世人皆醉 发表于 2022-6-9 11:01:01

自动绘制直管展开图老是出现各种情况的问题,求大佬进来看看啥情况?

本帖最后由 世人皆醉 于 2022-6-9 11:02 编辑

目的:我想通过输入一些参数能够自动生成矩形直管展开图,需要的数据有长和宽和高,以及起始点

代码:(defun c:c3()
(setq o1(getreal"请输入直管的长:"))      ;建立o1为直管的长
(setq o2(getreal"请输入直管的宽:"))      ;建立o2为直管的宽
(setq o5(getdist"请输入直管的高:"))         ;建立o5为直管的高
(setq pt1(getpoint"请输入点的位置:"))       ;点选起点的位置
(setq i1(list (car pt1) (+ (cadr pt1) 148.5)))   ;第一个点的坐标
(setq i2(list (car pt1) (+ (cadr i1) (- o1 3))))   ;第二个点的坐标
(setq i3(list (car pt1) (+ (cadr i2) (- o2 3))))   ;第三个点的坐标
(setq i4(list (car pt1) (+ (cadr i3) (- o1 3))))   ;.........
(setq i5(list (car pt1) (+ (cadr i4) (- o2 3 148.5))))
(setq i6(list (+ (car pt1) o5) (cadr i5)))

(setq i7(list (+ (car pt1) o5) (cadr i4)))
(setq i8(list (+ (car pt1) o5) (cadr i3)))
(setq i9(list (+ (car pt1) o5) (cadr i2)))
(setq i10(list (+ (car pt1) o5) (cadr i1)))
(setq i11(list (+ (car pt1) o5) (cadr pt1)))      ;第十一个点的坐标
(command "line" pt1 i1 i2 i3 i4 i5 i6 i7 i8 i9 i10 i11 "c"))   ;绘制直线命令
问题:这个代码测试的时候一会成功一会不成功,出现问题的点有在第6个点和第十一个点的问题上,我想问一下,我这个引用第6点直接X轴的方向是不是合理的,还有就是这个代码测试失败会显示创建为零的直线是啥情况

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Hvzi0IKw6Q6ADcLSElEScv1QwA1sZStM7AvDuYj7DiAm6bYE+XBABSYClapCX+vLtBXRCpT2Bp1lqjWnXhvuHDr7UDzyXlH6bTYyN7V39Lq+PrHaN53gYtC7driZ95d25BWIFj9ASxvoGF7goADNa1FG1IX4r1Dyv9lqLN6xCb/kvRsrqTVTHvDuYjrMD2CCMAkBmWooV9Me/ObWj0ukDPSRDddFDvpucKAJlhKVoA9kFYcaCe86v0/WMmo7JCW2uflFFZkZfHz8VzTBZu8v365fv1AYB+upeirUu0FG3pKNXH4gWW9NR0NmhZRKr1p7MUbVinGz1dm+7zC+Xo/C8AnIFhYDaT7blAnDp3I9FzNjugAYBVsRQtADuhs2ITqboH6RycO/EAPtOTZSbbJhcn3gQAa+tZinbYwaVo25tV4xmls0v7LBXrGdF1pvtYqzYM6nSkuxRtz1ntmzQnNkzzyiZqcs+f7n2t8w6TjFbN7xNSWIoWQF90Vmwo2UF1vO6J2w68012qOdNw48TOFAC3YSlaAPZCWLG5dM4r4vSlfAc+v77Xp9omGbeFPABuwFK0AOyFsGJDPYEjm4NupwWVHpmGtr7XxbvshtcMAKyBpWgBJEZYsSkmlg+WTqhIN3gQUAAAAMzHBHubSHbwnO45VCx5AO4tUszvV3TYMBmVlWZXkxdGZaWiw4Yp5vdLXn7kAAAA0kVnxUYGTqyPN4QpXmfFCiHFt7VRkfHVCk88QsbYsYpUVyl8+HhFqsbJGDNa0fJyGSNHqvorX1NRW5vZ5eZMtLxcTf/9S5W88aaMilHy7tot37bt8m9plK9pm7zNzSpqb5dva6PZpQIAAFgOYcWmEgUQKwSTeIIzP6ltv3w06Ta+HTu1e+GNikwYX6Cq8s+3tVGx0hJ1zDqx64qjpphbEAAAgI0QVhzIipPDy559XsMf+4UiE8ar85ip6jh5liLVVf22iXk8Gr1wkeM6K41PrR90va9pm/xbtqrk1dfkf/d97f/3fzOhOgAAAGsjrNhEthPn0zkPSyGEjvqIApv/qdK//FWHeL2KlZbIOHSsOqdNVXDmiTJGV6jjpJkqamuTt2WPKTXmi6ezU6V/fVne3XtU8vIrKt60Wd6dzfJ0BOUxDBmVFdpz/VyzywQAALAcwgoKzmMY8uw/oKL99fK/X69D/t9TigUC8oRCZpeWc96WPZo4Y5Zjnx8AAEA+sTSRTVhlOFe+OP1A3unPDwAAIB/orNhIvBMWDrxt4O1ODzkAAABwLjorNhTvvCr1mza6+oSQAAAAcB46KzYWr9NCYAEA9JXs90I2XXm69wAKic6KA6R7BnsAAOIZGGgSdevjbQcA+URYcRBCCwAgl9Lp3BNYAOQTw8AciMACIFv1mzam/AzpOTjls8YZ4g3rShVA0t0OAIaKsAIADpbufIW+2yYLLAO/aSew2Eeq/6u+t0+aNiPheyfe4/BeAJAvhBWbyNW3V/wyATBQorkJiSZfwz5y1QXj/x+AWZizAgAulmxlp3S+Wecg1h56Jszz/wXAbggrNkFHBMBQ9CzA0fdPou1SPU4628G6Mg0sBBwAZmIYmI3EG0PMAQOAVDL9nEg2XyEe5ivYD/9nAOyCzorN8MsFQLpydU4Mvlm3v1QdNQCwKsKKDTFeHEAm+s5VyGSFp2Tbwx7SPRM9AFgVYcWm+JYMQLZYXdBdhvr/xP8zADMRVgDABfhyw5qMygptrX1SRmVFwfZpp/eBGa8PAGshrACAwyU6iR+cjeWKATgBYQUAHIpuCuJJFF76Xs/KkwCsgrACAC6Sy4NOvrG3tniLsSQ7CWiqxxjqYwFANggrAGCSfI7Hz9UQIDMPQpmvkFvprASX7nuGoAqgUAgrAOAiDAGCNPj/NNsuS7r3BYBsEVYAwIFSnY9pqEOAMn0smCPeMvfJQkfPbYnmO6X7WACQKz6zCwAA5F+yIUCpThiZ7mMhP2KBgDyh0JAfJ91gMZQuSzZy9fwAOBNhBQAcqm8QGXi9mY+FxGJer2KlJTIOHavOaVMVnHmijNEV6jhppibUnCVvyx6zS8yZnjlJvsYmlbz+pkpefkXFmzbLu7NZno6gPIZhdokALICwAgAOlihkpNom0RAgVoDKvcA77yl4/HEKTzlSwROOV/jwCYpUV/XbxruzWdHycpMqzI9oeblixcUKHzlZ4SMnq232OZIkX9M2+bdsVcmrr8n/7vsKvPueyZUCMBNhxcWi5eXybW3s/QXopG/sAKfIxRCZXA7ryXVAYQiQ1H7aKWo/7ZSk20SHD9fuhTcqMmF8garKP9/WxrjXR6qrFKmuUsdJMwtcEQArIqy4lFFZqcan1kuSGp9aL09npybOmGVyVYC7xRsCFDzuWEXGVzMEyMFKXv6bKpeuULSsTMbYsYpUVyl8+HhFqsbJGDNa3j2tCn78WI1euEhFbW1ml5sz0fJyNf33L+X98EMVtbXJu2u3fNu2y7+lUb6mbfI2N6uovV0t1801u1QAJiKsuJQnGJRv+w5Fxh0mSfI1NuXtG05vyx5NqDkr54/rFLw+7hZ45z2Fph6tyITx6jxmqjpOnjVoCFDZs88zBMjBIhPGy9u8S4GBYdRbpFiRV7FAQLGSEnlbWswpME+8LXs04Yx/lScYlCcUkidqSEa03zZGZYWjukkAMkdYcSlPKNT1DV13WCl5/U3XD8UAzJDOEKDQ1KMYAuRGRlQeIypPOCwdOGB2NXnhtAAGIPcIKy7liRry7totHTVFklTy8ismVwS4U8nLf1PFD+9RzOeLOwQoWl4uY+RIHcYQIACACxFW3MqIyrdte+/F4k2bTSwGcCdvyx6NO//CBDcyBEhS4tfHIRgGmhyvDwDCiov5t3QNw/A1bZN3Z7PJ1QDohyFAAACoyOwCYB5f0zZJUumLL8nTETS5GgAAAKA/woqLeZu7uim+HTtdtUwoAAAA7IFhYAVgVFaYst90lzoNbP6nwhOPyHo//oYPUm5TadJrYCctDjqHBgAAQC4QVgpg268eS7lN4N331P7pU1Ty8t9ytjxpypAUjUmSmpcvkYqyb7KlOplkZWWFXn2hVi++/Dcd7qClV3Nly9ZGVc38pGZ/qobAAgAA0AdhpQCqzj0v5TbB449T+6dPUeXSFfI278rJfq10ErltO3bqvIWLtM9BS6/myvDycj32kwfNLgMAAMByCCsF4E3j2/LwlCMlSdGyssFnMc7jfgslGo1qX1sbnYMEotHBS7bCXLkYvpnOzyBDJFNz+ucG74HUnP4eAJAYYcUCYl6vgiccL0kyxo41uRoAUurhm76tjQqecLzKnn9RoaM+EnebVOeH6BkiuW3HTgJrHFu2NurkmZ/UCQ4eIsl7IDk3vAfsprKyQut/9ZjOOfc8/k9QEIQVC4iVlih8+ARJUqS6yuRqAEiph29Gxldr2y8f1fDHfqHA5n9mvZ8XX/4bQyQTGF5erm0/eVBnm11InvEeSMwt7wEAiRFWLMA4dGxvSAkfzgR0wApSDeHqWUEvMmG8Sv/y16z3c/iE8QyRTMIN3QbeA8m54T0AIDHOs2IBndOm9v47UjVO8vLfAlhdz5DNzmOmKub1mlwNAADOxFGxBQRnntj7b2PMaMWKOPABrK6nG9px8izFSktMrgYAAGcirJgsFgjIGH1wJRjvnlbFAgETKwKQjp4hm5HqKhmHsjAGAAD5QFgxmScUUsdJM+Xd2SxPR1DBjx+rWAnf0gKW5i3qGrLZre9QTgAAkDuEFQuYUHOWxp1/oYrffEvVX/mavC0tZpcEIIlYkVfGmNG9l/sO5QQAALnDamAW0LPqUGTCeBWxdCVgebFAQNHy8t7LweOOVSwQkCcUMrEqAACch84KAGQoVlIiY+RI+XbsVNmzzysyvpqgAgBAHhBWACBD3pYWVX/la/J9sEUVS1ekPFM9AADIDmEFALJQ1NbWO3Qz1QkkAQBAdggrAAAAACyJsAIAAADAkggrAAAAACyJsAIAAADAkggrAAAAACyJk0I6WHjiEQXZj7/hg4LsBwAAAO5CWHGwpvWPJ7299KW/qf3Tn1LZcy+oY9Yns97PxBmzUm4zvmqcTsh6D87H6wMAADAYYcXBqs/5atLbI1Xj1P7pT6n8V79RxZ3L81pL47btOieve7A3Xh8AAIDBCCsOlmp4Vmjq0ZKkzunHqOyZZwtREgAAAJA2Jti7WPiICZKk9s98WvJ6Ta4GAAAA6I+w4mKRCeN7/46WlppcDQAAANAfYcXFIlXjJEkxn1fGoWNNrgYAAADoj7DiYpHugBIrLlbn9GNMrgYAAADoj7DiUrFAQNHhw3svd8w60cRqAAAAgMEIKy4V8/sUKy3pvdz58Y8xyR4AAACWQlhxqVhJqby7dh+8wogyyR4AAACWQlhxqeiI4YpUVckTCqto716FJ09kkj0AAAAshbDiUv66eh323Yvk27Zdh172A43/4lfkf7/O7LIAVxleXq7KygoNLy83uxRLcsPr44bnOBS8PgAIKy7mbdmjyLhD5W3Zk/Js9wByb19bm1pa9mhfW5vZpViSG14fNzzHoeD1AUBYAQAAAGBJhBUAAAAAlkRYAQAAAGBJhBUAAAAAluQzuwCkp37Txt5/T5o2w8RKAAAAgMKgs2JD9Zs29gsvAAAAgBPRWbExui0AAABwMsKKDU2aNmNQZ2Xg5XTCS1Fbm7wte1TE+vUAAACwIMKKTfWEkUTDwRJdTwcGAAAAdkFYsbmB4YO5LAAAAHAKworDEF4AAADgFIQVh2PYFwAAAOyKsGIThA4AAAC4DWHFhjId2kXQAQAAgB1xUkibyWYOCieRBAAAgB0RVmwk3cBBJwUAAABOwDAwm0jnbPU929Rv2thvm0TXAwAAAFZGZ8UF4gUXAAAAwOoIKw6RLISk05UBAAAArIZhYDaUbneELgoAAADsjM6KTWTSEUm