一个设计问题,希望前辈们指导下
需要设计一个装PCB的料盒,想着与工件接触的地方用POM,PCB板厚2mm,然后将POM锁到铝板上,请问一下此方法能将POM板拉直?这种方案是否可行呢,望各位大佬指教data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApAAAAFtCAYAAACwUVoKAAAgAElEQVR4Ae2dK2wdTbKAd3WJV0sCrnbDNvCHgYGBgYGGISsFLIgWhRksCAy0dMkPfxgYaBgYGBgYGGjoq463jvuM59Gvqq6e+UY6mjkz3fX4qrqm7PP60x0bBCAAAQhAAAIQgAAEMgj8KWMsQyEAAQhAAAIQgAAEIHBHA0kSQAACEIAABCAAAQhkEaCBzMLFYAhAAAIQgAAEIAABGkhyAAIQgAAEIAABCEAgiwANZBYuBkMAAhCAAAQgAAEI0ECSAxCAAAQgAAEIQAACWQRoILNwMRgCEIAABCAAAQhAgAaSHIAABCAAAQhAAAIQyCJAA5mFi8EQ2C+BP/2JcrDf6OIZBCAAgbYEuGO05Yk0CAxLIDSQNJHDhg/DIQABCJgSoIE0xY0yCPgnQBPpP0ZYCAEIQKA3ARrI3hFAvzoB+c9aj726cwoKaCAVoP5XpHYO6lmOZAhAAALnBGggz3nwDALNCIzaiI1qd7PANRQ0bRgbin4kirg9QsIJCEBAkQANpCJcRENgVAI0I2WRs2wYpxYSsykRnkMAApoEaCA16SIbAgMToCHZDl7PhnHOOmI2R4VzEICABgEaSA2qyITADgjQjNwHcdokxs89hpm4eYwKNkFgfwRoIPcXUzyCQBMC0ig1EZYhRPTKPmOqytDRGrLR7FUJGkIhAAF1AjSQ6ohRAIGxCVg0JNIsxvuxqfWz3iJe/bxDMwQg4IUADaSXSGAHBJwS0GhI4kYxlh8fO8Xh3iwYug8RBkJgFwRoIHcRRpyAgC6BmqYkzJ0+5qyt0TEn78jnYHnk6OM7BGwI0EDacEYLBIYnkNqUpDSLw8Nw7kBqrJy7sVvzpmtk6/luQeDY0ARoIIcOH8ZDoC+BuRtfX4vG1S4sW3gQZLHthwDx3E8s9+QJVWZP0cQXCCgRkOZmuldS51Ks9k28pfyWslwGYzCjWsQjyGghZxR0R/J1lJhM7aSBnBLhOQQOTEBuUtP9gZGcXNe+obWU31LWCQAHxQRaxSPIaSWr2BmjiUfx0winihoaSBWsCIWAPQG5udTsW1u9p5uApi+tZbeW1zovjiavdTxay/MUj+CbPDzZhS2PCdBAPmbCGQhAICJQc7OqmRuZ4OJQyxcNuRoyXQSh0IjAY/ooFFU0rXU8WssrckppkvgmeyU1iG1AgAayAURE+CUQipCnh19Sy5YJv+URy1f2dBPQ8EVDZoiGltzlSPu7EhjIY2qdNZ/W+lrLm/Lp9Tz2Kz7uZQ961wnQQK7z4SoEmhEYvSAG+3N9yB3fDLaCIA1fNGQG17XkKmDNFhl8S3msCbbmo6FPQ+Yas3BNU+dU9vT5lm1ctydAA2nPHI0HJbCXgpjjR85Y72nR2pfW8mJ+mrJjPZbHwadWfrWSk+q/hj4NmUv+BF2a+uZkz51bso/zfQjQQPbhjtYDEdAuvj1Qphb31HE9fMjV2dKXlrLm/NCWP6dT81xrf1rL2/JdS5+W3OBPkD19bPlZen3Oj7lzpfKZp0OABlKHK1J3TCC1sEnx3SOKVN9SWY3AqJUvreSsMbPQsaa/xbXggzxayItlWPPR0qclN7CK2WvriWMjx611xv6IDvZ1BGgg6/gx+4AEWhe2kRGusVi7NqLPrfxpJWeNoYWONf1W10r8LJlT64+WTku5GrrWZK5dK4lHkNdaZokde5pDA7mnaOKLCQGK0DlmKcxTLtPn57PGe9bCH2Gl7X0LW7VtrJVf4mPJnFo7w3wtvdZyW+tbk7d2LScmQU4sKz7OkcPYxwRoIB8z4QwEVglQgJbxCBvZL48c70oLn4IMy8d4lNMsLolFyZw0a7ZHaenuIbeVzi05W9e3qd+PmMqZPk+Vw7jHBGggHzPhDARWCVCAVvGc/bU/NzLwS33Mze91bqS4C99erLT1lsSiZE4rP7R095DbQmeKjJQxKfGZypk+T5HBmHkCNJDzXDgLgUUCFKBFNL8uCJ+wn3usz/Z7Vfzya+GDZcL94cy+jkpiUTKnBTVNvRqyU2SmjFljlzI/ZcyajnBtTsbcuS05XJ8nQAM5z4WzEJglQPGZxXI6GfjI43RyJwejxH6v/CWNSuJQMkf01e61dPeWW6o/dV7quKX4LM1fOr8kh/PLBGggl9lwBQKPCFB8HiE5NYx7Z+Pdv2Cf2Cj7x9Ea/0yJbyVzWpFqqTvIkkcr+6ZyUu1NHSfyc+3OlS96ZL80f+m8zGOfToAGMp0VIyFwukEfGYXcCKb7vTOpufFMWdXImuM8lTd9PjdnxHOlfpXOa8Gole5WcrZ8StWTOk70aY8XPWG/pmvtWiyD420CNJDbjBgBgROBIxSf4GPO4wRn5wetYy+Ma7AtyWhta42NreaW+lQ6r7fdon8pxnK99T6VV8o4sT1l7NSPkjlBxta8retTO3i+TIAGcpkNVyDwiADF5xGSw5zQin2O3DA2fizBz5G5JMPb+VKfSue18n9J//R8eD73aGVHqpypXUvzUsctzd86Xyp/a97W9S27uP5AgAbygQVHENgkQPE5R5TCI4zJfZxr8fEsxddSS5dkT7mlyl+Slzrf27hSf0rntfR/zoZwbvpoqbNG1py9c/JSx83NTTlXIj9lTsqYFPsYc3dHA0kWQOC/BEJh2SouW9ePBnOLx9b1JV5hXvxYGmd5vtSXFBtjX+PjlLlzYzRtndOnea7Ul9J5LX3xYEOuPyk2p4zJ1Tsdn6sjZ3zO2KldPH8gQAP5wIKjgxMIRWWrsGxdPxrCOR7Cce5aCZ9Wckp0x3Na2xFzio9jnaXHrW0ttaPFvFJfSue1sFlkeLBBbEndp9icMiZV39K4HB05Y4O+3PFLNh79PA3k0TMA/08EUopKypggMIyLHyclOzuIeYi/rV2MdbSWnSOv1g7hI/sl3bV6gtwWMpbssz5f6kvpvJb+ebAh158tm7eu5+pbGp+qJ3VcrKdkTjyf43sCNJBkwuEJhGKSWlBSx02hls6byvH2PPYrPm5pp5bcXBtT7Ahjlh6p+lL0bMlqIWNLh/Z14ViqxwMDDzbk8tvibuVTip6UMXP+l86bk3XkczSQR47+wX0PRSS3kOSOF8Sl82S+133sV3zc0l4tubk2rtkRrq1dz9HVQlYrW3Lsbj22xoeaua388GBDqS9rtq9dK9U3N29Lz9b1OZlyrmauyGDPh2jIgYMSKC0g1vNGCE9gUsol9m9JxtL5eK7F8ZId4fzStRq7amTWzK2xudXcGvvD3Jr5HnxoZUONnCWOVmzX9KxdS/W5hYxUXXsdx38g9xpZ/FokUFM4es1ddMbBhcAkl4vMme7n3MmVPSejxbkedpTqLJ3XglMLGaPbHxjswQfxI/gSP1rEeEvGEr+l81vyptdbyZnKPdJzGsgjRfvgvkoBrMFQW3Rq59fYrjU39kkYb+2ntsQycq5Nx2o+X7PRm95etrbgMLLtsf978SP2yfp4ynD6vMaelrJq7Bh5Lg3kyNHD9mQCrYpFCzktZCQ7bjCwlT9BztLDwI1NFa383FQ0GSBMJqdXn/ayddWojYslfm6I7Hp5xBh0BbagXPKiNc/W8hbM3/VpGshdhxfnAoGWhaKFrBYyiKw9Acu4BV3TR6rHlnam2pQyblS7l3zbmz9Lfo58nhjVRY8Gso4fsx0TCMWhdYFoJa+VHMf4d2faKDEbxc5pgoxq99QPeb43f8SvPe2JUV00aSDr+DHbKQGtwtBKbis5TvHv0qzSmIV58rAAU2qnhW1rOka1e8mnvfmz5OfI54lRXfRoIOv4MdshAc2i0FJ2S1kOw7A7k1rEK8golZM6L3WcpwCNaPMWvz36tOXzaNeJUV3EaCDr+DHbIYGUopAyZs610nnasubkc64tgVaxL5WTOi91XFs6ddJGtHnL4z36tOXzaNeJUV3EaCDr+DF7YAIlxaNkzhqi1vLWdFleC36VPCxtzNXVKlY1crbmbl3P9dli/Ig2p3DZq18pvo8yhhjVRYoGso4fswcmUFI8SuasIWotb02X92veWbSyr0bO1tyt6x5zYESbUzju1a8U30cZQ4zqIkUDWceP2YMTyC0gueO38GzJ27q+JX+k6959rbUvzJdHTVzW7Fi7VqNTa+5o9uZw2LNvORw8jyVGddGhgazjx+zBCeQWkNzxKXjWZK5dS5E90pgj+VoTlyVOS+drdGnPHdFmbSbItyNA/tWxpoGs48fsHRDIKSI5Y1PRLMlcOp8qV3NcsG3tkavbs6+5vliMn+M1d87ClhodI9pc4y9zfREg/+riQQNZx4/ZOyCQU0RyxuagmZM7dy5HptbY1na1lqfltze5U27T597sndozmr1T+3k+PgFysC6GNJB1/Ji9EwKhkMhjzSXNgjOVPX2+ZpfVtRRGVrYcXc80P6bPA5+5c164ebbNCyPs0CVADtbxpYGs48fsHRJYKypr12pRxLLj41q5reYHmzzaleOflv292MT+iA3xPoeN9djYdmvd6IOAECAPhUT+ngYynxkzDkBgqagsnW+FROTLvpXcWjkt7Qmy1uTVXl/zdU3v2rzUa9ry5+wQXj10z9mTcm4kW1P8YQwEjkiABvKIUcfnTQJLN7il85sCEweIfNknTlMdpmFLisy1MWvX1mCUzluTGV/Tlh90BR3TR2yDl+OvX7/evXv37u7Zs2eP7J3a3+N5sOv333/3ggs7IDAcARrI4UKGwVYE5KYW6wvnNDfRqa0nxwctW1LkLo1ZOr/lV+m8LbkW14Ptnu0PzZjXZlHYTfcXFxcWoUMHBHZJQPduuEtkOHU0AtObztH81/I3pRlaGrN0fsvW0nlbcrWve7f76urK5X8ZA7e1x9u3b7VDh3wI7JYADeRuQ4tjEPBPYKsxkpv/1JOtedPx8rx0nsy32IvP8d5Cb46Onz9/3oWmce0/jk+fPr0LDdrNzc1JdE/+wR5h+urVq7vb29uTXRxAAAL5BGgg85l1mfH58+dfxToU7H//+9+rhVuKJPv1/z7ABz7kQNscWGvMAute248fP07NY7CD5rFXJNC7JwL9VvSeKBr4Ev+l/+c///msGHITbHsThCc8yYH8HLi8vFxtzALTXlv4MI/E9Pnz573MQC8EdkWg34reFUZ9Zz58+HAqgFII2eff5GAGM3KgTQ6EP2pTP8UcmPfc4pevP3361NMUdENgNwT6rurdYLRxZHrj4w3gNtzRYkNgmt9bz2us6t3Q1Ng+2lwPrONcGo0f9kLAKwEaSK+RmbGLIjgDhVMQgIBrAjSQrsODcRAoJkADWYzOfiINpD1zNEIAAuUEPDSP0w/QlHvDTAhAICZAAxnTcH5MA+k8QJgHAQicEfDQQPIBmrOQ8AQCzQjQQDZDqS+IBlKfMRogAIE2BDw0j8ETPkDTJp5IgcCUAA3klIjj5zSQjoODaRCAwBkBLw0kdfMsLDyBQDMCNJDNUOoLohDqM0YDBCBQT8BL8xg8oW7WxxMJEJgjQAM5R8XpOQqh08BgFgQgcEaABvIMB08gsEsCNJADhZUGcqBgYSoEDkrAU/MYQkDdPGgi4rY6ARpIdcTtFFAI27FEEgQgoEOABlKHK1Ih4I0ADaS3iKzYQwO5AodLjwjc3t7e3dzc3IWfwQy/Uxz/nnqcSxy3+Wk/ONZxDPkZfl0r5Gzt9vPnz7urq6tHOR/WBBsEINCGAA1kG44mUuIblIlClAxDYNos/vbbb2cv3cW5w3FdowM/G34lDWX4be61P5SGWdAYCoEBCNBADhAkMTG+cck59sci8P3797twk3zz5s3pRnlxcUGz+CebpiZegxyPxfyf//znsYoF3kJAmQANpDLgluLjG9b19XVL0chyRGD638S1/6jEOTF3/OLFi18vC4Z8+fLliyMvMWVPBELuLW1xXi6NCee/fv16F341pibfY11BTvhj6/Pnz79kyvM1G7gGAQikE1he9ekyGGlEYO4/TaEohve3hQbh27dvxZaE9x29fPnyV8EtFjKZGAp3a5kTFcM/nd4052Ic3xTXjmkWh0+H5