需要去除G28的后处理
看了好多后处理都没有去除G28的后处理,回机械原点挺烦的,请大神帮忙data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAU4AAAGRCAYAAAAKO1qTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADbeSURBVHhe7Z07euo6G4W//GOBFHkYARkBpElFm84pQ5MuZbo0pgzdbqnSBEYQRsBDccxc+PXpYku2JVvmEpKsdx/ngGXdjL3QxVpc7YnEfwAAANryP/l3v6RHSmi1Zxmt2zKaDYkel3VhelsmdBVMo7Tx8cmyum+Y0s7at0qIbtPMOq6mLE5aLcqKDZvcjnct7dKhjMfXq4lvrt1QmJ1G3KbKZqdn7p2u+Z2mnBFbQENk2Vroy1nqIFDCeQxG96JaG/pvp98H2dHsVZyn95F+72NH/22IBtc9/b4OTmtONB/T1dWV2Po0XfNb8fp2JkIBaEv3a6l3PZDxXm8y2svrurh2Q2Gd2X3SYp3k99DofUnJekpvq3BZQpyknDEENKR3N6FhC305Wx2khu6X+4SG+zQTL2vJ9kLI98lSv61jmexpmIojm8nS4X5Yl1kpDfEFJIqXiNLZNJWlRVkBkHS8lvg6FfeNu790D8ljzLUbCutIlu6HdprO+xb5RdfhDHB+Hg2RWlAO+646sGzyH4YLVhUzLgQf4m6qoKWwlqKpPmArnt5kmvpE5JuTZqgsNhBO0MRh1xJ/8dce71zb1s3LhMI6YsphNqc8Dfl1qsPRCWmIOvf1YYpvq4NIV00O8cvdjG77W3rZv5Nq/AMAAKjAwzi5cAp2s1vqb1/02AAAAIAKZeFkVo9X9HG/J2gnAADUUCecAAAAAgjhPN7jSAAA8EeAcAIAQCQV4eQxzseVfgMAAKCCI5w8qz6mZe3EEIfxaoqDRXX1KNMptkdyk9zR7FaFOXlV4tnHrOjR2X9LM3uFAT9q5QsLUc4T3yi/iC7XWQOh66zrNegjWM6ibvnW9to9djmDNJSza1nOUIdCOEVmD9MB1S6DFB9SfzGgZKjfH8owpWzPc1J7ytINjXPxZAF8IPqXUVrOa/Qujy+2JSU0pJu+Dhev08ykSTR9MEvkRJr9KQ2WOl42oUW/LNZ1iHhjoqWd3/z1xBcSOA+HXGc+QtdZ12swQItyJiY/3lo9JnOCcragvpxdy3KmOvCsOlO/cojhp/v56fsjrcipLKtS6bp5N+clVw3kB5gy6rdy5YBeZlXKz7vaoEKpXJVyg59P7HUWIHSddb4G2+OWs+O9eoZyugTK2bUs56iDSE+3OFf0MR/S5K66EH4lml2b9B89nWydf494XX4cK3qbEqXP9d+iKxG4Tu7lCqidWuEvcuG6XImW84TShGjT6EbSo6evPb1s+6rJ/3FP+68nmQ74K4SvM5vQddb9GmxLfTmlOUlEd/X05aynrpxdy3KuOlhjnAOqGIiILjqPeX6dTjU7sZu90jx5KYn5mqZ99QGMNyllpa4Jn0SuC4vftd4XRo2/yDjiO2YpXsFt6W9Rf52FCV1n8ddgO6rlVF/6fN3yJoeuIrqrpypnleZydi3LyevAzU7RvhVd3bKDiGpGq0NKm9UUjqbUlK5vrgea8LIbXl64b3XV9QJ/p4ttvw+lbWN39yXKkOCoTX7wzcReZwFC11nXa7ANbcrZti6nLGcb7HJ2Lcs56iDSZyUUr0pjhLUcqQBcMUs4Y63j5PGVALf8alzDpFmqmzyxpfz0yXaSLV9ssTcS+AHEXmeauusleJ21uAY7EiynRh5TbuxE1+H0uOXseN+eow4iT/GPhZPTt1W6jiMKJ2dsNucD5UpbYXrL8/SKV+lk6XTy+sh4Jr1qfN8AstlfKQf44XS9zhTeCYfQddZwDXbCW051r5p6VURT0KkOR6ehnA1l+bY6iHRhKwcAADHwRFYunALYygEAQANl4WR4Ngq2cgAA4KFOOAEAAAQQwlkx+QAAABAGwgkAAJFUhJPHONsaqQAAwF/EEc56WzmP/ZYkFOahYodVXgoWSPOsllfgd3OC6ywU79jXLmzl/JyhDoVwisyqtnIrv/1WMKyBLrZyHPYNllfgN3KK6ywU7wTXLmzlPJypDjyrzoRXDoVWDUWuKOKVQ84KARXfzbsmzVI876oBAFpzxOssFO8M165MM08w8p40nP0eC5TzFJ/DsRDp6Ran31bu9LSzlfsuyyvwtziFndnpr13YyhnOVQdrjLPGVu4C4ZNxHssr8Jfpep2F4p3q2oWtXJVT16Eyq35+dqS+JMKq3eNm6XxMrzeZHgdpFw+AGLpeZ6F4J7125dxE2Gy5dzehIW2oqdH13feYXc5TfA5Hhfvr+4q7UJnQmEnkeEppDEJaSVVsn+rSLJWR0zmj5RX4jXS8zuS+mHinu3bl/dNw87l2bZroOpwet5yn+ByOBMsm/2HqJ4e4EHyIu6mChsIC6Mrmm/OBNqR5Vssr8Hs57DrzTjiE4p3i2pVp1qWlvhBUXmIri6agUx2OTkM5T/E5HAORLmzlAAAgBp7IyoVTAFs5AABooCycDM9GwVYOAAA81AknAACAAEI4L+BxJAAA+FlAOAEAIJKKcPIYZ1sjFQAA+Is4whlvKxcP56HWpbrbbb5INWQJ1aEsTnrFJuM3WNzxl0gRVipLsJzg0jnJZxuKd/Tr5edastn4P4cLt8bjySGJfGi0/IS9eQo/cnVQKzjtuvzKDyKbY45UFn4A30Tm19ZDt+qB2vpVBjIsP5bLUBznhoGfxnE+26Zr1xfWldB90DW/U5SzPdXPwVe/EGeog0g/F876lUOGA8WqFq5gqUK1QlbO95CylPIs5WfSrjsPsiy+TOVqqPNdYOC4HOWzDV27ra7rWAL3Qdf8TlLO9rifQ8f7/Bx1EOnprvp32soVnNoSavU4JlqGVkaVLe5W9Kib/FyWzPNwqyx3co8VVz+K4362oWv3lNf1T7Rkcwl/DpdqjWeNcV6OrRxXONoSqjRemY+ZGkR4dfy2iRG9i+8X/o7Zv2ypX/mZD4FIt19xzgeXz2k+29C12+m69vJzLdlcfJ/DZVvjXdTjSAdZQpV+SuCrMCcU7Gj2yo3NphsgkN/onpKSNZec6OJGLNb3/2yO8NmGrt1zWJ39KEs2HzWfg+HirPG4v76XY38hF5EzjXGWy8HjFZVj4svC4xy147el8RBpa+Ubz6odO8G45q8g9rOV12X5Ggxdu22u68P4MZZsITg/63Owceun+a46sGzyHybeVu5QOO2aCslZMJOXdQK6lsVJrxRPn/h8cz6YUn52WChN8AM47LP1Tjh4r11BKKwTqgFhylcRlYb8OtXh6AQ+h6b6Cb6tDiJd2MoBAEAMPI+SC6cAtnIAANBAWTgZno2CrRwAAHioE04AAAABhHBe1ONIAADwE4BwAgBAJBXh5DHOqgnJjmaPM/G3DoQhrAzCEFbm94QxjnBWbeXEgbe8fDGT7zJeTXFrEkUYwhCGMOZvhUl4ckgiHxqtf8LePGjqdQ1CmN5TgDCElUHY7wgTf4w7kuiiv02J0ufSw+9KaR/ohdIkFX8fKiqMMIQhDGF/KUzC6qmWPoWWJmV7EaGy5EmBMISVQRjCyvyeMNZM/Rznkh6vPugeyy0BACAMnuMEAIB4LOFs9roDAACQC+eI7pM1LT6hnAAA0ARs5QAAIAbYygEAQCSwlQMAgEhgKwcAAJHgcSQAAIgHwgkAAJFUhLPeVu4C4acA8h+vBwA48P2Rr7UGx8YRzqqt3KlQi+bPJ9AnyE8K9xVdme2UlVk9yjxuZ+Y2OMP5c+p3S3nWOu+83ry1LYg3TUEoLEhRnkox9HnLt2OUU8P3Sm2ePjrXvWP9ek/0MphSv3UBQQyFcIoP72E6oCWm05vhC72/oEnG82p6O/V5Gw6JFp/iNjoH4mZ94Gd6Vd2ylGj64LZekmVs3Vf02J/SwMTLJrTomx5DKCyEiHf1QPQvo1ScHhcRNiZamjLul5TMX1sIcnPdWbD6iwEllTx9hNJsOC8H1G/03rbOIBqeVWeWSZ0HHbsmJftU+9Dx5hzj/PB76YfhS2EmnvG0c7eWPxpfSlPcvrl/KJffTtOUpTG/UB18yDi+MqtzlicjjzXvG86nj2Uif5B/KeKp8mXyx/rzsnrqIOte+iH/+s+5Ac4/r0Mp77boOhSnXZ0DmU4ozCDL4Mu3rkxqX17XUh6SYJoaeYztU2ucxDqeB8ZOs1Su2rp3rZ9AptepkMCL+Hx0i3NFH/MhTe566q3DnKb8ULz8NpRfleobrNzqEmGbcdHNYH/P/FtUbF9PKu3e05d4r75Bxeepw79IBwcofzOnJJLIGb2btFTYZqy+tcP5cZpFS0BcfUSmDk73qdhkz0d0g/7xqeiLfdHjSNb5FCq2nr7JcrahfzehzUfp6MDn0Ht6oWS9oGIlLX/OCb00n2yH3X8bcfLunRVl87E5J+WuZT0yjcE1cc48jt5fTChNiDb/7YJh3enR09eeXrZ9Vc6Pe9p/Pck8YijXfSWaeZv0X4vr1Y+dZve6t6tfT1wzw/lH62sMtMMa4xzQde3FkFDefe/d0WS4pm0mPvDPBa2Tl+IC4jGVRIUx/ZuhurmONcay+qD5MKVnX6/QHu8RArvWu4Ps/qONELKxiXc1Fu80oj5fuaAWW34qpCCLbtdkQX2O21pArfPZv3HEvxE+x+R2vcKfg+tBsJu90rwkgI1wt9QZwlE3rDkf8ru0VbdaweLA4+h8k1/rfYZQmPhmdM5/M2psUKYn4i3Fq8pn1JRmue7iPadnGgGdqJxPRbDutbSoH9O7Fnc2DHyOTWVW/VgYYdnffyhROukgNY/3bEj0WlSepdaol2xLayHGonuj4slNt0ZDLU4LVc+laNlN6e0MX+uj+wFN3z71u2ZGz0LZ5NjojoTGUur95qkiJ0DkOJrfv0C2aFrcmL3rATdT6fUm02OiO1KNrV4wrDO7T1qsiy8pOd4X8RlV6y6E6lV8rYpyqmuhT1Px7SwbBy2/NOvOZ+e6H1g/cBiWcLb4Vlq9iYsloXvxWakugNX6EULzKrr7N3393sDf6ixkTnehR3y9RHXFuHWWdzt5sN1qVcqWYwEPE7gtTk9+o3v/xdbQ4nSQ+dt1N+eyVM5jMHqmdLMgoYGSxs+Bewni6M+VuNHEq9rRmBr4Jpcto4BoMvJcD1uky+danKN8OMi6loJhBt2jiPv+ta7pymck8KRZX3e3pe0M/7QYAvCezzZ199JQP0bu9/UmQWd4oJPxTw4Vkw6VSRw9uF4NUwPXRVjNILozoeGbaHExA+cqPXcSxp4cGqapO0HD+PIrTazUDbBXcOqtNrt+djndsoQmjgKUB/51/nme3s9BUz6+ifI50ZuKX/ps25wvQ+gzD4UxtXUoX59qM8fYn4O9P6cuzWDdbSImh5rS9Nb9wPoJMDl0AsS5brCV48ch8JMaAPxM+P59pZuszeQraI3opRRdddE1/ZduaHzSsUgAwLngJwDm9sQhOBrO5BBPdPDsHLQTgB+OfgLg5Asz/iiwlQMAgBicrjoAAIBWQDgBACASCCcAAESihVMt31IrIsorZIowZ9JIPzxc3uriVcMUciVFeb+zYsdvsRWVplPW8vLAQJrlOtqJBssJAPjNSOGc3fZpOlBrXs2mJuP4OTCPrZVe51tsS7kCQq1cYDHypakRolS15mLTDZ/FVsc0WeBs+y3p42GWyIXS5GWcPtuuUDkBAL8eOaveuHqleZWEs0JBrsgIpckrIniFRCldjuez2DokTafg5jh+GUpTpVNr2xUqJwDgdyPuddVVNxZXupvLW7kLHGZFb9PCQMKxzapJ02fNFbLY6pqmxFonLx2CzOtgmn7bru5WYACA34AzOWR7V8ag7MrqVyhU0hTd6SZrriaLrag0R++U8YooLYoPNCGhcRWqdVdjnyHbrngrMADAb0AJ5+Y/RxCi2PFPbrh2ZdIqqzZNIUYBay5pYRSyHuuQJh+vRFGNR37diWS0W4w/TUHAtuskNmgAgB+DFE4WhIeO08LSVqzc2tR2bdU0G6y5mqzHuqSpj1IIkVUqr0xLvGkaPLZdB1mBAQB+PDzQuZcTJvzSbMbaKmxrtZd2WLYNlo0vTZuaSaegvViXNNV7E8fJS+JPM2jbFSwnAODXIu55rFUHAIAYrrBWHQAAooFwAgBAJBBOAACIBMIJAACRQDgBACASCCcAAESihVMtL1Qrb9SWr1X32qdV4zi2a0GKuJUoTn7l8EA8AAA4E1I4g9ZqDfZpiQnjTS9PDBOwqqvkl9JmbMQ6FA8AAM6HFE5eLmjWZDusPmg+TMksQ999LmhNc/o4qLU3ovd9/e88S7MQKz/qPdFLsqbFJyunPx4AAJwT1VX3WKu1sU+TZhoyzuEu6Nl2nedn6N8Mab3N9DsAAPh+nMkhn61cvX2aa64hetU0hQs6AOAPoITTY60WY5/Wu5vQ0HYT6gC3Lstl4VboUP0eBwAAXARSOL3WahH2adJebjghc6hE/9hZ2xlwKb6iLOx5KWGD4rmVPwAAXALsjhS0a/Pap7l2bfZv8Bjqf4unwapO/g6Q2W/n1xAPAADOgdCdC7WV40ePXukmwyw6AODCEL1oZ3LochjR+3JA076ZscekEwDgcoCRMQAAxHC5LU4AALhcIJwAABAJhBMAACKBcAIAQCRSOM36dHu7zR+Ib7ZyM2vcYfUGAPgLSOHkRzr3+yUl4t9Svt7Tl3yAsoWV2+qR+osBJbB6AwD8ERq66k1WbkJYxxtK/z3Tjd4DAAC/nYPGOFePY9qk/7C6BwDwp+gunGzAQUvdpQcAgL9DR+Hc0ex1Li3n1GRSn6ZrbWp8O6u1qAMAgN9CR+F0TYyN+bH8/aGvJ8fBHQAAfhsNwsmz6qUWJR47AgD8cWDyAQAAMYjG40Gz6gAA8BeBcAIAQCQQTgAAiATCCQAAkUA4AQAgEggnAABEIoWzzkaueFYzYCu3m9GtfM6Tt1vKk5C/p26918fl8X3xJM02dgAA8J2oFudwSLT4rFkqGbKVE2H9KQ14tRCvHsomtOirX6Pc/bfRSaoUd59bGiRD2vzH7/3xwvkBAMBloLvqE3qZLOit0sIL2MqtPmg+TOl5pN7uPhe0pjl9mDQmLzTZshjv6JPu6dn4zgXjNdnYAQDA95OPcfbvJrTJVa8ZblXS4FquS189XlF/MaE0Id2q5KAR3d1s6XP2Rlvx2tAUDwAALp1icqj3RC/0WhpvbIbFj+3l2NzjWu/Ltmv5/97dDS2mRPeFbubUxQMAgJ9AIZyC0f2Apm+f+l2Y3vVA2sq93mS0f2dl3JFqTFr9bCHGX/t30QFXx6+3Wbt4AABwwTjCSaNnSjcLWui3QUb3lNCQJnda8FZvNF0nta1Lh67xAADgQnCFk302X0TLUPW0BSFbuRG9yxlx/VgR//ZQxq1L1YL044vHhPIDAIDLALZyAAAQg2jMlVqcAAAAmoBwAgBAJBBOAACIBMIJAACRQDgBACCSinDyip7vfPyH85ePKeExJGBgNy38Xj+4IBzh3M1u5TJIuaCnFWULusMZvfPTUT/fHcn+ArCt89z9vGlnKGnFV2/vx5+LG0dt5lhvmvlzsWYrW//ZYSYOE4hXCeOtiMtlLergEgoLwsuBB1Pq45sUXAiFcIpv9YfpgJbtVRPUogRPrsNn2zy5uY5PibHUk5t5+F+gvPgqLave05c+dkmJ+LfUcb+sRL1p0pDSTO3PUqLpg9VyG6aU6ThZuqGxI56+eOxgxfvtstj5nYbRu8hvHu+lAMApyIVz9TYlSp9b3wCqFeSu8KkzLzatEqexEArrBLeCHmlmtczslk25RWbyUy2gmWpBia7gTB+Xl6dLOXeftFgLQen0BeSz9zsOvbsJDddbyvR7m97TP9HKn9NrjTKF4p2PET2zgJ/q5AAQgRbOFX3MrfXjLVCtINWlLlo7umXFgtNf0ES3WPaiybIZa1ENhR3EnKbbF5XmMqH19C1vPanuv51f0bJaT7d0z62n9ZQWN5loXdmGy1t6MfHEMWTXwRJUW1ilv+jwhvoy9XqKLxqxlcbuYu39DKE0DfzluE7uPV+OPWL/lTrC8c6HFPD5R/7ZAfBdWGOcAzqWQZEUj+Sl6J7yGFWypq1osoTCDsNq5fVvREfTwh7P6wsR0LsluSCUvjh2/9FGiPHYxLsai3ca6fpkibHe2jYynW7115P0Js3h89HB3s+f5pqm2hdgvBFd89Yt4a7xTkjvWlylG4J1K/hunMmh34loOUojES0qosXZat4p24qWYzEGqDarRZ0LarFxi1Pa5h3YrY2x92tGj1VyvUWr+sGryGV7v7bxAPh7WMLZ5Ztcde/K7u2qS2W1moTQvM6HdCP6r6GwkyBbjgWy26lfB2H7OyEYtUNqoRYnW/MNRUu11YCohxh7v7aIMv9Lh84Qhs3qkcera+z9GuKdFflZHq9nBEBXtHCO6F50l82Pq8UwkiP2fd3q0mOALCxL0Woy1nFyTFO31kJhotWjfuHyiLZyIj8eCjD5vd6kolPfBra/4/FQXU7eWj1L2KOnL54BHhfxnMd5SuORzky2oWzv10xzmnwqXkTdrQkg8cXQ13Fkd9wzO+7GM48j8dCFGcpw81vn14Pa7M8vFNaEGub5/rFWAApbOTlpw5Mhp3+0BIB4WLBf6Sb/kgXgm+AvfduPkx/P6fPM9CVMBABgwY+UyWdjcW2C70YIpzM5xI8YLcXleVDX+CSY7mHddoxHmcBFs3qEaIKLAg7wAAAQg2iw/YHHkQAA4LhAOAEAIJKKcPIg/OWNcQL51AOs1QC4CBzh5Fl1x1YuaD3WhHkms0aInZU3EZM7oXid0ixPOh2pLCG61oGfR4W1GgAXQSGc4qattZULWo/5YEF6IPpX56spwvpTGpi11fI31lum6Y3XNU0mYLvm5XvqAGs1AC4EnlVnlgnth0JBHJbJXgjnvtib7YUQVo/zoo5PlvotU0ozS4c8pe8eU0coXtc098t9QsN9Xp0s3Q8pEXsb+MY6yP3NFQMAnApxX+oWZ1tbOct6zOlWFltTT3KnnCSkew+Pp/YXE0qT6nr3MqF4XdMs49inBer3nXWAtRoA3481xhlpnsBrzrlLWdraPqPM4iAfav56omu9rw2heN3S9Nintajft9QB1moAfDuVWfUwlvVYxxantF2bj+n1JtMrQcp2ZvWE4nVNU+GxTwvU7/LqAAA4K9xfr4z1GUrjbjwOSm3GAHNqxjjLeXEe5TTlvph4LdKsxY2nxhXj4521Dm3HYQEAp4Flk/8w3skhPshsloiGYRGw4uktFxF585v9llhovJMtoXgNadZTEitd7laTX99UB0wOAfDNiPsTtnI/ihWs1QD4bnjYLhdOAWzlLpt84gifDwDfhxBOZ3Locm3lgFBNiCYAFwJs5QAAIIZyixMAAEAzEE4AAIikIpw8AfHjxzjlw+ttTT4E+mH3cr35XNgPvtuEwmR6sIAD4NfiCGfFVk5ji0SUhZoXZTl36QI9eufh3zqHp3AYLOAA+N0UwilaSVVbOSVwcjZ3z0LB2y98hlCvSz/mhDUs4AD4veTCyc5AlD67D7/vPmmxTkpiaqG7uKY1WjSw+EHtR5qJFqwJu9UKwq3aq6s+Tde8NLumFetNU7V8H2d2uNUdt+P1pySSzwnFC3a5D2JEz+zv