求大神帮忙dcl
本帖最后由 jiangdongguo 于 2022-3-2 10:46 编辑为什么image_button这个控件它会固定不了高度呀,总是根据左边高度自己调整高度
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z2299O58vWsaWeT164Pl4PdJKCVvgON5YYgEBU2JlfKbQyf6+PTlqAgo3B3uCVnbgASthOSSsghhZgxfNNxcC4P2mZHvGix0rseXYtiPsgdwgzhpeg1S6gHnLtyy/v3iRt/BQnrWgjIl0ELbNjgACUfOriWM9Cayouz5G1I2gBTAxG+ANoNW8U8A1lwzCzz8/w+12ClqB1O4GEiUwfqI2No7hqCgiFnvkAIJykU+0MRli7gYEhBj0k5kR/Stp6IqBM+UXjEbTMzvTRdWGttvdRvNl0G8LsV3/915f/+fd/v7s+zgG+xh/+8IcXvbbbA74X3Pb3q7mTFi+wtD0FLd6AsXZW3PApKXLYwMdLPG6WXtuYnX/kA7RsP8wPMMzWNHW9fu2z9xeEmcHqP/75n+9ghfXznkJn0oD1e+/9oV4b7IHtPd8Lbvv71Ry0MgDxRaA9ddKC3RwSILBCH4uXASLzYbjAxuaYmge2kGaPm2trgN4k1s6Qw8kWYGP7zdtPwsx+SGC/avHl559311/7Kw+C1nbA3iW0skKxQqspYIAMBfyKREGjwC0WrwUwKJkjejyzazZfzIM9QFyT0GUSkLQ12to8sMwP6+d4mINBls3Rij7bZw8rrFfQ2g5CtSfWXULLCg6FbYUHOABa6CMhTWKMdSVtg4QVgBXzlD0K3tbG68r8AJFs3OsjaJmNXW90zd6f+2YfQQvxeKzkWjh2C20Pra/+9E8vv/zHf0zvoaAlaI0euV9JapyOcBLwBQVwcNHZfIDWGIAMNr74a6Blc2Jev67oms3G1hONRboMWtk1RzGgG4OW34cxW8RrTQJaU7DCugUtQWsxaFlBcaFHcADYLCFR0KazvhWg+aOPpIWdf/wCtFAEkTRfxIGM1oUxyLmgZfHwCOfXj7m8HAMRrtl8sJd4k/BxWu3zry2UrFHQErQWgRYKiAtzCg7w4aLD4xsnM2BokvUo4AhMbOfbU+sy+zmhZfEALovr1+P7Y9BiW1w/647YFrQErUWgFRU5iiqDSgk8EAPx7TQFeGEsi58VcMm8mC+L4fW2LlsP603Hp0ZbJ06DbOfbpdCyfcBe+BhH6gtagtYi0MqKBI98KFYvx4ADcPBJjAvfx8r6vrAZWlPri2Kaj79eszNo2Vzwya4NNn5diGn+tkbr44SGmCUyi4v4e5OClqC1KrSeLRAU9rP+Y34MrTG70jEP0lI/XKPBzsMpA15p7CPZCVqC1i6gtaeiw2MqPwruaf2tr1XQErQErcL/j3LLYv7ud797OfKrZm8FLUFL0NoJtC4H/WcwFrT2A6Ka34rf5W/E1ySjbPOvFrHCPuo/QeuYwDK4NQkt+071CDaZHrb4LvZSCb8xOTXnmG80Nne8aI5SnaA1AF2Ph/uB3OGgVVqwHh6+jziZHuMmzSZ6sQ3aJfFgu7QUtAStmseyVmybg1ZW1NBDRgXtx3yfffyY78M202OcZYltiQ3HXLItaAlarYCoZh1NQYsLOmtbEfMYF7XXW9+/YB/ZYoxlqZ35eFvEYT23o3Ho1pCClqBVA4tWbJuDlhU1Xla4UZFnerblNgDAOm5n8bze+yAupI3zi/VZG/YYX1MKWoJWKyCqWUdT0ELBAg4sUdyQZovxMT8/NtZHbEiew8+FOJB+nPtZO/OFfmkpaAlaNbBoxbY5aHGB1xZt5Gu6TM/