0LV0VAAAA2AmdFRvpCRuJOibJwghBBQAAAHZDWLGhZMFjYJAhpAAAAMCuCCs2E6+rkqzj0nMdoQUAAAB2w5wVG0k0/CudM9Qz2R4AAAB2Q2fFJjIJGwO7KJwUEgAAAHZEWLGhRGEk3m0AAACAXTEMzAU4gz0AAADsiM6KDQ0czsXqYAAAAHAiOis2EW/oV7IuSbzbCSoAAACwE8KKjQwMG+meBHLStBkEFQAAANgOw8BsJpPQQUABAACAndFZAQAAAGBJhBUAAAAAlkRYAQAAAGBJhBUXi5aXy7e1UdHychmVFWaXAwAAAPTDBHuXMior1fjUeklS41Pr5ens1MQZs0yuCgAAADiIzopLeYJBlb70Su9lX2OTYoGAiRUBAAAA/RFWXMoTCsmoGNV7ueT1N+UJhUysCAAAAOiPsOJSnqgh767dvZdLXn4lydYAAABA4RFW3MqIyrdte+/F4k2bTSwGAAAAGIyw4mL+LY2SJF/TNnl3NptcDQAAANAfYcXFfE3bJEn+LVvl6QiaXA0AAADQH2HFxbzNXd2Ukldfk8cwTK4GAAAA6I/zrDhYeOIRSW/vCSi+LVtTbpuMv+GDrO8LAAAAJEJYcbCm9Y8nvd23Y6ck6cCXztLuO27Jej/pnExyfNU4nZD1HpyP1wcAAGAwwoqDVZ/z1aS3G5UV2v7Ywyp/fJ0qlizPay2N27brnLzuwd54fQAAAAYjrDhYquFZRmVF199jx6rsmecKURIAAACQNibYu5gxdqwkqfOYqYp5vSZXAwAAAPRHWHGxSHWVJKnj5FmKlZaYXA0AAADQH2HFxcKHj5fUFVqMQ8eaXA0AAADQH2HFrbxFilSN673YOW2qicUAAAAAgxFWXCpW5JUxZnTv5eDME02sBgAAABiMsOJSsUBA0fLy3svG6ArFAgETKwIAAAD6Y+lil4qVlMgYOVKejqCK9u1Tx0kz5QmFzC4LAAAA6EVnxaW8LS2q/srXVPzmWxp3/oWaUHOW2SUBrjO8vFyVlRUa3qfLiYPc8Pq44TkOBa8PAMKKixW1tSkyYbyK2poHLf4AACAASURBVNrkbdljdjmA6+xra1NLyx7ta2szuxRLcsPr44bnOBS8PgAYBjYE9Zs29rs8adqMhLcl2i6bfWVzfwAAAMBu6KxkKV4Y6bkuWVBJ5/Z09j3UxwAAAACsjrCShWRBIV63pedPuo+RSR2EFgAAADgVw8AylGw4VqqhWpOmzchLuEg2HA3AQal+VhL9fPIzBQCAOeis5FChDmgSdWt69HRc6LoAByUaupnO8E1+lgAAMAedlQz17Y70/B2vY1K/aWNBwkvPPhIdTNF1ATKbR5ao21Kon2kAAHAQYSULA8PJwAOddL6pzfVBTz7mxABOlGzVPsIIAADWwjCwLCU7qLHCAU/foWKpho0BbpXOz0S6S5IDAIDco7MyBOkEFr65BaylZzhXojksmS6cAQAA8oewkke5DCocJAHZSzZ0cyC6JwAAWAdhZQjiHdQkm/BeqG9o+SYYGCzZ0uHpLCvOzxIAAIVHWMlSuqtv5Xt/md6PAy64WbpzzQj8AABYA2ElC4kOZNI5wGEZVMDaCCoAAFgHYSVDyQ5k8nWGegC5kekwMIILAADmIqxkKFkgyWdQSTYXhtWLgNSYVA8AgP0QVoYgnYOfVGeYz1S8xxu4LwD9pTN0M97tfbdh6CYAAIXHSSGzkMkJIes3bUzrgCibGtLdF4D44g3lTLYNP18AABQWnZUsDTyA6Xs51RKp+aiDgyggc+n83DCsEgAA8xBWciDVt7GFrIHQAiSX7vBNfpYAADAfw8DyrGdoFgc+gHky/fIgH0M3AQBA5uisZGgooSMXJ2hk6VUgO/HmnqQzH4WfGwAAzENYsRGWXgVywwpDNwEAQGqEFZtId+nVeAdcLL0KpI9uJAAA1kFYyVCqieyFPkFjOhOB+25DYIEbZdt5zMXQTQAAkD0m2Gcp3nlOJGue64RvigEAAGBHdFaGKNGQrHwGloGTg5MFEKsFJwAAACBdhJUcyue5TuIN90o2pIulV4GDkv1sFnroJgAASB9hJQ/yFVoGdnGSHUj1DTcccAFd4v1s8nMCAIB1EVbyKJ8HP+k8dqptouXl8m1tVLS8XJLkbdmTk9oAq0sWWgAAgHUQVlzKqKxU41PrJUmNT62Xp7NTE2fMMrkqoLDyOXQTAAAMHWElQ7k8qDFz2IknGJRv+w5Fxh0mSfI1NikWCMgTCplWE2AWQgsAANZEWHEpTyikorY2qTuslLz+JkEFrse8FQAArIXzrGTIKQcznqgh767dvZdLXn7FxGoAAACAweisZCHRkBFbBRkjKt+27b0XizdtNrEYAAAAYDDCyhDEO/eJnfi3NEqSfE3b5N3ZbHI1QP7k6ufUVl9IAADgAAwDG6JEZ7C3A1/TNklS6YsvydMRNLkaAAAAoD86Kzlg129bvc1d3ZTif2yWxzBMrgbIH0cM3QQAwIUIKw4WnnhE0ttj/q7/fu+OHSm3Tcbf8EHW9wUKye5DNwEAcBvCioM1rX886e2+HTslSW1fP1cdMz+Z9X7SOZnk+KpxOiHrPTgfr0/h9A0s9Zs20l0BAMDCCCsOVn3OV5PeblRWaPtjD6v88XWqWLI8r7U0btuuc/K6B3vj9SksAgoAAPZAWHGwVMOzjMoKSVJo6tEqe+a5QpQEAAAApI3VwFzMGDtWkhQ84XjFvF6TqwEAAAD6I6y4WKS6SpIUPnyCYqUlJlcDAAAA9EdYcbHw4eMldYUW49CxJlcDAAAA9EdYcStvkSJV43ovdk6bamIxAAAAwGCEFZeKFXlljBndezk480QTqwEAAAAGI6y4VCwQULS8vPdy8LhjFQsETKwIAAAA6I+w4lKxkhIZI0fKt2Onyp59XpHx1fKEQmaXBQAAAPQirLiUt6VF1V/5mnwfbFHF0hWaUHOW2SUBrjO8vFyVlRUa3qfLiYN4fQAAhBUXK2prU2TCeBW1tcnbssfscgDX2dfWppaWPdrX1mZ2KZbkhteHQJYcrw8AwgoAACZxQyAbCl4fAIQVAAAAAJZEWAEAAABgSYQVAAAAAJbkM7sApKd+08bef0+aNsPESgAAAIDCoLNiQ/WbNvYLLwAAAIAT0VmxMbotAAAAcDI6KzYUL5j0dFvouAAAAMAp6KzYVE9giRdO6LgAAADACQgrNpcstMS7nvACAAAAuyCsOMTAEMJwMAAAANgdYcWh6KAAAADA7phgDwAAAMCS6KzYRLJOCRPqAQAA4ESEFZtJNRcl3u0EGAAAANgRw8BsJNtJ85x/BQAAAHZEZ8UmUnVMEi1RTEgBAACAXdFZsaFJ02YMGtqVaKhXskADAAAAWBlhxQUILAAAALAjhoHZUE/gSGeoF2ewBwAAgF3RWbGJeCEj0cR55qsAAADACeis2EiqEJKsa0JHBQAAAHZDWLGhdIMHAQUAAAB2RlhxmGy6LgAAAIAVEVZsJNkclEnTZqScaE9gAQAAgJ0wwd4mUk2WT2cyPRPuAQAAYCd0VmwonTPX90VIAQAAgB3RWbG5dIZ2cVJIAAAA2BFhxQX6BhTmrQAAAMAuGAZmQwPDB0O/AAAA4ER0VmwiXiDJtEtCVwUAAAB2QmfFRjKZe9J3KWNCCgAAAOyIsGJTmU6sBwAAAOyGYWAAAAAALImwAgAAAMCSCCsuFi0vl29ro6Ll5TIqK8wuBwAAAOiHOSsuZVRWqvGp9ZKkxqfWy9PZqYkzZplcFQAAAHAQnRWX8gSDKn3pld7LpX99WbFAwMSKAADIH6OyQltrn2QkAWAzhBWX8oRCMipG9V727t4jTyhkYkUAAABAf4QVl/JEDXl37e69XPLyK0m2BgAAAAqPsOJWRlS+bdt7LxZv2mxiMQAAAMBghBUX829plCT5mrbJu7PZ5GoAAACA/ggrLuZr2iZJ8m/ZKk9H0ORqAAAAgP4IKy7mbe7qppS8+po8hmFyNQAAAEB/nGfFwcITj0h6e09A8W3ZmnLbZPwNH2R9XwAAACARwoqDNa1/POntpS++JEk68KWztPuOW7LeTzonkxxfNU4nZL0H5+P1AQAAGIyw4mDV53w16e1GZYXaP/Nplf/8V6pYsjyvtTRu265z8roHe+P1AYD8MSorFC0vl29ro6Ll5ZIkb8sek6sCkA7CioOlGp4VKy6WJEVHjpD/OYZyAQCcacsLtb3/bnxqvTydnWmNCgBgPibYu1ikepwkKXT0UVIRbwUAgPPEAgH536/rd52vsUmxQMCkigBkgiNUF4sceqgkqf3UTynmp8kGAHAeTyikktff7HddyetvyhMKmVQRgEwQVlwsUnWYJClWWtI7hhcAAKcpefmVpJcBWBdhxcUiVVXdf49TZHy1ydUAAJAfxZs2J70MwLoIKy4V83pljB3Te7lz+jEmVgMAQP54dzbL17RNkuRr2ibvzmaTKwKQLsKKW3m9MkaN7L0YPP44JtkDABzJ0xGUf8tWSZJ/y1Z5OoImVwQgXRydulTM71esrKz3cmja0UyyBwA4kscwVPLKq5KkkldelccwTK4IQLo4OnWpWEmJjJEj5duxU4HN/1THSTMVLS+Xt7PF7NIAAJAkedLczqisSLlNyetvSJIC776XcntOGAlYB2HFpbwtLar+yte0e+GNqli6UkVtbXw4AwU2vLxclZUVGl5erhZ+/gZxw+vjhueYqbKyMh0+oVqnfupknXXmGRpfNU4npLjPtl89lvJxfVsbJcPQ3m99Q5Eb5iXddkLNWRlUDCCfCCsuVtTWpsiE8QQVwCT72trU0rJH+9razC7Fktzw+rjhOabi9Xo1cuQITT9mqs48o0azTjxBXq9Xr7/xlu5f+xPNevMt7UzxO6rq3PMKVC2AQiOsAACAgiopKVbVuHE6aeYn9YXPna4jjpigD/fuVe2f/qwfXHuj3q+vV3t7h6LRaFqPxxdugHMRVgAAQF55vUUqP6RcR005Up87/TM65VMnq6y0VJs2v6PfrN+gv/39dTXv2q0QZ5UHMABhBQAA5FwgENDYMaP1yU8cp7M+f4amHn2U2js69PwLL2rBwkV659331ba/TYaRXvcEgDsRVgAAwJAVFRWprKxUR06apM+cdopqPnOqRo4YoQ8+2Kqn/vC0lty1Stu2b1cw2Gl2qQBshLACAACy4vP5VFlZoRnHfkxfOPN0Hffxj8kwDL30yqta/sN79PY/NuvDD/fK4LwmALJEWAEAAGnru7Tw507/rA4dO0Y7m3fpD08/owfWPqwtW5vU3t5udpkAHIKwYgFGZYWi5eXybW3sOjFjgVY16btPidVUAACDJVtaeO3Dj2rjm2+ppWWPIpGI2aUCcCDCigVseaG2999N//1LTTjjX+Vtye+Z5I3KSjU+tV6S1PjUenk6OzVxxqy87hMAYA+5XloYALJFWDFZLBCQ//06hY+cLEkqeeNNeYLBvO/XEwzKt32HIuMOkySV/vVlxQIBeVg2EgBcJ9HSwpv/ydLCAMxFWDGZJxRSyetv9oYVo2JUQQKDJxRSUVub1B1WvLv3EFSADDCMEnbH0sIA7ICwYgElL7+ittnnSJK8u3bLE83/qimeqCHvrt3SUVN6awCQHoZRwo5YWhiAHRFWLKB40+bef/u2bZcK8S2WEe3aV5waACQ3cBilr7GJYZSwJJYWBmB3hBUL8O5slq9pmyLVVfJvaSzYfnv25WvaJu/O5oLtF7C7gcMoS15/k6ACy2BpYQBOQlixAE9HUP4tWxWprpKvaVvB9tuzr9IXX5KnI/+T+gGnYBglrISlhQE4GWHFAjyGoZJXX1PHSTPlbS5ch6NnX8X/2CwPQwCA9DGMEiZjaWEAbkFYKQCjsiLlNv5335ckFbW3p7V9OnpWKUrF29ys8MQjst6Pv+GDlNts2dqo4WnW4zbDy8u1ZWvhhv8hNxhGiUJiaWEAbkVYKYBtv3os5TaBd9+TDEMt181VZML4nOw3ZegxopJhaPfttyg6rCzr/aSzCtLJMz+pbT95kG/54igqKtKoUSPNLgMZYhgl8q3v0sJfOPMMTZvK0sIA3IewUgBV555nyn5TdVaiw8r04fcv1sh7H1DRgfxNtmxp2aMTPlWjs/O2B2do4TwdtsIwSuRaqqWF71zO0sIA3IewUgBmnSwu1X6NygqFjpoi346dea+RA3HYTarOpKd7srJva2PCbdP5uWKIZGJuGSK5tbFJn/7UyTr1lH9JuLRwaOSIro2HDev6g7ziJK+JtbTs0Sk1Z5ldBlyEsAIAcaQavunrPojed97XFTrqI3G3mZDGL3SGSCbmliGSJ514gt4oLdWTv/9jwqWF0xlOjOQC77yn9tNOUdmzzyf8me2Rzs8ugMIgrABAHIUYvskQyfQ4uTPb0rJHk6Ydp9k+X9Klhc0aTuwknR89Ru2nnaIRP35E/voGs8sBkCbCCgDEUahhIE4+EEf6Up0DhWFJQxc5YkLX34cdqpJXXzO5GgDpKjK7AAAAgLwqKlLwuBmSpPbPniYVcfgD2AU/rQAAwNFifp9CR02RJIWOmqKYn4ElgF0QVgAAgKNFy8sVPnKSJClWWpL2SZMBmI+wAgAAHC0yvvrgv6vG9bsMwNoIKwAAwNE6px+T9DIA6yKsAAAA5yoqUvD44/pdFTz+OCbZAzbBTyoAAHCsmN+n6LBh/a6LDhvGJHvAJggrAADAsaLl5QrOPEHenc3ydHbKu7NZwZknMMkesAm+VgAAAI7l3d2iCTVnKVpert0Lb9TohYtU1NbGiTYBmyCs2ET9po29/540bUbS2weKtz0AAG7RE0wiE8YTVACbYRiYAyQLKj23p9oGAAAAsBo6KzYXL4QM7KT0bFO/aSNdFgAAANgGnRUHmTRtRsowQocFAAAAdkFYcQG6KQAAALAjwooNZToHJdXkfAAAAMCKCCs2NjCwxLvMsC8AAADYFRPsbaJvRyTbAEJXBQAAAHZCWLGhRKt9pbs9AAAAYAeEFQdIFEYIKQAAALAz5qy4QM/cFeavAHCqTxw/Q8/XPml2GQCAHCOsAABsbcL4ai1fcptW3XO/2aUAAHKMYWAAANsaMXy4fnjXYv3uD7Va/1s6K27D0vyA8xFWXIAPcABOVFwc0IIbrlVra6vuWfOQDMMwuyTkSKoQEm9YM8EFcCbCik31fCin+yHOBzcAJ/F6i3T+ed/QR6cdrW999xK1d3SYXRIKJJ35l/WbNvJ7D3AIwoqNJPsmadK0GUk/wPngBuAknz3tVJ33jXP13Ysu1+6WFrPLQYFk0nHh9x7gDEywt4lU3yQN/ADv+yfdxwAAO5g29SjdfMM8Lbh1sd59732zy4EJWLIfcA/Cig3FCyJ9bwMApxo7ZrRWLV+ih3/6M/35hRfNLgcWxO9BwFkIKzaXzocy3RUATlBWVqZli2/Va6+/oZ/98teKRqNml4QCiHeusETDojmnGOA8hBUb6vkgTvdDmRVSANidz+fT1VdcqtKSEi1etlKhUMjskmCyVOGF33eAMzDB3iYGTqBPFFL4RgmAE83+8tmq+cypOu87F6mtbb/Z5SDP0l3pMt37ArAvwoqNJFrxq+eDOdUHOR/gAOxo1okn6LKLL9DlP7hOTdu2m10OTJLsdxi/3wDnIqzYTKoPa1rhAJxk4hGHa+mihVq28m5tfPMts8sBABQYYcUBEnVUCCkA7GzUyBFavXyJ/ue3T+rJ3/3R7HJgE8zTBJyFsGIzmcxJSXaWewCwspKSYi1cMF/btm/X/Q89LMMwzC4JAGACwoqNZDt5nm+ZANiJ11ukC87/to6cNFHfvuASdQSDZpcEG+H3HOAshBWbGBhUBn4YJ7qd1cEA2M3nTv+szp19jr5z4WXas6fV7HIAACYirNhQojPXJ5pcT2ABYBfTPzpNN8y7WvMX3Kb36xrMLgcmS/ZFXbLfbXRXAOfgpJAuwBnsAdjBYYcdqlV3LdaDP3pEL770itnlwGRDOUs9v+sA56CzYkMDJ84n+1BONXwMAKzgkEOGafmS2/TiS6/o8XVPKBqNml0STJRJ2Eg0LLp+00Z+5wEOQFixiXjDuVItWUxQAWAHfr9f866+QpK0bOXdCofDJlcEq0h3fiYA52IYmI1MmjYj5UkhE93OBzoAKyoqKtJXZ39ZJ886UdfMv1n79x8wuyRbe772SZ0860Szy8ibdH6X8fuusJ6vfVInOfg9B/PRWbGhdD+I+cAGYHUnzzpRF11wvi65Yq527Nhpdjm2t3jZSi1dtFCXXXWt3nzr/8wuZ8j6DntONIel5/aB16Ew7rxrlZYtWqiLv3+1/m/TZrPLgQMRVgAApjhy8kQtvm2BFi9bqbf/b5PZ5TjCH55+RqNGjtTdK+7U9y6+3LYrqg0MJ9lMqOcLu8L43R+fVmVlhe5dtUz/ecGl2rK10eyS4DAMAwMAFFxFxSitXn6nfv2b9frD08+YXY5jGEZUj697Qr/+7//RmrtXqGrcYWaXlLVkw5oJItZhGFH9/PF1+n9P/l5rVi/X2DGjzS4JDkNnxSZy1dbmAx6A2UpLSrRo4Y16v75Ba3/yqAyDlb9yyTAMrX34UY0aOVL3rbpLF1x6pVpa9phdVlaS/c765ncu1NJFC3VKzVms/GWySCSiex9YqzGjR+uHdy3WJZfP1b62NrPLyrmTZ53Y+55D4dBZAQAUjNfr1SUXfldV48Zp4e1LFAx2ml2SI4VCIa1Yda8aPtiilUvvUHn5IWaXlFPHfuyjWrpooRYvW9lvqWKYp7MzpNvvXK6Ojg4tuvUmlZWWml1STvV9z6GwCCs2QdsbgBOc9fkz9G9fOktXXjNfrR/uNbscR+sIBrXgtsUyjKjuWOicg8cjJ0/U3Svu1P0PPcwQQos5cOCArr3hFo0bd5iuvfpyBQIBs0vKCd5z5mIYmM0MnHRIgAFgFzOO/ZjmXX2Frp1/sxo+2GJ2Oa6wf/8Bzb3+Jv3o/tWaN/cKLV72Q4VCIbPLSinpyY61UUdovbRQXX+S3I/fkYXX2vqhLv/BdXrkR/fpgu98Sw/+6BEZhmF2WVmrGneY1ty9Qr/+7//R4+ueYNiqCQgrFlW3+eAH7uSpqT9sM90+2/v33S6TfWVyv6E+l6HIdt+Frjnb/4