoA9KEi676XHbEWSmvbUY20PlPZbrV8i14pNJDta92WW7c3gL6C/AH0M0mKAV4xRT/lEaCfUmad/daOOAUMUvhkdbS+tXbkV2urtbP4TGWbKlZr++K8bX0N0FeQYYC+S9IU1MP9V+QUoL9CPMWhlo44FQxy+01RfgqflE6LX4u9xa/Wluws7UvRXDdjAtBXkMrdgz4E+dT7FXIJ0K8g4owLS0es7eCpOK2t1s7i02K71fJL0cDSvijmvSwAfQWZtoKeYLWVl5uCerc/RT0raBLVhqjtiHMDkQROEUMtPlPVP5Vf1lXbvqr9Al0YOEB/oXB3eZgF9HcZV9KyYoBPWiCc34UCmo6YO21NPDXZpog1hU/S3eLXYm/xq7WVdpr2pWlXW7MB6CvI6GZBH4P51L4K8oQQlxXQdMSy417yqLXV2lF5FluLvdav1i5F2ax37hguLV/TvriOe1oD9BVke3Ogn4J5bH8F+UGIegWWOuJLO/ilCHL7TVF+Cp+ko8Wvxd7iV2sb2i21r6V2stXPAfoKMrsZ0MdAPrWvgrwgRLsCSx1x2HHPlaC11dpRWSlsU/i0xJqq/BJiCOu21L7m2tOWPwPoK8hu9aAHzCtoZXcT4lxHHHbacxFpbbV2VJbF1mJv8au11dpZ4kxla4nVEkPM71z7It97XQD6CjJfHeinwM77K9AcIaZRYKojjnXaUxHUZJsi1hQ+SWuLX4u9xa/Wdspuqn1NtaW97AfoK8j0xaA/H93heL64hufjQX88Q3xufXEkOHArCkx1xFMdd6zeWlutHZWRwjaFT0usqcovIYapuk21r1g72tM+gL6CbF8G+rM7Hg5NB0ZfCvm69+R2VOvbJ/c8G2k/2pYnD3Ng589GpWHHXhWIdcTUvrRLTbYpYk3hk7Svye9crLH2pW1bW7bTf8O2rELhdbOD/tY9uXfPhTxvYC4hLepNn/UnAKOZgIg/hvjUWvjGJhRgBcKOeK7T5mN4XZNtilhT+CRtLX4t9ha/Wtslu7B9cdvZ+xqgr6AF2EBPUPZH8PTliL4E9BvQ39ON6mNPq2tmD4Q/52hGgU42IicJFWiOENMoEHbESx23jEJrq7Uj3xZbi73Fr9ZWa2eJM5VtrljD9kX1w+IcQF9BK7CA/ny8556cn7h79564YYI+Attg1L40oo/Bvd/XQf2eN4vAoHfOBWVVIDlCTKSA7IhzwUBWLUUMtfgkHSyxWuwtfrW2GjvZvmSe974N0FfQAiygb6pzuwLo6brp1LR8t3+4PNBB3TvBEKCnEwE+8QD0K2hx6UKUHbGm4+ZItLZaO/KbwjaFT0usqcovIQZN3WT74raDNUb0VbSBi0A/NV0v94up9n5EvwD3Bv6NagTyo2vv6R+gTnfqt26HfcM0Pkb3VTS4hEFe0hFrOngOObdtivJT+CS9avKrjfWS9sVtZ8trjOgryO5FoOcRdFO/5an7pdE7fdEOzTX3TjBv1iCAelO23BcpvwLdEeL6Clg7Ym0HT5Hmtk1RfgqfVq0s9initfi0tq/1W3iZHgH6MvPiRWUGPU2Py5H71DYNvedG8H0UBOrDcFc+7Z8EPX1Ed/A/6W7Ga4yjvwLo3WNjNwpYO2JtJ6+1I6FT2KbwaYk1VfklxKCtG9lZ29devngAfQWZtoK+n4bv6xaMqOfgTp81M+zdw3II6Aeeju8dkkV06r61aEfzw815YnSPa/RSxN1