xzklk 发表于 2020-7-30 21:37:39

定距打断于点

本帖最后由 xzklk 于 2020-11-15 23:06 编辑

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f1npc2GS8cxE7G5wdBaMSoVUT5RVwTXmPwWrMPZLywjBMohLze0NYMgIjXiiS/ND///PrH06PFczLCHJDx4pCRMRlHCJoraxgt4393sP/9V1q3GTJDV/i9+14yJmO7/sUZuBsOoz43QsavAn797oRMyK9M1P4zGW8QxIJEkNQOjtbX6yHkbwIuv6MZMkMlDy1+JmMydjLegIEW4dHymq1kfEXA5fcjYzIueWjxMxlvEMSCRJC0CI+W16wp47sCfv1+5sgcvTJR889kvIGMEzCCRJDUDI7W13oq41oCLr+nGTJDJQ+1fyZjMvaYehMGaodH6+tdFXILAZffkYzJuOSh9s9kvEkQCxJBUjs8Wl/vjIxbC7j8jmbIDJU81P6ZjDeRcQJHmAiT2gHS8nqfZNxTwK/fzwyZoVcmav2ZjMnYY+qNGKgVHL2uk4U8UsDldyVjMi55qPkzGW8UxIJEkNQMj9bXSrym/1eUkbiNtJbW9Xf9vnlBxmTsZLwRA9ED9l/z/vdfUddKyH0lFZWD2usi482CWJAIktoh8vR6Mwi4/I5myAyVPNT6mYzJ2Ml4MwZqhcfd65TynVFsM675bq98rt/Gg4w3C2JB0m+4BNmfWpcCXqEu5uhPb1foZ4TvQMabyThBJ0gESY/wWU3AZc3MkBkqeajxMxmTscfUGzJQIzzeXWNlAZffl4zJuOShxs9kvGEQCxJBUiM88jV2EXD+vvnVHJmjzEKNVzLeUMYJHEEiSO4GSCnfnTna+bvfZcfnPucOGZPx18fUOXwN0udBWr02mQEC+sOAWvypxer89/h+ZEzGb2UsfAUNBr4zQMjfa9RDZCvcg4w3lXGC9zVIhK9gwcA1Bl5naAUp+A7XGKhVLzLeXMbCd8zg1RrgGtfBwH0GyPh+7Wqwu9I1yHgzGQte4ZECrPxnpUDr/V3I2DzVYo6MN5Cx4BUYJQMEUpcH9axbz1pym+06ZLyojMvwnQ1K660TbhioU8dvPJJxnzp/68PsvyfjxWScA3h2MK3/XsDl/hPEvfrd4U6t+9X6Tn9m+QwZLybjWcCzznoBRsD1anmXS0Ie34O7vYvyOTIm47f/d8ZRALWO9yFHwO/rMooXMo7Vj1EcPLkvGZMxGU/AQClfwR8v+PUkXk+eiHHEZ8l4giAeAYZ7jg+XUsD6Mb4f33pAyPF79K2HI39PxmTsZByIAQKeN9DJeN7ejZRwvjcZBwri3BSvew01Aa/RbzJeo4+j8peMydjJeAADBLxmcBPymn3tIWgyHhDEPRrrHvFCgYDj9aT2nJDx+j2uzUy+HhmTsZNxIwZK+QrpPUJan/focxZozVcybhTENZvkWvMMeClgfZunbzV7Rch79v0pQ2RMxk7GDxkgYOFbBjEZ46Hk4ezPZPwwiM8W2vvWGlACXqufNeeTjLFxhycyJmMn45MMELCQPROyZIyTM5y8voeMTwbxa+H8ef2BK+UrYNfvd82ZxgtervJExmTsZFwwUAr46jB5vwDODJAxFjILZ1/JuAjis0XzvrUGjYDX6meE+SRjTF3lkIzJeMuTMQELy6thefX9hIyxK8yQMRlvI2MCFo5XwvHpe8kYb1cYImMyXlrGBCwQrwRizfeSMfau8ETGZLyUjEv5CkNheCUMW7wXgxg8yxUZk/H0Mi4FfBZ87xOSPRggY5yd5YyMyXhKGROwkDsbciPfR8Y4PcsfGZPxNDImYMF2NtgivY+QcXuGRzIm49AyJmBBdibIIr+HjDF8hk8yJuNQMi7lK8SE2JkQi/4eHOP4DKNkTMbDZVwK+Ay03iPcZmOAkDH7jVkyJuMhMiZg4fQtnFb6PRnj/RvPZEzG3WRMwALpWyCt+nsyxv43tsmYjJvKmICF0LcQ2uH3ZGwOvnFOxmRcVcalfAWQAPoWQDv93jyYhyPeyZiMH8u4FPARbH4njHZmgIzxf8Q/GZPxLRkTsGA5Cha/+8kHGf+sCU7+1ISMyfi0jAn4z+AIEbW4wwAh4+YTN2RMxocyJmDh8Sk8/P11Nsj4es124YyMyfiHjAlYYOwSgL2/JxmbrU/MkTEZl+799+dPsPh7QYKB5wwQ8vMarsghGW8q49LAK4LtOwm8qAyQMTbfsUnGG8mYgIXAuxDwd325IOO+9Z6FbzJeXMYEbPBnCaOd1knI5vKVdzJeUMYEbNBfB92fYzFBxrH6EWE+yHgBGZfyNeSGPEKwWMMxh+b0uD478kPGk8q4FPCO4PrOwmx2BggZwyXDZDyRjAnY8JbD6+e5eSDjuftXe/7IOLiMCdjA1h5614vBFBnH6EOUeSDjgDImYEMaJSCsox2LZNyutjNyS8ZBZEzABnPGALHmZ9wS8rP6rcQfGQ+ScSlfA2kgVwoV3+U8z2b/fK1W54qMO8q4FPDqYPl+QgYD3xkg4+812oUjMm4sYwI2bLuEie95j3VCvle31Xgj4wYyJmDDtVpQ+D7tmCbjdrWdiVsyriRjAjZQMw2+tcbhlYzj9GLkXJDxTRmX8jVMhmnkELv3/PzJkPl7+HQOyfiCjEsBPy28zxs+DGAgM0DGWCDjLzImYEOSA9MrFloxQMbYIuM3MiZgg9EqdF0XW58YIOS92SDj/2RMwHsPwqeA9Pe46MUAGe/N2tYyJuC94e8Vsu6DszMMkPHenGwl41K+wN8b/DPh6D0Y6c2AXNqXueVlXAq492C5376Dpfd6f4cBMt6XmyVlTMD7An0nAH0GL1EYION9WVxGxgS8L8RRgtQ6MPiUATLel6GpZUzA+4L7NPR8HjtRGSDkPdmcSsalfAG7J7BRA9S68FiLAdm2J0vhZVwKuBbsrrMn7Pqu7zMwQMZ7chpSxgS8J4wzBKU1YrMHA4S8H2dhZEzA+8HXI9TcA1czMkDG+3E7VMYEvB9wMwajNeO0NwNkvB9zXWVcyhds+8HWO9DcD2MzMyAj9+K3uYxLAc88GNa+12Dot36PZoCM92KwiYwJeC+IRoeW++NtRQbIeC+uq8mYgPcCZ8Xw850wHI0BQt6HyUcyJuB9QIkWUtaDvR0YION9OL8k41K+INkHkh1Cz3fEc0QG5Ow+XH6VcSngiLBa0z6w6rVe78gAIe/B/VsZE/Aezd8x2HxnbM/GABnvwexfMs4Sng1W690DVn3W5x0ZIOM9uP8h4x1h9533gF2f9XlGBsh4D27/knECVeP3aPyMoWTN2NyVAbm8Pvtk/H/rN3nXAPO9sb0KA2S8PstkTMa/Vgks32P9wNq1x2S8Pts/ZJxg1/j1G79rqPne2J6VAbm8Nrtk7GTsZIwBDEzAABmTsUGdYFBn3e1b99oBo7/1+kvG9WoZkcu3J+O0UI1fu/ERYbQmzGHgmAG5fFyfmfkhY6deTz4wgIFJGCBjMjaskwzrzDtDa183aPS2Tm/JuE4dI/LoZEyyNloYwMBEDBDymkL+KOO0c9D0NZsecVdoTVjDwDkG5PK5Os3GExlPtCOeDS7rXTM09HVsX8l4bP1b8U/GZOwRJQYwMBEDZLyhjNMOQOPXbHyr3Z3r4gUD7RmQy+1r3Jvjw5NxWoymr9f03pC5H4YwUJcBuVy3nhH4JOOJHk9FAMYa1gsBPZ2vp2Q8X8++zdlXGacLaPx6jf8Ght/rOQZiMyCXY/fn6vyQsZOxf3kHAxiYkAEyJmODO+HgXt2lef9ag66f6/WTjNfq6amTcRpkjV+r8cJZPzEwPwNyef4e5jkkY6dcTzowgIFJGSBjMja8kw5v3oV5XWeI9XLfXpLxOr0/fTJOA6/x6zRegOslBtZgQC6v0UcydsL1lAMDGJiYATImYwM88QA7Fa0xwPqoj2S8BgNOxoRqU4UBDEzOACHPL+RLMk67cE2fv+lOU3qIgbUYkMvz95OMJ98RC9X5h1AP9fApA2Q8P0NkTMYeUWIAA5MzQMYbyjjt4DR+/sY/3Yn7PAYwEIsBuRyrH1fn4/LJON1A0+du+lVIvF+/MRCfAbkcv0dHc0TGkz+eOmqu3809nPqnf1cYIOO5ebkl4wSIxs/d+CtD7r16jYE5GJDLc/Tp3TyRsZOxf3kHAxhYhAEyJmPDvMgwv9ux+bt5B1zv9uodGc/b79sn4zTkGj9v44W03mFgTQbk8px9JWMnWk81MICBhRggYzI20AsNtFPTnAOtb/pGxnMy8OhknAZf4+dsvNDWNwysy4Bcnq+3ZOw064kGBjCwGANkTMaGerGhdnqab6j1TM/IeD4GnIzJ0wYKAxhYkAFCnkvIj2WcduGaPlfTnZz0CwPrMyCX5+oxGS+4Ixa0cw2hfulXCwbIeC6uyJiMPaLEAAYWZICMN5Rx2tVp/FyNb7ETd00MYCAWA3I5Vj+O5qPKyTjdQNPnafoREH6njxhYhwG5PE8vyXjBx1PCdJ4B1Cu9askAGc/DVzUZJ6A0fp7GtwwA18YBBuIwIJfj9OJoLsjYydi/vIMBDCzMABmTsQFfeMCPdnh+N8fw69MefSLjOfpc9WSchlvj52i8INYnDOzDgFyO32sydnr1BAMDGFicATImY0O++JA7XcUfcj3SIzKOz0D1k3EafI2P33gBrUcY2IsBuRy732Ts5OrpBQYwsAEDZEzGBn2DQXfKij3o+qM/ZBybASdjorRZwgAGNmGAkOMKuYmM0y5c0+M23SlJbzCwJwNyOW7fyXiTHbHwjTuEeqM3vRgg47iskTEZe0SJAQxswgAZbyjjtNPT+LiN77UTdx8MYCAWA3I5Vj/yfDQ7GacbaHrMpufme9UfDOzHgFyO2XMy3uTxlNCNOYD6oi+9GSDjmMw1lXGCTONjNr53ALgfDjAQhwG5HKcXeS7I2MnYv7yDAQxsxgAZk7Gh32zo867Pa7zh15N9e0LG8Xrf/GScBl7j4zVeEOsJBvZmQC7H6j8ZO6l6WoEBDGzIABmTscHfcPCdwmINvn7oBxnHYqDLyTgNvsbHarww1g8MYEAux2GAjJ1SPanAAAY2ZYCMydjwbzr8TmNxhl8v9IKM4zDgZEyKNkYYwMDGDBByDCF3k3HahWt6jKY7EekDBjCQGZDLMVgg4413xHkYvcYYRn3QhxEMkHEM7siYjD2ixAAGNmaAjDeUcdr1aXyMxo/Ygbun3mMgJgNyeXxfup6MyXh8w4WhHmAAA68MkPF4Jsh448dTrwPpz+MHUg/0YAQDZDyeu+4yTqBp/PjGjxh499R3DMRlQC6P7Q0ZOxn7l3cwgAEMOCQNZoCMBzfASWHsblT91R8DvxlwMh47C0NknODX+LGNF0DqjwEMvDIgl8cxQcZOxh5RYgADGPiXATImY2EgDDCAAQwMZoCMN5SxR9Xjmv76aMqf9QIDGMgMEPIYFoY9pk6N1/QxTc9D51X9MYCBVwbk8hgmyHjwY6HXQfDnMYOg7uqOgd8MkPGYWSBjMva/02EAAxj4iwFC7i/koTJOO1FN7990JwA1xwAGjhiQy/35IGM74r92xEcD6nf9B1TN1XwEA2TcnzsyJmMyxgAGMPAXA2S8oYzTrk/j+zd+xG7bPfUZA/MwIJf79mr4yZiM+zZcGKo3BjBwhgEy7ssJGXs89dfjqTND6j19h1S91XsEA2Tcl7sQMk6gaXzfxo8YbvfUYwzMxYBc7tcvMnYydjLGAAYw8JYBMibjt2DYVfcDQ63VGgMYION+DIQ5GafB1/h+jRe0ao0BDJxhQC734YSMPZ7yFAIDGMDARwbImIw/wnFmN+c9fQBSZ3XGwNoMkHGf/oY6Gaeh1vg+jReg6owBDJxlQC63Z4WMPZ7yBAIDGMDAIQNkTMaHgJzd1Xlfe5DUWI0xsC4DZNy+t07GdsQ2PBjAAAa+MkDIbYUcTsZpd63pbZvuBKO+GMDAVQbkcltmyNiO+OuO+OrQen/boVVf9R3BABm35Y6MyZiMMYABDHxlgIw3lHHa9Wl828aP2Fm7p55iYG4G5HK7/oU8GZNxu4YLQ7XFAAbuMkDG7dghY4+nvj6euju4PtducNVWbUcwQMbtuAsr4wSaxpNj650AABLoSURBVLdr/IhBdk/9xMD8DMjlNj0kYydjJ2MMYAADpxkgYzI+DYvddxtY1FVdMYABMm7DQOiTcRp8jW/TeKGqrhjAwF0G5HJ9dsjY4ylPHDCAAQxcYoCMyfgSMHd3fT5XHzQ1VVMMrMMAGdfvZfiTcRpgja/feMGophjAwBMG5HJdfsjY4ylPGzCAAQxcZoCMyfgyNE92fz5bFzj1VE8MrMEAGdfto5OxHbHNDQYwgIHLDJDxhjJOO2mNr9t4pxP1xAAGnjIgl+sxNMXJmIzrNfzp8Pm8XmAAA5kBMq7HAhl7PHX58VQeRK/1BlEt1XJGBsi4HrfTyDiBqvH1Gj/j4Fuz/mMgHgNyuU5PyNjJ2MkYAxjAwG0GyJiMb8Njd10HHnVURwxggIzrMDDVyTgNvsbXabwQVUcMYKAWA3L5OUtk7PGUJwwYwAAGHjFAxmT8CKBau0LXeQ6iGqohBuZlgIyf9266k3EaWI1/3njBp4YYwEBNBuTyM57I2OMpTxcwgAEMPGaAjMn4MUQ1d4eu9QxI9VM/DMzJABk/69uUJ+M0rBr/rPECT/0wgIHaDMjl+0yRscdTnixgAAMYqMIAGZNxFZBq7xJd7z6Yaqd2GJiPATK+3zMnYztiGxkMYAADVRgg4w1lnHbNGn+/8U4daocBDLRgQC7f42rakzEZ32t4i+FzTb3AAAYyA2R8jwUy9niqyuOpPIhe7w2iuqnbKgyQ8T2Wp5Zxglfj7zV+lcH3PfQfA/EYkMvXe0LGTsZOxhjAAAaqMkDGZFwVKDvu60CpmZphAANkfJ2B6U/GafA1/nrjBaaaYQADLRmQy9f4ImOPpzxNwAAGMFCdATIm4+pQtdw9uvY1YNVLvTAwBwNkfK1PS5yM03Bq/LXGCzT1wgAGWjMgl88zRsYeT3mSgAEMYKAJA2RMxk3Aar2LdP3z4KqVWmEgPgNkfL5Hy5yM02Bq/PnGCzK1wgAGejAgl89xRsYeT3mKgAEMYKAZA2RMxs3g6rGbdI9zAKuTOmEgNgNkfK4/TsZ2xDYtGMAABpoxQMYbyjjtkDX+XOOdJtQJAxjoxYBc/s7aUidjMv7e8F7D5z56gQEMZAbI+DsLZOzxVLPHU3kQvX4fRDVSo5UZIOPvfC8n4wS0xn9v/MqD77vpPwbiMSCXj3tCxk7GTsYYwAAGmjNAxmTcHDK78GPI1Ed9MIABMj5mYMmTcRp8jT9uvHBUHwxgoDcDcvkzc2Ts8ZQnBxjAAAa6MEDGZNwFtN67TPf7DLbaqA0G4jFAxp97suzJOA2ixn9uvKBSGwxgYAQDcvk9d2Ts8ZSnBhjAAAa6MUDGZNwNthG7Tfd8D7i6qAsGYjFAxu/7sfTJOA2hxr9vvIBSFwxgYBQDcvkne2Ts8ZQnBhjAAAa6MkDGZNwVuFG7Tvf9CbqaqAkG4jBAxj97sfzJOA2gxv9svGBSEwxgYBQDMvkne2Ts8ZSnBRjAAAa6M0DIfwuZjA1h9yEctRt337+HXz3UYyQDZPw3f2RMxmSMAQxgoDsDZLyhjNPuT+P/bvzIHbF76wUGMCCX/2Zgi5Oxpv/ddEGoHhjAQAQGHJL+cEjGHk91fzwVIQSs4U8IqIVajGKAjP+wt42ME2wa/6fxo4bPffUAAxgoGZDLv3kgYydjJ2MMYAADwxggYzIeBl+5K/SzUwIGMLAzA2S8oYwT8Bov+HYOPt8d/xEZkMv/+7XVY2oyFkQRg8iacLk7A2RMxh5V+9/KMIABDAxmgIw3lLHTsVPI7qcQ398MRGRgdyFv95iajAVRxCCyJlzuzgAZD348MQLA3Zs+oubuSTYYwMARA7vn8pYn4wTE7o0/Ggq/E5oYwEBvBnbPZDLe8MlA7yFzP8GOAQycYWBnIZMxGfs3STGAAQyEYICMNwRx56af2aF6j5MMBjDQm4Gdc3nbk3GCbOfG9x4y9xPsGMDAGQZ2zWUy3vCpwJmB8B7BiQEMjGCAjDeU0q5NHzFg7inYMYCBMwzsmstbn4wTGLs2/sxQeI/wxAAGRjCwYy6T8a9fIf4twhHAu6egxQAGIjJAxh5VE/OGDEQMI2siyZ0ZIONNg3jHxu886L470WEgPgO75fL2j6nTUO7WdEEUP4j0SI92Z2C3XCZjMvZoftMnQruHve8fe8NDxpsG026NF0Sxg0h/9AcDez21dDL+b/NBxsJP+GEAA7EY2CmXyZiMPabe9GkQ8cQSj3787AcZbxpOOzXe4P8cfDVREwzEYmCnTHYyLjYeOzVe6MQKHf3QDwy8Z2CXXCZjMvaYumBAIL4PRHVRl1EMkPGGAbVL00cNlfsKdAxg4CoDu+Syk/HLpmOXxl8dCO8XohjAwCgGdshlMiZjj6lfGBgVOO5Ldhh4zwAZbxhSOzTdwL8feHVRFwzEZGCHXHYyfrPh2KHxQidm6OiLvmDgPQOr5zIZk7HH1G8YEIjvA1Fd1GUUA2S8YVCt3vRRw+S+ghwDGLjLwOq57GT8YbOxeuPvDoTPCVMMYGAUAyvnMhmTscfUHxgYFTjuS3YYeM8AGW8YVis33aC/H3R1URcMxGZg5Vx2Mj7YaKzceKETO3T0R38w8J6BVXOZjMnYY+oDBgTi+0BUF3UZxQAZbxhYqzZ91BC5rwDHAAaeMrBqLjsZf9lkrNr4pwPh80IVAxgYwcCqmUzGZOwx9RcGRgSOexIdBj4zsKKQyfhLEK/YdEP+ecjVRm0wEJ+BFXOZjMnYyfgLA8I5fjjr0V49IuNNQ2vFxguvvcJLv/V7NQZWy2Un4xMbjNWavtpQ+j5Eg4G9GEiZnP5Zqe9kTMZLAb3ScPouewlGv4/7/Z9/l5Nw7jsZn5BxKtZqu7AMgNfjAFAf9cHAOAZWF3DJFhmTsZPxSQbKwfHzuIBW+3VrX8p3twMQGZ8M4t3AEHjrBp7e6m0kBkoBR1pX77WQ8UkZp8YQshDrPaDuh7kVGSDgn1yTMRl7TH2BgRWD0Xf6GYxqUr8mBHxcUzK+EMROxscwCTD1wQAGSgYI+DwPZHxBxgkyQj4PVzmUflY3DKzPQClfWXmt32RMxh5TX2SAVK6FjHqtXa9SwHp9v9dkfDGI7fbuw2ZQ1Q4DazBAwPX7SMYXZZzChJDrgyik1RQDsRkg4Lb9IWMy9pj6BgPE0TaY1DdGfQm4Xx/I+EYQOxn3A1QoqzUG+jFQylfO9at7YpyMydjJ+AYDBNE3qNS7Xb1LAatzuzp/qy0Z3wxiu8Zx0H6D2u/1BgPHDBDwcX1G8EPGZOxkfJOBEQPrnvFCdJaeEHBsdsj4ZhA7GccGe5aAtE4ctWSAgOfhi4xvyjgNECHPA3rLwHNtHERhoJSvfJqLSzImY4+pHzAQJYStY67grdmvUsA1r+tafZki4wdBbOfZF1bhoN4Y+M0AAa83C2T8QMYpGAh5vaEQ+HoakQECXptLMiZjj6kfMhAxuK1pjeAm4DX6eGYeyfhhEDsZ7zMsZwbKe/DwhIFSvrJlL5bI+KGM0+AZmr2G5knY+ixWXhkoBfz6O3/ehxcyJmOPqSswIDT3Cc0avSZgvLxyRMYVgtjJ2GC9DpY/Y+KVAQLGxCsT5Z/JuIKMU0EJ2aCVg+VnPORcyBLGBCaOGCBjMvaYuhIDR4Pmd3sEcRZvftX3Pfpeo89kXCmInYwNXY2BdI35OMrilQHz9S7SvJExGTsZV2Ig0mBbS1sxEHDb+u7ILxlXDGI7YwO6Y4js8p0J2Hy3ZJ2MydjJuCIDLYfVtfvLgID713xXzsm4YhA7GRvcXYNkle9dytc8m+eeXJNxRRmnxhlgA9xzgN3rOW+lgNXzeT3V8F4NyZiMPaauzIAwuhdGPetGwPF71JOHCPci48pB7GRsyCMMtjX85JCAf9YEJ3FqQsaVZZzgJuQ4gAubvXtBwHv3f6b5J2My9pi6AQMzhcBKay3la1NMxDOxTcYNglgICIGZQmD2tZYCnv27WP++2UHGDWScBoqQ9x0qgdq+9wTcvsY47ltjMiZjj6kbMSDM6oYZAdetJz5j1ZOMGwWxk3Es0AXPnP0g4Dn7Zt6u942MG8k4wUjI14E0xHvXrJSv+dmbhd2ygIzJ2GPqhgzsFih3vm8p4Duf9xnSXoEBMm4YxHb2QmKFkGjxHQjYbLTgauZrkjEZOxk3ZGDmcKi9dgIm4NpMrXQ9Mm4cxE7HAmilwLj6XQgY/1eZ2fX9ZEzGTsaNGdgpXEr52ogS8U7sP/2uZNw4iAWSQHo6pNE/Xwo4+lqtzzxGZYCMG8s4NZ6QBUDUALi7LgLG9F12fO49O2RMxh5Td2BghQAi4PchukJvfYfxvSXjDkHsZDwedGFzrwcEfK9ueFO3qwyQcQcZp6YQsuG8Opyj3k/AWB3F3s73JWMy9pi6EwNRg6aUr00jEUfldPV1kXGnIBZyQi5SmJQCjrQuazEnuzJAxp1knAAjZEEzMmgIGH8j+XPvY/7ImIw9pu7IQO9AIuDjAOzdD/fTj08MkHHHIHYyNoifBrHm3xMwzmry5Fp9eCLjjjJOUBNyH7B3CpBSvvjC107sr/RdyZiMPabuzECNACkFXON6rkHiGBjLABl3DmInl7HAzxw4BIydmfm19mN+yZiMnYw7M3AllAj4OMCu1NJ71TIyA2Q8IIidjoXCUSgQMD6O+PC7NfkgYzJ2Mh7AQBmopXxt1NYM2rLfftbjdwyQ8YAgFriGsRTwu8H0dxjBwF4MkPEAGachI+S9Bi33PEtY0O7Xfz3X8yMGyJiMPaZuyECWr82XID4KYr/DBxk3DOKjARPO6w4fAa/b26OZ9jt9f8IAGQ+ScWoaIa8xvKV89XSNnj4JVZ/FwB0GyJiMPaa+wUAp4DuD5zMCGwMYKBkg4xtBXBbwyc9OUXMNIwHP1a8ns+mzet2bATIeKOPUbEKOPfQEHLs/vQPT/fDQigEyJmOPqV8YIGCB2ypwXRdbnxgg45cg/lSoVn/vZDx+OEv56sf4frSaNdfV28gMkPFgGSc4CKB/SJQCjjyg1tafDTVX8xEMkDEZb/OYmoCF7IiQdU/cnWGAjMl4aRkTsCA8E4Teg5PRDJAxGS8nYwIWrKOD1f0xeJUBMg4g49S09M/V5nn/74Ev5auOQtBcYGBGBsiYjKfcBJQCnnHwrJkwMICBkgEyJuNpZEzAwqsMLz/jYSUGyDiIjBNUHrH+DBcC/lmTlQLId9FfDPxmgIzJONzJmIAFtIDGwG4MkDEZD5dxKV9PB4TwbiHs+2I+MUDGgWScGrKLjEoBCyNhhAEM7M4AGZNxt5MxAQvc3QPX9zcDnxggYzJuKmMCFj6fwsffYwMDfxgg42AyTnCmf2aGlID/DNjMfbR2fcRAPwbImIwfi7+U7+wbCeHTL3zUWq0x8IcBMibjWzIuBWyg/gyUWqgFBjBwhwEyDijj1MiIJ0wCFjJ3QsZncIOB7wyQMRkfnowJ+PsQCRo1wgAGnjJAxmT8Q8YELFieBovPYwgD1xggYzIu3fvvz4bo2hCpl3phAANPGSDjoDJOjU3/PG3wp8+XBv70Hn8vYDCAAQz0YYCMN5IxAfcZKuGlzhjAwFUGyHhxGROwULgaCt6PGQz0Z4CMA8s4DUT65+pgEHD/QbraI+/XIwxgoGSAjBeQcSnfO/IugfCzgMAABjDQnwEynlTGpYANTv/BUXM1xwAGajJAxsFlnJqdT7sEbPhrDr9r4QkDcRgg40lknIVseOIMj17oBQYwUIsBMp5AxrWa7TqCAwMYwEBMBsiYjC//29qGOeYw64u+YGBeBsiYjMkYAxjAAAYGM0DGgxtgJzvvTlbv9A4DGKjFABmTsR0xBjCAAQwMZoCMBzeg1q7KdezQMYABDMzLABmTsR0xBjCAAQwMZoCMBzfATnbenaze6R0GMFCLATImYztiDGAAAxgYzAAZD25ArV2V69ihYwADGJiXATImYztiDGAAAxgYzAAZD26Aney8O1m90zsMYKAWA2RMxnbEGMAABjAwmAEyHtyAWrsq17FDxwAGMDAvA2RMxnbEGMAABjAwmAEyHtwAO9l5d7J6p3cYwEAtBsiYjO2IMYABDGBgMANkPLgBtXZVrmOHjgEMYGBeBsiYjO2IMYABDGBgMANkPLgBdrLz7mT1Tu8wgIFaDJAxGdsRYwADGMDAYAbIeHADau2qXMcOHQMYwMC8DJAxGdsRYwADGMDAYAbIeHAD7GTn3cnqnd5hAAO1GCBjMrYjxgAGMICBwQyQ8eAG1NpVuY4dOgYwgIF5GSBjMrYjxgAGMICBwQyQ8eAG2MnOu5PVO73DAAZqMUDGZGxHjAEMYAADgxkg48ENqLWrch07dAxgAAPzMkDGZGxHjAEMYAADgxkg48ENsJOddyerd3qHAQzUYoCMydiOGAMYwAAGBjNAxoMbUGtX5Tp26BjAAAbmZYCMydiOGAMYwAAGBjNAxoMbYCc7705W7/QOAxioxcD/B0+2q7o/t5wNAAAAAElFTkSuQmCC打断于点要求:输入距离后鼠标点选图形,靠近端点那边打断。如图程序执行输入距离为1,点选最上面直线右边则从直线右边端点距离1位置打断,点左边则从左边打断。希望程序最好还能支持多段线,打断距离能带记忆,能循环使用。谢谢了!

