zzhzzh7 发表于 2023-1-30 14:21:15

能否有插件在填充的区域增加分缝填充的?

本帖最后由 zzhzzh7 于 2023-1-30 15:56 编辑

主要是用于室内装饰部分,里面赋予材料填充后,有时候需要做分缝线的示意。
我自己的操作是再填一个对应分缝规格的方块填充,比如600*600,600*3000这样。
但是还挺麻烦的,我设想是,是否能实现快捷键操作,比如输入快捷键,然后选中原有材料填充,输入分缝规格,在原有材料填充的范围下增加一个的分缝填充。
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HzwEWampowOzur63zBYBDd3d1YWVnBkydPbL1WK6jdWz3RRGbMHWZ5/vw5qqurd0WR0Et3d3fWfNnc3Iznz58jlUrh+fPnitq72cnvcrmQSCR2PcJrdnYWS0tL4DhOViExsttpbm5GR0cH7t27h5WVFTsv0zI+nw/b29sFr5vV1ovF7du3UVNTY3oe2DZjpdpfIpEoCMPSvBCa1hw8brcb58+fx9jYWPY1qUMlEAjgzTffVNx51NTUyB5nhFQqhWg0Kqu96hUAwMsJvL29ndUWrVBVVaXL6ahGU1MTgFwbvJqZRgm5SVMsUqkUFhYWSuIjUULqvzJjsgF+/izUOHXqFM6fP59jGhTt1G63G6+++qqi2VA6P1wmQy2TySSi0ajsmDAi1ARBwNramuXgD+ClItre3m7pHNL7IY7l/GvTs7bt5pjMZDJYXFw0rQyUTcYwz/Oagycej+PatWsYHx/PvpZIJFBZWQmGYdDZ2Ylbt24p2qSljjW1rSTLsooardKkMWrrXVhYwP379y37KTweD7q7uy1vjeUEWDktrgcJPcrEnTt3sLCwkDNndnZ2wLIshoaGMDs7qziGpYuYln+gp6dH9nWzjtF8Zmdns7/FChRFYXR0FK2trZbOI3c/jCq0e42yEQJ6ELdn+fbf9fV1eL1eRCKRrECQYjQqKJ1OKy6A0kHCsixCoRCOHTuGI0eUG2Kb1bb0OHqSySSmp6cRi8XQ2NioKIz0OJNra2sxMDBg+DoJuwvLstja2sKtW7dyXk8mk6BpGi9evJAdc2YCCiYnJ2Vf39zczP47EAigqqoKg4ODGBkZ0bx2ozAMo2lmFAQBjx49wuTkJBwOByiKkv29euai0+nE22+/vaumzVKyp36lmqlhc3MTMzMzePjwIVZXV3Pes6plKJHJZLC2toZUKoVr164pfs5INIZ04M3Pz+e8J2fySafTePHiBba2tjA3N4d0Oo3m5mZ4PJ6c6AktZzLDMOjv78+Jy7dCfX19UaM3zIYd7wfUdszJZBIzMzO4d+9egQZbrICCzc1NrK6ugqIoTbu0XlORdAHPZDJZpYyiqGz0YT6Li4uYn5/PCkOXywWXy5VzLq25yLIswuEwYrGYLfkUtbW12Sgxq1AUVSCYzEYESdk1IeByuSwnNQDm46OVcLvdpu2Rg4OD4DgOt27d2hXn3LNnzwDk+jbkaG5uRmNjo+JkkYPnefzVX/0VvvjiC0PXJOckC4fD6OzsNHVf9WpfZiMhygE77N92hwlbWUz6+voQDodtMeuIKDlfBUHIRtSpmaQymQx6e3tx+PBhQ4s5RVF4/vw5PvvsM0NRbnJmKIfDgVAoZOreMgyjS4mSmrjNYlkI0D+raaLFzs6OLWFwZp1tSsTjccM2P4qi0NnZaYutMP/e6VkgtB78vXv3EAqFCnZEaohCzKgfQE74cRyH1dXVgrwIn8+XTaiSCjJpsmH+97e3t8vGWxsNQ90N9O6i7Bg3dmv1+btOvbS0tCASiaC6utrS9+cveHoicKQmKTkmJyextbUlG8mnhPhsjM4DudBbMaw833zNcVz290lzXKQ7hkwmkzN/amtrMTQ0BJ7nc5RpW9Ygqyfged6UA7FcEnzM4HK50NnZiaampgJtxOjWL//e2RH7vLGxgStXrlg+j1nm5uYwMTGRHaAOhwO/8Au/gPb29myYqVSQKeUf1NTUoL+/3zYnZLExInRFGIaxzQS323Ach/7+fvT39xdUDejs7DR0rnyFwY7FbXt7Gw8ePChZXk0sFsPk5GQ29JWiKLz22msYGhrKCgGpgFCLFBweHs76Nu3OKSlKspge7EzuYRgGFEUVNeHG7XYjkUiA53nE43F8+OGHoGk6x1ZJUVTWlmhE+9iLVFVVFSx6SnkEqVQquzsxojAsLy/j4sWL+yI6g2EY2cUok8mYEh5ySHN1ionT6cyGgX/wwQcFTliHw4GpqSl4PB7s7Ozs6ygzpVwCv98vmwj68OFDuFwuw/fk008/LVqlANt8AvnlD+rq6vDaa6+hr6/Prq9QJJPJ2CYAlOx38Xi84MFJ/y8IQvb/xRAAFRUV6O3ttf28+Ui34fm2VOl7cguXkl9EEATMzs7i9u3bhq9HFLx7hXzzntfrxYkTJ3DixImif7fdAkBp0cnfrQqCkDP/RK0+FovZ/uxcLheCKuW77UJqnpK7D+JrSsEqcgJAEATMzc1hzkCJZ5FEImFLTpEctgmB/FoasVgMsVgMDx8+1HU8wzBlUd1wfn4eXq/XFie2XTidTtTW1upKIiKUlvxFL5lMZndCe41MJmM6qbIYeL1ejIyM7CmlYC9QtOigzc1NXL58WXfUTCaTsUWDVvPE9/f34/z585rO12g0WjZCgKIonDx50lQWthSpc1Wt2qX0eeU/j33VgGaXSKVSuH79+q7XNlIzHdTX12NkZERXgTOKospmLnR1dWFubs60WYSm6YK5r1TmXuqjUDLj7Rd2JUTU6XRaLmugl/woB2lyyMbGBoLBoK7F1K5Ki3pQi4QQBAGffPIJnj59KlvBUy/SYlaHDx8mC3oJoGnachSNXuQWKWkYY2VlpS7zkV1RfXrQigi6desWnj9/brpuGM/zOXM/FArtapmTcsWyEOA4LqspyDWsoGkavb29BdEDSnY9pegaM6Yi0TElMjc3h/fee8/weYoFTdPo7+/H0aNHdYXECYIAh8NhOZNRj21eqxEQIZf88Z3/jGiaxsmTJwtyN5Rq3Shpu06n0/DzdzgccDqd2TBGsST4bi3uWni9XvT392N4eFjX5wVBgNPpBMuylkzIcuWgpVAUhY6ODtPn3w3siLK0LARSqVR2MAmCIGvSSaVSBY5EJWmu5PyIx+NoaGjAW2+9pbuKn3iuctnOSnE6ndnB7HA4spq5lvM3mUyC53nDNfv1wjAMDh06VBaD32y5jVKQH+YqF0SwurpasLhPT0/Lnk/J3JBIJMAwDL73ve/pvrZkMolEIpEzD8rBnCHmGIn1v6TOVK1EqUQigXQ6XdRy0h0dHRgdHd218hFq65SSUmCHmdHW1VFsnSZ9MDzP25bd2draing8DrfbbchTLmf68Pv92NnZUTUNiaFwxYDn+Wx9d6mpRq8jvViTuK+vD01NTfD5fKaieexkLzsAjxw5gq+//jrntQcPHthy7rfeeisbFm3VrBcMBrG+vq56nmKFPAuCAIqi4PV6cenSpZxF0GorTasMDg6iuroaNE3D4XDsinlY7RkU03xrq4gTBAGJREJXFrGRbYzowLp8+TK++OILw6FS+QtmRUWFrjo5ZgSAx+PRtVMRhc/a2hoymYzhDmPFGpTLy8uafSCUyDch1dbWyn5O706u1AuBFUQBoMcHoOd+SKPn3n//fbz77ruGF4Z884/L5cLAwIBmgqNZAaClzYth1aISlE6nVYMW5CiWorC4uIhUKoW7d++aMpvlh5gqrYf5WcJKFFMhskUI5D80PVnEctsYJcEgDpL8Rulm8fl84DjOdLSNw+HI2nZ9Ph96enrgdDrh9XoRi8V0T87R0dHsv7Xsk0oYzczUYmlpCZ988gmuX79u+Nh8J5tSMbH8+6MV7REKhfDd73637Jp56EFPoxS58ZK/aORHz9lhzxf9EVYK/YnZ3JWVlWhqakJdXV32Pb1CXPr9+S069cAwjKmscrXxtLKygo8//hj37983da/zo4uU1kOpQqs1vn0+H1599VXbTbW2CAE9scR6UuPN2reMDuK5uTl8+eWXBRqOUvnZfJLJJLa2thAKhXDy5EmkUikkEgnDyTo3btzI+b8Z26NSE241GIbRDJMVWwdKKYZttKqqCqdOnVKdAFVVVXj06FHZRzSxLKvpf9Ib3mhG8zP6fCYmJhR31nrr8ov1e44ePYq+vj5T/THyhYXRAnuZTEazjpAcenMg8kNpjZam10