万花筒丶 发表于 2019-5-9 11:25:53

Panda_kQz1d 发表于 2019-5-9 11:19
我觉得你焊接起来的件应该分开出,然后装配起来。就是说你目前的图应该是一个装配体才对。

是这样的,设计的时候 用特征画的 不是钣金,这样调整的时候好调整,就是不好出图,你们都是钣金每个零件 单独画出来的吗,在最初设计的时候尺寸不好掌握

万花筒丶 发表于 2019-5-9 11:28:37

lekong83 发表于 2019-5-9 11:06
你用特征命令画钣金特征,然后想出钣金展开图,你这逻辑不通。想出钣金展开图你就用钣金命令画,每个都画然 ...

这样的话还是用钣金把每个零件 画出来,再组装才是,标准的做法吗。。用特征画,是因为这样调整尺寸方便,画的快。。 我现在想把每个零件单独出图,是因为我觉得这样图纸会清晰一点,比较标准,你们的做法是?

万花筒丶 发表于 2019-5-9 11:30:53

yien 发表于 2019-5-9 11:16
我一般是在一个零件内画完,需要焊接的边在工程图里标好。发图时随带把3D模型也发了。剩下的就交给加工厂了 ...

我以前也是这样,但是这样 有的人看不懂,别人下料切割还是要有CAD展开图,这不等于还有另一个人 做完剩下的工作吗

魍者归来 发表于 2019-5-9 11:31:12

有个功能【转换到钣金】

拓跋狂 发表于 2019-5-9 11:46:48

画的时候偷懒出图就麻烦,一开始就一个零件一个零件的画,最后出图不要太舒服~总有一步是麻烦的,不然你出钱让别人画

顺子93 发表于 2019-5-9 11:57:46

本帖最后由 顺子93 于 2019-5-9 12:00 编辑

楼主的意思应该是整体图和单件图搞在一个工程图里面。装配体先出一张图,然后右边那个视图调色板最上面打开你需要的单个零件,这时单件的视图都出来了,拖进去就可以了。data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANEAAALbCAYAAABkPmWgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEbASURBVHhe7Z0LnBXFne//pwdmBkRBxBdKgshLjcZoHopZXSNmBfUqmphkk2huNj6S3PWSBLPZ9SYhcbNZdW9kvXcT1OxNdGMSje8HRHzF9xMjCAKCqKgYBVFUhAFmzu1/df9n/lNT3eec6nNm+pzz+/L50/Xs7lNdv6nq6qruAhEVQ6MLLriAZs2axU4AQAUEDzy6mNgAAH4UQgGZluhPd96Mlggk0tHREbtqS1tbW+yKqIfjJoro8ssvp7Vr1/bbjwD5gSvU6NGj6ayzzopDeirVr3/9a3rttdeqVi/4WHvuuSd95Stf6fZr6uG4znuif7/0UhrS3k6f+9znaNSoUSYMNA/r16+na665hjZv2UL/89xzTRhXol/MnUtDhwypar2QY72/eTN9/ZxznJU578ctLFnxSpGKRbrxD7/uFtEPfvADOu+882jEiBG0JSxI0Fy0h39A3377bbr44ovpxz/+sQnjSvWTn/yk6vVCH+v88893Vua8HzcoFMLGiE2xbds2GjlyJATUpPB15+vP9UBTi3qRdCxNOcd9ov0F+vq6mXT4facZ+1+bLzLhe1z5IbO1yXrc177zndjFIuL/zP+9KYatE6y5zYUrXTWsFK48YiyYEy87kW6cdxe98OKzxq657w4jplJ5S+HKsyxsncauXWuExP4gSmjS98HOzDZ8+HBnOJsdl5a23o3WveEMbxRLw5U+i5WLK+8fW++lX157VZyih3dff92IiXHlYysXO9+kCy+kp55bSRPHj6e/hLdARkR926EIycR9QjFG3HrHbEySX+/DNp2nHqztP39BQ/75fGdco1garvRZrFxceX9811wTN2P6VHr1S4uMHXbIx0yY4MrHVi6uvJMff4weu/T/0Ljdd6egq6tIXWGgDSfs6uoy9uabb3YbI26O23nnnbuNSfIzej/a5Dja9H50mE4jYa60peLLDddxxbBvPOT7s6j93y+kYPXz3eGNaHz9Xeh6US1LOpbGddwF7feZ1uZXX7uULh1xcXf40lfXxLkidB5tvscVm7B4ET3+q1+FIipGAS54B7bZ4TxUKMYk+RmdL8122WWXXvuRcNc+GJ2W85YTnxQufh1v0r+zkYZ98yvUdsv1Jq7lxed5CKf7OI1mabjSZ7FysfNxK/TjGbPpmE2f7A4b89uPmK6cRufRVi6uvGKTFi2KunNJSEIeIxdjtJ9N0jE6DyPx4rZN0mtjyg23w9atW9drv3a8+GVrh7v8wdpXaPgZn6XBTz5mwoXghVW98tSD2eWvTadLQ6erhpWLne/g/UfTGW0n9gp76fML+5iO11Yurrza4nuivndF27dvp3feecfY888/322M7Zd0tpvhNLvuumvsS86rTfLY4a70pcK0W/tla4fb/o5HH6Lhnz8xankstj67tFeeejApdxsO1+n4+rvQ9aJalnQsjeu4P6bz+4RVYr7H1bZk5sxoiJvV5MLuA0q3T/tXrlxJ++67b6849nO4+MXNSD5JI37b9H7FdP5ywxjej5gcMylc5xt61x9p9LfOpuC9d43fZvCqFb3y1Ivp68G4rkMadtqsVi6uvAfOO9ppdhrtFysXV162N04/nQ5fvZqCtEZNmqsJEyZ0GyNuiWfStuJ+7rnnuvMxEpdkOj2bK0+pMIb3I+YKZyRc7Hs7tdMePzmfCluT50wNXvNCn3z1YvK7dZloS8OVPouVSzl5eWTu6b+5qzv+w388hvYZu3+vPGLl4srbceyx9Inw1uHZNWvieyLHGDcnFMUtX7682xhx63jeMi7/xIkTu90cx36dX9Jov5jks91JYfa+7XhXuJwTu3kEbreLfkQ/HdFu0qTRuual7n3Uo9nXQBtffxe6Xtimr2GS22VJx9IkHdeGR+bOWfePxg6+Y6oJO+bjH3Xm9T1u56GH0MTNm+nhv/yFVra1pQ8s2JnZmMmTJ3ebHefyM88++6xxcx52p+XV+5d8kkbCXWF2eonX/qRwznfY/vvR3ufPpOELbjfxpWh9+UUjOr2fRrE0XOnZdFyS22XlUk5eHpl79KknjDHcMp3z5t+WlTcJO9/GQw6hBRs20Bt77UUH3nZbsoi0Avfff/9uW7JkSS/TcYw+GCN5JA27OU6HiV/ysVtMwpLCdZgO1/F2mCu85bVX6S+HHURDFz1lzrtcuEun99MolvRXOqlFYNNlmuR2mW+LwMawUOwHrAyHXTr8R858bL7HHfYfP6fW73ybJv7hD8ZfVku0ePHibpMwV5