+XbURAEAF4AWznpbud3ngtbDG+rr9y5svMsrjUxLdEk0trvxc5ryw/QctkxoPX2TYsXPipoubmJMe/NWbFOaItUF0T8dvkzm9CF1qWwCnFK5B10fr6HLfSCwgAPgd2KNcUbayu3+o40Qx3HeihuLdzZWS7V/UxGyWhrTFKm+PEnPSoZFT2ax+qD5MKXnQFe7Nt6pgQUcAL8SZ3KojLQ6W28p0+8dsq1ojRY/q6G2A8c/T5EmAAAcGUs4a1pGo2fRhRUtwLrBv9E9JespdRvCU07yFcf0rmlyi3a9oE+Z3I5mD+4Y57chW9CRLXkAwOXDSy6ZWls5SdkizrI7c2zQxJbbznEcyzNSHlfykPRZqHnTVGX0OaoZGzfekqWbvz+e8gvN88rjHxJWAAs4AH4h4l6HrdzJgAUcAL8Snn/JhVMAW7njwY85wc0IgF+IEE5ncgi2ckcCFnAA/GpgKwcAADGUW5wAAACagXACAEAkEE4AAIhEC6dyQTJmF7ypCaLq/quamSNl3FE2yfClKVg9WvtLvpmOyUfZwi6QpieeKpudh06jph5VivyqhwfCnPrF5+XGU/uNSYpB1st4fgbPWYBQPCdMbE4dAnVvnWbLMHkurff6OJPv8S0PAWgBTw7Jh7lrH9RWD3oHn+Hm314fJvvEOU4/IF4XsfwwvIxvPzhvpeMcG0gzGE89AG/iyYfSW/0+PKfJD+bXnYOmMPthf3OsfuslcK5lfcqLBMz7cN39BOKV83MI1Z33FXm75zpUTn8YpzEcik0XJkvFtZYU723af7YAHIC4VsU//s93owVuZonnJmIx9KXJYU6CJg1+aYuovhHMDdWUpi+eRN+YaUgQfITOgU88rFVYpbL5CZ9rWScd6Kzyaqy7h1C8oHAawuWV2J9ZKL9AGL8epst9mnC4yFO8VvuqhZPxGisOwIGIa1N11ZN7uVrIdLl5s7tgtb6ZgtXjmDbpv8rKmN1/m3CaltXabvaaOyDJeINr6WLEXbD+YkKpUDxe0x5KMxRPwd6YQ5pP2XO0Wt7j0qOnrz29bPuqjB/3tP8qnJma8J3r3tMLJfOx9BV9nSf0oivRXPd6gvF6T/SPvUT7ohwH/ASI85kF8muqw+B6RHc3W/qcvdFWvHbhFVrqnHG8DM/OgjPgTA7ZXpkKJQKssbxl8mbS44X6Ie+vBhWqpDl6F+lscuu4B5qQuEcc+OaRD5ALwbnW+2yq5VQ0xWPW25LXU2k8sjyWGI8a/5PlEOeMFxS0E5/AuZaM6F00NVn8B8vqstg2da/DF0+dY1GOyYL6fG5iBVSc137lFwXC5awLy7bKrqV3d0ML8b13X9FFcV70Odu/bEVZS2PmAJwAJZyb/1rdFNKYV7ooCXF4Fe1E0QJSgmM5uosbTFsfedM0NyVvX3fiUO0gJG3sRJqvN5ledbMj1RjpqTBPmqF4kh3/LIhobC5TGnKrzb6zhJCbssjyHNocLbnmy5/Q6OD4VJxrvYNh9yjxzxaPxrp7aBtPfVZxdZA9gjHR0vI9aPxsm8oif95EpcfHV74AGXl+4H8KzgD310WLzxoz8o9dyUmW2vG6chw1pticptpfHGeNd8q31hhZMM1QPDcPOQ5WWwcfvrIzNWHl8cG68UJZPl+aivpzzfUsj/OG6q6pza9FPEPtmGf9eVHjk3XphPLzh/F5qJwnDq87ebw/6rMFoAPiXpLCqS5cfmk2cxGrmyPf770o626idmlWrn95k5bjGHxpCjzxqgKk06i78RzKealNRQuFcVHU5EZ5v8GEu/vbnGvOt0aUgufMl5/AF08Kl9mvtiJuoO5OeqUwJlTO2rB6cS6Es1QWiCY4B+Jaw1p1AACI4Qpr1QEAIBoIJwAARALhBACASCCcAAAQCYQTAAAigXACAEAkWjirlmbO6hqBWR9u7+clckWckhWYs0RPpV/EDdiSaSr5ObZjxabCq+V3bNBCdmYAABCJFM7ZbZ+mA7W22mx6xaCC1x0vBpQM9XvN6L04Xq6tfmiznplNGR6I/lXXmufU5SeX3BX58ZPtlCydciZLKzwPEPn1eX233p9NaOGsAQcAgDikcE6ttdVVhPCMN5T+e6YbvceLdrgJw6YMod8ab5MfH0OBMlusPmg+TOlZH7r7XNCa5vQB5QQAdER11QMWcD7rOAW3HtXxFUuv9VS56shNmYC0IZyfgo8RqpkbSBjqLNm62q4BAIAPZ3KoYtcmusxs8+V3DApYeolWXmbCaizgamnMT6CPcRubTZZsSjR9dmYAABCDEs5au7awdVzl+IMtvdrkx8c0d9FtS7autmsAAOBDCid7LT5UpprdVpxpNcoJGNFqq8iOHEuc0F1nPWrObzd7oMXkudJFL7N6m9LalEUK+pAmpmCrNzmm6xjiilYsi7Vvhh8AAGykcL7vlzSY6p96kC29Id