MgEMDY2Jjqbw+FQnA6ndlCknZhy6zWY5owkhrvcDjQ0NCQ00FMDaNmg4qKCgiCUDD4xZ2GWsSBVJhFIhF8+eWXuionajlyq6urdUdHWEWa3ayEXBa2mYVJbXEPBoPo7e3FxMREweAXj2MYBk+ePJFtTl5upNNpTa3RyE6W4zhUVVXp7pZl5vlwHCdr9nz69Klm9Uup8nXp0iVdFWi1Ft7Kykq88847u7Lr0/ss8nsFm62UqrRb4TgOAwMDmJubK/jdomDnOA7Pnj3DT3/6U9ujusqynwBN0+jr6zNtItFCqwG0mg1UKswEQUBTU5MuIag24MTfm29TNxv+VlNTk6Nx5i+wZrbcZlH7nlQqhampKTQ2NipqQLt5reUGy7I4duxYUYstqplEtSqLSpUvcTeshZag6u/vz0ZAibhcLlMmq9bW1pxxlZ8sttuBB0q7lUwmg6mpKYRCIcWWruK1FmMulF/sJF7uLC5duqQ4qIxE7Xg8Hltqbvh8PtTU1CCdTueUs1bqvJSPmqDgeV5WizLjkGtra0N/fz8++uijrMafP9HlFlZRAzE6yEKhkGlhvb29je3tbVnfgVppazGkdj8UllNDLFSopgwYiRBiWdayFun3+1FXV4e1tbUchUjvebWe2aVLlwpeMxMEEQqF0Nraip2dHQiCgKWlpQJfpZJiZjb82uz95XkeS0tLstV0xWcrd612RW2V3U5AXIzEhydFjDYxErWjRwDo2Xq2tLTA6/Xuavq/nI1Xq/3j+vo6Hj58qNoiUw45wdDe3q5ZrEuPAHA4HAXnkTrFjUBRVLYej/h/pSikvYxUKMuNYdH3YERo22FGaGxsRGNjY8kz6jmOU/WvJBIJPHv2DNvb24qlypXI9+21trZiaGhI8zg99zffn2Ck8ZMUiqIKBIDZqgwlEQJqnnw1rUerdZ1Z9Dii7t+/j/n5ednqgMVCboBIC5HV1tbi6NGjOde/vr6Oqakpy1FUor3ejvK1qVSqYCETneJ+v9+QQzM/gUwQhKKNi2KjJGApitIck8XI9tUTnvngwQNcuXKlaBUt5ZDTzFOpVHaMV1RU4MSJEznhltFoFDMzM7ZUVm1ra7PNGZxv1hLXE6OVUeUSKc06jEsiBDY3NxUn/m4OLhG9jmW7fBSic0zL5q/mu2BZFp2dndjY2CjKghCJRPDBBx/oCnHUor29HUePHpV9T27Hp8Z+6tMQiURkBb0gCCXJkdDrf4nH47bYpmma1hWpplXf5/jx42BZtmhrx6effooPP/zQ8nna2towODgoq1hFIhFDUVF2zgNTQiBgoWSBuPjb7eAox+5TSvG8ojnLyoNMp9O4cuUK5ubmdsVxSlGUprZC0zSCwWBODwmKolBVVaUYOilmTuvl9ddf1/3ZYtPb02P5HHb7NcR8lXJCKSKI53lkMhnL9+DixYu4du2apXNoIR2jWgmAzc3NCAaDOH/+fEF/juXlZdW5oJdz585l852s5HkAJoXAZt4WSy16QVqK1ufz4fTp0wDsFwJm4oTtRG6gP3nypKjfaVf5bT0IgiBb70k6yGtqajA6OoqNjY0cm/bVq1fx2WefyZ7XiNnq6NGju1aFUw8PdQYFiIgmBZfLhf7+ftTW1tpuWzeTr2IncgtcMev7AC/H2G76KJR2x+IasLCwgEOHDmV3VqKCOjExgfHxccX7oXcuNDU1YXt7G4FAAKlUyvKu0bI5iGEYOJ3OgiqKImLXIZfLhdHRUTx58kRx2yNdUMxWsbQjvljcrRhxOBZ7oNuF3vvT1tam63NSYf7ixQt89NFHWFxcLMru5MaNG2VVBVaKuAtS08IXFhZAURSOHj2KqakpVYEmfU5a8frFxkjf7HKpTKqF3nnQ3d2t+5ziGpBOp3H58mV8+umnAPQpqEbWrdnZWdy5c8d0vkI+loXA6OgoRkZGNH+oIAiYnJxUtXtJ3zNb51vP1khOa5fuZkRb/V51OKqhN0vSTO0gEb0CwKjALpWtXA99fX3o6OjQzBimaRrT09Oorq5WHOP5jmGteH2lc2gh16lOOj5E23Up/HTFRq8J5dGjR6bOb8S0Q3fco8MAACAASURBVFGU4WzvVCplm6JlWQhcv34dd+/e1dyOJRIJLC4uYmZmRtEGaMcETyQS2VhmjuNkdxRyWrs09FPvdtrn85kqpbDbNltp6Fj+c7JqT7TCfkoCE6PHtJShTCaD+fl5zM3NZev752OHsBMEAT6fDy0tLXC73bI7u9nZ2YLXpHPDiKnOTNnv3Z4Hzc3N2X/nrwF6Cz8WA7tqopnFshDgeT6ncbLZuFc7GRgYQHt7O4aHh4va0Wx7e9tU1qHZCS6WD9AbRSCas9RCx8pVs96LLCwsGHIgFhOO43DhwgV4vV6Ew+GiJ9aZscmbGXs0TWdt7HraYwI/3+VLkzzzMVL4sVywKxjG9hBRPXH01dXVmvHnchqq3sVPrEUzNTVVFg1lKIpCdXV1djCanZBPnz4FRVE5x7tcLsV7+eLFC9O/34hWtB+TtexAK7xWr8KU/7nGxkbNY1KpFD744IPs+CiX3gwVFRXZxklm5gHP89jc3EQwGMwJoVYTCOvr66Z9jHoKXwIv58tuN0GS7jqt7Oh3PU8gFAphdHRUU4rLaQl6B8329jYEQcDQ0FBZSPe+vj5UVVUVNHsfHh42ZE6SC6fc2dlR3UqaddQZuW+i78SMaYymadOCyo5EtlLBsizefPNNXYpNvmIl3XmrkUql4HQ60dzcXBaCuqenB0NDQznPTWxEZZT8SDWtemBmfYx6C1/mRygZFTqhUEiX4iW3u6Rp2tKOvqhqckVFRcHDcTgcmJ+ft2V7Kobc5XvJM5mMpabsdvPw4UOEw+EcyU1RFG7dumVbbSMzVFVVIRKJgOd5tLa2Ktqo9WJG2+R5HpWVlaYS8dxud9k3Cne73eB5vsAGXV1djXv37tlSnru6uhqpVEp2Ibx8+bLl89vF5OQkIpFIznUyDJNdwGiaLsmOJRgMgmEYrKysWOpZLMXouFxbW8vu2NQUMLndpdXOZ5ZHIE3TihJMblAuLi7i7t27lssvVFRUoLu723DtcSX0Rs0o0d/fnxMmK9VueJ7H4uJizmIvDvZSCACKonDs2DEcO3Ys+5pVAQCYNwtZKUBXTsjZaOPxuGwgwuLiIh48eGA5tJhhGPT39+syEenBqrO2qampwHwljbxbXl7O0VqlO9VSCIBDhw5hYGAgO1/tyLsxWxYnk8mYslxYzZGwLARKVep3e3sbV65cMRU+l09bW5upDl1utztbArqioiIn5K6cHa6CIODmzZu4fv264sQzY2qxI6S2GA07dotSlLTgeR7j4+N4/Pix5XOFQiG89dZbho9raWkBy7LZrPJMJpOzw9nNootGmZycxNLSkmLMfU1NjeFzqkWI6bWAuFyuXfNn2iIESkEmk0EikbCcnMJxXI4Ga7R+x4MHD9Da2ooXL14gFAqhpaWlZKFmRjTxdDqt6riU+hnUTBZ2RcBQFIXz58/rbiRUjpSitLVoi7ZD6ejo6MD29nZ2d6/XNPLs2TOk02kMDg4ilUqBYRj09PSUzGdjZA5nMhlMTk4qrmPLy8s5/1ez9etZtPWsV8ePH8eJEyd2TQiUPHSG47hsVnEx0LIzejweXLlyJft/MxNZrOzJ8zy6urowNzdnOe7XTH1/OU1crAxpZautdqwdBeaAl7/z8uXLux5hUS6wLFtUhUqr74DH4ymov2N0ZyN2fxseHkZVVRUWFxct7wLMzAOlOVxZWWn5etRMkHatYbdv30ZPT0+BmYdlWctOYDlK2k+gp6cHLS0ttjdOBl7a5MU/NeyssxKLxTAxMWFpwRXNUgMDA4rp+hRFYXBwUNf59LSSLBd2dnZ0TdKurq5duJrdY2BgILtw2o1ozihGf2glkskkHj16ZMlWLc7b9vZ21X7H0sb2WpSzWUrKzs4Obt++XfB6Op3OEQB2JdvZPjKMbAFnZmZQVVWluw623IKuNLiTySSSyaTmQJST3mYzgUXbohWNbmpqCuFwWHbb6fF4wHEcent7kclkdJmdxNpOpa4/Y6eJzA77d7EJhUK6PyvuJPUqJHJjU6mIo2jO0NqZygUoeL1eUyaJdDqNpaUlS0IgmUyCoij4/X5Zu7zP50N7e7tuBZKmabxSE8b7TR0Y5qwFgViBoijbzGR2KbC2m4OMaJ3JZBLj4+O6JZrcgi0IApxOJyiKsuwlpygKY2Nj4HleVymMYrGysoJIJFLwe2OxGM6dO4e1tTWsra1lI5rUrrOvrw+CIOD+/ftFvWYtlARjV1fXnljUjWI0cun69esAXpY20Fqw5e5lNBpFQ0ODLYESAPDmm2+C53l8+eWXJSsKJwgCJiYmZH+vx+PJmndomobH41G956+3tOL3BQ5cOoMtoXQ7Y7mduaio2RUpSNE0IAjQq4ravhPQowVLF/1QKKRbouXfPI/HA0EQkEgkDC3YSpmagiBgZmYGkUjEUuieHru22k5D7Ass3kuaprMhgF9++SXm5ubAMAzS6bTq72YYBg6HwxY7uxhWajd6BUA5lZDWgx67rXQcitqunkVcrj90KpUyLADUHKiXL1/G2tqapYgnvRqvWuKotJUo8NL8Q1EUlpeXMTU1lU0MVRIAYw4XXnW68U8FDulUCr+0PIcnafMOfJqmMTY2ZimkPP/5ZTIZXQKAYRhdOzPBYI8OCtAtMF7icADf+hbw7rsvT6DguDGT+GGkafZu4/f7EY/HZbUitetmWbagwbURKisrMTIyApqm8fHHH5s6h1WcTmfWf/OjH/1I9jMMw+h2hnMcV5xImrffBj74ANgNH4jPh4GxMfhtDgtlWRZOp7OoPQECgYCl/htqDc4pikJHRwempqYU3zc7x2traxEOhzE3N6c7t+QPFlYRzgjYgoB/0BzGlI7vrqysxNbWVsF4djgc8Hq9EAQBLMvKBkXo+X3hcBjLy8vZtTN/bbCaNJf0enHn9m2k8iKblLBsDqqpqcHKykrBD2dZNqsNeb1ezUEtllMtZTU9KfmZvGrJbWoP3ul0IplMGn6oTU1NmJ2dxfb2Nh4/flyyfgWBQACnT5/G+Pi4qqZp5LkNDQ3h66+/Lrgn5awEyHH/0SPgZyUcaJqWzZmRKkl6IrU8Hg8qKipsqxUvR0tLi24/nMfjQSqV0i20aZpGKBTC+Ph4zr0Q74OROU5RFLxeb1bLr62tRSAQQDqdxvT0tObxhzknAjUNyIDCL6/M4/KcviZPHR0dmJuby5lzHo8HXV1dmJ+fx+rqKra3t7MKoREFCHg5/icmJnD48GGsrq4WJGpaVpKamiAY8OVYNgctLS3JDmrpdliPViNXTtWI51+KmSxi0eksRuTo2Z6JJh21SR2NRk09ULHMbzqdxuzsbEG8shx6tqhyDlq51yoqKuDxeDA6OoqpqSmsrq5m66g0NDTg9OnTBeYhPc7furo6ZDIZWce3UQHg8XhK2lZUwM+TJTOZTDblX/on7gLFf4tZoUp/onlP+ppUwBj5YxhG9vX880v//H5/zuei0SiSyaTmd7nd7ux9EDVZufuQTqd1Xz/P89ja2sr+f3FxMRvTr/bn9/vRxbD4/VAtXBSNjxIxfJWIF3xODE8X/0QtX7w/Yp6E0+nE8ePHMTs7C57nEYlEkEql4Ha7MTo6itHR0ZzziGZqpT/g5fxKJBKyz1bP/Zb+sSyL6urq3O8wEIhhq09A9ObbxeLioqnjzDiyxIVaTuNWCtVkGKZkiWFy6NktyC20cq9tbGxgZ2cHV65cKbBvLy8vg+O4grhyPYt4Y2Mjbt++bUs70JaWFnzzm9+0fJ5iYGeij9ndsZnjpApb/vNkGEZR6JZDgTqR+tgOPgw3oYlhsc3zSCuMy3zlLN/EJZaXTiaTuHz5MpxOZ44ZamdnB4IgFOyQ9fgno9EoHj58qGtHo4boq7PiM7NVCAiCYLkmkF3XARhrdCEeIzdxlHYFZrv7mK13ZOY40cash/yJzPM84vF4wS4klUrhk08+MXwtAFRLVQDKuwm5GPp0Op11LB89ehSjJssFF4NyaLMojk2WZXWPHTXBkclkFIW3mcXMyHVJ0VK8ficUBgUK31uew+bPxppcBGL+3BV/u2i2ExHnwfz8fI6g4HkeN27cKGjOo0f47uzsaK4fcr8zXyGlaRrz8/NZk1l3dzeam5tBl2onUEyUIg3UIhBEiRwMBotyTWYxa++TLiz9/f26jslkMrq/T5pxLNVkd6txOU3TOHnypOxvkyvp+/jxY1y9ehXAy0VoQKHP9X5CKapMTdCn02mkUilDuQsir589h6k//GNM/bs/QrfNSXridRlFeg/kcgjei23jG0uzuJT8uUYejUYVcynykZptgNzFeDd8cxRFobe3VzZJTqqQejweZDIZPH36NNswZ2VlBXX19aUzBxUD0byUv9hXVlbi2LFjGBoa0jxHfu3xvYp0MOqN+xdtq0Yxu1vp6+szdRzwMnP29u3bOdVY9bK2toZ/90Sf428vwrIsfD5fgQmSYRgMDw/jO9/5juY5zFRrHRnox2//4M/wYPwq/uO//N2yaNIkXQvkfGX/ansdj9KFIbpmM4bNJI5aCcvu6OjQda1yFopIJIJr164ZmvOmhUBzc7PpNHcjDRe2trbAsmyBxiBquEtLS6auoVjo9RE4nU7DOxStB6uWXm8Us/HhDx480P1Z6eSqqqoCwzBoa2szXVq6FNTV1ZmOGTfiT0qn09l8ADkt9bPPPjN1DVokl1fw62dfxRGKhm8tYkgI6F08jSocWjkYdvfNNuNbMZK3RNM0OI6D0+nMNlkKh8O670u+wBEMKn2mxHpDQwM4jjMt7YxmxsnV2d7a2pKtr1FKampqMDIygsuXL2v6RpLJpG67sZ4QW8CengC7iVSoSaOPysnZrgbHcWhtbITH48ETE7sQo/4kuTGQTqdx+/ZtU74pPfzmG2/im//6d/FfdvXiP8FxXcc4HA6cO3cO6XQaly5d0vy83nkQCoV0KQjlXMZdjvw8oocPH+o6Tsz3sGqiMrUTWF9fzxb70qPVBwKBnKgC6Q/u7e3VNCEoDfB8212pEO+By+VCJBLRJeTEcDopSv6N3bLJW8FsOK8UMSu6HJ6pHlKpFJ4/f45IJKJrVyzGvcsRDofx9ttvqx6vtBM0e78coPAtt3rJlj+efIgf/drfxVtnzmBZIx5ejFChKApbW1uGTJZSlHZWe2GHyDCM5WJ9epVr0Ulvdb6Y2gnEYjHE5ufBsqwuKa4UUeDxeNDQ0GBLdT+KohAOhy03NjGasNTT04PJyUkAwPPnz7MOGjMUI1Gurq4OIyMj+OCDD3QfYyZpy0g4r9K40ds7t5yYn5+Hy+XS5eAUBEFRoI+NjaGiosLyLkisMHv37l3VZ+ihKPxJdQPGHC70LUxjI0/AOJ1OJBIJ/J3f+uf4dR0tUFmWze7kEokEHt68hb8fCOF9hwvjSWM1uIrhfK2urkZHRwcePnyo2Y9YxMw80DuHlZILAXlTUjAYLJpv05KXR6xfYwRpynksFjMdaphPb28vvF6vLd2tjCAKALERR7lkPAPI6fRk9LhiauNmxk0543Q6s4lgRpBmmv74xz+2pdxzTU0NfD4fXC6Xol/HAQr/T1U9Tjrd+McbqwUCAHhp0hEXYz07W+nz9HMc/k2oFm+6PPg8UZr+2fkEg0FUVVUZ2lUXcx4YFfbFDG6xJATMSGzpwBQjHfQsCPX19aqp9HLX4vP5kMlkNJ2cfr8/x4Y/PDyMycnJ7HE+n0+zKmQ51uwXBAGPHz/GxMSEoePUfgvHcYYXPNHZJZYHDofD6O7uLlktJLvRq1nmI72Hfr8fm5ubmkXXtOrKBAIBrK+v53xGLF+cTqfBgsK/4Dw45WLx0U4UXyd3cM4p00EsmUZ9eyc2NjYQyy6cFChK3fxAAfgbD5/ghNuL/2NzDRd3ykMIPHv2DI8ePTJ0jNp9drlchqsMOxyOrL+CpmnU1dUhGAyWvMJvSeO9enp6wPO8LkeIVi0VuWQVMeNPi2g0mt2hHDt2DOFwGDMzM1khYNYmb6Yrkt3YXahNTPs3glgVVaS5udm2jmT7gf7+fnR2duL999/X/KyWsiFXlVX0P3Gg8HFtMw7tvFyILri8OO9S9glQKUDwVAIeffH1IszGS4XpQToJ8WqLVjRQJ3abmMycL//3DwwMlEV0464IgaqqKtTX1+PRo0dIJBKgKArd3d3Y2tpCa2urLiFQU1Ojq36OFL3auZgRCLzMaJVuhQH9i7i0fR1FURgaGsLm5qZqNqVevwqQew+kWoUd6BVYZgWatCbL+Pi4abNZMW2jxSYYDKK6uhrLy8vZcSKGxHo8Hl0mArMmCk4A/k1VLfo5B34vncCVDXvvoZOi8JsVVQjRDN5vCOMHd+/g4s5L5amzsxP9/f2aQk5vFJz0Puk9xgh6eiubeQbSY1KpFC5evGg6vLiiosL0DjSfogsBiqLQ1tZWYFekaRrNzc26a45rCQCaplFdXW1ZsvI8b7qZjNTB7XK54PP5wHGcrBAQJ7MeAcAwDHp7e3O2jWYFQHNzs6zzWm1QsyyLTCaDyspKWxZg8TeLzkcj7FUBALxMAgoEApiZmcm+5vV6UVdXp1sR0Fp8nE4nWJbNWRhdFIU/rqrHCacb/2xjDX8S8mMmbqzpjRZeisLf9lXgX29vYGq0H+9f/fn5a2pqsLGxISvApMqM1mLOMAyOHDmSs/iZFQBVVVWIxWKypmI187FYJdWunWwikTC1SxLvgR3WhqILAUEQcOPGDXi9XiQSiazZxUhSkR6bPE3ThgRATU0NDh06VLQkm3g8ji+//FLxfb0aHUVROHfuHLxery22QzPRSzRNI51OG16ADx06pOqPYFm2ZCWyS8H169fh9XqzE762tjbbWlIPenaNiUSiQEFoZFgcc7rwzzbX8FtbEbSEfl7kMRQKoaOjA3fu3LH0LKKCgG8tzyEpCMgv6Xf58mXF44y0Wjx06BCi0ahiQUcjyJUh0QNFUYYFgMPhQCaTUdz9MgxjyVRm1YG9K2UjBOHnnX+UpKzoPJRDT6s+rclRWVmJ4eFhAC9DUwcHB22LOzbTM1SvqUoQBNy+fRtff/01AH3lopWgaRpnzpwxHJlgdteh5ZBW0uLM5BxwHFcWJQ20kP5mo5FsZncLT9IpHF94in+xFQHLcTmZ5d3d3WhsbLTFXp9hWRgNjzCSmf7s2TNEIhHE43FL8fgcx2FoaAhNTU2Gj9UyY8rlgSSTSdXj5CwPYldALfLLwphZHywLATHBxyo8z9tahloKTdNoaGjA5uYmaJrOhqYa0cLUsCssdGRkBBcuXCh4fXV1NRtDb0Vb6+rqQk1Nje5CWmp4PB7L6flKwtNMCfFUKlXSsFM7wjtFWJa1teihAGCBz4DjOHzjG9/IKbo2Pj6OH/7wh7ZEt9khSNxuN8LhsGwC6ebmJhYXF5FKpbL9G8xQW1uLrq4u2+5xc3Nz9t9m+gQzDFOwu8lkMqaULzPHWB654uJkxxatWPberq4uCIIAn8+XnaxyiRo0TetyCllBqR5IdXU1gsGg4TA2I0xOTuK9997TvM9amjjDMOjr68OZM2csXY+a8Kyvr7d07t0mPyTTCmZMb3oIBoN4/PhxTqlkucx1wP76O/koVRqgaRq9vb2WdrxazM7O4t1338WdO3dUP6eU3S3CcRxGR0dzssXNmGXUegwbXVfNfL9t6ov4I8yYRorN5OQkJiYmcOfOHVVtURolVCyUtKWVlRV89dVXBbXJ5TBScMuMUBM1cVErk9s2J5NJ1egEpUmcPz68Xi9+9Vd/teBzxWyvWGykdfzLiaWlJUxOTuLq1auai0Wx6+8omXij0SguXbqky2doZK1RehZvvv46jgwMKF4L8FIg1tTUFFgqKIpCPB7PzgO561G6RrFYnPT/p0+fLvi8mZ2FUcq+lLRZGIYpikDSqyGNjIwYPrfeqCQjmqYVM0VPTw96e3sLHGGZTAZ3797F9evXFa9F6d7na52vvfaaLWVDAKC2zBSQcimE197eXrJzjo6OGtZmM5mMLrOnkfur9Nn/4W/+F3i7T703R3t7Ozo6OgrGdDKZxMTEhGoIuNL3JhKJnN3j2NgYeJ63xaxotOOh7apKuZRNMHodejMAtTQkmqbR09ODiooKQ9+vhbTEgBEtzWwIncvlwu3bt9Hc3Kx6X5Q0Sr0azA9/+ENDGnNlZSWcTidWVlZynrHX60XI6cTuFg1Rp5TJUVKMdv3SykrWe862tjYsLCzA5XLZptFSFJVVxIz4gBSfhcDjjUP96PtvfhW3Vpfxez/9MOdtt9uNhw8foqqqSrMysNyao/cav/zyS9A0rXvdamlpgcPhwJMnT3KelcfjQUtPDx4aiCTcEzsBl8tlm1bVpdAdyWxuQD4dHR3ZkrdqUt2ozbPYwvXw4cM5/xf7pz579qyo3ysIgqHFcnh4GI2NjQX3g2VZ1Nvglyp3enp6bDkPTdOK49MOJ3FDQ0P2WtWqYhrpLQIYHy+aJFI4HI3jRUcb/r4rgF/55rdy3hbNw6urq0Wdg0q+GTlYlsXY2Bg8Hk/Bs2pqajK8thTVaGlXVmsgEEAqlbLFWSaXVm8njx8/xrNnzxAIBFTtrmLexG6jFFOs5SQrF8bHx2Ud1xsbG/i4jEtRMBplmPUQCoVsi4Aqdq2rhYUFLC8vw+/3q+4CzCzodpRhyWbcciz+1dwz/G+/9U8x+n/9Ppp+9CPL5zaKR0eVVinpdBp//ud/LhvdNDk5CcRigIF7VNSdgJwA0GMmaWlpyf77lVdeQU9PT3bBVJNyZlsimkVJk0omk1hZWVEdrHbWRg8EAjm+CjWbYDHqGNlRQ10v8XjcVFPzUiMnAPQUixOfYzAYREtLS3b+qO2Md+tZqH2fqLGvra2p7rLtVIRcLleBadHhkF8TskENPI8Grw/NTU2oW1jEqsX5YcYPacZUlslkbMtatjRapI1i9Ib06al3ITVBXL16Fffu3ctuy+x2trndblPCo6amJiuQStnIPhgMorGxEe3t7eju7gYg34ltPyLXZLxUiA1VjJhrtHYGPM9nn+P6+jqePXtW1B2bmbDMQCAAv9+f7X9cKlwuF06cOIFgMJhjfkom1XcaGZrC92tq8dGZ86gPh/Fnt762dB2lCAYQx55ZLAkBQRBAURSGh4fR2dmp6xiO42R3A0qJYjzPIxKJZCeDmlZhZmsZj8cNH3fmzBmcO3cuu9PRa6bSG1mUL5SUHKdi5uPGxgacTqctOQZmBrGVxB0rGC0oWExWV1fR1dWF/v5+XZq40m5NnBv55xAEAWtra1lzkJqQN/ssjGrlQ0NDGBoaAk3T2N7eNmTu0psYKo0sUvIt0DSNY8eOYWZmBl6v15B/77/7h/8Q537yQ/y96Aba/+ffwJSkrpOZXIliJizSNC0raK3uCCwJAdFbPjs7q7smTSqVkt0NiOcaGxtTvPlWJZ4cUoEUCoV0HXPp0iXcuHHDsI03mUzq0hTzhZLSwEqlUvjss8+wsbGBJ0+eFCS3mIlTPwg7iGIgCAJWV1dx584dXfdQabcmzo1XXnlFdqEMhUJFyT+QhnzW1tbqOub27dvY2NgwFeKrd7GUmkqUFnee5/HFF1/gxYsXWF5eNmQOm52dxa1bt/D+++8X/I5y61VspnGRHiwbD8XBb0eT84GBAVRWVipqo0Yknsvlgsvl0jT1SAWSaKfXirPleV7TLq2k6YidyJQwKuhE2+vg4CC+8Y1vFLxnFK3kMiX7v7QejV70Ct29QiQSwdTUlGVBKmq/ciZW6W5ADzRN6yoVIh3P0ppGWgJBTeh5PB7FBVkrKdOsaeno0aM4cuRIwetmtHqtY6TmcBEz/jGx6U+pKKsQ0Xv37uGnP/2p4W1p/g1kGAYDAwMIhUKmTERmberSratWTLEU6aAxs7VLJpOYnp7OFpkTMaM1aJXRldZckYb3SZUA0aHp9Xqz90RuYqytraGtrc3Q9XEct6uO6FIQi8Xw1VdfaSoM+cgtWsPDwxgbGzOdkGemXSvLsvB6vYjFYoZMU9JnanbsXrt2TbZCqN11ePr6+nD06FEAhdct/maKouDxeLJl5cXP5vteBEEwVDdNXO/s2hHuiZnk9XoNTXrxJpstSOf1erM3mGVZjI6O6jpO3LqKDlo7yS/dwLJszu978eKFLbsxNQYGBrCwsJCtlaIkKHmeR2NjI2pqarKFwJQWA2ltfb0cZJOV2sSXuy9iFIkZX4+0OCRN03jnnXd0zcN0Oo1oNAqWZW13lEqTxUSkJt1YLGZqTBmhv78fy8vL2XapSgiCgLq6OoyMjGTvJc/zskquESFt9/i3XQgUI1ImGo2qahT5WkMsFsP169cLOpZJQ+60vi+dToOiKJw6dSonZFUPSg5aURvIn8h6tKX8mkLpdNrQbkNEaoIxIlhra2uxsbGBxsbGrIlNLRt5YWEBDodDsWscwzCmolFSqRR4ni/Lns5SKioqilKETc0UJLfrvX37NsbHxwsWDj1apFgcEnhpZnnx4oWhZ6bUitThcGTLukivQ88zFQShQEM322FL/C1GfpPH40E6nUZTUxM2NzcBqF/3kydPsLKyougzNTMHxO+zywltm4fJ4/Fka9X/5Cc/UfycUoMYlmXhdDptaRXX0NCA+fn5gteNLhyCIODzzz+3zV534sQJXLx4saQlj6X5CUbuh1GzQCaTwdTUlOK2Xq3JhhSrDTNKwYULF7C2tqbaNnV4eBi3bt0qeL2+vt5WAafUtcroGLx69So4jrM8dmmaxtmzZ3Hz5k3TjV3sQtTIjZifY7GYYTPd3Nyc4n0rh6ZKtu0E4vE47ty5o9kvWKl6oLiFtIN8AWDGLCRqu1otIPVW6ezv70c0GrUloa26ulpVy1RzyBUDpe8yG8kg7tbq6+vx6quvmr6uUnHr1i3U1dWphirKCQDA/uqpUgFgxoYsLTudSqUUBbLeomXhcBjLy8u2lJ53OBw5tfzzkZZ43g2UnO9mgzO2swAAIABJREFUwtCBn/sYPR6PoYKUFQb7hVjaCUibfguCgIWFBVu0ZjM9N+Xwer04cuQIqqqq8Bd/8ReGjtX7/XpLT9vRGhJ4Odk6OzsRj8dx79492YVWLQMxv3xB/v/N3Hu7TTOCICAQCMDn8+kqrV0OSHcsW1tbqrvh3cblcuH48eNIJBK4cuWKoWP17sL0CvzFxUVTTYPy4TgOZ8+eRSQSAcMwsn6A1dVVoE5ZAZQ2a8+fB2b6X9tVDVckFovB5/NhaGhINScmvzzPhsHrsKQuyiVJ2bF1t2v7z3EcZmdn8fHHH+v6fDFK7iphRVOfnp7G2tqaKU1bekx1dTW+853v5LxfLqaXlpYWBINBNDQ0FK3jnJ1I71u53EMRmqaxsLCgO6mx3PogyCEIAm7evImZmRnTjmBRADidThw/fjxnJ1MuPien04lkMomGhgbF8HGr12rb0xYlJ8/zqmWZ9TSNt8tmvr6+bkg670ZNmtraWjQ0NCCdTmN9fd1w43cx2kPPg/f7/arO47a2toIFy+y9b25uNtXEXom7d+/adq7dRhS0lZWVsuPP5XIhk8nsWqnpWCxmKJt8N3xWjY2NqK+vx/LyMjY3Nw0Xh0yn01hdXdVlVnK7lE22NE1jZGQE6+vrObs5s8/G4/FgZ2fHNiGyurqq6Tux7KexdLQE6dZJzRaaLwC0yk0o2Rm17I921/M3gtp3RyIR1NfX4969e6YXTb0DTCt66Nq1a3j33XcBWNuZBINBhMNh2XOUS2OV3URa70eOnZ2dgkVGb+SaUeRs5rv1TDiOU/yuhYUFeL1eRCIRS9WB9RRfi+8om2x5nseVK1cwMTEBnuct3RuXy4WTJ08WvUWt3ZQ8T2Bqakr1fSVHqtaNlgsbY1nWsM9CLZtPaXumFrKWTCbx4x//2LCmUExH78jICHp6ekwPXo7jsLGxIXuNRh2AHR0dmtmt+xFpsTg5aJqWDQbQGhdyioZZp6xSVrhSmKOaI5nneXz66afZMEu9SHMX7Obo0aM4deqU6dDeqqoqzM3NKc5tI0Eh1dXViuuL3aHHJRcCWiSTSdnGE2bKr6bTacN2dLVmD2rZvXrif3t7ewteUxI4xbRRrq+vw+/3yzq5lRYZ6XUuLS3h8ePHsttSpYgvOY3L6/XC7Xajv/9lu79iNzvfS/A8L9tHwcy4MBuFp5SMqOVA1codCofDBa8pjTtp7oLdzM7OIhaLyWYKqzXhEXNv5ubm8ODBA8VgETkTk9x8d7vdOHbsWNYXli+07a5ptCtCwKpjT8uHYAaapovqcFSbGKIJTC6c1qxT0UpZ5ZmZmYKSE1rXU4xCVvF4HDMzM5idncXZs2dN1SMqZyiKspRMWawub3aEa6qhZO4Rq2IuLS0VvGd2HlgxA7948QI3b96UfU8QBMVrstIbRO6cqVQKn3/+ORYXFzE2NoY33nijqCa8XRECUtu0Ujs5n8+H8+fP2/J9ekw+PM+byrjNx0xlUzUTmFmN30xZZZ/Plx1cSs4luUGaL3DM3AO58/I8j2g0iuXlZUQikbJIpLETQRCyC6JSBI7H40FbW5stuyC91UDt6P9rxqehVhXTrBAwmz0smkKVvldOCOTvDqxk/0oRc6YSiQQ2Nzfx+PFj1RadVtl1c5CcVu92u/Hmm2+iurpad18CtRu+m83u9U60UqF2n7a3t01NtnyBo7fonZz5S454PI67d+8Wvb+xXZjJjZETuhRFYXBwEIFAwFBhPSVbs5nib2ZpaWkpu9BYKVo7Zb35PlLyy5foUVoYhiko+a52/ocPH+L+/fu29UCXw5IQsCue2Ov1YnZ2FoIg6I75LRct8d69eyX5Xr2DyWpFVjvRyia3gtFqpHZiV70sr9eL7e1tpNNpQyaG3Qo1VaPYRdvU0NOsfnl5Gaedbhzh9Gnres5phkwmY8ono3dnaOa6LQkBJROC0+nUFBDS91dWVjA+Po4f/OAHu6rFizQ1NclqzM3NzTh9+nRJa30r1dw3O5i0KMb93437V8pFSGkn5HA4NAU1RVFZTX57exv379/H/fv3besfawTRpCN11DIMg/r6epw7d27Xr0eKWlSQHp/hN11evFfdgP/ap89nUAw/pBUfpF4zsZnrtt0cRFEUTpw4ofmDS52RJ/YjBV5GBchpzFVVVQiFQiURTCJWnE6lFF5SSnn/SklPTw9OnTql+hlBEEo6FwYGBrIKmRimKnXUCoKA2tpaw6GcdmMlKqid5fB/hmqxlMngH22an09WseKDLOYYsSQE5LYofr8fsVhM05Gh50e53W7dPoL82HK14lFdXV14/vy5ZlTEzZs38f777+v6fiXsbInpdrvR3t6u2/Rh5+JLUVRRk2D0OBXVioWVCi1NX0/GutZzcrvduHDhgq7rkRZ8A5RNthRFoaOjAxzHqc4Dnudx8+ZNyxncFEXZlusiOs+PHz+u/b0ADnFOPE4n8cbScyxkrGXXmnH+GkGuWxmQO0b0+hT0YsmoLxevurm5iatXr1o5LYCXg+bo0aMQBAHT09OaQiN/suWnWosFoqqrq9HV1YXZ2VlLmYper1eXOcaObT3DMPD7/RAEAU1NTZau2yyCIJhynhk5vxZ2lqWwgwqfD2w8rqjwiBVBjVSzFEOXpcd0dnYiGo0iHA5bFuzi+dva2tDR0YG1tTXU1dWZrm4r9oWQRhjRNF20Cp6BQAAulwutra14+vSp6vecESjUMQwSAH5NSCIVrISeq/J6vQgGg4q+FjW7u57S5263G1VVVYprmp57J445sXGP9Fp5vx8bkQj07h3KulLU5OQkeJ6H0+m0tABxHIfTp0/jk08+wcrKCn7yk5/A6XTqqrmhVBOnGPZ4JTKZTFbIXblypeSmNCmhUAjd3d24c+eOoVDDzs5OzWzxcocvkikn30Q0MzMDmqYVm7ToRdxZx2IxzM3N4fr169ldg9Z5WZaVnS88z8uWwCjWGF1fX4fP58Ply5dVr/lNlwf/1OFFJJnCb0bXsWDQMmrUTBcIBNDS0oJYLIYnT55ofl6MLNJTS00NOUWcNzhGTAkBxuNBxoQX2sFxSKpEMnAsi9TPBpoAYElcVBgGMOut397GyZMnEYvFsoNTEATdIVf5AqCyshKbm5uGBohoIstkMtktsdlJYjVbMBQKFfgZ1LSX9vZ21cJ6dXV1pgTi1NTUnmwYI2UrnQaVSsHoL2AZRlGAMBQFZyqFdel57Yj++VlZ4qWlJbAsa3k36fP5QNO0rK8gnU7Lnt/n88HhcGTHn9mig5WVlaq+stdcHvyOJ4RH8Tj+2uoC5mVMQErF/TiOQzQaxfr6eo6fUOyXoKQ4VlZWIpVKYXJyUtP2H4/HEYlEwPM8IpFI1lRmm/nW6wUMmN6MC4FUCjzHAd/8puFDMwwDqPxQrfcNEw7D88EH+Pzzz23RThiGQXt7O9bW1nT383W73Th8+DAePXqE5eXlkmvxRh3NWpVVHzx4AIZhTIUp7mUBgFgM6OyEMDYGGPwdPE2//O1yPYEBvFB53xRVVXB99RVmb94ETdMF/aqN4nA40N3djUwmg9u3b+s6xul0oqWlBRUVFfjqq68AFM+8d8HpxiqfwX+qIAAAZV+NWic8NWZmZrCxsWHK+Vvq4ADjQkAQIPzBH5j6Mq3l3fbbMDqKWDIJqNT/kSI61ZQeiNPpxPb2dvb9/EYU+bAsi2PHjmFxcRE9PT05SVbhcBj9/f345JNPDP4o7RLRRrGyGO+Ffr9FgeeBDz80d6jG+7bHUnV0YMfl0j0PgJc7PKXmLyzLYmtrK2cHmN/YJJ/R0VGsrKwUOIdDoRDq6upMNV1SKln/TzbX8E821xA3Ma7NjmVBEGwvH7FblLVPYDcRTRNqDyO/Lrs