wdr8NKxQ+ktS9bQvv+j/9Oba+8RFvGTaCtu+0Rl0Bp6r1Ll2RpuNJnsXJJyjtnxx8a+9pppxvh8OwFdnOYK49Yubjy7vG3X+x2B9Fqor6wApvB+IFp+/Mr6aX/9RNafOt99Ny//5I6xnwwLoXStK1e6dxvI5gLV7pqWClcedgeOfLWbvff/eWzdMmwH9B33/ufxq3TJVkpXHlsC1xt0eDBg+mtt96ivcI+n1ZfI1rnoEG07m9OoHf2P8j4WVQ7LP5zXBKl4dbL3me9G193vv5cDzS1qBdJx9Lk/biFZ5atCbVEdPN1V3Yvyrv00kuptbWVPvvZz5qZ2M3EoLvvoPZzvxb7kinuuBMV3n2HuvYZT+/fdm8c2hhs3LiR/hD297du3UrnqpWtc+fONYvXqlkv5Fi8/3MSVpjm/biFxcteDjVU7CUiZs6cObRhw4bURUuNyBcWPkgff2lV7EvmsinH0nHLF9EHN7xB5530Zdre0hLH1D/8F5gXo82cOTMOiSoV8/Of/9z8da5WveBj8STfb3zjG8bvqsxMno9rWiJ23GSJqFlpO+LDVFj/RuxzUxy1G3U8tIgKr75MrSdNpW2/uYG6Jh8QxzYmUqlqTVJlrjVZjlt4Zjm3RKGI1DsWmpVg0VPUetrxsS+Z7Wf9PW3/zj8Zd8tdf+QSp87jTzJ+0HwELB42EBbG/ffErnS6lGA6px5HXQcfEvtAMxLMmDGD2EBYGNyqlKA4bkKfrltxrzGxCzQjqQ9bmwm+vwmWL419yXRO/2+xC4AIiCgmuL+8YerOUz4XuwCIgIhiWu65I3Yl0/XhQ9F1A32AiJiODgoeezj2JNM5I3qPGQAaiCik5YGwK9dR+q2eXcdOi10A9AARhQR3lx6V6zryU1Qc1fOuCACETCIaMmRI7IoQvx2eBKdLsv4kuHN+7EqmcxpG5YCbTCLavHlznwovflsQ2i9hnJ9Nu3VYfxA8/rCZSJpKWzt1Hn9y7AGgN5m7c1LhWRhaAOK2/eJmtKDELf7+InjgT7ErGZ6VQNbcKgAEbxHZlV6EUSkiLrH+xsx9K0HXdMyLA8l4i8iu9LaotF/CkigVXyt4lkJhde93sNnwuqHOvzo69gHQl8KSJUvMLO4bb7yxzyzu1X/ZELt6GLfHyNgVwQKwxcR+O1zQ4a60dj7XOVSLkX+4ivb4vxfGPjdvnfQ5eu3bP4h9APQlUURcefcfOzr29WB/Ncyu9C5haFyCcYUJ/FnAmvH5E4keeTD2JHDNrUSHfTL2ANAXp4hEQGmf9xNsATBpwpA0QlraWsIjcrwAL+0hqyy+AyCNzKNzgohDC4DDJFy7OY2Yjmf6Q0CMmXBaYpYCJpuCcsgkIi0AEYUgfpcJtqjYL2G1Jniw9KxtvfgOgCQyDXFrUYgAksxGwrSotJhqTalZCq7FdwC4yDTELUjlTzObpHAmKbxalDNLATO2QblU7Z6onihrlgK6cqBMmlJEpWYpYPEdqISmE1Fh9aqSsxTQlQOVEPDzIbZmoeRcubZ2LL4DFdF0r8wqNbTd9YkpWHwHKqKiGQu/mDs3dpXP1885J3YNPGaWwkcnxT432346Bw9ZQUVULKKzzjwz9pXm8iuucIqInwO5hrGTwpm0OMH17ImRvC03XEOD/7HnJe19CLtyW55YTkNGjIgDeih1bNC8eA0sLLj3Iafd+aeH6U8PPUaPPL4wTlkeXMmloovbRuLS4DSudBIWPJg+tP37t941i+84PSP7AyAN79G5MXvv3cvGjf0gTRw/jiaF1jp4UJyqN1og4hY/I26p9DqOkfBS6Pxi7YUCvXtr+gDKKVf/IXYBUD6Zh7iDoEBtrYOpvb2V2tsGG/fgQe5v9ei/6uxOMh1fCVpgen9sh7W10IjwXJN4u6tIw4+LvgjB++E8IkAA0vAWURAENDhscVg0Q9pDCwXEIuJWqDUMKxepqHZldVVeDpPK7SIt7qQh6ef0+/e30ZZisfsYDG/FAEjCS0SDwpaGBTM0bH2GDW2nHXcYQjsMDbtM4f0Ef4Gsvd1dkXUF1eiwJBGUS1KFP7mEiK55f6vZSn4+j6znApoDLxG1ioiGtIbWZr4yxt94ZQFFIkpejSoVU1fQciorp5EKztukPHr/Yh/ZaRiNHZT8U3mKz5+2bI99fc9NDAAX3i0Rd9sGDxpELS0txrh7J1vu5rngyq+FIGh3tZBjsT3zb/8ah7q5cFnfb7TKOen9AODCryXi+57QBsUiYuGwFQqFSERheCnsv/ZpcLxdidlv50vaT6lZCt++94HY1YPsi7diALjwElF7WyutW7eeNmx4i97euJHeefddem/TJtr0/vu0adP7obBKD3FrUSS5GU5vhwkuIdlpC+vXpX7xYfm2LrP4zj4H8YtbxwOg8RLR/vtNprFjP0h77rkHjdplF9ppxx3De6NQIOG90JAh7bTDDkPjlL1JqoxaCFpoaQISON4WEiP7OWfy+DjEzfjvfd9sXfsAoBwafu7c4G/+99SZ2x33PI61QyATmV+ZlWs6Oqj9Y5MT3+rDM7a3XnV97APAD6/uXL1g7oVSXovVOQ1LwEF2GlpEqd9hxeI7UCUauyW6/57Y1RcsvgPVomFFFCxfar76kETnyXiPAqgOjSuitJcz8pfv+MNdAFSBxhVRyrvl8OU7UE0aUkRmlsKi5NW16MqBatKQIkobUODPpfCgAgDVonDBBReYh61MloetCxYsiF3l8+lPfzp2VZe0WQqdXziDts1On9UNQCVUbcYCi+ioo46Kfb3h2d223XXXXX1E9N3vftdsL7roIrMVv42OF3c3HR3UcvC+NLirMw7ozdb/up66Pt7TEjn3obDjXeeUlh80PjXvzrkElIQWh8Bh2mzsSs2zFJIExHPkZl13U+yL4H26hMFIOG/FLeeQdD6g+aipiFwCEktCKmdSxda4KnHL/JtjV186jz+5e9/aGFcYI8dwHQsApmbdOV6cJ1uXgO64445e3TldcQVXxZV0SZWav8NaWP9G7OtNx/wHqDiu79II3qe9v6TzkbQ6PulcQHNQ1ZZIRCIrXfWqVzEtJA1XRKmM2m2j47giS2Xm7c/P/GqigPjLd+fNvTz2lUafiyACYuQ8dDxoTqoqIhGOFo+4RTxJIrIRgbhM0BWY3ecetH/s6wt/LsWnwruOZ58HaG5q0hKJ+YhHkArLW21pBCmL7/jLd1LxRQRaDLZfsI+p45PygOai6i2RtkpE44IrsF1pk4TEk0150qkLM2NbrV4VQYrZYRqXQErlAc1FTVsiQfvtOBe64nIFZX+agJibv3Vu7OoLL75ziaEcXMeUfcl5+e4bNAY1E5EPXBn1X3apoNrvgsM/M9z9chS9+C5NhGnofPr8xK3jQfNR1SHu4447ro+AkgQ1b968xGk/IhZX5bTjjMguuCDxXQpdR36Ktl5xdZRO5SkHO70+H70/0NxUVUSVUq25czxPjufLudj2s7n4nD6oKQ3xth/++h1/Ba8P8ZfvsHYI1JKq3hMNFMH97tcEmxYIAgI1pu5FFCx6KnGWAl6JBfqD+hdRwgI8LL4D/UXdDyy0TTuSCqtXxr4esPgO9Bc1m8Wt0c+PxFyL8iqFZym0ferjsa83W6+9nbo+fEjs6z9cw+FMqSFxO172o8GQej6peXfOJaBqkbQEnKf4DISAGK7obLYIXGGChPNW3CIY2R/ILzUVkUtAYi6kEunKpLHDgrsT3qNw/Mll5c9CqX2JaLQxrjBGiwbUFzUTkUxAtSeliiUhf3mlEmp0BSu8+w4FTz8V+3ojyx50fnbr/LXCFoY2V5ikd20lXsJAPqmqiKSVEaFUsijPha5kjHb/7uyvuaf5TD7AuXpVI/tJqqCucFceVzr7nEvB6fWW4fw6XAzkk6qKSIRTjUV5pdhv3drY1Zvbg56Hq1zxpKLblVDCJI2QFM7oOEa7Na6wUuhjSX4Os88B5I+AR+XYqoEtlFqIRzjoNffL6hfu9cHYlU5aRU+qvOWKQ/LKfvT+bL9g71vHJ+UB+SDgYW2xrEjrI1ZN0WiCxx+mIdu2xr4e+OHqhqHDYl9U+bhyslVSASWPXbErRe9H9mX7Bdf5lcoD8kFN7onsVkf77bg0RAQ2vV9W37OvPEzz8W0tXL9T9sVbMZA/aiYiX3SFSfrL2/N8iI9jnhVHi+9OODlyh9j52a0rYdJxJJ1YEjqdjd5fJdjnIX5x63iQHwqbN2+Oa2EPA70oL42kWQqy+K4cuOLXqkLqfaeJUGOn1+dWy3MF1aGqIqoUHxENuvIKGvQvP4h9PS1RJYvvUDFBNamaiPqL1tNPjb4KrsHiOzCAVPWeqNaYWQq2gEKw+A4MJHUloqTvsGLxHRhI6ktED/Yd2jaL74482rgBGAhyObDgvPHv6KC2Iw4yXTo9sv3g2In00TvuizwWenSM96f9jISVGmSw06TlccWVOgbHl0Ly++xfSDuO3n8a5Ryn2aiqiKqxKE8uon2xeJZC65dPjX09KvrZkdPoG1f8P+fFT6tsSZWF40tVJBc6X6l96PPS56SpJDwpTFPOMRnfuGam5iJyCYgpJSKbU5Y8SX/9/LLYF4mIp/jMPnaGCSmnkki4HKOcPIwdp/22Wyhn35I+Kc4O1/tnON4OY5KO7UrLJKW3SYtrZgbF25rgEhBbEnKRXReq5wFrTyu001fPJnr5DZPeriC2X/YpFYG3SXkkXvLIVnDti7HzlUOleSSdHJPReXW4C/s4rvSl9gF6UzMR8QRU2ZYrIsG+iBefc5aZqWDDK1gp/nCXXZFKVcqkePvYpSpUUnyp/fDx2XQ4u0udt6bS9EKpfElx9m8AETWZOyezuCtZlKcvLG/FmN7vUohaIb34rpKLy/uU9Ly1TSN+fV6ydYUJnE/SaGO0W7D9guu8tJ/z6TgwMFS1JdIiEeMwwSUeQVcku2IED8obTnu6crz47k5VmRi7sglJldQVriso49onb3W8nZb9Op+mnDSC7FeTdCxXWl9KnRfoTVVF5BKQFg67i8U+4xh90BXCzFL46KTY15P301f8mo4dtWufC25XJjte+5MqS1K4XYE1HCYVmhG3Ph/tt9NnwXUsTaXHqNZ+moWqduekyyamBeTLdWf2/drDylG7UzEUkA9cQXSl0xVG3PZW4Dx2ReI0si8biXPhSp+FtHPlODEJ03EgGzW5JxITtN+OK8XnR+8Wu3r48177xK6+SOURc8HhUnnELX5d0WzKSWMjeaoFH7ecY/NxxQTJJ+FJ+5Jw24CbmnXnsiAXbHBXF/3zgnk0xPh4n0XaFrTQSf95JZ2XcFF1pWFcFz8tjcRJJdNpJZ0Od+3fppI0Oq126/NiSqWzkTQ6Xu/LFW6jjwN6qOrD1movyuNPprSe+beRJ9IQdU49jrb9x6+iMAByQC7nzgmDZ3+PWn53ZeiKFRSCL9+BvFE1EdUCnqUQPWSNRYTFdyCHBP/2b/9GYnkiWL60Z5ZCIdI5Ft+BPBLMmDGD2PJGzwK8sBWK20osvgN5pKpD3NWk591ykYKw+A7klVyKqLB+HQWLFsa+iK5jp8UuAPJFLkXk+g4rfy4FgDySTxF1f7wresY0kF++A6AU+RNRRwe1WPdDaIVAnsmdiMx75bo/3hW1RGbxHQA5JXciarnnjtgVPWDt+vChJb98B8BAkr+WyBpU6Jp6XOwCIJ/kSkS9ZinEdJ7yudgFQD7Jl4hkloK5FQq7cp+Y4r34DoD+Il8ikheSFOMBhZMxKgfyT25ExN047s5FRDO2MUsB1AO5EREvwNN0/tVfU3HHnWIfAPklNyLqGdqO6JqOZ0OgPsiHiDo61Me7CqYF4mXgANQDuRBRywNhV657lkIxuhfC4jtQJ+RCRPaEUyy+A/VEPkSkBhWw+A7UGwMuomDRU1RY/0boiubK4U0+oN4YeBHZc+UwYxvUGQMvIpmlUChi8R2oSwZURL1mKRQJi+9AXRLceOONxDYQ9JmlgK4cqEMKS5YsMWuwWUizZs0ygUlvQP3F3Lmxq3y+fs45sasvraefGj9kLZhu3NZrb4siAKgjKhbRWWeeGfv6MmjQIPMC+87OTurq6qLLr7giUUT88a7ioZOoPXo0RNv/6ce0/YzkfdsMGTKENm/eHPt64PBykfyufSXtn7Hj7GOmxQl2GvGX2reg05eD3ieoLl73RAvufaiPLV2+iq6+8VH6wf++hda+vsGIyQVfdLavjB0TCyhKN+abM7vjdMXQYTo8Ca4sUmHEnRSWBB8nLd5F2j4lzpXGPha77d+p8+q0gh2n/RIGaof3wMKYvffutg+MGUPjx+1DCx54nhYueY2ef3F9oogYvrC/OavnC3i8+O6F9zY5L7qEiWkxiduudNVE71sfq5JjSj6dn2G3/r06XqdjbL+NnVf7QW3JPDoXBAUaNXIE