30ZXiAYnxTbq83lNUJagUTz2pRiveNoiXNiNe0zstpx3MfRxpvUqssI3qXM+k6nCeeMnd8VI6DAgBAS2ArBwAAMYgGmDM5BAAAoBkIJwAARALhBACASCCcAAAQCYQTAAAigXACAEAkUjgdqzVtwZY/V6kfDs83PCUOAPjjSOEcDokWn3pR4+eWBslQm2BoF6J8Nc+Skvkr/CwBAH8a1VWfvNBk+0k78e+T7uk593Pr081wTq9GKQ9eVgkAAD8fKZyD6xHd3Wzpc/ZGW/G6QK0ff9nqZY4f9/Xr1AEA4A+RTw717m5oMSXX/EKvAZd2bKKrvhSvap2RAADgDyHXqj8uqz+VIVuXz//RbX9LL3tjisEGHXLQs+SHCQAAfwTR+85bnH4sj83df+JdG+ckAAD4vYSFs/dE/6Sbun4USf7oWej3ggAA4PcDWzkAAIihXVcdAACADYQTAAAigXACAEAkEE4AAIgEwgkAAJFAOAEAIBItnO7P6/LWzlauiFd1m2ub5iM5UT357Wa3pWN1+tWMa2hXzkpYJ0u9ar1VPLX/tmQtJetllrFqSz8Vz7L6a8IXz9lfbO2q0aUspZ+MLsVbPfrDQrjxeCtdMwJ1fZTq1vV8AtAEP8eZDsX/kuW+ynKfUCL+Gvj9cJ9m9utMxnejq321aWbpfminuUz2NExFDPkmkB8fWqSZpUMrXohQOZvC/GXxU5eWRtbdSsN5z+lb8crnyUtEPD7XtQUrw3Uo0og/1+pdKF77NLnYnvNpkNdQsk+c8971fALQAMum/OO9oJQIDAvlqrnYa4SCj2t989o3W1N++mZISwLUioCg1Ya1qXsdoXxEKAuGDmRB8KUvj7NvfB+t4/G56ygcnEeruK5whsTKPg9NhIXT5Fk6713PJwBNiOtIddWTe2niYbo7RZenm63c7r9NIE3B/CPvau1mrzTXr5vzG9GzuDvm0ylR+u/ESz8Ps9Sbj1Wdy13E3tMLJfMxPc5m9DpP6EVXQp6zwbVMn7um/cWEUvEtoQyl/bSNt5KO1MasJQ7784xh9TaltROv6MpzObMIp5jifIrNcujiem1qroWu5xOANjiTQ72nLxLfzSS0SaPG5Q6xlaukOXqnLN3QWN8EDzQhcT1r2ue33mb6laY0HlkeS4yna92V4HIc3jK51t8ekxvRu2hCsfgPaoSMb3KZpxDpa72vDcF44txwWEWn2pwzcUx/OqBla5Fb594G401aEkdRd31e9i9b6teMVfoQLcX8nOZfYLpeX4Fv0K7nE4Ag3Ox0u6BWl6fS1dJdZae7U9M1rXRrA91XO4+m/GS46JYt+f+e9LyEutA1Ya3q3gJT5uJkCDitUhdWdoetrnuwvBaN8fh9Ka+WqO5tTFzTbRYvZb3tcpWxjm2gvquu6qku4dLG117X8wlAE+K6ki3OZD2lB28LrYOt3Oi+IU2DaNU9cLf72Wp5+fIzx4pu2Yhdm0SX/TWu9RtPQ911iy00Sy27q21+boTPmUh/Yg5cvdF0nbjG0nX5NcTbzR5oMbHPbzt4iEW2NHMv1hJNdZfOWkNaT9/qW5V1P8PS4nwWuC17IYyyVyOEUbVIu55PANrA6qm+/e1v7aIlYAbVzVZ8Y5fjNIWbNN2WQrkF4MuPWx1uK1anX06gQqic4Tr4666on3AotYScMhs435qWnG6lqbjV1lh9fgJfPGd/sVXil2kRr74sXC+73Or8qlZf6VzXnBdf/cKTQ4aaFmXX8wlACHHNwFYOAABiEL0UrBwCAIBIIJwAABAJhBMAACKBcAIAQCQQTgAAiATCCQAAkUjhDNu16fe1DwoHwvTDxfnW6injIr24eAAAcD6kcC6TOY21QPFKkymZNcZsyvBA9M9ev25oCGNPiXxVx5KS+WtrP8TEXpccYQQBAADnQArn6J2FTTn2PMhVjcYFiE0ZvjwuRKGwPt0M5/RqlLJueR0AAPxQ9Bjnse3aTmPJBgAAl0Blcqhi19YJNVYp7bxEd/t4lmwAAPD9KOHc6S76MqUhd9kPVardJy3WCRkPRzkUsJ7SW2S6vbsJDW2HIgAAuACkcJ7Gru2MlmwAAHBOpDuS166tZAWmN2XDFQorLLvK+w31ll5tLNkAAOAbEdoEWzkAAIhB9JQrk0MAAADCQDgBACASCCcAAEQC4QQAgEggnAAAEAmEEwAAItHCWbVzyx9MD9nD7WZ0m4dhXTkA4G8ghXN226fpQK0rN5taLRmyhxNh/SkNjAVcNqEF1pUDAP4AUjin1rpyl4A9nHyd0rOOtvtc0Jrm9AHlBAD8clRXPbkn1r/d7Dbvkqseud8ebvffhmhwLV+vHq+ov5hQmhBt4MgBAPjlOJNDvacv0e22Hd2b7eFYNGW4ENRrvQ8AAH4zSjg3/9W7IQXs4XrXA3YcptebTP+8xY5UIxRWRgCA340