4oZQGYzqdzu5CpHZCmqbR29trOts4XwA4nU4Eg0FbOjaJDje9FNP+SygdamMpFovh8ePHOa+JAkApM/err74CRVE5Y4vjOAwPD5vu45E/5yoqKhCLxRC3aD5zOBxwuVyGEi0pioLf7y95KK0Zyr6K6G5hpfevln8hv0YKz/P4+uuvcfHiRc1zy4X4SV8Lh8M4fvx4TokAK6UsjAgAoPT5HgT7sRLKqVbDShCEnN1COp3GlStXdEXQyYVFSqN0ampq0N7enr12cVE2QzKZNFymQRCEXRMAdoepHighkB9DLcXu8qxerxeNjY2KMdiZTCYbxupyuRTTwuUcUdLXKisrEY1G4XA4QNM0Dh8+nM2ulIaaBQIBxckt3pfW1taCXIDdau1YzAJZhELUwhztFOxerxfNzc2yi7goFKTRMUq5KHLBB9LjwuEwnE5nNuu5paUl2yMjP2lSLS+C4zhUVFQUjHu1tcMuROezFnaXzDlQQkDL3KOEmVK7g4OD8Pv9ihNKKnR2dnZMC6HJyUncuHEDiUQCQ0NDeP78eXZXIM2VUItoEgQBoVAINE2ju7s75z2zhat6enoMfb4c6t8cJMw8V2mJC70cOXIEAwMDigtXvo/CbCj4vXv3cOXKFcTjcXR1dWFjYwOZTAbxeLzgO9RCmSsrK9Hc3FwgBMysGzRNG0rs0mosJL1GOzlQQsAsWvHvctry1atXEY1GFSebkoNOLjNXb/GotbW17GIuR3V1dbZhSz5i4bL89Hwzi3NXVxe6uroKXlfTcqThs4TiY6YvrSAImuMh33z5xRdfYHx83FCpcpF85UuvMvbixQvVci8VFRUYHByUnVfRaBQLCwuyph2jgqChoUF2HiiNc/H8Wr9TKbLJrHAgs04Fra2Z+LDkInV4npcNgXO73arlF+Qyc/XsEurq6uDz+fDkyRPZ7w2HwxgZGSmI3x4dHQXwcov5/PlzzabWQO59yd9qO51OtLW1ycaJi4NcaRLk71QoiirLUhEHEbU6VNJFS26xV4qa0ap4ma986UlG7OzshNPpxJMnT3Dnzh3Zz7zyyitobGzMEWhi17ZYLIbV1VXVBC5R0ElNRPk7JIZhcPz4cdmdgHScyymQcr9TT9MoPSVKlBD27d/oqIDWVs3P+Xw+2ddpmi79b7Dxz+PxCH6/3/TxFEXl3Be32y185zvfkf2c3L2Te626ulpobm6W/b6enh6hoaFB6Onp0XeNb78tYJ89M1v+OjoE9Pdn/9+qMCdcLpfgcDgU39P7fd/+9reL+nva29stHe90OoVgMKj4fmdnp+B0OhXfF9cLmqYFmqaFyspK4bXXXiu4R0rz4MiRIwWvB4NBoaurS/b7WltbhTNnzggsywocx2n/xqYmAQ0Nuu/Hgd8JsCyrKPW1HGRer3dPmTBisZjsrkVvNJGoyfM8j2AwiFdeeUX23iklv+S/dvjwYfT39ytmr8ZiMXi9Xl1p+ARr0DSt6ptS8yHI9T4uZxKJhOKY0xN5I455nufhdrvR2tqKmzdvFuzw9c4Dv9+Pvr4+xZ2RWKcsEAgUxXe2d1awImElVTsajdoeInn48GFbzydlZGRE9nXRkWykpSHP81hdXbX0++/cuYNr164plp2YnZ3Fo0ePTNmvCcawkqxkR35KPsWs1qnWmyCRSBiueJpKpXDo0CHTa8nW1hZu3bqlWKn1/v37+Prrry0lo6lx4JPFxMHPcVxZRKgo2THtQKmJtoiRCKWNjQ1D16pUJ8iO/rYE64jPpqamxlS/arspZudArd4ERso4RKNRQ9nOShFWpZwHB34nACAbY28XVhLP1Ojo6ND92WLXPTeK1bR4hmEwNjZW1J4GBx2O42zd2RYrrt7IXOU4rqxMtnoirNSgKArDw8O2tfYFiBBAMBhEf3+/7uY1ejCa+KR3wTZiGy+XHsxGUZqwJ06cwJ07dxTbbRKs4XK5cOrUKfT19ZXsGvQ2YDIiqFKp1J7Mahf7NEihKAonT55EIpGwVck70EKApmlEIhGsra3ZWpBN6VxK0ltuwQ4EAtnPt7e323ZtVtiNdpWy5ZUZBul0GrW1tSSzuAhUVlZiZ2cHd+7cMVXITQml3Z9SHLxc+Qifz5dtA2vEZ1Vsin0tmUymYF0Qm/cYTULT4kD7BMQF59mzZwXv9fb24uHDhwWvKxWL04NeB+fZs2extbWVdYqaLbBlN1brnff09GByctJwHflMJoPx8XHQYollgq2I0S5yjkeGYRQzWZ1Op6kdp17795EjR5DJZJBMJhGJRGwv7WIFK9ciJnW1tLTIrj1K7Ozs4NatW7YXbTzQOwE18gWAWNfDrAAQNVg9GsTly5cRi8WQSqVQUVFh6vuUsGIf1dP2jqZpRbv95OQkAHN15IWflUHei1v7ckdNOclkMgUCQDTJmREA4m5ST02qr7/+GvF4HNPT00XxBZkpBwO8zDjWuh6198WkLiMCQEScB3YqQwdSCDQ1NeHEiRPZ/+tx5MrdeCOOL1F46NEgxA5FyWQSGxsbur9DpKKiQtF0o7aIchwnexzDMHjjjTdw9uzZgvfy7wHP80XtRUywD5/PhzNnzhg+Tq4znV7E3aRe8+ujR4+QSCRMjym1rGSlHQlN04qm26NHj6K3t7dgkc8P2thLc+DACAHxodE0jYGBATQ0NGTfMxvNQ9N02djrpYjFs4zidDplhUAmk8G1a9dw48aNgveKXVlRC73ORMLPcTgc8Hg8OHv2bE6NHLPPkqZpeDyeko8FOcz072UYRlEIPHjwAEBhiYbp6Wlb7fRGseKjODBCQJTMPM/jww8/xF/+5V9m34vFYqYcjjU1NbIFooqNmfAwPWagUCikuFNZX1+X3b6aNc/YEbZ36tQpvPPOO5bPc9BIJpOIxWL44IMPcO/evezrgiCYcv4Hg0EcOnRoVwIH8jFTNE3LlON0OhXNvtFoFOPj4wXjXhAEU722teonKSGa5BwOB86cOYOxsTFT5wEOkBCQIghCgR3UjH2zra0NOzs7tgz+kZER3TsSNRuuUqirnsXajI3SLHbY9qenp/Gnf/qnNlzNwUS0L0sx81zE4oV2CPb6+npDC7tS0TSaphW1Yy1TjZndg1nMfpdokkulUrh//76lBL8DHR0kxYyj5fLly6a/T9qfWAx9bGlpwdTUlOlzAi9zCWiaRjgcLko6fzmxsLBQ6kvYd5iZB0rlDvRSWVmJ9fV11NfX4+jRo7hx44alipjAz7N+A4HAnmz5qBe/34+1tTVLJSWIELABrSbbckg1sOXlZcRiMfA8D4/Hk+OwUiq3IAdFURgcHEQwGMRnn31m6HoIBKs4HA5T2bDigv/ixQt88skn2NnZkQ0/ZVlWd5h1XV0dgsGgrXkP5UAoFMpZ8O0QcAfSHGQXHMdhbGxMtz1OKdyT53lsbW0hGo1aqiHicDiy7SbtYHBw0JbzEPY/Y2NjOHPmjGYmq9/vV3Qg8zyfbW4kZ57Va27yer0YGBiwLYxST2j0blGMInJECODldrSpqcnwcel0GhUVFZidnc2+pjYJNjY2DPfsNTKQE4kEPv/8c9y4cQOBQMDQ9+QzPDyMdDpdlIiPUjgQCdq4XC7TZaHFEGrRoapUnnxra8u0A1rvbjsajeLixYuYmJiwXF6hq6tLsfquVSorK3U7hovZ6/vACwGfz4fm5mZTg1IQBFy8eDHHoarlYLZLS1eiuroaFy5cwKuvvmrpPP9/e2f3nEb1xvHvLksWwktcAk2iqYmSlzZEZ7RqU7W50OmNXvuP+X94pZd26pU6pK2t0zoZUyNNMyTwC3mDFChk+V2kB5flnGX37G5Cuucz05kmWWCB3ec553n5Ptvb22g0Go5XU7Rd0erqak9jjtvOY4H3yLKMlZUVbifw8OFD/PLLL92fiTw5C7+vAUVRsLq6itu3b7tayFSr1Z5Fnl1ojWg3b97ssTOHh4e2E8NeytqYCbwTWF5eRjgcRjQahSRJjpwBWW07MZR+d7w2Gg2USiX8/PPPrp6nUqmgUCgw/55MJqnzkNfW1np+np+fR7PZ9GxL7XaHI6CTy+VQLpe7TU9WmvtmSFXbMEl6dDodFItF/Pvvv67Oq1QqUeVjCOT6Nxt9c1h3enoaqVQKU1NTrnfXIyMj3KWlNAKTGGYlb0mFD0nAOlmhDGPVQa1W66n9pkFmo7pxSOS9Dyq329jYwJUrV7CwsABN0/Dnn39yvZ6iKPj666+xtbU1