3f/4atrw9ibaZ8wudNDkPUx3Lgm+uO9e9/vYR/R38+4q+8KLmGy3D/p4Scfm/Uu4fWyG4+xzsPcl+cQYO5/4dZpycR1L3KD2eIto6NB2GrXLCGpva6WRO+9EN96x2Hyn9XMnfITe2/RenMpNx31304hQfKYr19pKc194ufvi6wsvldG2JOw02u8K05VN3K50Seh9CLIvHa73Jfuz48UvaXR8KeR4bPoYoH/wEtHuu42i994nevDJl2mP3UbSo0+9ROve3ERjRu9Mn/zYONrasTVO6Ua/rL7z2GmJi++kYmi3+F3YabTfFeZCx2uzK6ZUdKm0tgmSX7vFz3Ba7fdBH1cfQ8JAbfES0Z67j6Krb1pIv7nhSVqz9j26fj63QgU6ddrBphvX1t4ep3Sz6j/+PXYV6EtX/rZXJbAvOvulktlx1USOI+dgm10p5ZwYdmsTdP4kv52e4TBxa1xhjD4upxHT4aB2eInorbfepplfPcoMHvzTxbfRK395m3bbZUc6esoEI6LBg5O/pzx2UECTB4eHDXtyxaFD6Fdr3+i+2OVedKkg1cKunEnnY/sFnV+fm95qE7Tb/k12XDnI/sVA/+Aloo6ODhq2Qxsd88mJoRair4Wf9OkDQ1fR3BcNHpQsopOHDI4cRaKu405MXXynK5ZUpHIqlF0h08ha2fT5JR1X4sRskvIxEq7jSx0D9C9eIhrUEtDbG9bRZ6YdRJ+asi9N/eSEcDuB3n3vPdq06X1qaUkW0UlDYxGFTJ37n70uvqsSSBhXHFeFsrHzl0LS8z7FLccUK4ekc9LhrvPn/SflZZLi7fPiNGJy3nYaUBu8RLT/fpNp9Og9wy7cMPr7rxxF53zxCGoJitQetipDhrTTDjsMjVP2hmcpHNbKAgvbrJ1G0Py33u118cUEO8yuUHZFkXidJg07vd5qE1zHk30wvJUwbRo7jd6/JilewjUSlhQHaku/zp1ruf1mGvztyL/9S1+l7d//iXEDf1gkSUIUykkD/KlIRFkZ/I8zqeWGa0JXwUw2xdoh0Ah4dee84NdimXdth1253faAgEDD0G8i4g8Z8z0R03nSqWYLQCPQfyKSZeAh+FwKaCScIpo0Znd69sW1sa86tMQiKo75IL58BxoK58ACM3jwYFrx8uuxLxtta16gfb98Qugq0Btf/SatP+PrUQQADUCiiJj2EnPgyubnc4gu/BFriOiJFUS77haFA9AApIqoWkTvUniEimPHUccdD8ahADQGNR9Y4BG56GUkReo87YtRIAANRM1F1PMd1gAiAg1Jzd87FzzIC/AK1DVpP3z5DjQkwYwZM4itJvAshfhd212nfclsAWg0atqd656lEAS0/TNfiEMBaCxqKyJ5wDppMr58BxqWmooomqVQoO2fQ1cONC41E1Fh9Srz1QfuynV+4StxKACNR81E1HL7TWbbdcCBZgtAo9JrxsKHPvQhE1gNjvzZP9PINc/T4s+eTquPwDdYQePSS0SjRo0ygVkZuuk9Ov3Sn1BX0EKX/8M/x6EANCY1mTvHS8B5KXjXfgfQ1pvuikMBaExqck8U3B2NynWecVYUAEAD06sl2r59uwnMwqDOTvre1XOpUCzST7/0ddre0hLHANCY9BLR669nX4S3/xuv0dcfvZteGTGSLjxyehwKQONS9XuiwbO/Ry2/u4q2/ehC6vz8l+NQABqXqt8TBffdw+8Zxuf0QdNQVREFy5dSYe3LVNx3AubKgaahuiLiBXgtYSv0+dPjEAAan+qKiL+Ax3PlTjwlDgGg8Sk5sHD77bfHrnTa332Hjv/ht+mdPfeiO8/7URwKQGNx/PHHx64eyhLRqacuiX0p3PIc0XfuIDr/SKKvfDgOBKBxuP76DzlFVL3u3H+bSDRmeCjVCXEAAM1BdYe47zmdaFf3B74AaFSqKyIAmhCICICMFC644AIzsMBkGlioKRtozpQbiK76Gs2MPyixas4v6eJJX6PLpkV+Te+4lXR24Wq63MQoDv8bWvnw4TR+1SM0ZcId9EgcnMzedMnK+Pjzb6UpK46gh2eONDF8vNPplG5/L8K0hekLY09vzpo3u/v85589m246mf0J59uHQ2le8UTq/vnx76BLvkinXXs1favPD4rTV/p7w5QVlw+X+ZT1dB6Xr4nrDf/W6eEPPPySc91lllMSBxZO/swZxFZXhBVzwrdeocunz6ZCocfOjl+2On7mUUQXPEKrIm8kmOJsKnbbF6nXIo2zvhiHn0uXHB5V7p60PeFuNtBt1xKddkJCZZh2YrSPeYeq40RmBDNFnadhAl2m0rCtvGRvU+F0WDEWEAvY/P4J6+n7YfjDM3cJQ1kwOm3G31th+lVz7iP6fiwgFq26RmzTL4/Or54ElEbOu3PcAv2S5qhaZirNTZN7X0SuoKFQLpvG6flChX/JH7mDJlgVdP7ZvfdlM//sS81f8N7i7J2H/4pyy/LIty6lQrj/+XNuCPO8Qt+aoPNENmXOhjhXeF4XEM27bEJUqc5eGYdnZ/zMr4VlYImkTMr5vZry0od/VJYdQOeZaxHG8U8VEa78Gzrc/EFTLWgDEHBfrtjdocsbI2nmw0fRsgk3UPjHnui2W023aeV+91EhroimUl8wynTNovSRsPivNx04ytmd6Mt6Iz7uYuhWK2oBTunuQjLTLotEa1qGq8IG71thD2pllN62nu7eDbTs+3HFGX84XRWev7Sa2VB/NGghTTfCfTMMj9w9Fd3uHpb/eyMqSD//IVp2MneTV9Cy08I4/cRj/ChqxNfWBBQKqFDgDwflFe7enEJmTvgJJ5qKOX7mKXTJM1ebCsL3EUW77226e7tHf/nLYlS3+FgYp8eVb8Kyo9K7HKEgHi723Ke5W7qVdLHV9Yy6ordSdh3FfzS4JWbCv/gPh7W2+7f0Mv3Xv9LfW376+TctjH7r6UTnpZVdA2G6c8X8NkUR4V+1a/nOdqX0r3mQIbqoURdOVUjuLpkb+fCvcdndpugvrank4cW/SireycujsCnhX9c4pSDduVVW9+za0+P9dHdzeu5x+C+33E+sXDmZJiR0mypl/orX6fDwPuiS/ZbTnDm3xsfvaz3dy0p/b/npuaWed1Z4z6P/sF0e/cHr7mYbd2hV7NYOJHUwxB2K5OL1dCD31lasj0eJ9D0I99Pj7gvfo1y8lE6bF/a9uR8eXuQpc9abHNwi3HR5mO90+0aekb+04Q0yqYs8PbyP4cry8BG0X5xS7olMd04qSlxJpof7P/D78X4O350mcaS6sdaDIRMm3Ee3cd7MrKQVdIDpJk2aOZmWLeu5X4y6Wz0DEj2tRvm/N6L89HzPOv1y6U7Gf9x6DUyoQY+yewr5JjCfgMxxb87cT5wcX6SwOxddCB5OjS+EvjBhpZ52Wdi9kmszjbt/8WvA5i+ny8N8etCpLz33VMZWHhG2I72Re6KIlXQ2D//GlWTeWXvTfiu4JQiFHVY8k9d0+aL96ZaoqLqBWVg1Z3lYLvKqs7DVu4zo7LiSs2hNi2n8rq5m6d/bm9Lpo4EOSeMaQHidVlSpBc4LuR+di0Z6Yq+BL+QpYcfcVSlchBXr4VF0cdh6nPX9o+IbWw6z7qNYEHHl6+5mjA/vvyJXAuF+eMQp9hmM0MMKxMfsM3xt4zqPylgZivWEXjsI9xlX4t4tkS3aSn9vJel70p7dq7kdSSeEN7fLTPYwjSkfGRzpeURRb0QiyvPo3GWuSsZCKvMvuelOXU3PhJWp94PZ6CL20FP5uvv6usKUgWkF5ZxWradnHKODPQMM5f4RSGfaTF8RVvp7y0sfPbdaTifHaS/jj8bT8lhUt9LKEw6gZ/gZnpTP/IfoWweGLXn4x+iZm8ov6zxRWPzsS2ZY4Zbrr6qrGQvRX7t46JaHXfVfdBbOxaPoYb7Ypt8u3QreT/Ssw8DdsPPWV/REftLF0VAv/4U39xh8rIT83HU7b8UvTbfKYJ9nr/PhLumJYV8sHkouBz5/c1/BZcEV9whaoX+fTXh8Hl2r/YwFhZmx8XqvOBYal0lUhtRdBlxerhkoeSFpxkJhUSgiduRbRDVEBJd6k+sScZ1S6e9lETVT+aSQKKKnQxHxuELTigiAMkmcO5fnx6wA1AN18JwIgHwTiyjnMxYAyDFl3RMBACISRufWhM1QMVFEAIB0wu5ckfI9ixuAfBOKqEC5n8UNQI4JTCOElggAb8zKVgzOAeBPNLAQNkS3XHdlVT/BD0CzUFgci+jmUETV+gQ/AM1EYdHSNUW+Jbr5+isxxF1jhgwZQps3b459lTFQeUFpzMpW3BLVFq7EbLa7HAYqLyifsCV6iR8U0S1hS1SNT/CD3vzoR8nfavrhD38Yu9wMVF5QGbGIomk/EBEAlWMGFvhZ6y034J4IAB/MLO5CAXdFAPgSL4UI+3MAAC9iEQEAfAn4fgjzTwHwxyyFAAD4E0RriSAkAHwxs7ixKA8Af8zAQhEtEQDemPfOFTDEDYA3cUsEAPDFjM6hHQLAn4AlhJYIAH+iCaihjPLw3rm8rHfBAjZQCWYpBA9x52FlK4to9ouzY9/AMXvsbAgJlE20shXzfgDwJvq0CkYWAPAmmsWNlggAb0IRFahQiLQEAKgc85wI034A8Cd6jTAAwBvTj8O4AgD+4MPHAGTEdOcwOAeAP1F3Ds0RAN4YEaEhAsAf844FNEQA+BM/ZYWMAPAlFhEAwBcMLACQETwnAiAj0XOiyA0A8AD3RABkJL4nQqcOAF+MiLA8HAB/0J0DICPxa4QBAL6Y986xim6+Dq/MEvL+yqy8vJ+vVtTb68rMK7MAyBP19keisHhZ2BKFoCXqAS9vBJWAgQUAMgIRAZCRWES4MQLAl4CX5EFCAPgTtURQEQDeREPcmPUDgDcBBARANsLuHPpyAGQBo3MAZCQWEfp0APiClgiAjAS8qLVQQEsEgC9hSwQBAZAFjM4BkJH4nggA4EtAuB8CIBPRjAX06ADwJmyJWEFQEQC+YHQOgIxgAioAGcGX8gDIiBniRmMEgD+FpSteMRq64dpf5eKVWXkAr8sClVBYsjwS0Y1/GHgRAVCPxKNz6NAB4Es8dw5DCwD4gudEAGTEfLMVQgLAH9Odg4QA8Acf+QIgIwF/rhWfbAXAHwwsAJARfCkPgIxE3bnYAwConMDcEEFFAHgT3hMxUBEAvsQPW+sT16zvcsLY7zLQQ6nysON1OWprBsxzov4SkqtQ7bBKCp6XLOj0SXntdAyHaatXXL/ZDksqlyw0cplWStgS9c/wHBe4XbASpi+G7bfhOG06TNDxOk62gu2vN/j8q1GmlcL7kv3Z+63mceqFuntOxBXC10B1QJn2xgws1Lot4r9OdoGn/cXitGnxHGebIG47jK2RLrrr9+jfbFOqTF1IuWkTxN9IZeqL+Xr4QCEXwOcCcx4x0EOWMrXRZSwG+hLeE/G/+kP+EpaqKBLPFcCVtlR+0BeUaW/i7lz/tkZSyLwVq5Ry/zrqeO1utAtdjTItl2Yp03IxIhqItogLXxtTyUXIUlnkeLJltLtekbIUY/qrYsvxZMtodyNjvpTXHw2RXEzeugpXh5Vz4Tm9mMa1b5ukc+ivClctql2mWWiUMvWhX0bndOG6ClooN53AF8i+SK4wQeLsfaflySvVLFP5/dqSwtk0EtYIZepL4ZllLxe5O3fzdVfW/L1zrsK2KScN6AFlOvCY0bl+6c+FlHMhcbErA2U68ITduf4dmQOg0eiXeyIAGhl8nwiAjIQtUX3OWAAgL5iPfOGdWQD4ExRDAZkHrgAAL6IZCwAAb8w7FtCZA8CfaHQOKgLAm2jGArp0AHhjWiIeXAAA+IF3cQOQkXjaD5QEgC9Rdw4jCwB4ExTRCAGQifhzk1ASAL6Y986hOweAP2ZgAQ+KAPAn6OJWqICWCABfzD0RenMA+GOWQmDGAgD+RA9bsR4CAG+ih61daIkA8MW8YwGDcwD4U/jzkheK/Kzo1hv/q+ZvQO0P8LbP3nB55IFGviahiF7kDh3dduNvIKIGhMtj9ouzY9/AMXvs7Ia9LnjYCkBGonsiAIA3oYjQCgGQhbg7BwDwJcC8OQCyEb/QHkICwJf4ngj3RQD4grf9AJCRuDsHAPDFjM5heTgA/uBFJQBkxLyLGxICwJ9oeTi6cwB4g2k/AGQknvYDIQHgi/lSHgDAH3NPhCFuAPxBdw6AjIQiClshvHcOAG/M6BxeOweAP2YCKtohAPwJuCuHaT8A+BMPLAAAfAm7c2ErhCXiAHiDIW4AMoLuHAAZMQMLGJ4DwJ/onggA4I35ejgAwB9zT4TGCAB/4m+2xj4AQMUE5nutaIkA8MYsysN9EQD+4DkRABmBiADISLQUAr05ALzB3DkAMhK/vBEA4IsRET4NAYA/5l3ceGUWAP6E90QYWQAgC9FSCGgIAG/MjAWePwcA8CPqzqEpAsAbM4sbS1sB8Cf+ejhaIgB8CTAyB0A2Cn9+5oUirym69cb/olmzZsXB9cuQIUNo8+bNsQ9weeSBRr4mhT8vecHcEN12428aQkQA9DcBDypghBsAfwIICIBsRHNPoSQAvMHLGwHIiLknwmMiAPyJVraiNweAN9E9Ebp0AHgT3RNhYAEAb6L1ROjPAeANJqACkBG0RABkBIvyAMhI9JyozluiUjOV7Xj2u6xZcZWBXR46jTYQiojl09VPGnIVuh1WiwvD0/Dt/XKYtkYjqaxd5ioHdnOcRqfTaZsd85yoPzpzcrE0EqYvlu234TjbksK1SRqN7W8E7N9r/0YRgDYbex8a2w9Md66+cFUAOyzJmgH9W12/WwSSZpLPzgvcmHuiWr8BVS6MhsOS4LRp8YJrvy44XblpGwH5ra4y5PBSxjRbmWVhQOfOyQXireuCpyHp5WK7rFnR5QpqT/Tyxshdl3BFcZkgYuIwl7CaUWzyR8ZlEs+gzMqj3wYWNPpiiVUCp9dCSUOnc4mrWeGysE1Icjd7mSUxYAML+uLJhSrnIlUioCQkv95P1n02OiizZIyI+uPTKiKQJBHosDQx2Xk5rcvS4HjXOZTKV8/Yv1nKSVsaHN9sZVYuZnSu1hrShe+6EEK56TSczmUupLLY8RLeTNjlZZeJgDIrjWmJ+mNNHl+EcgrddcGSSEun48TNWzuPhLniGgn925J+pysNb+30EuaKa0bi7lz/UE6B46KAeiMaWOgvFQHQgJh7IrxiAQB/gmKxgFcsAJCBqDsHAPCmXwcWAGhEzNw53BIB4E8AAQGQjXgWNzp0APiClgiAjJiWCHdFAPiDlgiAjJghbggJAH/wnAiAjATFYhEtEQAZCArcFkFFAHgTSqhg/gEA/AggIACyEX1uEjoCwBszOgcVAeBP2J3D6BwAWYhaIqgIAG8iEWF9OADemCFuTFkAwJ+4O4f+HAC+hCLiZqhxmiK82hb0N/FzIrREAPhivk+EeyIA/AlbIigIgCxELRGaIgC8wT0RABmJhrjREgHgjenOYcICAP6E3TnuzaE7B4Av5h0L6M4B4E+0srWIlggAX0x3DkshAPAHMxYAyEjUEgEAvMFzIgAyYkbn8JYFAPwJomdEaIkA8CVe2Wr+BwB4EL3QHg0RAN7ED1tjHwCgYqJ3LKA7B4A30Szu2AMAqJwA0+YAyEa8PBwA4EvhyadXmWet82/5Hc2aNSsOrl/4vXObN2+OfY1JM7xbr56uYTztBwDgS9QShcy/FS0RAD5E034wuACANwG/pQQaAsAfM8SNAToA/DEDC/iCOAD+BEY+ePEcAN4ERj9oiADwBu9YACAjAdYSAZCNwGgIQgLAGzM6Bw0B4E80xI37IgC8wQRUADJi7onwmAgAf6KHrQAAb6LROQCAN2iJAMgIhrgByAi6cwBkJGyJsCgPgCygOwdARuKHrZARAL5gxgIAGYGIAMhIw4kI75wD/Q1aIgAyAhEBkBGICICMGBHxd1sBAH7gNcIAZCSaO4f14QB4Y5ZCoDsHgD8Bt0Lm8yoAAC/C7lz4Dy0RAN6YDx+jHQLAn+hLeQAAb8wQN0bnAPAnGuLO+T1RqU/O2/Hsd1mz4iqLNJM8GjuNGIi7cwMtobSLwXGlZmZzvL0PDtPWbOjysMtCysMVziZxKNPyiGYsDFB3ji+SXChx25YWp03SaWx/M2CXh08Z2PvQ+Oyv0THduYEa4tZ/0fRfOG1pcbYBd5lWiuTzyduMDPgsbv7LxhfL9RdO4krB6cpN2wyklalGys2FxKFMSzPgIpKLlHSx5GK6DLgpVaaCxKMssxHw5/fz+KyILyxfZG2M7ZcKwH5XZUAFSccuRwZlWhlhSxTeD9XxtB+pBIx240KXD5ebFgzKtDLi1wjnqyXii6UvXqVI3qTKANyklRHKNJloKcSAPymqLkkixF9Sf1CmyZiBhTy1Q3KxeGubxNthgoTZF9uVFpQHyrQ0Qd5uh+Ri8bYck7SyFbcgYa64ZqZUWUi8q9wkzBXXjATcDDVWZw6A/gVfygMgI7m7JwKg3ojmzkVuAIAH6M4BkJG4OwcpAeDLgC6FAKARwMACABkxr8xCOwSAP6YlAgD4AxEBkBEz7QcA4I+5JwIA+BO1RGiNAPAG90QAZAQiAiAj0T0R7osA8AYtEQAZgYgAyEjQaG/6AaC/MW9ABQD4g+4cABnBw1YAMoJpPwBkxAwsYHABAH+CEAoKLbE3n+B1tdlBGdaOoBCKKI/fJ7LBu5/9kXKTMkwy4Edh4eLnTV9u3s2/pVmzZpnAvMEXePaLs4179thoi3dAl48uvySkXNNAmbspLHxmdZHbodtvurouRMRASJVRjohKAZElU1i46Hnzwqz5t9RHS6SBmMqjGiIqRZrIGv36FJ5ctMp05+bf8ru6E5EAMaXTHyJKgq9No1+XIHrSWt9PW6WCcGUBoL9pmAmoLCQ2FhLEBPoTMwG1kV4jDDGB/sa0RHXwmKhiICbQX8RLIRpQRTEsJAZCArWiKZZCoFUCtaSp1hNBTKAWBDyo0GzfJ9JiAiArWJQHQEaCQnM1QgBUncDMPgUAeGMGFuphPREAeYWX5OE1wgBkwHw9HADgT4CuHADZCKhYxAg3ABnAG1AByAhEBEBGICIAMgIRAZCRWEQYWgDAl0hEmEAHgDf8DmEiTKADwJu4JTL/AwA8wCf4AcgIPvIFQEbCeyI0RQBkAc+JAMgIunMAZCRaHg4hAeANhrgByIgRUd4bIv6+DX/nJu1DUgAMFGZRXj3051hIIiYA8kQ07aeOQKsE8kb0opI6mzunWyWICQw0gRmcq9NZ3OjigTxgBhbqfXAOrRIYSMzD1kb4KAS6eGCgiD583EDPiSAm0N8Unnz6+SJPQp1/y+9o1qxZcXDjwN8g4m8RuWCRseAanbTvMCWVTbVohjIuPPH0KtOZ++OtjSkiRiqRXWGaRURplPrQWVaRNY2I+FFRo7ZEGltMEFFpsoqsKUT05KKwOxfeFzWDiARdMSCibJQSGdPoZWwGFprsk63mooqBbOiydFkzEBQo/IcvQ4Aa0QxCwje+AMhIQ8xYAGAgiZaHQ0UAeGO6c003sgBAFYkX5QEAfDHfbMXoHAD+RO9YQGMEgDfR234wyA2ANwFaIQCyEd4TEe6JAMhA2BKFTRFaIwC8MXPnoCEA/DEPWweqM8fT6JOm0lcSnhQm4eLWprH9eaDSc6r2b3CVk1DqWOWeiytduXnzRDR3rp9UlHZRxMQvWx1eCTIVX/KKX88q9tlvtUg7Nsfp8xxI+FzExC9bHS644u00jUZh4eJoUd68m2u3KC+pEO1KzrBfwtMqvM5ro/Mx9j6Ttv0BH6u/kd9YDna5SBijwyVMsNMKaWkF2acLO28eMSLiluj2m35b85WtUqBpBavD7XRJfh1eTljStj9JO2al51PN83fti8MYHa7TSXw56Dyu/dn71WnySr/NWLALibfaBDtMbyVfOVSStr9J+y0SVy6Vpi+FnJc2wQ6TLeeRcxB3kp/hfOyX/PVO4anFq0MNcXeu9i1RKaRwXdgFnnYR7H3oi5a2zQN8Lmno8yyVlqnW7yqnjMo9HzudK0yo1vnXkgGZxc0F5rK0OC5MKVBdsDpMhzOcr57Qv1P/Httvo+O1+aDLXFupOME+vu1n7HhBh+nwvBONzvWzjqSQ0sxOp7EvXDPCZWCXSzXQZZ5kdjqNLS7bb5MUXk9Ei/L6+UGRLtgkS0rH2BfOBafVF1zy2uF5QZ9XKSpJWym871JmpxM/n5M2xvYzOp8Or1eiCagD2BJp7HDt1+EafRHFbaMvGFtSunrBLgf57bYJrrgkY1xlLWESbvsrISmfHF+fSz0wIC2RRl8MKbxKClDnZ7Phfdlx7PY5Vq2Qc9TnJCbxdphGfp9tgisuzQQdlnZ8DtP5bJLy2ejjpe0vbxSeWvy8aYzyMDoHQD1iRucwBRUAf8Lu3AD25QBoAOLl4QAAX6LnRAM5sgBAnROKyHxwEgBQJl1dXcbef/99evXVV/nTKjysABk1C3q4WdzaNLa/mRHhdHR00EsvvUSPPPIIPfTQQ/Tmm2+GLVEXp4gSgsZHnsGIQFzPZSCeHkQ8mzZtomeffZbuv/9+U1YHH3wwnXjiiXTooYdGH/nCLVHzAdGkI+LZtm2bEc9jjz1GO+64I02bNo0OOuggGjZsGL351ga6Y+njPMSNl/00ExBMOiIehrttd955J7W1tdFxxx1H++67r+nOLQiF87Xf/YwmXvRV+rsFF8VD3EU0Rc0Ct0AQkhsRT2dnp2l9WETHHHMM7bfffkY8Nzx1P33q5/9AZ9x2ET0//Fn69Bf3oNNOmczdOdBs6K4c6N36sICWLVtmRDN16lQaOnQoLV/7Ip36qwvom3deSjt+5D36/Bcm0gkfPYSOHnU4HbzDhygIuBVCQ9RUoCXqQYuHbenSpaEoAvrEJz5BW7dupd8/cQ8dPfd7tGG3l2nGZ/ahqZMPpgOHHkB7tu5GOwRDTd5oYAHNEWhCtIAYFtCgQYPMyBu31v9y5+/o3Lt+QYcdP4KO/tgEOninD9Hwlp1MWt5OGjKehrUMi75PBJoHboWkO6fvj+zwRkcLiN3chWP3gQceaH7/+fN+TVc8exsdN2MPOnTvCbR322jqLHbStuJ2sx3aMpTGtO1F7YW2eFEeaEpEQFxptKAaHVtAL7/8Mq1bt8488+Eh7X+9+xq6ZvU99KkTd6fJI/al4YN2CsUTCqirk7aH281dHbSm41V6cONjtHbr6xhYaFak5dGtjghJrJGRLhxvly9fTlOmTKHt27fT9U/fT//36Vvor6fvSnsN3Z2GBkNoa9e2UEChFeNtaG9te5tWb3mJ3t6+MXpOhIGF5kFEo8WjEWGJNRrSCjHsXrVqlXn+M3jwYFq9fi3Nmvf/6Mhjd6PhQ4bRzoOGR8IJbXvYjRMT/9biVrM1n+A3n1cBoMGxu3E8lWft2rU0ceJE0wqdd+t/0j4Ht9HOu7TSyMEjaEvXVuoIWx02dkf+KIzd3EKxmVncaIpAsyAC4u2aNWvMg1R2z1/2BD31zgoaf8CONCgYHAojoO2hQDrDloZN3NzySJi0UvGiPLREoLHR3TiGBxBeeeUV2nvvvY2ILnngJvrwJ0ZQIVREG7VG90GhUKS10e6OzmgrFg0soCECDYzdjeMtrwMaN26cEdP9zy+mF7a9Srvv1W7S8SJVI5CwlTEm7lg0/E/Hm5ao2FukADQcIiBx87D2nnvuacYDrln0AE3Yf0fzRm22rvA/M4jQFZu4eavdcXxQCDPgbT+gWWABcevDxvPiNndsoT+ufIL2/GDUCrGoWCDdrU7o1l05bRJuunOQEGhU7HshFtH69etp9913NyNyj728gtpGBdTaFlBnKCBOvZVbmdj4mRCPxnGYDmeT8GjuHAANjHTleMu8/fbbtPPOOxv34y8/R3vsObR7cXfUEnWG4uikX+/3f4yxX0zC2K6K48J7ovy9Y6FZpp/0J3omQjOXL4uJXzDS3t5uRPXs62toyIjeI2t8n/Pb/X8e+yJ02CcvPpamXHSMcXNYYB605rAxwkWvPrNfnN1tdvmWa/WItELSEvFDVhYR88Jbr9OwYYNMC8TWFWrh2g9dbuIEFpBm9LR9Qts39oXN0KNPPWfWtS64/ZrcvIubLxZfaGH22B630IhTUmqJXaa+uK5FuQzENeMBBC0i9t9777109NFHm2UPB835e/r4jB2otX2QSX/dgZGADg9bmke+e7dxf+aZs8xW4mx/4bGnVrIG6c4ci8jGvpAQVGmqJSJf+JoNtIjYzdsFCxbQ9OnTTfiEn51DU784itcEES8LEmHYsHAk7tTFZ5rt9QddYbaB+UxenT1s5cqgjSuINgBspCsnWxZQD9H9DHfnDrvwU90msNvc9iQQ3hOFCjQduvpFC4qBqIBGhMOweHjGNm/ZdhjURp1bewQyeto42iu83+GtwG49+GYPxJkJqHZgPaMF5RIVaC50iyNiYhFt2bLFuHfdYUfa8n7Y3QtbGvOcKJQCbzUcxnz8X4822xsO+mV3V+6wC4+Opv008tQ5W1RaUBBVc8LvkZP7s7EjdqP33us9+sawcFg0Ihz284ichIntcdy+8dw5k6w5SBNVo4I/Fr1hEfEwN7dSk3fdmzas7+ge4tb3PnseN86Yhv0sJonj9EZEzYyIiWnkyia/EZB5HTDPWmA+utd42rhuey/x2GISv4TpOKbpRQSaj+HDh9Prr79uxHDIHuOoY30XbdvaIxTbmLTwgNdONPI9EQA23J1j27BhA7W3ttHUfT5Cr7z4fhzbl04ZWbAQIcUvKoGMQHPBE1C5NeL7ohn7fYJeeS4aaBC98FZM0GHazBB3ZAA0D7vssku