xIxsbz/zZF3as43hZG/Y8Dp2XpevwfmN9QUvQagVENetoClolxTtWhOzvizzqcyz2LdFHNhyjpI0YbAudl2ZTYuf9xvqClqBVA4tWbJuDFooTBcp93/YFyeMYg873TQ+dSd/HWKbPxv18PnYUL9Ih/pJS0BK0WgFRzTqagtZYgZYU9piNH5vqYy3eDvox6X24z23EiHQYW1IKWoJWDSxasd0FtLioue0Lmseszf0xWxtj26ztY0R99i0dn/LB+krsojkznaAlaLUCopp1NAktK04UKCQXXqRDYbMddJG916EPiTi+j5gYZxnZ8njmW+pXYufnG+sLWoJWDSxasW0KWlaUvjChi6QvSO/L434s6nud+b+i4/nR5njW9i/YrSEFLUGrFRDVrKMpaNUUKhc//DwApvrwMxnFw3gUB2NTvrDjGNBtLQUtQasGFq3Y7hZaWxf8EeYXtAStVkBUsw5Bawdf1rcUIAUtQasGFq3YClqC1iG/B9CAXAN7fZ+Wvk+rS5gsEWqSSbbDaWDuvdBJa9jbLFf5z6nx/tu7fSsnj7OtQyetk5+0DFxHfTFkptqClk5aOmmdGIZTgGhxXNAStAQtQavqM6WtQSZoCVqClqAlaL23HxDs6XMxfaYluOwKLkudyHTS2g9gBS1BS9D68suLoCVo6fFQMNwVDAUtQUvQErQELX2mtcjvsunxUHDZFVz0mdZ+TkRLfbgvaJ0YWkf9pVJcVw3g9Hi4HxgKWieH1iH/x8PLpfstf0FrPyCqOZUJWoLWIbllpy1BS9D69DvfuLyx/5QmQ3bkLvU3u7Ev58viRD6RLvM/i94K+6j/BK1jAstOZLs4adUCJ7KPdGeBU3adgpa+5aHmsawV26agZWCpfUUFGQEq0kW+Z9IJWoJWKyCqWUdz0KqBRgQi1ll77FUz1xFtBS1BqwYWrdgeGloMGoYZ68/cFrQErVZAVLOOpqAFgIydjsbgAz/EgYR+zBe2Z5KClqBVA4tWbJuEVgaOMehgDJJjmA4v1kftUrvId286QUvQagVENevYDbQiGEWQ8Hboexn5ms7sYJvZHEUvaAlaNbBoxXYX0KqBiLdF38ujgOeV6xC0BK1WQFSzjqagZWCpffmiBZxMX9L2/mfqC1qCVg0sWrFtCloZMBg+mQ30sGVpbX6ZLcbhBwk79I8sBS1BqxUQ1azjsNDysMkgFdmV2nrfvfUFLUGrBhat2Apa+h+mD/m/HxqQa95Esv9PVn+stb3/h7FpaOFRrebkk9lm+prEPpqtTlo6abVyeqpZR9PQOhokWrseQUvQqoFFK7aClh4P9Xiov8azyHe5LwU5QUvQErQELUELj0HZh5sYlxweT7bYCz0eDvuf5ao+iNcH8VU/0dmikM80p0HryK+aeylotQen7PFSj4cnfjysKeqj2wpaglZ3osoS4egFoOsbHrv2shdZrurxsD2Y6aSlk5Ye2fVBvD6Ix7tr9u6Fccn9nUiOes+yXNVJSyctvavrZNdkDgha7cFJH8QLFk3CopWTm6AlaHUFkiVCK4mqdejxFDmQ5aoeD9uDmT6I1wlMJzB9EK8P4qfevTAuue1J58i/WGrXVpNfOmm1d6LSZ1o6UT0UsRX2Uf8JWvuBUAanTK/HwxPDTNAaTro6ae0Hck1CK/rCPuggs6N/Ng49ZOYPfakd7L181d/HW6IvaAla2WmmZX3z0ELxe5kVMez8OOu57e24X2rHPtx+1Z9jLdEWtAStluGUra05aPlCR5+ltfHiYoaN6bgd9b0f4pVK9kf8Z319rLX6gpaglYGhZX1T0GLQoM2S21FhYxwQYRsb45cf4/5Um