g6EfLHY1vTEOZtjy3RtxHLWjkM9jN/rGDekYX2xQQACbQjYVJc2th5eSvgwxFrh5NpYL6mVxCvcAF+9evXrgzH8R/HwJWETQMgxi21NT5znFrZMdUzr5vQ6zyEAgTICNtWlzDZmzRD4+9//ThN5gPe78d/EmeTnVDaBtcYuW9jKhDU9vRvIYLYHG1bwcQkCQxKggRwsbNNCGF7m+fjx493r16/vnjx5clYo47Ec+/zv5NOnT5t9dclgqYy5BgTCurfY1vTEtcfCljkdHmyYs4tzEBiZgE11GZmQM9u1CmEsNzSjLbZYZq28IIsNAhDII2C1btb0tKwDed4/jPZgw4M1HEFgHwS4Kw8WR61CqCG3pcwgiw0CEMgjYLVu1vS0rAN53j+M9mDDgzUcQWAfBLgrDxZHrUKoIbelzCCLDQIQyCNgsW62dLSsA3neP4z2YMODNRxBYB8EuCsPFketQqgltxXeYB8bBCCQR8Bi3Wzp8FBbPNiQFzlGQ8A/Ae7K/mN0ZqFWIdSSe2Z8xZNgHxsEIJBHQHvdpMj3UFs82JAXOUZDwD8B7sr+Y3RmoVYh1JJ7ZnzFk2AfGwQgkEdAc92kyvZQWzzYkBc5RkPAPwHuyv5jdGahViHUkntmfMWTYB8bBCCQR0Bz3aTK9lBbPNiQFzlGQ8A/Ae7K/mN0ZqFWIdSSe2Z8xZNgHxsEIJBHQHPdpMr2UFs82JAXOUZDwD8B7sr+Y3RmoVYhjH+D+erq6kynhyepNysPtmIDBDwQ0F4zqfK1alYOYw825NjLWAiMQIAGcoQoRTZqFcJ3796d/YpN+P1YT1vqzcqTzdgCgZ4ENNdMjmytmpXD1oMNOfYyFgIjEKCBHCFKkY1ahfD29vbu1atXpyYy/EfS05Zzw/JkN7ZAoBcBzTWTI1urZqVyDT/3KjaEn3tlgwAE2hCggWzD0UyKFMKcAp5qXGgiNeWn2jE3TsPfOT2cg8BeCGitmVy5vWvKx48fT3Wt1c+07iVH8AMCNQRoIGvodZirXYy15Zciy71plephHgT2QkBrzeTK7V1TQtMoNoRmkg0CEGhDgAayDUczKVIIc4t4qoHa8lPtmI7T8neqh+cQ2AsBjTVTIrN3TQkvW4sN4eVsNghAoA0BGsg2HM2kSCEsKeQpRmrLT7FhboyWv3O6OAeBPRDQWDMlMnvXlN7695BL+ACBOQI0kHNUHJ/TLoba8kvRBrvYIACBNAJa66VEbu+a0lt/WsQYBYHxCHBXHixm2sVQW34J7mATGwQgkE5AY82UyuxZU/gEdnrOMBICuQS4M+cS6zxeuxhryy/BV3rjKtHFHAjsgUDrNVMjr2dN4RPYe8hmfPBKgAbSa2QW7NIuxtryF9xaPV1z81oVzEUI7JRA6zVTI69nTeET2DtNcNxyQYAG0kUY0o3QLsba8tM9fRhZc/N6kMIRBI5BoPV6qZXXs6bwCexj5Dxe9iFAA9mHe7FW7WKsLb/E8dobWIlO5kBgVAKt10utvJ41pafuUfMHuyGQSoAGMpWUk3HaBVFbfgnGYBMbBCCQRsDbeulZU3rqTosWoyAwLgHuzIPFTrsgassvwR1sYoMABNIIeFsvvWoKn8BOyxdGQaCUAHfmUnKd5mkXY235Jdi83RBLfGAOBCwIeFwrvWoKn8C2yDh0HJkADeRg0dcuxtryS3B7vCmW+MEcCGgT8LhWLi4uTj8lqO1/LJ9PYMc0OIZAewI0kO2ZqkrUbvDiYu/ld2M93hRVg4xwCBQS8LZWbm9vT81jqC2W29OnT0+6vdQyS//RBQFtAjSQ2oQby9duIC8vL09FN/wF72HzdlP0wAQbIDBHwNtaid+H+Pz58zmTVc79+PHjVMfCV/mwQQAC7QnQQLZnqipRu4GMC76Xm5EXO1QDi3AINCDgba18+vTp1MhZ/kEa63358mUDsoiAAASmBGggp0ScP9duIIP7FjpyMHu7KebYzlgIWBHwuE4+fPhwqifv37+3QnF3dXV10vvu3TszvSiCwJEI0EAOFm2L5s5CRw52jzfGHPsZCwELAh7Xydu3b0+N3PX1tQWGXzriD9D88ccfZnpRBIEjEaCBHCzaFs2dhY4c7B5vjDn2MxYCFgQ8rpPw8rHUk5ubGwsMv3TEP2H47ds3M70ogsCRCNBADhZtKcaaNwsLHTnYNX3NsYOxEPBKwOsaiRu58MEWq81bDbPyGz0QsCRAA2lJu4Eui8JooSMHhdebY44PjIWAJgGva6RXLemlVzPGyIaANwI0kN4ismGPRWG00LHh5tnlYA8bBCCwTMDrGulVS3rpXY4QVyCwPwLcmQeLqUVhtNCRgz3YwwYBCCwT8LpGetSS+KvI+A7I5ZzhCgRqCXBnriVoON+qMPYo+msYvd4c12zmGgQsCXhdIz1qCb+BbZl56DoyARrIgaJvVRh7FP21MHi9Oa7ZzDUIWBLwukZ61JL4K3xCzWSDAAR0CNBA6nBVkWpVGHsU/TVgXm+OazZzDQKWBLyukR61hN/Atsw8dB2ZAA3kQNGPvxIjvJyttfUo+mu+eL05rtnMNQhYEvC6RqxrCb+BbZl16Do6ARrIgTLAqhhb6UlF7/XmmGo/4yCgTcDrGrGuJfwGtnamIR8CDwRoIB9YuD+yKsZWelKBe705ptrPOAhoE/C6RqxrCb+BrZ1pyIfAAwEayAcWro/Cz4BJMX727JmqraLHy03Jix2q0BEOgQoCXteIdS2J3yfOb2BXJBRTIZBAgAYyAZKHIW/fvj01kO/fv1c1ybrobznj9ea4ZTfXIWBFwOsasa4l8fvE+Q1sq+xDz1EJ0EAOEvn4k4VfvnxRtdq66G854/XmuGU31yFgRcDrGrGsJVbfk2sVU/RAwDsBGkjvEfqvfZaF2FJXCn6vN8cU2xkDAQsCXteIZS2x+p5ci3iiAwIjEKCBHCFKd3enl68tbhSWRT8Fv4XPKXYwBgJeCXhdI5a1JH7/I18g7jVTsWtPBGggB4mmZSG21JWC3+vNMcV2xkDAgoDXNWJZS+K3+Wh+T65FPNEBgREI0EAOECXLT2AHHJZFPwW/15tjiu2MgYAFAa9rxKqW8AXiFlmGDgicE6CBPOfh8pnlJ7ADAKuinwrb680x1X7GQUCbgNc1YlVL+AJx7QxDPgQeE6CBfMzE3Zn4pRntT2AH562KfiporzfHVPsZBwFtAl7XiFUt4QvEtTMM+RB4TIAG8jETd2esirA4bq1P9C7tvd4cl+zlPASsCXhdI1a1JP4ADV8gbp196DsqARrIASJvVYQFhbU+0bu093pzXLKX8xCwJOB5fVjVEr5A3DLj0AWBewI0kM4z4fr62vwlZauin4re8w0y1QfGQUCLgNf1YfnF3t5qllaskQsBTwRoID1FY8aW+P2Pl5eXMyPan/JWjL3eINuTRyIE8gl4XR+WX+ztrWblR5EZEBiPAA2k85jFhfH29tbE2linicINJV5vkBtmcxkCJgS8ro/4fYnaX+ztrWaZBB4lEOhMgAaycwC21PcojFo6Y7k5x1uMuA6BIxPIWUvTsZrc4vclan6xt+VL5Zq8kA2B0QjQQDqPWFzwLUyNv5A36G65tZbX0jZkQeCIBDTXpFXtsnyp/Ig5gs8QWCLQtkNY0sL5YgJWRVgMfPfu3elDO8+fP5fTTfaaN6smBiIEAgcjoLkmrWqX5UvlB0sP3IXAKgEayFU8fS9a/4Rh8Db+0E74dYeWm+bNqqWdyILAUQhorkmrBtLqpfKj5AR+QiCVAA1kKqkO46x/wjC4qFn0NW9WHcKDSggMT0BzTWrWkhi8lZ5YJ8cQgMDdHQ2k0ywI70W8uLg4NXQWP2EYUGgWY82bldMwYhYEXBPQXJOatSSGaqUn1skxBCBAA+k2BzTfi7jmtGYx1rxZrfnENQhAYJ6A5prUrCWxN1Z6Yp0cQwACNJBuc0DzvYhrTmsWY82b1ZpPXIMABOYJaK5JzVoSe2OlJ9bJMQQgQAPpNgd6FUVNvUE2GwQg4IeA5prUrCUxQSs9sU6OIQABGki3OdCjKGp+B2QArXmzchtIDIOAUwLa69GqhlnpcRpGzIJANwL8S6gb+nXF8Qdo1ke2u6r9vkvtG1Y7EkiCwP4JaK9Hq8bOSs/+MwIPIZBHgAYyj5fJ6Pg/geE7zqy2Z8+enT6F3fo7IIMP2jcsK07ogcAeCGivR6vGzkrPHmKODxBoSYAGsiXNRrJC8yZF8eXLl42krouxaFq1b1jrHnIVAhCICWivR6lhe9ETs+MYAhDgPZAuc+Dq6urUQIaXlS02i6ZV+0ZiwQkdENgDAYu1SAO5h0zBBwgsE+A/kMtsul2Jf9v1jz/+MLHDomm1uGmZwEIJBAYnYLEWaSAHTxLMh8AGARrIDUA9Lse/7frt2zcTEyyaVoublgkslEBgcAIWa5EGcvAkwXwIbBCggdwA1OOyVeGNfbNoWi1uWrFPHEMAAo8JWK1DqzpmpecxSc5A4NgEaCAdxr9HQbTQGXSwQQACfQlYrUOLmhJIWunpGzW0Q8AfAe7o/mLSpSBaFGGrG5fDkGISBNwQsFqHFjUlQLXS4yaAGAIBJwRoIJ0EIjajR0G00Bl0sEEAAn0JWK1Di5oSSFrp6Rs1tEPAHwHu6P5i0qUgWhRhqxuXw5BiEgTcELBahxY1JUC10uMmgBgCAScEaCCdBCI2o0dBtNAZdLBBAAJ9CVitQ4uaEkha6ekbNbRDwB8B7uj+YmJeEG9ubk46w88Zam1WNy4t+5ELgdEJWK5Bq8bOSs/oscd+CLQmQAPZmmgDedYF8e3bt6cG8v379w08mBdhefOat4CzEDg2Acs1aFXHrPQcO3PwHgKPCdBAPmbS/Yx1QXz69Ompgfzy5Yua/5Y3LzUnEAyBgQlYrkGrOmalZ+CwYzoEVAjQQKpgrRNqXRCt9AU9bBCAQD8ClrSOqAAAACAASURBVGvQsq6Irn5k0QyB4xHgju4w5lIMrYq9lT4rfxyGFJMg4IKA5Rq0rCuiywVkjIDAQQjQQDoMtBRDq2Jvpc/KH4chxSQIuCBguQYt64rocgEZIyBwEAI0kA4DLcXQqthb6bPyx2FIMQkCLghYrkHLuiK6XEDGCAgchAANpMNASzG0KvZW+qz8cRhSTIKACwKWa9CyroguF5AxAgIHIUAD6TDQUgytir2VPit/HIYUkyDQnYD1+rOsK6KrO2QMgMCBCNBAOgy2FEOrgm+lz8ofhyHFJAh0IWC1tuecs9JtpWfOR85B4MgEaCAdRt+6IFrpi/WUHjsMFyZBwJRAztoxNWyiLLZzcqnpUys9TY1GGAR2QIAG0mEQrQuitb5S5MFONggcncAo68CqrljpOXre4T8EpgS4I0+JOHhuXRCt9ZUiDnayQeDoBEZZB1Z1xUrP0fMO/yEwJcAdeUrEwXPrgmitrxRxsJMNAkcnMMo6sKorVnqOnnf4D4EpAe7IUyIOnlsXRGt9pYiDnWwQODqBUdaBVV2x0nP0vMN/CEwJcEeeEnHw3LogWusrQSw2lsxlDgT2RCCshRE2WbPa9lrpGYE5NkLAksAYlciSiANd1gXRWl8JYu2bUIlNzIGANYGR1oFVXbHSYx1r9EHAOwEaSIcRsi6I1vpKkAcb2SBwdAIjrQOrunJxcXEnur5//370FMF/CJgR4K5shjpdkRRDq5uFtb50Eg8jrVg8aOQIAv4IjLQOrOrKy5cvTw3k77//7i9oWASBnRKggXQYWKvCK65b6xO9OfuRbpw5fjEWAjkERloHVnXl6urq1EC+efMmBydjIQCBCgI0kBXwtKZaFV6x31qf6M3Zj3TjzPGLsRDIITDSOrCqKzc3N6cG8tmzZzk4GQsBCFQQoIGsgKc11arwiv3W+kRvzn6kG2eOX4yFQA6BkdaBVV25vb09NZAj8cmJO2Mh4JEADaTDqFgVXnHdWp/ozdlzY8ihxdi9EhhpHVjWFUtde80t/IJALgEayFxiBuOti6G1vlyEwT42CEDg7td/2kbhYFlXLHWNwh87IaBNgDuzNuEC+dbF0FpfLpJgHxsEIDBWAxl/vc7Pnz9Vwxfr4qt8VFEjHAInAtyZTyj8HFg3dNb6ckjTPObQYuzeCYy0Hl68eHF6b+Lnz59VQ8NX+ajiRTgEZgnQQM5i6XvSuqGz1pdDd6QbZo5fjIVACYGR1sO7d+