UThbDB++UuMcebnRPiXg9MZ5vqzc5VnpfN1QKAAC/CO2OtKTHqzHN9U4Sgphm6veEeNyzP13r/eqH1PJ5JH4cqT8lFVrEAQCAXwvP98BWDgAAIhDC6UwOAQAAaAbCCQAAkUA4AQAgEggnAABEAuEEAIBIIJwAABCJFs6ArZzPOs7ZX2wqXjU92NEBAH4LUjiDtnI+67jeE31Zx++XCT8dXzwcL+CH5fPwPAB2dACAn40UTq+tXGvrOO3bWZdGGdjRAQB+OKqr7rGVa2sdt1KqKdOwmY+r3XHY0QEAfjrO5FDVVk4RtI5bPcowt7GpfDxNNz1LRau21B2HHR0A4KeihNNjK9dsHbej2WtzF713N6GhdlmCHR0A4KcjhdNrK9dgHbebPdBi8lzpopdZvU1pbX5yo40dnf6BOHsiHgAALgZ2R9rvl/tEvjTbcJ9mYjeTpXvRc2/YX2zJUgbuRXe/2D9MxR4LX5qaLB1aaQEAwAUhtAm2cgAAEIPoDTuTQwAAAJqBcAIAQCQQTgAAiATCCQAAkUA4AQAgEggnAABEIoWzzi6ulT0cAAD8QaRwDodEi0+lnLvPLQ2SoWO6UW8PBwAAfxPVVZ+80GT7KdqXO/qke3q+kXsBAADUIIVzcD2iu5stfc7eaCtel6mzhwMAgL9KPjnUu7uhxZRcs40W9nAAAPDXyIVT/RSGMiNm67f1NlP7LWx7OAAA+KsUwtkCxx4OAAD+KA3C6T6ONN6klH09yZ+9AACAvwps5QAAIAbRiIzqqgMAAIgc4wQAAADhBACAaCCcAAAQCYQTAAAigXACAEAkUjj9tnIC/RvnasNySwAAkMLptZVjER0TLY2l3JJofDsjrLgEAPxlVFfdZyuXbWmd3Mv165LRPSXrBWmNBQCAP4kUzqCt3Pwj757vZq80168BAOCvkk8O1drKjd4pSzc01mOcDzShRAcBAMBfJRdOn61c7+kr9+P8uiPa0ICu4fIBAPjDFMLZyI5mD6JJmj4XY54AAPAHaRBO21auT9sX0ep8QnMTAPC3ga0cAADEIBqSEV11AAAADIQTAAAigXACAEAkEE4AAIgEwgkAAJFAOAEAIBItnO7PAPOW28ppmzm1v2o/Z8dpFY/pGgYAABeAFM7ZbZ+mg2W+tJK3d7k8aEWP/SkNlnp/NqFFX3tyyiWaxfH7ZUKULHU8XmW0pRcdlqVE0wdjRxdIMxgGAAAXgnwAnpL9UihVhWWyp2G6z/TbLB3yk/L7pHLwcp/40mA4HRMeSrN1fgAA8E0ITVJdde25uZvd6i6y6nLv/tuw5xzxIsvV4xX1FxNKRcNSmhxbrB7Z7VgZhNQh0zF5BNJsmx8AAHwnzuSQckLKKB3qHRoWsTGJrvzXE13rfTmrRxmmuug1iPD+dCB01T0glGYwPwAA+GaUcG7+0+OPLmwvR/Mxvd5ktJfCtyPVKDRGHzuavXJjs141ZQtW/vRG0RoNpdmcHwAAXADcXxe94f0wzUcW96LFqccVeexyuM+D7LFKAY9BFvFc1Phk3bhnKM1wfhK5D+OeAIBvgmWT/yjB4pdms8QrS/ei596wv9ikoIXCGF+aTChMgAkjAMC3IvQHtnIAABDDFWzlAAAgGggnAABEAuEEAIBIIJwAABAJhBMAACKBcAIAQCRSOM36dHu7Lfzjcsu53DJOw0sjiziwgAMA/A2kcPIjnfv9khLxbylfm99PX9Hj1QPRv+r6dWb0ro7lzbWOAwCA30tDV31E7/svkhraBu1sBAAAv5kDxzi5Raq66mwBl3nMPgAA4DdxoHByi1R311+21L+CWzsA4PdzoHBajO4poQ3BcxgA8Ns5nnCuPmg+nNAdBjkBAL+cBuE0Y5h9mq7ZY1iNZ6rHkorxTbm93lD29YTJIQDArwe2cgAAEINoKB6vqw4AAH8ECCcAAEQC4QQAgEggnAAAEAmEEwAAIoFwAgBAJFI4+TnMso1cbiG3m9Ft/rxmyTrOF7Z6dN/r41qlGbCxAwCAS0C1OIdDosVnjSWcELGHLb3UWset6LE/pcFSr1XPJrToq7Xqu/82Okl15O5zS4NkSBu5HtMfTz1U77exAwCAS0B31Sf0MlnQW6WF16Onr3cynke96wHReksZv5FLLFN61oG7zwWtaU4fJo3JC022LMY7+qR7er7R+4PxIm3sAADgG8jHOPt3E9rkqlcPtyQpuZdCKl9r/012gmdbuTQh3arkoBHd3Wzpc/ZGW/Ha0BQPAAAunWJyqPdEL/Tq//mL1SP1pwNaljw3WfzGtKT91xNd633Zdi3/37u7ocWU6N6NIqmLBwAAP4FCOAWj+wFN3z71u4Ld7JauxkTLfanbPh/T601GeymmO1KNSaufLcT4S8fh49fbrF08AAC4YBzhpNEzpZsFLfRbhkVTtjQt0ZRI/80hTYyP3OqNpuuktnXp0DUeAABcCK5w8mTQi2gZqp42qyY9sJ8czWmcPz5kHhMa0bucEdf7xxtKMxZX1YL044vHhGzsAADgMoCtHAAAxCAac6UWJwAAgCYgnAAAEAmEEwAAIoFwAgBAJBBOAACIpCKcvKLnOx//4fzdx57AQbAT1a0xZgEAHANHOPlhd14GWVpVGaBkQXcERu/8dNQPdkdyLPNKXwLSbs/eb1yhDM2WenIVVyC8Ai+lHUypj28hAI5GIZzyYffqWnQQiVxmqi3zeFsmRIn1ZTRMKdNhWbqhcS6eLSz12C9gMaAk8ktl9L6kZB7wIQAARJEL5+ptSpQ+u8sqA6iWj7vCp868WO0vtZBCYZ1g0XmkmW6N8VYYM7PeFHnZ+XEdbmcztVpJdGdn+ri8PAeXU5SL1/h7vox6T/+ESM7pVZa1yVKP09pQ+u+ZjENfe0b0zF6qVd9AAEAHtHCu6GNurR9vQe/pK+9SJ8aU2Nz4LDj9BU0yvT9LaTPWohoKO4g5TbcvKk3RyltP30StFKr7b+dXdJHX0y3d70WLbD2lxU0mWoG24XJh4rwXx5BdB0tQfcK6UqoZ+DLqEXuetIHT2qT/OnuV9u4mNJx/5PUGAHTHGuMc0LEMiqQ5cfJS3OQ8zpasaZuFww4jERqlJap/Q05v1h5b7E/JLMWXaH9R0Yd2vzh2/9HGWaM/Fu805e643pyGpcgzbrw4gE7rq6tqMr1r8QlvCLanAByOMzn0O9FdXKuF22qIMNvS2hqPVJvVos4FtdiKFueOZq/+LnpBG0s9TktI9nys87GGRzBbDsC3YAlnl9aI6mqW3dtVt9CajBBC8zof0k0/HHYSZMuxgMdynRanD7a/E9332mHBhhbnbvZAi0nzePHqkUWwyVKPf77EzscaHvl6kk76rZDn4Xi9CgD+NOyOxCwT2g9FsyyaLN2L+5jtlcQ23OdJLBO9r7Sf8YZleyEKVpjahEg0sNwnlIi/Glmm4j3XzaQ1TNP82Cwd7lmBVHxVDt6XnwenbmIbpqKEDZTj6E1lY9dbbE56XAYrTG/Vuqtz1HxOXIq6AgAOQtyXha2cnLThyZDQZAb4mfBTB690k+GH8AA4GB4yy4VTIN3eeWb6KDMa4FLIf98JnysAhyOE05kc4keMluIWi39e8dRwi6mYhHG3YzzK9IvRM/IQTQCOBxzgAQAgBtFg+wOPIwEAwHGBcAIAQCQV4fxuWznggZ96wAPvAFwEjnBWbOXspYpyK9ughTiBRZqzYqc0KRQK81KedIqYaOqUn6BrHXhpKuzhALgICuEUN22trZzXBi0EC9KxLdJEmv0pDYyhiPxtdsuSzRvWxDBfjpmxg9BDm1Zd1/wOqwPs4QC4EHhWnaldOcQrXZzVLWrVSvsVRr5VLmalTsQqmFJZ5EoYUXYZNxQWpFgxJCmtOPLSNb8j1EHub64YAOBUiPtStzjb2spZNmhOt7LY2vQku1ik7ZQbhlybzeOw/cWE0kStkw+FxSDXsRu3pED9uuZ3jDrAHg6A78ca44w0gGhjrVbHgRZpLCryge6vJ7rW+wyhMD9rmvaVKI43KWWmAi3q1y2/A+sAezgAvp3KrHoYywatU4uzu0Vaj5u6It7rTaZXwRRlCYU1o8c42W5uPaUHM4AYqF/X/E5XBwDAWeH+emWsz1Aad1MuQy3GAHOaxjA94ZxvZXyvVEZ5jClLKCyEG0+NK8bHq83vVHVoOw4LADgNLJv8h/FODvFBZrNENAyLgBVPb1UBrRdO72SLY9lmiQwTCvNSEitd7laTXw35naoOmBwC4JsR9yds5X4UK9jDAfDd8LBdLpwC2MpdNvnEET4fAL4PIZzO5NDl2soBoZoQTQAuBNjKAQBADOUWJwAAgGZUixMAAEBLiP4PVM2L3SISbHoAAAAASUVORK5CYII=
此为某台机专用 三菱发那科 宝元系统的可以 加微l452822162
补充内容 (2018-11-25 10:56):
(11 D10 10.0075.0 50.0 11)
(1T01-ZD32 32.0050.0 35.0 1 )
(********************************************************)
(post date=Sun Nov 25 00:18:24 2018)
G17G40G49G80
G05.1Q1
T14
N10M01
( tool_name=CENTERDRILL )
(D=10.00 R=0.00)
(Centerdrill)
G54G90G0X-118.5Y0.0S1200M3
G43H14Z50.
M8
G81G98X-118.5Y0.0Z-2.R3.F40.
X118.5
G80
G0Z50.
M5
M9
G0Z200.
T13
N20M01
( tool_name=ZD14 )
(D=14.00 R=0.00)
(Drilling Tool)
X-118.5Y0.0S530M3
G43H13Z50.
页:
[1]