3iA7/wH40btBoev3VDhPXxcqw6A6LWx+9DbtzjT3EDZobfq+20NLSYrYc1traSjvttJN5zwLz9Y8dR8/9+d0ecYToex8D++NttIn8eHkjaHhEPIyIisN4efiLL75oXlx/zL4fpkOGTaAXlm2K+mZKPCIWCdFuxrx3DoBGR4TEW569zfByCG6NWEg8+XT2pz5PbyztpI1vbouEo4TESJiEy9Z05yAk0Azorh0Lif3cGq1evZo2btxIo4eNpB/81Wn0zMPvUMeWaIqQLRxBCwnvWAANje7KMeJnAUmrNHbsWFq8eLGZWzd90kfpqxOn0p/v20hbtsZCSlAIh/O/+DkRhhZA4yKCEQHxBFTp0vF21KhR5s0/zzzzjAn75sen06l7fZKevndjT4sU/mP4mZH8k7mt5kUl/A+AWjFQC/JcuLp0bGPGjDEtEX+rle+P/uGTp9AZ+0ylJ+/aSO9u4Bed9Dx0ZTcb78ps0QaBRodbIGmNtF/CREwf+MAHjNhZSHyv842PTaMLPva3tOLezbRm+ebuJRK8/I5NtUQsI0gJNCYsDo0WFIuHnxdx9463HL7XXnsZIck90rSJh9I1p36H9ly/Ny1c8Da9+dpWsx9eEC6YN6AC0CzYrRELSVoi3rKgWEgsoCeeeMKM2o0ZvivNPeEc+unHTqeupTvRE398i9a+sIW2bY+aoqCIeXOgCRDRaLdsxS2CEiHxM6Qnn3ySVqxYEXbduswD2d9/5jt06RFn0qQNk+jpW96hxfe/E09ABQ0Lr5Fq9rVELvFoY+FIt05aJQ7nUbtJkyaZlz0++OCD9NJLLxkxHTZmMv106pfp/tP/hS485Ks8YyG8K9IdPAAaEBGSRsQi4pFWiAWl3fzebv6OEU9Yvf/++03LxN28tsGtdHgoqHDPGFgAzQOLRrdG4uatLR5x85afI40ePdqM4HHLtGjRIrrvvvvMAESAMW7QLEhr5BISi8YWEm+1qNi4e7zrrruaWQ7cOjHhXqNBbgCaARESkyYkNhEPT1QVMfGKWIlj98iRI1lEIbgnAk0GC0ewhSStELtZKCImV8vEFvAUB8ydA82EtEYiHHGLn7e2ULTfFpgZnUM7BJoNW0giHi0kcdui4fsiLaiAX1KC3hxoRrSQGC0eFou0ProV4lE63mpB4Z4INDVaSNLyiFv8Wkxs0jKJoHL7pTwA+gsWihaT+NnNItFiYjeP1omgjIgwdQ7UkjytJSqFFpIIR/wiJhaOFpQREVohAHpggWjxiJ+N/dpEUHjHAgAOtJDEXGKKWiIAgBMRjZjcB/HInDa8ARWAjOR2eTjfkIoBP7CWqH+IZnHnTEM8mqMNggJ5xgws5L07lyQoiArkgYCftTq+JJFbtKAgKpAHjIjqeYg7TVQA9AcBS4iF1CgkCQqiArWi8OjCFUZCd867lmbNmmUCGxUerdLokSsRGYuvkbB/cyVUY2SPy7XRytSm8MjC50yH7q4mEJGNq4I1+gWvBF8B2n+cGl5Ejz65nN+Z1RQtURpcYSCg6qDF1wxlGk37aaSbIk8goOrBZSnWDEQTUKEhALyJWqK8P20FIMeYlggA4I9piSAkAPzBeiIAMgIRAZCR6B0L6M8B4A1G5wDISCQitEQAeGPexQ0VAeBPYF5Vgjc4AuBN2J1DKwRAFsJ2KHsrlDZlnuMqMR/S8pbaZ7nHdKUrN28esM+13N9T77+7Pwi6+AULJWagZik0PaNXz+x1hbNlgc9TTPyy1eGCK95OU6/Yv4PLNu23cZyr/O18jVI+1cR058yXIRxwgUmhaXetkWOVMkmrLz675cJLuISJX/LrcImTrSBpxS1b2y3+gcZ1bgL/Ntd5cpj+3ZJPTIcJdnwzU3josWVFHle4+47rEhflcUHZlUtTKt6m0vRJuPYjF9WuFOKX+HLQeVz7s/er0ww09rmVS55+Q71gPq2S9sFJXWHS4Hjb0ignTSnkvLQJdphsOY9UFHEn+RnOx37JXw/Y56x/V5ppOK9tgrh1WDMTlPpiqxSuXcg2+mKIpSHxWS+EfUzZb1K4RiqHrhTaL+h4QYfZ6Qca+a2u31wJaWUHegjviQbuGZFcHN9KKBXYtlJxgl1JbD9jxws6TIfnFVdZ2GaTFgd6iAcWYt8AIJXQ50JJ3jSz02nsSmL7bZLC6wFdBklmkxYHeoi+2ZoDfC6UrvRJZqcTv64gcmzbz+h8OrwZkN8uvx+4ibpzORESoy9cKWPsSs9ImITb/kpIyifH1+eSV+QcS5lNUrm5yqOZCUXElH9flFT4rnC2StEXrhwTdFja8TlM57NJymejj5e2vzxgn2uSuXCVR7ll1CwUHnhsaZEldO+CG5r65Y0A+BIUwp7cwI3PAVD/BOaWCDICwJv4OVF+BhYAqDfigQUAgC8Vj84BAHqT63cs6KFUcWvT2H4A+ougkON3LMjzCxGI65kGxAMGGjOwkPfOHEQD8kwoIu7K5VNGEAyoB3I9Oqe7cgDklcDcD+X4vXO6KwdAHjEvtM/zPRFaIpB3opYIMxYA8IYHuEPy2RZxKyTdOX1/ZIcDMJBED1vroCESAbFotKAAGGjigYXYl1Ok5dGtjghJDICBwiyFyKuKRDRaPBoRlhgAA0FQ7OINBhYA8CValJfz7hwAecbMnUNDBIA/QcEoCCoCwJcgkg/6cwD4QfT/ATcyL3IonH4cAAAAAElFTkSuQmCC

majingfeng 发表于 2019-5-9 12:43:01

“......用特征画,是因为这样调整尺寸方便......”
看来对于关联设计您还比较陌生

Panda_kQz1d 发表于 2019-5-9 15:59:10

万花筒丶 发表于 2019-5-9 11:25
是这样的,设计的时候 用特征画的 不是钣金,这样调整的时候好调整,就是不好出图,你们都是钣金每个零件 ...

你这个不是很复杂吧,再画一遍也很快吧。我是先大致画出整体再改,然后一个个画。

Panda_kQz1d 发表于 2019-5-9 16:01:19

Panda_kQz1d 发表于 2019-5-9 15:59
你这个不是很复杂吧,再画一遍也很快吧。我是先大致画出整体再改,然后一个个画。

而且钣金熟练的话应该比特征快一点吧

远祥 发表于 2019-5-9 20:34:53

还是把那个折弯的零件做成另一个部件,这样制图也好处理一些。
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查看完整版本: 各位前辈请教一机械设计 出图的问题?