lJ/7ZSESiVCNEJkNQQzeIM19I8Mwh8PM6ekpnj17NvA4Y5We8Xd2Idf/oFze9vY2arUalpeXkclkuO8DSZIwNzeH0dFR3L9/n+s5zARmJ2CVVEokEtTVgh9KgbIsY2ZmxvPndYJxQPZ5oWmaq4E5yWQSpVLJt+lKQcGq0TAajTINoJ1B506ZmZm58C5jml3wa/4AUQZ1W/4ajUY9dbyBcQJWwm+seBuvUiBLmEqWZczPzzOridy2nZOxeINuLF3XHcdk3QzKKZfL+PHHH11ty/f39/Ho0aOBsWaBNbVajfk91Ot15jXP04xERBdpZLNZaJpGdUpeLL6ILMyg65ZmTK0MLK/oHHBmZ9bW1lwtZDqdDh48eIDHjx8DOLMpbp1WYJzAecLaGn700UfY3d1FuVx29DgzxptkbGysJybLkv11yzBu+QXDDUvtcmlpCbqu459//qE6ASeLL+PCyZgvKhaLALy/bodtHKqu667zjIFxAul0GsvLyz2lazy6IwC4KyjW19cRi8Xw/Plz6t9pNwwtEWq8SY6Ojhxd6OT5eCZ08ZZ28q5UjOJwZLAIcLa682uE55uOoiiYnp7G6upqz+95viPeEYeFQgH1eh3JZNKRwaftEIzVdnZzRZFIpPt+eaXaeaSteXcRpKiCpm7qhWhdYJxANBpFIpHoKcnijc3xyjGoqopisegopOF25WFOBJIbhWdLylvWZ16pEAM+yPBUKpXu/w8ODrr/b7VaYmfCSTgchiRJffIkPKtJu927RpLJJOr1Ovb29rC3t2c79MPTlW/E2C/QaDS675dHqh3gk4o23svGsK0sy5b9DGTxpet632fuRcl5YJzAixcvcP/+fd+3c1a7BOJ0SH5ifHwcn3/+uaWCKU/ijMRi0+k0Vfv8oiHvaZDhGaaSwzeFer2OUqnku+4S65o7Pj5Gp9OBJEndOQGapmFlZQXvvvsu8/l4d5OTk5NQFAVfffXV0DYp6rpu2V/ECh97RWCcAHC2gvTCsFhNz7LaJZiNXjabtZStBegxTWNohMbp6SlCoRBmZ2exvb1texvqdHtPqoxYjoo1a2GYxgQGkVevXnnSrxKNRiHLMjU0N2ilbLyuJyYmUKvVenZ+Zmj3iJ1QyPHxMVZXV7G5uWl7MaQoiqPkNDmWdT7hcLjPifmVu+MhUE7AK7yanpXP53u6LO1iDI2waLfbKBaLWFhYsL1tb7fbSKfT+Pbbby2PI1vXTqfT/UfDajayqqrcORnBcFCv16HruuvQ3Pr6Op4+feo4tGHn+EajgSdPnjiK/bfbbaiqips3b1ruxCORCFRV7S5qWOfTarUsne7U1JTtc/ODQDoBo8cm7fJ+1QazIIlZP1cDxWIRv/32m63ch6IoUFUV2Wy2e+Gzksc8sxdoz8GTkxGOwzvMxmd+ft5VCSQPxgWFH+i6jnK5jHw+b0uiIRqNQlEUXLt2De12G51Oh7kraDQantwLvKE5r4ojAukEjB57cnISJycnXNUyZkKhkO0vxs+mJ6v6bBpEorfZbCKfz+Onn34C4OwcJUnCJ5984nnzTygUQiaTQS6XA8CfzBf0YzQ+ExMTmJ6edi24BsCR/IoXRpQFT79BOBxGu93G2toaHjx4AMBZ+FKWZSwsLDCHO/GiKApSqRSuXbvW/Z1XxRGBdAJG9vf3PZEikCQJN27c6BqrYcDujWgMF/GsyCRJwpdffolCoeD5SjIajSKbzfquuRR0qtUqHj586IlQWTwed6Q95DdO9Kbc2oFsNotyuex5CXM0GsXKyoovhS2BdwKNRgNHR0dcyUqjKFosFsPJyYknxkpRFFy9ehUA3ZDTDK0xnEWadM5LrTMej+Pg4ADj4+OeVyLVajU8fvy4O+CbxnmHMN5EXr58iaOjI66yT+PuIZFIeCq3QnpFaIacFecn1yC5p89La0qSJIyNjSGTyXge3qpWq7h79y6zc9uN0wmMgJwfGKsZ7Ai32eXTTz9FpVKBLMtUQ05bDVzkSrlarboeMWjFoCT8sHVxBg1jSKdaraJSqXgyrzqXyyGRSCCZTGJzc7Pv76wafy+KNnjodDqeibrRsAqduQkNBX4nQBi0ekmn0/jss89cvcag0k7gbDVRKBS69dRuCIVC+Pjjj30RwuPFSc6AHGvsHCa8/fbbWFpa8uy8BP9hVSqcSqWQzWZdF1LYKUduNpuoVCpUB+CUW7dunXvxhxVO8nZkpyvLcl9kIB6Pu84/DM+nckEQXW6rcJCmacxY/9zcHPNxs7OzPT8bSztZhnlxcRE7OzvY3d117QSuX7+Ovb09TzT4SfWQER5Nc/N7euutt5i5C3Ls3t5e32MSiYSv05aChvF6ZIWEwuEwFhcXqeEORVGYRo22+CGvYaVa+uzZM2xsbNg6fyvm5+chy7InYcORkZG+0AuPc6HpKrHCW2SnaxZ+jMViWFpacl0xF3gnYKds7ODgAPl8vlst8P7773fHUVppllsNZWFhFfuOx+M9FyDR6Wfx999/Y39/n7s1nkA6Ls0jOJ04KTKsxMzh4aHj3MWNGzegaZoIA3mInZxYq9XCH3/8gSdPnnRLJyVJ6laXsa4Hq74W1mOsVEvNA4oSiYRlrf3W1hYePXqEK1euMI+xy/Xr112tvK0kIpzep7lcDqFQyFaEwQqRE7BgdHS0a2iMccZB29Px8XHL7keAr2vW6LBmZ2cxPT1teS6vXr2y/Trm4RrGnzOZDJ4/f96XYDs5OcHExESPFhIZzmOGnOfIyAhSqRS3/hIA3L17tyubLfAfYuSB3s5dcm2xdg6yLA/MVfHksoz31jvvvIO5uTnL+6DZbKLZbNoKK9ESrMQOkBCW+foHdLjVAAADx0lEQVQm7yEcDndj88bPzHxss9lEJBLB7Ows/vrrr4HnxCKfzwNwP7M78E4gHA4z9fV5V5qDHIAXFAoFHB4eelY3b37/xqT0zs4Os6HF7ABisRh0Xad+drIs486dO/j111+pf3NiEIhstsAeEgC8DtewpD4WFxepoxRPT08d93+QxYAfQ2OM518sFrvhQi9eq91u98mhqKqKer2O09PT7kQw2muRxwJn1UysHZAkSchms5icnMT6+nqPU5mamnLcPKbreu/5SBKcBJID7wQusxolywEYVySDoI3XA+ifC+tYwq1bt9BqtZij80j1BM14OzXoIyMj+OKLL3Dv3j1HjwsiSruNzNgYpNchE03TqDvE4+NjTyQMVFX1VQpB0zRLvS1CJBKxdRzQe21rmtanVGsufbZSNf3ggw/Q6XTw9OlTpjx8sVhEoVCgCk46+exUVUUul8P6+np34XWaSuF/pRLs3lGBdwIsjKGgy4YTx+YkHj/o2N9//x1LS0vMUrZOp8M1GYz0YBi5ffs2V017EGkrCnaOjoDXg1bC4XB36MogWOE9K5rNpu3n54FIsvtFNBrF7u4udzdzsVjsC5MayWQy2NzcdLzwUVW175wWFhZQLpdRq9X+C7HK8tk/mwgnwOC8Gq0GYXUxAfQL46LQdd2XfgHazXLv3r2hlQYWeE8ymbRs+pqcnHSVZ/IaP8ag0u6DjY0NhEIhV6FRkVlj4IdhdWK0wuEwQqHQwIvJ6XletOHkmcpGNOeNeKFeKRiMH8JutL4PK1RVHdj1y+MALrJ/hmciWKvV6gtLdTodtNtt4QQuC7TdxczMDPXYVqvly27konc4vKs1O/LZgsuBue8DAD788EPm8X7tdC9yroU5vGk3qe1HN7RwAhw4UUkkZDIZ6hfNmjdsBe9sVy/xqjzTj+oRwflh7h0ZhKZp1O+cVUwwCN4ZwV7ixTlYTRf0GwlwVE10uXjvPeCbb4ALTiCmWy3EX77EViQC3QOp3svIuVxoqgp8/73fr3L5SKeB774DXocMYu02TnxcSFxtNvFiZKRbkkpQFAWxeBxHLsua440Gaj4azUSrhRNFge7DAiUSiWC0WsW+LAN+hWZbLeCHHwCbzWdvthMQCAQCgSUiHCQQCAQBRjgBgUAgCDDCCQgEAkGAEU5AIBAIAoxwAgKBQBBghBMQCASCACOcgEAgEAQY4QQEAoEgwAgnIBAIBAFGOAGBQCAIMMIJCAQCQYARTkAgEAgCjHACAoFAEGCEExAIBIIAI5yAQCAQBBjhBAQCgSDA/B9BLhk1E3EhmwAAAABJRU5ErkJggg==
简单示意,在1的基础上,选中填充,运行指令,输入需要的分隔区间a,b生成同样大小的第二个填充。