9ODeSHDx9K3E2ew1f5JKNiIASaEaCBbIaynSDrhs5aXw6pkW6YOX4xFgIlBEZaD+FLvaW2vH79usTd5Dl8lU8yKgZCoBkBGshmKNsJkqJrdbOw1pdKysr/VHsYB4HeBEZaE1+/fj01kNrfzxi+yof3QfbOTvQfjQANpMOIWzd01vpSkY90s0z1iXEQqCEw2pqIm7ofP37UuL4599WrV6eGVfsl801jGACBAxCggXQYZOuGzlpfCnKxKWUsYyBwFAKjNZBxU3d9fa0apvgl8/ABHjYIQECXAA2kLt8i6dI8Wd0srPWlQLHyPcUWxkDAC4HR1kXc1IVPSmtu4auCPNYyTZ+RDYGeBGgge9Jf0G1dBK31Lbh9dnq0G+WZ8TyBgBKB0daFdVPnsZYppQJiIdCdAA1k9xA8NsC6CFrre+zx4zOj3Sgfe8AZCLQnMOK6sKwvlrraRxeJEBiLAA2kw3hZF0FrfSnIg01sEIDAOYER14VlfbHUdR4ZnkHgeAS4SzuMuXURtNaXgjzYxAYBCJwTGHFdxJ/EDl/to7l5rGWa/iIbAj0JcJfuSX9Bt3URtNa34Pbp9Ig3yZPxHEBAkcCIa+Py8vL04RbtLxSPm1V+E1sxERENgbu7OxpIh2lg3dBZ69tCPuJNcssnrkOgBYER10b8heLBfs3vg+Q3sVtkGTIgkEaABjKNk+ko64bOWt8WzBFvkls+cR0CLQiMujasvg+S38RukWXIgEAaARrINE6mo6wbOmt9azBHvUGu+cQ1CLQiMOr6sPo+SH4Tu1WmIQcC2wRoILcZmY+wbuis9a0BHfUGueYT1yDQisCo68Pq+yD5TexWmYYcCGwToIHcZmQ+wrqhs9a3BtSTLWt2cg0CPQiM2kAGVlZrO365nN/E7pGl6DwKARpIh5G2KrTiurU+0bu1H/lmueUb1yFQQmDkNWFVZ+KXy/lN7JIsYw4E0gjQQKZxMh1lVWjFKWt9ondrP/LNcss3rkOghMDIa8KqzoSXy/k6n5LsYg4E8gjQQObxMhltVWjFGWt9ojdlL7aljGUMBPZOIKyHUTdZyxY+8DL2qFmC3SMRGLcajUQ501bLQhtMs9aXiePXcIubToldzIGAJYGR14FlneFlbMusRNdRCdBAOoy8ZaEN7lvrK0U+8s2z1GfmQUAIjJ7/lnVm+jK29k8oSozYQ+BIBGggHUbbstAG9631lSIf/QZa6jfzIBAIjJ7/1nUm/Gyi6NT+CUUyFAJHJEAD6TDqUvSsbhjW+kqRi52l85kHgZEJWNUDLUayfq38mP6EIv+F1Iosco9KgAbSYeStC621vhrkVjefGhuZCwENAqPnfo86w38hNTIRmRC4J0AD6TATrAuttb4a5KPfRGt8Z+6xCYye+z3qzPS/kD9+/Dh2EuE9BBoSoIFsCLOVKOtCa62vhtPoN9Ea35l7bAKj536vOhN/pc/19fWxkwjvIdCQAA1kQ5itRFkXWmt9NZxGv4nW+M7cYxMYPfd71Zn4K31evnx57CTCewg0JEAD2RBmK1HWhdZaXymn0W+gpX4zDwJ7yP1edWb6lT68jM16gkAbAjSQbTg2lWJdaK31lcLaw0201HfmHZtAvEZLjj3Qi+2+vb01NYmXsU1xo+wgBGggHQY6LrQW5lnrK/Up2MkGAQjkEfCybp48eXL6Xsbffvvt7suXL3mOVIzmZewKeEyFwAIB7sgLYHqetm7orPUJ25wbm9goc9lDAAJpBHLWWZrEslEfP348NZCynsM5i236Mvb3798t1KIDArsmQAPpMLxSXK0Kv7U+QZ7jX85Ykc8eAhDw9Qs24T+B8X8iw7q2ek9i/J2Q79+/JzUgAIFKAjSQlQA1pls3dNb6hFlqU5g6TuSyhwAEHgh4Wz+hYXz+/Pnpv5FWX63z+fPnk86nT5/eWb8P8yEiHEFgHwRoIB3G0bqhs9YXkMc6U44dhgmTIDAEgbC+vG293pP47NmzU+35448/vGHBHggMRcBfZRkKn46xcUOlo+FcqrU+0e7xxia2sYfAXgh4XGfT9yRa/U71hw8fTg0k3wm5lwzHj14EaCB7kV/Ra93QWesT1z3e2MQ29hDYCwGv6yx+T2I4ttjCy+cXFxenJpIP01hQR8deCdBAOoysdUNnrU+Qe72xiX3sIbAHAl7X2fR3qq1Yh/88Ss0LL6WzQQACZQRoIMu4qc6S4mZV+K31CTwr/0QfewgckYDnddaj9lxdXZ0ayDdv3hwxJfAZAk0I0EA2wdhWiGVRDS/pWOqLSXm+scV2cgyBkQl4Xmc9as/Nzc2p5oUP1bBBAAJlBGggy7ipzrIsqu/evTsV0/DVGpab5xubJQd0QUCTgOd1ZlnrhHH4+h7eByk02EOgnAANZDk7tZmWRTV8H5ro+/Tpk5pPc4I939jm7OUcBEYk4HmdSe2xtpH3QY6YydjsjQANpLeITL4jUdu8XgU8+GV909BmiXwIeCTgeZ31qj+8D3I+Uz3nyrzFnO1JgAayJ/0F3ZZF1VJX7C6FKqbBMQT0CHhea73qD++DnM8361yxjr/om/ees7kEaCBziRmMlyS3WMyWumJ0Fr7F+jiGwFEJeF5rvepPeB9kL92e81A7V2Lmsa74WJOP6A865LjlXtN2j7JpIB1GJU5obfMsdcW+BL1sEICAPgHPa61X/QnUe+rWj3qZBq1cEdZLVmnpjfWJji1b4jk5xyI/Z87oY7mLO4ygJLhFQlrqilFb+Bbr4xgCRyXgea31qj8hF+JPYlv9lKL3HNTIFQ2ZuRwt8syDn7lcasfTQNYSVJhvkexitqUu0Rn2R1xssf8cQ8CKgOe11qv+BPaXl5en/0Ja/ZSiVcxL9bTMFYltqS2180S/7Gvlbc1vyW5Ll5frNJBeIhHZIQlvkZCWuiIXaSBjGBxDQJGARR0pNb9X/Qn29vopxVJWFvNa5IrE1MLeoGNqc6w/Pta2Z2qHtj4P8mkgPURhYoMkvUVCWuqK3bTwLdbHMQSOSMD7OutVfyQXeBlbSNzvS/OlZxxjm8WO4E18/txLnWfW+nS8yJNKA5nHy2S0LAKLhLTUFcOz8C3WxzEEjkjA+zrrVX8kF3gZW0jc73PzReJ3LsX2WWyz2BOfs7Kmh04r35b00EAukel43nIRWOqKkR5xscX+cwwBCwLe11mv+iPspy9jf/jwQS4dcp+aLxI3D5Bim3vaFdvhgYuFDTSQFpQzdcgisEhIS12CwcIv0cUeAkcm4H2t9ag/03x48+bN6cM04SXtI29L+RLHaWlML26xPfGxtT09dVv7KvpoIIWEo31IRHlomyV6LJPfUpc2P+RDwDMB72utR/2ZxosvFX8gMpcvc+ceZvQ/Evtk38ui3vp7+E0D2YP6hs6QiPLYGFp9WfRYJr+lrmpACIDAoARGWGc96s9cOL3YMWeb5bm5nJk7Z2nTli6xT/Zb47Wu99av5deaXBrINTqdroVElIe2CaLHMvktdWnzQz4EvBIYYZ31qD9z8fJix5xtVufm8mXunJU9qXrERtmnzms9rrf+1v6kyKOBTKFkPCYkojy0VYsey+S31KXND/kQ8EpghHXWo/7MxcuLHXO2WZ0bIV/mWEjs5q5ZnRuVXS0fGshaggrzZUFYJKWlLkFl4ZfoYg+BoxIYYZ31qD9z+eDFjjnbrM6NkC9zLDzY7cGGOTba52ggtQkXyLcsZpa6BMVRF5v4zx4C2gRGWWM96s8cey92zNlmca5VvvTg2Mr2Us699Zfa3WIeDWQLio1lWC5CS12C6cgLThiwh4AmgVHWWI/6M8fdix1ztlmca5EvwtDCXtHRQ6foln0LdiJrtD0NpMOIyaKwSExLXYLawi/RxR4CRyQwyhrrUX/m8sGLHXO2WZyryRdhZ2HnVIeVbtGztp/adoTnNJAOoxwnqbZ5lrrEl6CTDQIQ0CMwyhrrUX/mqHuxY8427XM1uVIzt4VfEreWskRmvJ/Kl2vhfDg+6nZczx1HXJLTIjEtdQlyC79EF3sIHJHAKGusR/2ZywcvdszZpn2uNFdK57X0R+JWIlPmyj5VRux3fJw6f0/jaCAdRlMS2iI5LXXFqC18i/VxDIGjEJA1PYK/YmvveuDFDuuYlXAXVta2zulLtV9sjvdz8nLOperOkTnaWBpIhxFrmeRb7lnqim1h8cU0OIZAPQFZy/WS7CSIzb3rgRc77Mjfa8rhLoysbazRp2VzDrca+73PpYF0GCFJeosktdQVo7bwLdbHMQS8EojXYO2xVx+X7Ir9XRpjcd6LHRa+io7g89Y2EpfYVjne8m/pusxf2i/NO9r57Qw6GhEH/sZJq23OxcXF6Vdvvn79qq3uJD/4yAYBCBz8TfiGv7q1lmuWNXfNDstrazVYeFjag67xCHAXdxgzWbxrC7yV2ZeXl6cG8vXr163Ebsqx8G3TCAZAoDOBo68Dy1q3FmovdqzZ2PraXO4Jh9a6kLdPAjSQDuMqi3hugbc2N/zX0VJfbH+sN+U4nssxBEYnYLG+vTOK131PW73YYcVgLvfmzlnZg54xCdBAOoybdTGz1leKnAJXSo55HgmQz/cv30v96RkjseEIMRFfY96lfpfOi3VzPC4BGkiHsZMFbrU4rfWVIo/ttGJTaivzILBGgPy9pxOv6TVe2te82KHtZ5AvudfCZ5GVYnfO2BR5jOlPgAayfwweWdBiYT8SunLCWt+KKcmXKEbJqBjokAD5ex8UL7XHix01qRr7sHQcyw9jarcUGWJLra5R5h/J3/oMGiWqA9kpCZiyOFu4Za2vlc0t5CADAj0IWK3tHr7l6PRSezzYEdtQcpzLPWf80thg59ImPixdH/m8+Da3D36tcRnZ76nty9GfjuS5GYE4KS2UWutr4dNRFmgLVsjwR4D8vY+Jh9oT29Dz2CpLW+beVFbMz8ofbT2xT3K8pXPKZWv8qNdpIB1GTpLUKgmt9bVAbsWmha3IgMCUAPl7T8RD7Ylt2HtcWvsXy4uPp/le+1xTttgWdMw95HrO3sLeHHu0xtJAapGtkBsncYWY5KnW+pINWxl4lAW6goBLAxMgf++D56X2eLFDO6Vb550Gt6mN8jzWpXHckr3Y3FKmR1k0kA6jEi8OC/Os9bXw6SgLtAUrZPgjQP7ex8RL7fFih79MXbdII4+nMiU265b4ujr1wZd17ayhgWzHspkkWTBWSWitrxaUFZdaO5kPgSUC5PA9GS+1x4sdS/ni7bwmL1kbosOb7yn2iA8pY0ceQwPpMHqycKyS0FpfLXIrLrV2Mh8CSwTI4XsyXmqPFzuW8sXLeeEk9mjk8VSH6Bppr8HFo/80kA6jIgvIKgmt9dUit+JSayfzIbBEgBy+J+Ol9nixYylfep8XPlM7Wuax6Ggpc2qv1fM9+JDCigYyhZLxGOuFZK2vFudRFmctJ+b7JUAO38fGS+3xYofHjF3L1bVrqb4IexnfQqbI6rXfgw8p7GggUygZj5EFZZWE1vpqcVpxqbWT+RCYI0D+PlDxUnu82PFApv+RMFmzpCaXl+TXyFyz1fLaHnxI4UUDmULJeIwsLKsktNZXi9OKS62dzIfAHAHy94GKl9rjxY4HMv2OhEWKBaW5vDZv7VqKTR7G7MGHFI40kCmUjMeE5JOHhWrRNUrSj2KnRezQMRYBcvc8Xl5qjxc7zunYP8vNz5LxW3O2rttTydM4uv053tJA5tAyGhsSUB4WKkXXCIk/go0WMUPHmATI3/O4eak9Xuw4p2P7rCQ3U+cI3xSPUmWmyOoxZnT7c5jRQObQMhori80qEa311WC0YlJjI3MhsESA/D0n46X2eLHjnI7ts5LcTJmTMib2NHd8PLf38ci2l7CjgSyhpjwnJKE8lFX9Ei+6Rkj+EWy0iBk6xiRA/p7HzUvt8WLHOR27Z6V5uTZPmOZ6sSYzV1bL8eLPdB/r8Gp7bGPLYxrIljQbyYoTtJHIVTHW+laNWbl4tMW5goJLgxIgh88D56X2eLHjnI7ds9K8XJq3dD7Fo3hufJwyt+WYoDt+zMmO7YuP58bu8RwNpMOobiVta5Ot9ZXaf8QFWsqKeT4JkMPncfFSe7zYcU7H/7NpPgvHGstFpuxrZOXMFdtlnzM3jLW2N9c+jfE0kBpUK2VKAlslpLW+UjxWPErtYx4EtgiQw+eEvNQeL3ac0/H/TPJZ+LWwuKWsLXtEl/ixNX7uusiYu7b3czSQDiMsCVmT1DluXVxcnP5V//Xr15yppmOteJg6hbJDESCHz8NtXevOtT8882LHg0VjHEk+y96z1XGM5bjG3hYyavR7mEsD6SEKExskMcPeYru8vDw1kK9fv7ZQWaTDikeRcUyCQAIBcvgcknWtO9f+8MyLHQ8WjXEk+Sx7D1bHsYyPa22LZXnyt9avmvk2HUqNhQecGyeqhfvhv46xzh8/fliozdbBos1GxgRnBMjh84DEdef8iu0zL3bYel2vTbjVSyqXIDbIvlzS/EwtufPaxjpLA+kwXpKwYW+1vXr16tREXl9fW6nN0mPJI8swBkMgkQA5fA6qR607t+D+mRc75mzzfE64WdsoesNeaxMdWvL3IFeP/h7odPJBEldzcUxd+/33308N5MuXL6eXXTy35OHCYYzYHQFy+DykPWrduQX3z7zYMWeb53PCzcJG0RX2bD4IEAkfcTizosdC+fnz56mB9LpAvdp1FjyeQGCFADl8DqdHrTu34P6ZFzvmbPN8jnz2HB1922gg9Rlna+hVzHrpTQVEsUolxTivBMjh88h4qTle7Din4/8Z+ew/RpoW0kBq0i2U3auY9dKbiolilUqKcV4JkMPnkfFSc7zYcU6HZxDwTYAG0mF8ehWz+PsgP3z44I4MN193IcGgTALk8DmwXrXu3Ir7XxERW6bXeA4BCMwToIGc59L1rBQy65vNu3fvTu+DDM2kt82ahzf/sWd8AuTweQx71bpzK2ggpzx4DoEUAjSQKZSMx/Qqqre3t6cG0uONzqNNxqmBusEJkMPnAexV686toIGc8uA5BFII0ECmUDIcc3Nzc2rinj17Zqj5XpWXgj7nODffOSqcG4kAOXweLS/1xosd53T0npGHemyPJJkG0lm03759e2og379/b26d50JK0TNPBxQ2JBCvLe3jhmarioo5qCraEF5iR/ju3PBHfnh4fM/4msvBXzYI1BIgi2oJNp7/9OnTUwP55cuXxtK3xZUU0m2pbUZQ9NpwRMq+CYy0TrzUmxw7wk+/vnnz5lSnZe5IWTVSjozE9Wi20kA6i7gUo14LvLf+tXD0YrJmE9cg4I3ASOvES71ZsyP8yMLV1dWv/zTG4+Lj169fe0uDVXuC7WznBCSe52d5tkaALFqj0+GaJHGvBd5b/xryXkzWbOIaBLwRGGmdeKg301/him1KOf7f//3fu//7v//zlgar9oyUI6uOVFycxrZC1GGn0kA6C32c1D1M661/zWeK3hodrkHgnsBI66RnvQkvRYevLnvy5Mmjl6Nju6bH4W1G4b3q4QOPf/vb337N9fi1Z2vrYaQcWfMj91ocy9y5jH9MgAbyMZOuZ3onuIX+WEc4TtlkTspYxkDgyARS15QHRto/XhCaxE+fPv16CTq8zBw+8CK1JGcf5oUPzUy3WMb0mufnI+VIC44SpxaykPFAIO3u/TCeI2UCkui9FriF/qlvsc61Y2X0iIfA8ARk/YziyL/+9a9TQ/c///M/d//4xz9Oz8WXkn3ufxVjHTnsSufl6NAYG+ze2xbHYnq8N1+9+LO/LPJCttCOOPELRVRNs9AfdLBBAALtCXhdW3MfRIn/+xjXHavj+KXoWGdOVErn5ejQGBvsHmUTxlN75bzsp9d5rk9gnCzSZ+FCgyyGsLferL7EvIdv1izRB4EeBLytrdL3GcZ1sOb4+fPnd+Gl6/Ap6vBSdrBnbot1zF1fOlc6b0me1flg90hbbK8wH8n+vdo6VhbtNQqRX7I44gUTXVY9tPoS8x6+qYJDOAScEPCwtub+2xjXtenxixcvfn0o5fr6+q7Hd9+G0MX/Dc0JZexLzrzeY3vmScws9Tjm1cr2WHcsn+N0AjSQ6axMRvZMaqsvMW9VAEwCghIIDETAam3d3t7++hRy+AWWy8vLpA+nLH0QxQPe4EdgF/6Iztl61uscO6djLfIkZhMfT23JeV5jd2yDHAfdNTJzbN/jWBpIR1ENL69IYvdIaivdPXxzFGZMgYAKAc119f3791+fQg6/wPLbb7+d1am4bkyP4/cZqjjdWWjsb2dTstS3zJWYQXycZVDi4FS7YzvkeElFqsyl+Uc+TwPpJPrhL/rwfh1J9pcvX5pa9uPHj5Nu7QWlLd8UHMog4IBAyzVV8t9FqVuy9/zfxpbhEn9b8m9p35KsGntjn2vkLNm2dD5Fl9i2JGPufIrcuXmcu7ujgXSQBeE9Q/H7D8P7cb59+2ZqWfhCXVl8oZHV3FiwmnSRfUQCNWuq9L+LHt672DvWUjNr+PfwIcXe2Lf4uIe9QeeSzbW2Lcnt5edIemkgO0crfDJw+p1l4f041lv8/sdgk+bGgtWki+yjEchZT6X/XQx/1L569eou1KZeH3TxGNfa5qWXT9Ocif2Q4162LekVu6b7pfGp54M8tjICkCvj1mxW3LiFRA5F2nqz+voe8YsFKyTYQ6CewNJ6mjaLOe9d5L+LaXEJ7OWRNqP/KLE33ve3at0CsXV9VNnVIJutjADkyrg1myULI+znfiqrmaIVQfHL5+/fv18Z2eYSC7YNR6RAQNbS9Cf7cppF/rtYnkdx/S6XojMzti0+Dtokb3Q0t5eqaa+m7PYkfEmkgewcj+nC7mFO/F9Qi5enWLA9oozO0QmE9yqGVws+fvz464uxwwft4vqResx/F9tlQsy8nVR9SSPV4BRbU8YsUa2ZuyTzKOdpIDtHOiSvPHqZIvqtFpKVnl480QuBFgTkV1zib2eI12rKMc1ii0gsy4hjsDzK35WRanCqranjptEonTeVc8TnNJCdox6SVx69TBH9VgtJ9PXyF70Q8EpAmsbwNTiyTlL2qT/Z59XvUe2KYzOSD8HuUbYcW3PGiv8lc2Tu0ffjZNFOIxWSVx69XBT9lgvJUlcvruiFwBqB6fsWt5rGcD28bB2+civ8tnNYQ0EGWz8CPWpnC2/X6u/atRa6c2Xk2JMzVuwomSNzj76ngeycASF55dHLFNFvuZAsdfXiil4IzL1vMfUl6fhXXOI1Gh9DuC+BEWMhNq+RC2O8bLm2aI/3wsWDHX6yxAONDjbIYs5N+pam9rChp78t2SELAkIg/kLu1CYxXnvhOG4aRS57vwTi+Pm18sEyqbuyf7hyfrR1/Xy03rNSO8K81Lmp4/S8HFcyDWTn2Emi90ziHjb09LdzyFG/EwJxw7j18nO8xuSY9y2OnwgSy1Hqmdgp+6UIbF1fmtfyfAsbtmRsXW/pzx5l0UB2jmpIYHn0MkX0zy2m8DOL4f1WJTfIWC7HD3GGxXFYhP8ohvcthu9aDevo8+fPvG+xV6FT0BuvZQXxTUUGW2WLj+XcdJ8yZjqn1fOWutdkrV1r5cue5Txk1J69dOxbSGB59DJT9MeLKdzoaBofYhMz4hgucznAF3L3qmD99MZ50M+KNM3BVtniYzk33aeMmc5p9by17iV5S+db+bF3OQ8ZtXdPnfoXElgevUwU/fFionl8iEvMh2O4SA7QMPaqWH70YeF/WgAABtVJREFUSi6EvfcttjE+XrI7ZczS3JrzWnqncqfPa2w+6lz/Wb/zyIQklkcvV0V/vKA+fPhwsis0k71+ZrEXE/RCAAIQ2CIwVzu35vS4Htf2oH/6fMmm1HFL81PPx3ri49T5qeNi2fFx6nzGnROggTznYf4sJLE8zJX/V6HoZ0H1igB6IQCBEQmMUjuntX36fIl96ril+annYz3xcer8nHFBvjxy5jH2MQEayMdMTM9IImsvmjWnPNiwZh/XIAABCHgkMELtnLu3zJ2b45s6bm5u6rmpjunzVDk544IOCz05No04lgayc9QkkXsmswcbOocB9RCAAARWCYQPFoZP1Mdv5/FeO5fuK0vn5wDkjJ2bv3ZuTvbcuTUZJddEh+xLZDDn7o4GsnMWhASWRy9TRD+LqVcE0AsBCHgnEL6SKdTI8OEp2TzXzrV6vnZNfJN9zliZk7Jfkrt0PkVm6phYRziOn6fKYBwNZPcckOTtmcAebOgeCAyAAAQgsEJgrk7OnVsRYXpp7Z6ydm3OyNzxczLic0vyls7Hc2uPl3SE80vXanXudT7/gewcWUnanonrwYbOYUA9BCAwAAEvP2wgqLzWzq37ydZ18S/el8yJ58vxkpyl8zKvdh/kp+hIGVNry17m00B2jqQkdc+k9WBD5zCgHgIQcEbg69evd+/evXP3gwaXl5cnUl5r5/R+InaK4dPrcn5tXzInlje1YXotfq5xnGP/mq0ato0qkwayc+QkUXOSu7XJHmxo7RPyIACBcQjc3t7e3dzc3IXvnw0NmtcfMgi2BVtl81g75V6yZpuMET9S9yXzxI41HSVy1+TNXSvRkWL7nK6jnKOB7BxpSdCS5G5lugcbWvmCHAhAwD+B+L+L4UMpcQ3aOvbwwwZzP/XqgXrMbs2eMK50y5kbj42Pp7rXrk3Hlj6v0VEzt9TeEeaVZ9EI3g1gY0hMefQyV/SzSHpFAL0Q2DeB79+///r6mzdv3iT/dzF86vnt27e//jPpjc70P6Txy9q9bJU6nqK/ttZvzZ+zZW3O2rUUf7bGtJA/59OW3r1fp4HsHGFJyhYJXuqKBxtKbWceBCDQh0DrD7S8ePHiV8N4fX199+XLlz5OJWqNf+p1+rJ2ooimw6SGpwptcb8RnXP7OTuWdC6dn5NRcq61/NjfEnv2NIcGsnM0eydjKNa9begcAtRDAAIZBKRxfPLkyVntiOvI1rHn/y5moHAxVFjnGBPmWG9zOufOtbTLQn7Qoa2nJZOWsuyzqKX1O5AlydcrAeXLcYN+Dy/D7CCkuACB3RGIX4IuaRzD+xxfvXr160My3v+7OFLwSu8bpfNq2Ex1hufTczXy5+Zqy491WvgT6/NwTAPZOQqSdJaJHrsc648/XRiP4RgCEDgWgbhhnL7fL64ZHj7QcqzIPHgrcXg4k37U434z1Tl9nm592kht+UtWBL29dC/ZpHWeBlKLbKJcSbYeCXd1dXX2ElSiyQyDwGEJjPJ1M3Fd0Timcey7BCSmfa3I0y73OAvbRVeehW1Hi5/xvq2G/tJoIDvHIE6unsd//etfz5rJnrag++GT+bDwwyL362b2FDtegu58o5ioD7k12havB23bR+SjzURD/nhZqEGho0wPN6W//OUvNI/R1ynFhY5jPw0csbCLBQ1jx5tCgmoapHlIcY2YH8HZlgRoIFvSLJAVfx1EnPxWx+GDM//5z39oIGkgyYHEHBjp62YKShJTIOCeQNxAT++V7o3fkYE0kDsKJq5AAAIQgAAE9k5AGkjZ791fr/7RQHqNDHZBAAIQgAAEIDBLgOZxFovpSRpIU9wogwAEIAABCEAAAuMToIEcP4Z4AAEIQAACEIAABEwJ0ECa4kYZBCAAAQhAAAIQGJ8ADeT4McQDCEAAAhCAAAQgYEqABtIUN8ogAAEIQAACEIDA+ARoIMePIR5AAAIQgAAEIAABUwI0kKa4UQYBCEAAAhCAAATGJ0ADOX4M8QACEIAABCAAAQiYEqCBNMWNMghAAAIQgAAEIDA+ARrI8WOIBxCAAAQgAAEIQMCUAA2kKW6UQQACEIAABCAAgfEJ0ECOH0M8gAAEIAABCEAAAqYEaCBNcaMMAhCAAAQgAAEIjE+ABnL8GOIBBCAAAQhAAAIQMCVAA2mKG2UQgAAEIAABCEBgfAI0kOPHEA8gAAEIQAACEICAKQEaSFPcKIMABCAAAQhAAALjE6CBHD+GeAABCEAAAhCAAARMCdBAmuJGGQQgAAEIQAACEBifAA3k+DHEAwhAAAIQgAAEIGBKgAbSFDfKIAABCEAAAhCAwPgEaCDHjyEeQAACEIAABCAAAVMC/w/gfzSzFNE0jwAAAABJRU5ErkJggg==
补上图片
2mm厚PCB插在4mm槽中? 大白小白 发表于 2021-8-18 23:01
2mm厚PCB插在4mm槽中?
是的
POM板容易变形,1、目前4个螺丝不够,固定孔多开些,分布均匀,可以压平;2、大板子拆分成2个小板子,也可以减少变形量 我感觉也可以把pom锁在铝板上,多锁几个螺丝,然后再上机飞到想要得厚度。 盒子做成带底儿的,POM板用胶粘到底下的铝板上就可以了,不用螺钉;
200×240不算大,底板2mm足够,怕变形底板下面可以加几条筋板。
不能直接和铝板接触吗 这不就是锁板加工嘛,可以的呀 。还有因为是赛钢,上螺丝 最好加钢丝牙套 坐看大神们的意见