tWzpibQdPIua2TVF+Cp9WrSz2KeK1+rS0rz19+QD6CrJtA72Aal+32/mRO4O/t6cb5eVP8vhavDBw8uQhUmYzq8C/5afPOx8AvRRxd9uWjljbyWvtSOwUtrX4tNbfYl+KBpb2tacvH0BfQbZNoA9ByhCfWvfAbqfn6QtLL3GfXjd6F+DvPhxuvFsQMYxpwRwfb1cBbUesBYfWjhS12FrsLX61tlo7S5ypbC2xWmKw+GVbbfuiOPa0APQVZNsEelmfSbhLoyu2aVr/eG46UPqiTb2Gn+FdURYO3YQCmo6YO21NhXPbpig/hU/S0uLXYm/xq7XV2oVxatqXpl1tzQagryCjZtDHAF9BPRHi9hXQdMTaTl5rR6qmsE3h0xJrqvJLiEFbt9BO0762/y0b1xCgH2tS3B4T6AH54vKHgAYFljrisOMejhxv5bZNUX4Kn6Scxa/F3uJXa6u1i8W51L7GrWgfewD6CvKsBn0I+QrqhhD3pcBSR6zt5LV2pG4K21p8WutvsS9Rg6X2ta9v21BbgH7QotitS0D/8OFDh9dlGhTbEDYQ2FxHrAWH1o7kstha7LV+tXYpyrb4JFtatPFq7Sw+LbZT5c+1r6aCO/0D0FeQeDXonWvgXkGVig2RTo6wpFNgqiOe6rhjkeS2TVF+Cp+kncWvxd7iV2urtZuLc6p9xdrRnvYB9BVkG6C/uyQB9Gm1nuqItZ281o5qkcK2Fp/W+lvsS9Zgqn2lbdXlewfoy8+Ru0vQNw/K8X9EX4FC64UI0K+nZcxTrCNOAQ4qO4XfWnymqn8qv2vpGmtfsXa4t30AfQUZTwX629NN0xnSl2zxtRP4A/RpvxBhR7xWBx9GncJvLT5JC0usFnuLX62t1k4TZ9i+wnax1/cAfQWZTwn6m9Ntq8Do6XW37nRz4/jjCmRaJUSAfhUZJ52EHbG2k9faUcEpbFP4tMSaqvwSYtDWTWMXtq/JhrizDxZB30zl3pxch4O4POej64EhLM5HAgUBI3xW+tkde5/0HPTYiDI8Rjje2ebVoCeIs8ZiZE4j+psb3ag+lt8tpgGgT5tV2RFrOm6OJrdtivJT+CS9LH4t9ha/WlutnTZO2b647WDt3OF0E4PssE9wwdfr9uRuxD8qiYGgBT39S9OTu/EcBaDvoc9FiH+Cwrt2vL4O9KQlj8zppGt4jn0Deh6yY0TftDCAPu0XTXbE2k5ea0eRp7Ctxae1/hb7WjSQ7SttS67LuzeiV43eu/q1kDg34KBG0LxubtwNb8fWNyd38v4r2sHdnE5idM/iAfSsBK2vAn0AcAl3ue3kqL/PHZ8gyGi2vQ3Qp82vtSNOARiuoda31o78am21dhafqWxzx2op39q+uC1sfd2CvuvkvUF3MxCnad3YFLocJTb/vHxm6j4mYTCi78EyzCTEy4352v6+a0DvwZykEuAffbZ9KRdrCNAvSnSVgbUjtnTyKWxr8UlJscRqsbf41dpq7axxWtvXVY25ooMP1NmT6NFXSH6uGMFCTrf31+jbqeGoL+9fn7agPzXX8NkpzfDfBP8edfhsz1upQN/+m1k6aZvIf7N/X6N6gD7tN83SEaeAAdVO61drl9unpXzOrrZuWjtLDCl8cvmW9sVa7GHtTd1ThYffUd+624k78FpACHl42vfm6I7iTu3+Gn03O9CeNwwnA817un7fnTQA9EJTsXkN6OUInlwOo3jKwwDxUU5dm6fYvRcitM1tAvRpU2rpiFMCQVPLFOWn8El1sfi12Fv8am21dpfEaWlfmjawFZsO9MOoTg7iG+jLkTvVWt6E18GAEtcCYYA47Qtf5LuFv5i6FzfqhbMLe4PMVKO6CvSjfDHcx/dB9Cd5zTHDTXtTcW1xP0CfNqvajjgFDKhmWr9au9w+LeVzZrV109pZYkjhU5avbV+sxV7Wh6Zzj0CZEjK8GA7tiPAgzwZIKW/qfrCNj+ibA4Yb8PpjMXU/1eiuAn2XH84lnzw1J1VBHv22ELs3YyrC7ewH6NPmUtMRp4bBUg23Wj7VW1s3rZ3Fp8X20vI17Wsp/1v8fDR134zYw1G842n8dsQe8CEAvTxB8LeH44YRvZw1wNR9vIldDfqRW56292dghvzQAcMsD33pRid3I5/b2AHQp82jpiO+tJNfilzrV2tH5WlttXYWn1Zbi32KeO/Cp6Z9kQ57Ww6Op98Z7jRt22x3HT3vJ2X6zwKZ+lE5A6T9fHFE3/k70w2BxzNuxgtk5bfrg549Yx0qANCHiqz7fqkjTgEDqoHWr9Yut09L+ZxBbd20dpYYUviMlb/UvliLva0PB36YCt9QF47euuu1NOVLo2+e+mWheLq3HQ1GQH+mB+vQyL6d0u+vwx/P3fX61lO/X14y8IeYXOTu1gD93aUcoE+r9VJHfFdAmKplivJT+KT4LX4t9ha/Wlut3bVxLrWvqbxvff946n6yxjTCH66/T5rhg9UVAOhXl3TSIUA/Kc0qH8x1xClgQEFr/Wrtcvu0lM9J09ZNa2eJIYXPqfLn2hdrsce1AfR7lKeMOgP0d5cHgD6t1lMd8V3CIFbDFOWn8EmxW/xa7C1+tbZaO0ucc7ZT7YuO2fMC0FeQfSvoCVZ4Xa5BBU2i2hCnOuK7BkIoYIryU/ikuC1+LfYWv1pbrZ0lzjnbqfZFx+x5AegryL4F9BVUByHuWIFYR3zXMAjlT1F+Cp8Ut8Wvxd7iV2urtbPEuWQba190zN4XgL6CFgDQV5AkhKhSIOyIc8BABrrV8qmO2rpp7Sw+LbZrlh+2L5nrPW8D9BVkH6CvIEkIUaVA2BGv2cnLALR+tXbkW2urtbP4tNpa7FPEm8Knpk5h+6JjsDgH0FfQCgD6CpKEEFUKyI44Fww40BTlp/BJ8Vr8WuwtfrW2WjtLnFpb2b7oGCytAgB9BS0BoK8gSQhRpYDsiHMCgYJNUX4Kn9ZYLfYp4k3hU1sn2b7oGCytAgB9BS0BoK8gSQhRpQB1xHhBg5RtQNUQd2YE0FeQcIC+giQhRCgABaBAoQoA9IUmRoYF0Es1sA0FoAAUgAIWBQB6i1qZbAH6TMKjWCgABaDABhQA6CtIIkBfQZIQIhSAAlCgUAUA+kITI8MC6KUa2IYCUAAKQAGLAgC9Ra1MtgB9JuFRLBSAAlBgAwoA9BUkEaCvIEkIEQpAAShQqAIAfaGJkWEB9FINbEMBKAAFoIBFAYDeolYmW4A+k/AoFgpAASiwAQUA+gqSCNBXkCSECAWgABQoVAGAvtDEyLAAeqkGtqEAFIACUMCiAEBvUSuTLUCfSXgUCwWgABTYgAIAfQVJBOgrSBJChAJQAAoUqgBAX2hiZFgAvVQD21AACkABKGBRAKC3qJXJFqDPJDyKhQJQAApsQAGAvoIkAvQVJAkhQgEoAAUKVQCgLzQxMiyAXqqBbSgABaAAFLAoANBb1MpkC9BnEh7FQgEoAAU2oABAX0ESAfoKkoQQoQAUgAKFKgDQF5oYGRZAL9XANhSAAlAAClgUAOgtamWyBegzCY9ioQAUgAIbUACgryCJAH0FSUKIUAAKQIFCFQDoC02MDAugl2pgGwpAASgABSwKAPQWtTLZAvSZhEexUAAKQIENKADQV5BEgL6CJCFEKAAFoEChCgD0hSZGhgXQSzWwDQWgABSAAhYFAHqLWplsAfpMwqNYKAAFoMAGFADoK0giQF9BkhAiFIACUKBQBQD6QhMjwwLopRrYhgJQAApAAYsCAL1FrUy2AH0m4VEsFIACUGADCgD0FSQRoK8gSQgRCkABKFCoAgB9oYmRYQH0Ug1sQwEoAAWggEUBgN6iViZbgD6T8CgWCkABKLABBQD6CpII0FeQJIQIBaAAFChUAYC+0MTIsAB6qQa2oQAUgAJQwKIAQG9RK5MtQJ9JeBQLBaAAFNiAAgB9BUkE6CtIEkKEAlAAChSqAEBfaGJkWAC9VAPbUAAKQAEoYFEAoLeolckWoM8kPIqFAlAACmxAAYC+giQC9BUkCSFCASgABQpVAKAvNDEyLIBeqoFtKAAFoAAUsCgA0FvUymQL0GcSHsVCASgABTagAEBfQRIB+gqShBChABSAAoUqANAXmhgZFkAv1cA2FIACUAAKWBQA6C1qZbIF6DMJj2KhABSAAhtQAKCvIIkAfQVJQohQAApAgUIVAOgLTYwMC6CXamAbCkABKAAFLAoA9Ba1MtkC9JmER7FQAApAgQ0oANBXkESAvoIkIUQoAAWgQKEKAPSFJkaGBdBLNbANBaAAFIACFgUAeotamWwB+kzCo1goAAWgwAYUAOgrSCJAX0GSECIUgAJQoFAFAPpCEyPDAuilGtiGAlAACkABiwIAvUWtTLYAfSbhUSwUgAJQYAMKAPQVJBGgryBJCBEKQAEoUKgCAH2hiZFhAfRSDWxDASgABaCARQGA3qJWJluAPpPwKBYKQAEosAEFAPoKkgjQV5AkhAgFoAAUKFQBgL7QxMiwAHqpBrahABSAAlDAogBAb1Erky1An0l4FAsFoAAU2IACAH0FSQToK0gSQoQCUAAKFKoAQF9oYmRYAL1UA9tQAApAAShgUQCgt6iVyRagzyQ8ioUCUAAKbEABgL6CJAL0FSQJIUIBKAAFClUAoC80MTIsgF6qgW0oAAWgABSwKADQW9TKZAvQZxIexUIBKAAFNqAAQF9BEgH6CpKEEKEAFIAChSoA0BeaGBkWQC/VwDYUgAJQAApYFADoLWplsgXoMwmPYqEAFIACG1AAoK8giQB9BUlCiFAACkCBQhUA6AtNjAwLoJdqYBsKQAEoAAUsCgD0FrUy2QL0mYRHsVAACkCBDSgA0FeQRIC+giQhRCgABaBAoQoA9IUmRoYF0Es1sA0FoAAUgAIWBQB6i1qZbAH6TMKjWCgABaDABhQA6CtIIkBfQZIQIhSAAlCgUAUA+kITI8MC6KUa2IYCUAAKQAGLAgC9Ra1MtgB9JuFRLBSAAlBgAwoA9BUkEaCvIEkIEQpAAShQqAIAfaGJkWEB9FINbEMBKAAFoIBFAYDeolYmW4A+k/AoFgpAASiwAQUA+gqSCNBXkCSECAWgABQoVAGAvtDEyLAAeqkGtqEAFIACUMCiAEBvUSuTLUCfSXgUCwWgABTYgAIAfQVJBOgrSBJChAJQAAoUqgBAX2hiZFgAvVQD21AACkABKGBRAKC3qJXJFqDPJDyKhQJQAApsQAGAvoIkAvQVJAkhQgEoAAUKVQCgLzQxMiyAXqqBbSgABaAAFLAoANBb1MpkC9BnEh7FQgEoAAU2oABAX0ESAfoKkoQQoQAUgAKFKgDQF5oYGRZAL9XANhSAAlAAClgUAOgtamWyBegzCY9ioQAUgAIbUACgryCJAH0FSUKIUAAKQIFCFQDoC02MDAugl2pgGwpAASgABSwKAPQWtTLZAvSZhEexUAAKQIENKADQV5BEgL6CJCFEKAAFoEChCgD0hSZGhgXQSzWwDQWgABSAAhYFAHqLWplsAfpMwqNYKAAFoMAGFADoK0giQF9BkhAiFIACUKBQBQD6QhMjwwLopRrYhgJQAApAAYsCAL1FrUy2AH0m4VEsFIACUGADCgD0FSQRoK8gSQgRCkABKFCoAgB9oYmRYQH0Ug1sQwEoAAWggEUBgN6iViZbgD6T8CgWCkABKLABBQD6CpII0FeQJIQIBaAAFChUAYC+0MTIsAB6qQa2oQAUgAJQwKIAQG9RK5MtQJ9JeBQLBaAAFNiAu23I0gAAAPxJREFUAgB9BUkE6CtIEkKEAlAAChSqAEBfaGJkWAC9VAPbUAAKQAEoYFEAoLeolckWoM8kPIqFAlAACmxAAYC+giQC9BUkCSFCASgABQpVAKAvNDEyLIBeqoFtKAAFoAAUsCgA0FvUymQL0GcSHsVCASgABTagAEBfQRIB+gqShBChABSAAoUqANAXmhgZFkAv1cA2FIACUAAKWBQA6C1qZbIF6DMJj2KhABSAAhtQAKCvIIkAfQVJQohQAApAgUIVAOgLTYwMC6CXamAbCkABKAAFLAoA9Ba1MtkC9JmER7FQAApAgQ0oANBXkESAvoIkIUQoAAWgQKEK/H/8IYCf5m5RkgAAAABJRU5ErkJggg== 剖面线只有一个铁钻石，在工程图里也只有一个选项。大家有遇到这个情况吗？望指导data:image/png;base64,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
因为这个剖面线是来自于你对你材质的剖面线，材质的剖面线是什么形状的，工程图的剖面线就是什么形状的。 大墨子 发表于 2024-7-13 08:26
因为这个剖面线是来自于你对你材质的剖面线，材质的剖面线是什么形状的，工程图的剖面线就是什么形状的。
我想表达的是：我想更换剖面线的样式，可是只有一种。没有多余的样式让我选择
2021以下版本的看看“安装目录\SOLIDWORKS Corp\SOLIDWORKS\lang\chinese-simplified\sldwks.ptn”这个文件，可以用记事本直接打开，看看里面内容
2021以上参照https://help.solidworks.com/2021/chinese-simplified/solidworks/sldworks/t_hatch_pattern_file_change_location.htm，查看sldwks.ptn文件 2011ayoon 发表于 2024-7-13 10:03
2021以下版本的看看“安装目录\SOLIDWORKS Corp\SOLIDWORKS\lang\chinese-simplified\sldwks.ptn”这个文件 ...
感谢 已解决
1.关于材料的剖面线，国家标准里面是有规定的，什么材料用啥样的剖面线，
2.如果想按照自己的来随便画，可以自己设置，（具体怎么设置，百度问问）
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