zzhzzh7 发表于 2023-1-31 22:28:12

kucha007 发表于 2023-1-31 22:07
你要加的分缝线如果是正方形还好说,长方形的话需要配合已有的填充图案,或者通过画线的方式实现。
我是 ...

长方形的为主,我设想是要么叠加两个填充,一个横向,一个竖向。
或者直接用创建做的填充可以自己设定xy,我看很多插件都有这个功能,自定义长宽。

其实说不同规格也没多少,常见的加起来不到十种,我可以全部编辑好,然后原位复制不知道能不能直接快捷键设置指定填充。
比如复制完成后,自动改填充类型,然后类型设置在子选项里面,感觉好像可以。

zzhzzh7 发表于 2023-1-31 21:57:49

kozmosovia 发表于 2023-1-31 20:50
也可以缩放画好的矩形和填充到100宽,然后分解,连带填充和分割线一起用源泉的MKPAT做成一个新的填充样式, ...

主要是规格并不是统一的,不同供应商的同一类材料,规格都不同,所以一开始设想的不是组合填充样式。
而是原有填充同位置更新一个新的铺装,现在就是操作麻烦一点。
我要研究研究了,最好就是 快捷键后,输入x,再输入y就能生成需要的铺装分缝尺寸。

kozmosovia 发表于 2023-1-31 22:51:17

zzhzzh7 发表于 2023-1-31 21:57
主要是规格并不是统一的,不同供应商的同一类材料,规格都不同,所以一开始设想的不是组合填充样式。
而 ...

矩形的可以根据高宽比,先把原来的填充缩放一个倍数,这个倍数就是100与实际矩形短边的比例,然后以短边间距100,长边按比例的间距绘制矩形,再截取单元用工具做成PAT,将来直接填充新的PAT并缩放倒指定的短边长度。

1506822004 发表于 2023-1-30 15:18:29

你要上个示意图,才会有大佬来帮你

zzhzzh7 发表于 2023-1-30 15:51:25

1506822004 发表于 2023-1-30 15:18
你要上个示意图,才会有大佬来帮你

晚点整个gif 论坛上传有限制么。。。。

xiaoduo 发表于 2023-1-30 17:40:04

推荐你用源泉

zzhzzh7 发表于 2023-1-30 17:47:39

xiaoduo 发表于 2023-1-30 17:40
推荐你用源泉

源泉没有这种功能吧,只是能快速制作这样的填充。

xyp1964 发表于 2023-1-30 20:41:20


kucha007 发表于 2023-1-31 14:20:01


;原位复制并编辑新的图案

(defun c:TT NIL
    (initcommandversion)
    (COMMAND "hatchedit" (entmakex(entget(car(entsel)))))
)


kozmosovia 发表于 2023-1-31 20:50:23

也可以缩放画好的矩形和填充到100宽,然后分解,连带填充和分割线一起用源泉的MKPAT做成一个新的填充样式,将来直接一次性填入连带分割线的。

zzhzzh7 发表于 2023-1-31 21:59:02

kucha007 发表于 2023-1-31 14:20
;原位复制并编辑新的图案

大佬 cad代码不是很懂,能否大概告知下这是哪一类的,我有空了学习下怎么加入这一段。
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查看完整版本: 能否有插件在填充的区域增加分缝填充的?