+eBLeu4HY1Dt7UUtAStluGUra05aHmwAACQKPSo733NNtIhBmQUC2OIMdaHDc811uZYW7YFLUErA0PL+qaghQL2EIG+VEb+kc7HGwMNxrwP+hyf29E4dFtLQUvQahlO2dqag5YveMAiklHRe3/YQM9xMOYlbKH3fehZsg3PwW22923Yef2SfUFL0MrA0LK+KWhx4aNYI52NRfpMZ3q8EHduGc1dM8fS64vWImgJWi3DKVtbc9BC8QICkFZ0WRtj7Mu2GEfh+jHW+xi+D1svEdPb+77327IvaAlaGRha1jcFraiAAQMby9qRn9fBF9KP+/glfY7BcbkNm0iHsa2koCVotQynbG27gRaK3suagoev+XAbMbxuqg+/KB77cpt9uG02JXbs82pb0BK0MjC0rG8SWlEBo6Ahxwq2xD+Kwzq0IW0+bvP8Y/psjP0Ru9TW+z7bF7QErZbhlK2tKWhZ0UaFy7qxduRfqkPhe3uej23QNultohjehv23agtaglYGhpb1TUErKt6o2AGFaCyKEenYdyoej6ONmFEcjHnpff342n1BS9BqGU7Z2pqH1tqFfKb5BC1BKwNDy3pBS9+ndcjvATQg17wB6fu09H1aXcJkiVCTTLIdTgNz74VOWsPeZrmqP2zRHsx00tJJSyct/WEL/WELnAiydy+MSw7v9FvshZ20jvyq2dMsV3XS0kmr6nOGmqST7bYA3Pv+C1rtwSn7YYAeD0/8eLh30My5fkFL0NIH8YLhrk7VgpagJWgJWoLWe/sBQfYo1qJej4eCy67gMucjIcfSSWs/gBW0BC1BS7/yoF95wDtY9u6FcUn9xK+VHMhyVb/y0N4JTCctnbR00tJJSyctvHtm714Yl9z2pHXkXyy1a6vJryxXddLSSasqkWqSTrb1ALTCPuo/Qas92Mz1k0g9Hp748VDQGkCvk9Z+INcktPiL9XCCgg4Sei+zceghvZ/vl9p5P/Rf9UecJaWgJWjNdfpZM07z0ELxe5kVM+z8OOu57e24X2rHPtx+1Z9jLdEWtAStNWEz11zNQcsXOvosrY0XFzNsTMftqO/9EK9Usj/iP+vrY63VF7QErblAsmacpqDFoEGbJbejwsY4IMI2NsYvP8b9qTbPA1vWcTsah25rKWgJWmvCZq65moOWBwsAAIlCj/re12wjHWJARrEwhhhjfdjwXGNtjrVlW9AStOYCyZpxmoIWCthDBPpSGflHOh9vDDQY8z7oc3xuR+PQbS0FLUFrTdjMNVdz0PIFD1hEMip67w8b6DkOxryELfS+Dz1LtuE5uM32vg07r1+yL2gJWnOBZM04TUGLCx/FGulsLNJnOtPjhbhzy2jumjmWXl+0FkFL0FoTNnPN1Ry0ULyAAKQVXdbGGPuyLcZRuH6M9T6G78PWS8T09r7v/bbsC1qC1lwgWTNOU9CKChgwsLGsHfl5HXwh/biPX9LnGByX27CJdBjbSgpagtaasJlrrt1AC0XvZU3Bw9d8uI0YXjfVh18Uj325zT7cNpsSO/Z5tS1oCVpzgWTNOE1CKypgFDTkWMGW+EdxWIc2pM3HbZ5/TJ+NsT9il9p632f7gpagtSZs5pqrKWhZ0UaFy7qxduRfqkPhe3uej23QNultohjehv23agtagtZcIFkzTlPQioo3KnZAIRqLYkQ69p2Kx+NoI2YUB2Neel8/vnZf0BK01oTNXHM1D621C/lM8wlagtZcIFkzjqCl79M65PcAGpBr3oD0fVr6Pq0uYbJEqEkm2Q6ngbn3QietYW+zXNXXLbcHM520dNLSSUt/2EJ/2AInguzdC+OSwzv9FnthJ60jv2r2NMtVnbR00qr6nKEm6WS7LQD3vv+CVntwyj7c1+PhiR8P9w6aOdcvaAla+iBeMNzVqVrQErQELUFL0HpvPyDIHsVa1OvxUHDZFVzmfCTkWDpp7QewgpagJWjpVx70Kw94B8vevTAuqZ/4tZIDWa7qVx7aO4HppKWTlk5aOmnppIV3z+zdC+OS2560jvyLpXZtNfmV5apOWjppVSVSTdLJth6AVthH/SdotQebuX4SqcfDEz8eCloD6HXS2g/kmoQWf7EeTlDQQULvZTYOPaT38/1SO++H/qv+iLOkFLQErblOP2vGaR5aKH4vs2KGnR9nPbe9HfdL7diH26/6c6wl2oKWoLUmbOaaqzlo+UJHn6W18eJiho3puB31vR/ilUr2R/xnfX2stfqClqA1F0jWjNMUtBg0aLPkdlTYGAdE2MbG+OXHuD/V5nlgyzpuR+PQbS0FLUFrTdjMNVdz0PJgAQAgUehR3/uabaRDDMgoFsYQY6wPG55rrM2xtmwLWoLWXCBZM05T0EIBe4hAXyoj/0jn442BBmPeB32Oz+1oHLqtpaAlaK0Jm7nmag5avuABi0hGRe/9YQM9x8GYl7CF3vehZ8k2PAe32d63Yef1S/YFLUFrLpCsGacpaHHho1gjnY1F+mXfUoIAABAoSURBVExnerwQd24ZzV0zx9Lri9YiaAlaa8JmrrmagxaKFxCAtKLL2hhjX7bFOArXj7Hex/B92HqJmN7e973fln1BS9CaCyRrxmkKWlEBAwY2lrUjP6+DL6Qf9/FL+hyD43IbNpEOY1tJQUvQWhM2c821G2ih6L2sKXj4mg+3EcPrpvrwi+KxL7fZh9tmU2LHPq+2BS1Bay6QrBmnSWhFBYyChhwr2BL/KA7r0Ia0+bjN84/pszH2R+xSW+/7bF/QErTWhM1cczUFLSvaqHBZN9aO/Et1KHxvz/OxDdomvU0Uw9uw/1ZtQUvQmgska8ZpClpR8UbFDihEY1GMSMe+U/F4HG3EjOJgzEvv68fX7gtagtaasJlrruahtXYhn2k+QUvQmgska8YRtPR9Wof8HkADcs0bkL5PS9+n1SVMlgg1ySTb4TQw917opDXsbZar+rrl9mCmk5ZOWjpp6Q9b6A9b4ESQvXthXHJ4p99iL+ykdeRXzZ5muaqTlk5aVZ8z1CSdbLcF4N73X9BqD07Zh/t6PDzx4+HeQTPn+gUtQUsfxAuGuzpVC1qClqAlaAla7+0HBNmjWIt6PR4KLruCy5yPhBxLJ639AFbQErQELf3Kg37lAe9g2bsXxiX1E79WciDLVf3KQ3snMJ20dNLSSUsnLZ208O6ZvXthXHLbk9aRf7HUrq0mv7Jc1UlLJ62qRKpJOtnWA9AK+6j/BK32YDPXTyL1eHjix0NBawC9Tlr7gVyT0OIv1sMJCjpI6L3MxqGH9H6+X2rn/dB/1R9xlpSClqA11+lnzTjNQwvF72VWzLDz46zntrfjfqkd+3D7VX+OtURb0BK01oTNXHM1By1f6OiztDZeXMywMR23o773Q7xSyf6I/6yvj7VWX9AStOYCyZpxmoIWgwZtltyOChvjgAjb2Bi//Bj3p9o8D2xZx+1oHLqtpaAlaK0Jm7nmag5aHiwAACQKPep7X7ONdIgBGcXCGGKM9WHDc421OdaWbUFL0JoLJGvGaQpaKGAPEehLZeQf6Xy8MdBgzPugz/G5HY1Dt7UUtAStNWEz11zNQcsXPGARyajovT9soOc4GPMSttD7PvQs2Ybn4Dbb+zbsvH7JvqAlaM0FkjXjNAUtLnwUa6SzsUif6UyPF+LOLaO5a+ZYen3RWgQtQWtN2Mw1V3PQQvECApBWdFkbY+zLthhH4fox1vsYvg9bLxHT2/u+99uyL2gJWnOBZM04TUErKmDAwMayduTndfCF9OM+fkmfY3BcbsMm0mFsKyloCVprwmauuXYDLRS9lzUFD1/z4TZieN1UH35RPPblNvtw22xK7Njn1bagJWjNBZI14zQJraiAUdCQYwVb4h/FYR3akDYft3n+MX02xv6IXWrrfZ/tC1qC1pqwmWuupqBlRRsVLuvG2pF/qQ6F7+15PrZB26S3iWJ4G/bfqi1oCVpzgWTNOE1BKyreqNgBhWgsihHp2HcqHo+jjZhRHIx56X39+Np9QUvQWhM2c83VPLTWLuQzzSdoCVpzgWTNOIKWvk/rkN8DaECueQPS92np+7S6hMkSoSaZZDucBubeC520hr3NclVft9wezHTS0klLJy39YQv9YQucCLJ3L4xLDu/0W+yFnbSO/KrZ0yxXddLSSavqc4aapJPttgDc+/4LWu3BKftwX4+HJ3483Dto5ly/oCVo6YN4wXBXp2pBS9AStAQtQeu9/YAgexRrUa/HQ8FlV3CZ85GQY+mktR/AClqClqClX3nQrzzgHSx798K4pH7i10oOZLmqX3lo7wSmk5ZOWjpp6aSlkxbePbN3L4xLbnvSOvIvltq11eRXlqs6aemkVZVINUkn23oAWmEf9Z+g1R5s5vpJpB4PT/x4KGgNoNdJaz+QaxJa/MV6OEFBBwm9l9k49JDez/dL7bwf+q/6I86SUtAStOY6/awZp3loofi9zIoZdn6c9dz2dtwvtWMfbr/qz7GWaAtagtaasJlrruag5QsdfZbWxouLGTam43bU936IVyrZH/Gf9fWx1uoLWoLWXCBZM05T0GLQoM2S21FhYxwQYRsb45cf4/5Um+eBLeu4HY1Dt7UUtAStNWEz11zNQcuDBQCARKFHfe9rtpEOMSCjWBhDjLE+bHiusTbH2rItaAlac4FkzThNQQsF7CECfamM/COdjzcGGox5H/Q5Prejcei2loKWoLUmbOaaqzlo+YIHLCIZFb33hw30HAdjXsIWet+HniXb8BzcZnvfhp3XL9kXtAStuUCyZpymoMWFj2KNdDYW6TOd6fFC3LllNHfNHEuvL1qLoCVorQmbueZqDlooXkAA0ooua2OMfdkW4yhcP8Z6H8P3YeslYnp73/d+W/YFLUFrLpCsGacpaEUFDBjYWNaO/LwOvpB+3Mcv6XMMjstt2EQ6jG0lBS1Ba03YzDXXbqCFoveypuDhaz7cRgyvm+rDL4rHvtxmH26bTYkd+7zaFrQErblAsmacJqEVFTAKGnKsYEv8ozisQxvS5uM2zz+mz8bYH7FLbb3vs31BS9BaEzZzzdUUtKxoo8Jl3Vg78i/VofC9Pc/HNmib9DZRDG/D/lu1BS1Bay6QrBmnKWhFxRsVO6AQjUUxIh37TsXjcbQRM4qDMS+9rx9fuy9oCVprwmauuZqH1tqFfKb5BC1Bay6QrBlH0NL3aR3yewANyDVvQPo+LX2fVpcwWSLUJJNsh9PA3Huhk9awt1mu6uuW24OZTlo6aemkpT9soT9sgRNB9u6FccnhnX6LvbCT1pFfNXua5apOWjppVX3OUJN0st0WgHvff0GrPThlH+7r8fDEj4d7B82c6xe0BC19EC8Y7upULWgJWoKWoCVovbcfEGSPYi3q9XgouOwKLnM+EnIsnbT2A1hBS9AStPQrD/qVB7yDZe9eGJfUT/xayYEsV/UrD+2dwHTS0klLJy2dtHTSwrtn9u6FccltT1pH/sVSu7aa/MpyVSctnbSqEqkm6WRbD0Ar7KP+E7Tag81cP4nU4+GJHw8FrQH0OmntB3JNQou/WA8nKOggofcyG4ce0vv5fqmd90P/VX/EWVIKWoLWXKefNeM0Dy0Uv5dZMcPOj7Oe296O+6V27MPtV/051hJtQUvQWhM2c83VHLR8oaPP0tp4cTHDxnTcjvreD/FKJfsj/rO+PtZafUFL0JoLJGvGaQpaDBq0WXI7KmyMAyJsY2P88mPcn2rzPLBlHbejcei2loKWoLUmbOaaqzloebAAAJAo9Kjvfc020iEGZBQLY4gx1ocNzzXW5lhbtgUtQWsukKwZpylooYA9RKAvlZF/pPPxxkCDMe+DPsfndjQO3dZS0BK01oTNXHM1By1f8IBFJKOi9/6wgZ7jYMxL2ELv+9CzZBueg9ts79uw8/ol+4KWoDUXSNaM0xS0uPBRrJHOxiJ9pjM9Xog7t4zmrplj6fVFaxG0BK01YTPXXM1BC8ULCEBa0WVtjLEv22IchevHWO9j+D5svURMb+/73m/LvqAlaM0FkjXjNAWtqIABAxvL2pGf18EX0o/7+CV9jsFxuQ2bSIexraSgJWitCZu55toNtFD0XtYUPHzNh9uI4XVTffhF8diX2+zDbbMpsWOfV9uClqA1F0jWjNMktKICRkFDjhVsiX8Uh3VoQ9p83Ob5x/TZGPsjdqmt9322L2gJWmvCZq65moKWFW1UuKwba0f+pToUvrfn+dgGbZPeJorhbdh/q7agJWjNBZI14zQFrah4o2IHFKKxKEakY9+peDyONmJGcTDmpff142v3BS1Ba03YzDVX89Bau5DPNJ+gJWjNBZI14wha+j6tQ34PoAG55g1I36el79PqEiZLhJpkku1wGph7L3TSGvY2y1V93XJ7MNNJSyctnbT0hy30hy1wIsjevTAuObzTb7EXdtI68qtmT7Nc1UlLJ62qzxlqkk622wJw7/svaLUHp+zDfT0envjxcO+gmXP9gpagdfsg3pJBL+3BHnIggqAeD9uD2aInrSgJpNNj3J5yYAxaVjx6bbMHWQ75+/Xpd75xeWP/yRykF5COlgO+CI52fUe7Hn+/BC19/nW6NyxfBEcr8qNdj79fgpagdWpo7eFzubOvUdASpE4HKX/y8EXgx9Vv6yMRf7900hLETgcxXwSCVFuQ8vfD3y9BS9AStJQDTeeAoKUEbTpB/bvsEn1fBEvMoZjznd78/dJJSxA7HcS4CNT+5mVPe2BvBqeA1pu/+reLXsvvQaunix//+McXfu2pSLXWe6gKWoLZrDBvGVqfffbZBS+B4B4Ee9qP00HLkvbrX/96l7yS8+0DTrF7gRbgdWRpJ8tW78er6zrV4yFAdeRk3eLaBK3hFLfF/kdzClo7/7AaRRXd3C119pd8aud/xqd2jhp7eyPA/r76DrqUvxVwzTWtbbvEPRW0DgKt1k5a+PNjLEsKZokkL5k3szkDtPgecTvbE6/394z7WdvHqOkLWgeBVs1Nn8uWExxti82Jirm8DvY1ErHWkmc6afH9QTu7N9H+wwdj6HuJ8VekoHUQaG150kJiWiJyG4lZqoN9JKMYkd3cujOctGzPeH+ztrfze81+GIt0GHtWCloHgdazCTCHn09M62evOeZbK8bZTlp8z7DH0b3FWCY5jm9nPjV6Qesg0NrqpOWT2pKPdVkbSeqTOurDdgupk9b9D1T4fvp7jfvjbab0GC+VgtZBoFV6w+e285Cx+Jy0WTtbB9tnNmvpz3bSwr7yPeC2jft+pItsIjvMVysFrYNAa4uTliUnJyja0EdyKkERY8purfEznbT4fvH+4p5A8hi3Mc5xfJvtn20LWgeB1rMJ8KofEtXioA3JOt/GvGyb2cB2bamTVv+LpbhHkNl9wDikt8v03m6qL2gdBFpbnLQsuTgR0YbMxjkp2Rb2puMX26/dPtNJC3sb7b2/T7CF5HFuY9xkpmebkragdRBoldzsJWw4EdE2mb38GuADve9Dv4U8y0kruld+v6fuC49H8aDzcZ/pC1oHgdaWJy0kJBIX0hIyayNZedzbw2ZLeZaTFu9xdk+8Hj5e7/uZHfS1UtA6CLRqb/xc9lGCsi5r2/wYg2TdXOt7Jc5ZTlp+j8buB4/Bz+t8P7ODvlYKWgeB1lYnLZ9wYwnLY9y2GNafevm51uif+aTl7xH2O9Nn43xfYfOKFLQOAq1XkkC+8devnPWk1Xo+CFoHgVYrJ63WE752fWc8adXu0dr2gtZBoLV24pxhPp204hPo1vde0DoItHDSkpzvq5atOHXSag9cgtZBoIXiklzmL/Ms9c2jr8a1At765LP2/IKWoHU7TQh4OfBehctS/lbAZ3wttZ9bxz3FH7bYepM1/3x/bVh7qb0UtHZ+ilQRq4jPlgOClqB12L+Pd7ZiPsv1ClqClqClHNhVDghaSthdJexZThO6zvyxX9AStAQt5cCuckDQUsLuKmF1AslPIGfZG0FL0BK0lAO7ygFBSwm7q4Q9y2lC15mfKAUtQUvQUg7sKgdu0LKGXtoD5YByYA858P+82ZkO48XnNgAAAABJRU5ErkJggg==
dcl:dialog{
label="AutoCAD绘图比例系数设定";
:boxed_row{
:boxed_column{
label="参数设置";
children_alignment=right;
children_fixed_height=ture;
:edit_box{label="绘图比列1:"; key="edit_bl";edit_width=5;allow_accept=true;}
:edit_box{label="字体:"; key="edit_zt";edit_width=5;allow_accept=true;}
:edit_box{label="缆线宽度:"; key="edit_kd";edit_width=5;allow_accept=true;}
:edit_box{label="缆线宽度:"; key="edit_1";edit_width=5;allow_accept=true;}
:edit_box{label="缆线宽度:"; key="edit_2";edit_width=5;allow_accept=true;}
:edit_box{label="缆线宽度:"; key="edit_3";edit_width=5;allow_accept=true;}
:edit_box{label="缆线宽度:"; key="edit_4";edit_width=5;allow_accept=true;}
:edit_box{label="缆线宽度:"; key="edit_5";edit_width=5;allow_accept=true;}
}
:column{
label="图例选择";
:row{
children_alignment=top;
children_fixed_heigth=ture;
children_fixed_width=ture;
:image_button{
key="cyh_b00001";
color=-2;
width=12;
heigth=8;
fixed_heigth=ture;
fixed_width=ture;
allow_accept=true;
alignment=top;
}
}
}
}
ok_cancel;}
:image_button{
key="cyh_b00001";
color=-2;
width=12;
fixed_heigth=ture;
fixed_width=ture;
aspect_ratio =0.66;
allow_accept=true;
alignment=top;
}
这样试一下 学习到了,,,,
页:
[1]