d49y/0awx3qq4apx/etUj3PfAjvfTKq2aX4yqtrR/qsqvm6adr79PFF5yvNQ89rEgkYnZZcLDtO3bosiuv0Y8fuEe7drfoN09sUDRqv4P8ysoK3bfqLj3/wl+19uFHbR267IywYkEDD0QH6ttdqd+0UTFP/PunexD6wV/6tzQzvX8q6R5Yx3ve6dSS6vVKZ9/xHifXr0O8fSST6euUbXDMx/ME+iovP0Qrl96h2j/9Weue2GB2Oa60Y8dOXXz5XD384D3a0/qhfvGrdZb+hjjReVUk6ZjjZqkjGOy9zGgDa3rv/Xpddc183b1yqfbsaVXtn54zu6SM9HxuNXywRStW3WuLjqRTMWfFpnrmsAwMKn2lc2Acrq7K6P4DD2gzOfhOJtXj5Go/2Tx+rsJQLgy1zlw9TyBdgUBAN8y7Wh3BoFbevYZv9E1U3/CBLv/BdbrogvP1hc+dYXY5KSWaq/mP119iMr1NvP7GW1pw62ItvOk6HX/cx80uJ21lpaW6Y+FNMoyoFty2uF84RuERViwmkwPGoR5cDuyo5EM6XRWzD5Kz3X/d5o0J75vstmwRRmA3RUVF+ubX/kPHH/dxzbvhFrW3t5tdkuu9/Y9NmnfDLbrumit1yr+cZHY5KQUCAf30Z7/Qa2+8Mei2+k0bCS028OyfX9Cqe+7XqrsWa8pHjjS7nJQCgYDmzb1C46vHae71N2n//gNml+R6hBUHmTx1Rtqdj0Rdk3Tun8vuSqL7FirUDOV1iHdbPkJKMkN5nTJ9nkCmTvnUSfruf35TV10zX827dptdDrr99eW/6fYly7X4tgWacezHzC4nIZ/Pp4svOF8nzfykLrtqHqti2tj63z6pn/3i11qzermlT1Q68D3X2vqh2SVBzFmxlKF0VYY6/Cgfw5eyqbHvNpOnzsh4eFihXodsDuqHUmuy+5rxOgGpTPnIkbrjlht12+Jl2rT5HbPLwQBPP/OsRo0codUrluiCi6/Qu+/XmV1SP15vkb72H1/Rl//tX/Xdiy7Xjh07e2/rCSx0VezDMAw9/OjPNGZMpe5bdZe+d8kV2rOn1eyy+kn2noO56Kw4UKoD0VQHrpmGiniPmQ6zv8XPxetgFUOp1U7PE/YwurJSd69Yosd+/is98+yfzS4HcUSjUa17YoN+8fhvtObuFaquGmd2Sf184XNn6KILztflP7hO9Q0fxN2GTou9hMNhrVh1nz7Y2qjlS27XIYcMM7ukftJ5z8EchBWLGMqBe7yDzb7XDTUUFKqLkOp5mG3gcr/xhlENvD0fMl3KOp3/i1y+X+BuZaWlWnL7Av3fpn/qkcd+bukVp9zOMAz9+KeP6U/PPa81q5drdGWl2SVJkk75l5N03TVXat4Nt+jtf2xKuX1PaCG4WF9HMKibb12sgN+vm2+Yp5KSYrNLkpT5ew6FRVhxiXwcgFptvoMZwSadOT3xWCmEAbni9Xp1+aUXatSoUbp98V3q7GSpT6sLh8Naefd9eue997XqrsUaXl5uaj0zjv2YFt+2QLcvWa6/vvw3U2tBfuxra9NV196gqUdP0eWXXiSfz9wZCbznrI85KxaQ6UF+IUJBOvMg4ol3vo9k3Qery+Z1yOScJ+k+HmAH53zpLH3hzNP1re9erL379pldDtIUDHbq1kVLtequxVp824Kulds6Ogpex5QjJ2v1iiW69/61evCelTl5TLot1rS7pUXfv2qeHll7n3bv2q1Hf/5LU7qwfd9zTz/zbMH3j/TQWbGYQh/A52NCei4PrrMNTJmuypXN65CL4XVWWD0MyIVPHD9DV11+ieZev0BbG5vMLgcZ2r//gK6df7MOHTtG11/7AxUXBwq6/+qqcVpz9wr94vHfcOJQl9iytVGXXXWtvvOf39RZn/9cwfc/8D0XjTJk1arorJjMLt+aZ9stKOTBcaIzu+eyjkSvQ891PftL9XpZ/Szyue4OwdkmjK/Wijtv16p77tffX7PHZxoGa/1wr75/9XV65KF7delFF+ieNQ8V5CSeoysrtWb1cv3puef1458+JsMw4q74RZfEeTZtfkfXzr9Zy++8Xa2tH+qFF18qyH7jvedgXXRWLMSuB4f5WvbY6svtJppEP5TJ9XYJr0CPEcOH64d3LdZTv39a63/7pNnlYIh27mzWxZfP1dlf/LzO+/p/yOvN72HC8PJyrbprsd55732tvPs+hcPhfrf3DSgsVexML//t71q0dIWW3H6zpn90Wt73l+o9B+shrJgo3wemZh/cZzu0Kt3XZSjnpcmlgec8Ger+s63V7P9vuE9xcUALbrhWra2tumfNQ3w76RAfbNmqy668Vt87/1v64hfOzNt+ykpLtfi2BQp2BnXroqUKBjvjbkdgcb4/1v5JD6z9ie5ZuVQTjzg8b/tJ9z0Ha2EYmEVke6BplQPUbCfkZ/L4mW4Xb6iVVV4vieWCYW9eb5HOP+8b+ui0o/Wt715iyoRs5M8/Nv9Tc6+7SSuW3qG9+/bpuT//JaePX1wc0PXX/kCHjh2jCy+7Svv3H0i6PUPAnM0wonp83RMaM2a01qxeru9ceJl2Nu/K6T4yfc/BOuismMRpB6fJ5ovk6/EHstNJHVPV6rT3B5zns6edqvO+ca6umDtfu1tazC4HefDKq6/p1kVLdcctN+r4Gcfm7HF9Pp8uvegCffITM/T9q69T64d7c/bYsK9IJKL7H/qxXn/jTa1ecadGDB+es8fmPWdvhBULyNdBtV0PeBPN+cjm+VgxBFg5RAHpmDb1KN18wzzddOsivfve+2aXgzx65tnntfreB7Rq+RIdNeUjQ348r7dI5339P3T2Fz+viy+fq507m3NQJZyiszOkRUtXau/efVpy+80qKy0d8mPynrM/wooJrHDAx8pXLgAAEoNJREFUnEvJnk+mz3Xg/I9kB/Z9zyJv9QBglzrd7vnaJ3XxBd9RWVmZ2aVY1tgxo7Vq+RI9/NOf6fkX/mp2OcizaDSqJzb8r/7r549rzeq7NGF89ZAe74tfOFPfO/9buuzKa/XBlq05qhJO0t7erutvWqgxoyt1/bVXKRAY2jLavOfsj7BisqEevDot+CC/eL8kd+FlV+mM00/Toz++X9OmHmV2OZZTVlamZYtv1Wuvv6Gf/fLXnJfAJQzD0CP/9Qv9sfZZrbl7ucaMrszqcT596r/o2h9crrnX3aR/bP5njqtMzduyRxNqzpK3ZU/B943M9CyjfeIJx+ui7/2nvF5vVo9j9nsOuUFYKbB4k74H/ol3H6seZKZTl9knibRLN8OKQ9bcZtPmd/St716ip2uf1UP3raLL0ofP59PVV1yq0pISLV62UqFQyOySUEDhcFir73tA//jH5qzmExw/41jdccuNunXRUr3y6mt5qhJOsnNnsy698lr9+5fP1rn/fo6KijI7ZOU95xyEFeRUPoY62SVsmI1wkxvt7e164Ec/ocsywOwvn62az5yqq6+7SW1t+80uByYIBjt125LlamvbrzvvuDntIH/UlI9o1fIlWn3vA3rm2efzXCWcpK6+QVfOna9LL/qeTv/Mp9O+H+85ZyGsIGu5OnfIUDtHVu489WWXOtGFLstBs048QZddfIF+cO2Natq23exyYKIDBw7ouhsXqmLUKN10/VwVFyefTzBhfLXWrL5L//Xzx/XEhv9l6CAy9sZbb+vGW+7Qghuu1Sc/cVzK7XnPOQ9hxSWG2p1I5/7pnByxLzuGlHyf6HKo+8oVulld+nZZTq9xZ5dl4hGHa+mihVq28m5tfPMts8uBBXy4d68uv/o6ffxj03X5JRfK54t/yrYxoyu15u7l+mPts3rkv37BSUORtT+/8KJWrL5PK5beoaOPSrwqHe85ZyKsFNjAFazi/Ul0n76Xh1pDj2wP9rO5n1ldhUT7tctJGQsRNJHcps3v6Nvfc1+XZdTIEVq9fIn+57dP6snf/dHscmAhzbt265Ir5uqsz5+hb3/za/J6+x9OjBg+XKtX3Nk1x+W+BxQOh02qFE7x2/99So/+7Je6b9VdGl9dNeh23nPORVhxqKEefA9lyeFk1yW7PdE+060lH4EjF4+Z6+eZzT5TsXJYswq3dVlKSoq1cMF8bdu+Xfc/9DDfUGKQLVsbdemV1+j8b31dZ3/xC73Xl5WV6c47blZb237dtmS5gsFOE6uEUxhGVD997Jeq/dOfdd+qu1RZWdF7G+85ZyOsOECqA81cfzM/cH+pzoWS7L75lkmtqRSyQ5FsX4lWjCvEvuGOLovXW6Q53/m2jpw0UTcuXKSOYNDskmBRm//5rq6+7iZdfeVl+uxpp6q4OKCbrp+rilGjdN2NC3XgwAGzS4SDhMNh/fCeNXq/rl4rl96h8vJDeM+5AGHFphKFgHTnRwwcApXp/fOl777j1ZJqONzA+6di1uuQ6nkOlCz0pRPIrPr/bVdO77J87vTP6j/+/Rxdec312rOn1exyYHGv/v113XL7nbp1wfWad/UVXXNZrr5OH+7da3ZpcKBgsFO33HGnJOm2m+frvK+fy3vO4QgrDlKIoV/ZdCqSHWgnChz5mHifbscgHwfvmTzPTOoc6uuEoXFil2X6R6fphnlX64abb9f7dQ1mlwObeO75F/Tc83/R18/9dy1Z/kM179ptdklwsLa2/brm+pt1/IyP61tf/6ouuWIu7zkHI6zYWDZBIR/7KJRs5sXkc9+FNtT/70K8X9zISV2Www47VKvuWqwHf/SIXnzpFbPLgY2c/cUvqLqqSj959Oe6bcF8HT5hvNklweE+dfJMbdu2XZ4ijz53+mcGLfIA5+B/1uaGcnA61AnwmRzYpuqupHoeQ7k93v7TvS2d29M11DpT3V6IMIPE7N5lOeSQYVq+5Da9+NIrenzdE5ybAGn77Gmn6uorL9N9D/5IP7znfj35uz/q/rtXaOyY0WaXBofqec+tuHuNLrzsKn37m1/Tl/os8gBnib84OkyV6UFjz/aphlcN9b757tIMrMWqr8NQDXVfZt8fifV0WZ574S+6/ZYbdXrNaVpw6yJt2vyO2aUl5ff7Ne/qKyRJy1bezZKfSNsJnzhOty64Xrfcfqde/fvrkqR77n9IFRWjdM/Kpbro+1czjwA5Fe89N/e6m7Ry2SLt2dOqP7/woskVItcIKw5il5WuUjFz6JpVVvyyw/2RWE+X5dvf+Koeum+VfvaLX+vRnz+u9vZ2s0sbpKioSF+d/WWdPOtEnffdi7V/PyvpID1Tj56ilUvv0MrV9+mZZ//ce31nZ0h33LlCK+68TUsXLdTV193ECk3IiUTvub/9/XXdvvguLbr1Jn3/qnl64623TawSucYwMADIA7vMZTl51om66ILzddW1N2jHjp1mlwObOHzCeK1ZvVyP/NcvtOF/nxp0e3t7u66/6TaVlx+im+dfo5KSYhOqhJOkes89/afntObBH2v1iiWaPGmiCRUiXwgrAJBHVp7LcuTkiVp82wItXrZSb//fJrPLgU2MHTNa99+9Qk/+7o969Ge/lGHEn9+0d98+XTn3eh1zzFRdednF8vv9Ba4UTpHOey4ajepXv1mv3zyxQWtW36VDDx1rQqXIB8IKAOSZFbssFRWjtHr5nfrVuvX6w9PPmFoL7GPkiBG6Z+VSvfHW27rn/ocUiUSSbr9rd4suveIanVFzms7/1tfl9XoLVCmcIpP3nGEYevDHP9Urr76me1cu1aiRIwpYKfKFsAIABWKVLktpSYkWLbxR79c36EePPJrwm3Ggr2HDhmnpooXa09qq/9/evQdVWedxHP/sOXILMFmbVdsUHe3mdt8u244UKVZrrQ5lw3bRNhxcbsJZOIAcEBCI2xFBCAd3aGJHt9pss5tr2balZWRuLqvraJKOecMEbANX5AS2f7TtVKuT6Dnnec7h/frTI8/vM/Id5nz8cp6ntKJafX2us/q6AwcPKTk9S3MeilPszHtksfDWA2fnXGbO5XKpwlmrjs4uVZQWmWaTjXPHTwwA8CKjtyxWq1VJ8+N18ZgxKiop18mTfV47G74rODhIBbl2hYeHaWF+8aBvFrG77WPZ7LlKT03U1OgoD6WEPzmfmTvR26vcRcW68MLhysvJUFBQoAeTwtMoKwBgAKO2LDPunq5Zv5yhdHuuPvsXt5TF9wsICFB6SuJXnz3JXKjPu7vP6TpbW7cpf/HjKszL0c033uDmlPAn7pi5rz8zdf211yhp/jwNG8YNcH0VZQUADOLtLct111yt7Iw05eQVad8n+z12DvyH1WrVr+c8qOnTopWcZldHZ9d5XW/Dxk1y1tSrurJUk6+43E0p4U/cOXOfHu1Qcrpds+79heJmx/KUex/Fdw0ADOaNLcuPLx6jGufjamhs0vsf/M2t14Z/slgsip15j+Y8FKfk9CwdOHjILdddu+51Pdm8Ug3LnIocN9Yt14R/8MTM7ftkvxZk5Cgx4TFNn3aHG1LC2ygrAGAC39yyTI9x75YlPDxMSytL9eZbG/X8mpfdck34v6nRUUpPTZTNnqvdbR+77boDA6e06pnVennta2qsr+YWs/gfT83cP3fsVO6iYuXlZOqWm37qtuvCOygrAGAiO3ft1px4921ZAgMD5cjOUO/Jk1pat/x7bzULSNLNN96gwrwc5S9+XFtbt7n9+v39/Vq+oklbPmzlFrOQ5PmZe/e991W1tE7O8mLDbx2PwaGsAIDJuGvLYrFY9PCvHtAN11+rbEfhoO/ghKFp8hWXq7qyVM6aem3YuMlj5/T1uVThrNGnRzvkLC9WWFiox86CuXlr5v782no99fs/qKHWqXFjL/HYOXAvygoAmNT5bllum/JzxT/6sGz2XB3t6PRgUviLyHFj1bDMqSebV2rtutc9ft6J3l45CkoUHBSswrwcBQcHefxMmIs3Z25g4JRWPvOc1q1/U0/UVumikSM9eh7cg7ICACZ2rluWSydNVEmhQ8VlVdq5a7cXksLXjRr1IzXWV+vlta9p1TOrvfaw0O6eHtmyHLps0kRlpKUoICDAK+fCeEbMXH9/v+qXr9Cuj9pU6yzT8PBwj5+J80NZAQAfMJgty0UjR6quulyrnn5Of317o5eTwhdFjLhQTyyt1JYPW7V8RZPXP9vU2dWl5HS77rg9SvMefURWq9Wr58P7jJy5kyf7VFxWJdcXX6i40KGQ4GCvnY3Bo6wAgI84my3LBSEhKi9ZpB07P1Lzqqe99r/j8F1hYaFylhfr06MdqnDWqK/PZUiOQ4fblZyWqQfj7tfs2JmyWHiL4q/MMHPHj/9b9txFihx7iTJtbPTMjJ8EAOBjzrRlsVqtWpA8XxERESopcxr2phO+Izg46KvPigQFy1FQohO9vYbmaduzV+mZuUpNSlDM1GhDs8AzzDRzx459phRblm6PmqL4uQ+z0TOpYUYHAAAM3tdblg3vblJpUZ5ipkXrL2++rbvvnKa585L0eXe30RFhcgEBAcpIS9FlkyZqXmKaunt6jI4kSWrdtl2OghKVFS9ST0+PWjZvMToS3MSMM3e4/YiS0+16srFOnV1d+tOLrxgdCd/BZgUAfNg3tyxpqb+RPbfAbU8ah/+yWq2a9+gjuuP2KCWn29XZ1WV0pG95Z1OLKpcsU1XZYl01+Uqj48ANzDxzbR/vkS3LIduCJEXfNsXoOPgOygoA+LivtyyTr/uZPtzaanQcmJzFYtHs2Jl6MO5+Jadl6tDhdqMjnda69W9oRVOz6msqNWF8pNFxcB58Yea2/v0fKiqtVEmhQ9dfe7XRcfANlBUAAIaQmKnRSk1KUHpmrtr27DU6zhkNDJzSs6tf0JqXXlVjfbVGjx5ldCScI1+Zubc2vKO65b9T7ZJyTZo4weg4+C/KCgAAQ8Stt9ykRbl2OQpK1Lptu9Fxvld/f78am5rVsnmLGmqrFBExwuhIGCRfmrlTp07phRdf0R+fX6OGZUs0ZvRooyNBlBUAAIaEqyZfqaqyxapcskzvbGoxOs5Zc7lcqqqu08FD7aquKFVYWKjRkXCWfHHmBgYG1PTUSr3Xsln1NZUUZBOgrAAA4OcmjI9UfU2lVjQ1a936N4yOM2gnenuVX1Qqq9WikgIe4ucLfHnmXC6XnEvr1d5+RM6yxQoNpSAbibICAIAfGz16lBrrq7XmpVf17OoXfPZBoT09x5WRk6/xkeOUaUtVYGCg0ZFwBv4wcyd6e5VXWKqQkBAtWmhXUBDzZhTKCgAAfioiYoQaaqvUsnmLGpua1d/fb3Sk89LVdUwptixFTblVCfFzeYifCfnTzHX39Oi3WQ5d9ZMrlZqYoGHDeDyhESgrAAD4obCwUFVXlOrgoXZVVdfJ5XIZHcktDrcfUXJaph64b5biZsfKauWtjFn448wd7ehUcrpd9864Sw/FzWbeDMC/OAAAfiYkOFglBQ5ZrRblF5XqRG+v0ZHcas/efUrLXKik+fG6M2aq0XEg/565/QcOKtWWrYT4ubp7eozRcYYcygoAAH4kMDBQmbZUjY8cp4ycfPX0HDc6kkds275DOXlFcmRnGB1lyBsKM7dj5y5l5xVpYZbN6ChDDr98BwCAn7BarUqIn6uoKbfqsYQUdXUdMzqSR733/geKmjbD6BhD2lCauRbmzRCUFQAA/IDValHc7Fg9cN8szUtcoMPtR4yOBD/HzMEbKCsAAPiBO2OmKml+vFJsWdqzd5/RcTAEMHPwBj6zAgCAH3BkZygnr0jbtu8wOgqGCGYO3sBmBQAAP8Dv0sPbmDl4A5sVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKZEWQEAAABgSpQVAAAAAKY07EwvWCwWDQ8P92YWAFBo6AX68tSXCg29QCNH/tDoOAAzCbdjpoBvGx4erv0HDp72tTOWlYiIESotytO4sZd4LBgAfNdHu9sUEhIsW2qiLr/sUqPjAMwk3I6ZAr7NYrEoImLEaV/7wYQrrvvydC/Q9AEAAAB4S1fXsf/7szNuVk73lwEAAADAW/iAPQAAAABToqwAAAAAMKX/AAiBoZMij2CnAAAAAElFTkSuQmCC


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查看完整版本: 自动绘制直管展开图老是出现各种情况的问题,求大佬进来看看啥情况?