xj6019 发表于 2020-7-30 21:37:40

感觉你表述的不是很清晰,矩形?单线?相交线?等等各种情况都得说明一下吧

xzklk 发表于 2020-9-4 02:18:08

应该发错地方了,没人愿意回答

czb203 发表于 2020-9-4 07:49:29


插眼,收藏下

xzklk 发表于 2020-11-15 22:45:28

发错地方了:$

xzklk 发表于 2023-3-27 14:25:26

(defun c:R4 (/ en JG pt1 pt2 pt3 d_end ang );直边变三段
(command "ucs" "w")
(if (not offset_1) (progn (setq offset_1 0.5)) (setq offset_12 offset_1))
(setq offset_12 (getreal (strcat "\n输入偏移值<" (rtos offset_1) ">:"))) ;输入的实数
(if (not offset_12) (setq offset_12 offset_1) (setq offset_1 offset_12))
(while (setq en (ssname (ssget '((0 . "LINE"))) 0))
(if en (progn
(setq JGoffset_12) ;(setq JG ( * offset_12 0.5))
(setq pt3 (vlax-curve-getEndPoint en))
(setq pt1 (vlax-curve-getStartPoint en))
(setq d_end (vlax-curve-getDistAtPoint en pt3))
(setq pt2 (vlax-curve-getpointatdist en (/ d_end 2)))
(setq ang (ANGLE pT3 PT1)
   PC1 (polar pt1 (+ ang (* 1.0 pi)) JG )
   PC3 (polar pt3 (+ ang (* 2.0 pi)) JG ))
(makeline pt3 PC3)(makeline pt1 PC1)
(makeline pc1 PC3) (entdel en) ))
))

luoposhusheng7 发表于 2024-11-9 12:20:16

6楼的代码要是可以根据鼠标点击的位置判断是打断直线的哪一端就完美了
页: [1]
查看完整版本: 定距打断于点