2011ayoon
发表于 2021-11-12 13:07:00
类似4爪,2爪固定,2爪弹性可动,当2爪到达一定位置(平面位置)就说明已就位
平凡yjr
发表于 2021-11-12 13:15:28
做个带导向的溜槽,使开口做成95,滑下时带微震自动就位
zhangzmc
发表于 2021-11-12 13:48:33
震动盘,做定制专门的出料轨道出料
龙须虎-01
发表于 2021-11-12 16:49:49
震动盘,加上合适的筛选结构就是你需要的。(除非你这盘怕震动、摩擦、划痕、磕碰)。
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+emTjdo+9pv1WGPR/devfHmys/QG3dVZw5ew6znl+AnOLOwnsjD2N2wJhlQ2KPTETPMCJ4fSR05/zh0yxBuqxDwM5QhL0Xi+gZRsQPSUNiZSb0JRYYcq0wOmwwWm8Zx28dy2/8f6Nsb/kahw2GXCv0JRYkds9E3LBURM02IHR1DPz3hECq08HHJUF3JgAhn0chZnIykrqZYXTYxL9HRKRZDMZ0T0arHUkVMqKnJCNocwSkOh2kBl8E7ApBxGsJiBueiqRyuSX8ujmYGi12GHKtSOpqRuyYFIStjIPfoaCbV5VDPotG7OgU6EssDMlulGrJxYAhI3Hw0BH8VXMR46c8Bzm7WHhfapFizkZJ55748JPP4Gq+jpXvf4i8kq7C+/JGqZZc9Og7CF9+/S1czdfxw5ZfMGj4aMhZRcJ7c4fWJeILFr+GCzWXcPbceUyf/SIc+WXCeyN1M+TYkNA/HeHLEuB3JKgllP7pj+AvoxA9w4jEqgwYCi0w2ty834fcMgGuL7IgoV86ouYYEPRtBKQaP/g4JfjvD0bEy4lI6JMBYxZDMhEpi8GY/k62Q19kQewzKS1huNG3JXiujUbs0ynQl8kt9/yK7vPGcu6kbmZET70R3K/5QqrVIeSTaMQPTYUh1yq+Ty/iyC/DK6+/CaerGWvWrkNxRU/hPalVui0fw0Y9g5OnzuD4ydOoHvYUN1HqIK2TDys/+AhNThe2bN2OgU+MRKajQHhvSr3+/NKuWLD4NdReqcORo8fx1DOTPO5eLnIvo92GxJ6ZiFiSCN3xQPg0S/A/EIyIxYlI6Jfesn+HCiaRjRY7DAVWxFenIfz1G8G9WYLfwWBEzte3XEm2iu+TiLwfgzHdZLTakdgzE+Er4iFd8IN0zRfB66IQN8rUMpOsggH0fv3ry2TETEpG4JYw+Dgl6I4FInKeHkkVsur7V7uuvfpj+87dqLl4GWPGTfGqnabdKb+0K1Z99CmcrmYsemUZrLklwnvyZNbcEsyYMw+XLtfi0JFjeHLMeK+9Qnw/JjkbxRU98fa7q9DkdGHT9z+he9VAr1g+Tg/OkGdF7JgUBP4U3nJl+FggIhYnIrFXpvqXKpsdMGTbkNA3A+HLEqA7E4BHG30RvCEScSNSYchRef9E5NEYjAlGhw3xg9IQ/HUkfJwS/A4FIWq2oWWJtMUzw6TRZkdi90xEvJoA3Tl/SHU6hL0Xi8SemR77mkRJs+Zh9LOTcLn2Cn7Y8gvKK/sI78nTZNjz8czE6aitu4pN3//EK+0PwCTnoHf/Idi24zfUXa3H8/MXI6ugXHhfapBqyUWvfoPx45ataGhswoLFr8Ke10l4X6QgswP6YguiZhugOxEIqbFlYjv+CQ9eOWVuCflxI00I2hjR8vnkQDBiJifDUOChr4mIVI3BWMOMdhvih6S1zCo3Swj8IRxxI0zeNSNrdsBQaEHMpGT47w+GT5OEkE+ikdg7gwG5DeTsYix6ZRlczdfxyutv8mrnQ0gxZ6OyagD27DuAU6f/QN/qYUgx88peW1hzSzB/0atoaHRiw8bN6NzjcV4VvQM5uxiTps/Gpcu12LV7H3r1G8z3SQP0JRZEztdDd94f0kU/RCxNaFl+7EVjnNHWsqIt7J04SHU66E4FIHqmkQGZiDoUg7EGGS12JPRLR9B3EfBplhC8IRIJA9LVcd+wGxlybIgdbYL/byHwaZIQ+kEskrqaW3bTVEF/apNVWI5PP/8SV6/V4+nxU7m7cgfJKe6MTz//EtfqGzBm3BTed3wfnXs8ji1bt6P2Sh0mTpvF+2jboKxbFb7+dhMaGpsw6/kFml1q7u0MeVZEP2doWRV1wQ+RC5KgL5W9ekwzyi0bgkYsTWgJyMcDETMx2bsm9IlIGAZjjUmqkBH6QSx8XBICfwpHfHVayy6UKuhNKYZsG2LHpsDvUBCkOh0iX0rirPNtCsu7Y8vW7Thz9hz6DuSVzY4mZxVh8astV+JnPb8A6Tber327NGsennpmEi5drsWWrdvRpWc//h62g5xVhBlz5qGhsQlffLUBBZ26Ce+JOobRbkPcSBP8DgZDqtMhYkliSyB2527SanMjIIe/GQ+p0RcBO0IRPziNm3QR0UNhMNYIQ7YN0TOMkC76we9IEGJHp6h/Ew53vyd5VkTNNtx8T+KeNGlukuBOyrpVYd+BQ9h34BDvJ3ajNGseps58Hk5XM15+bblmdlRuC0tOCZYsfQOu5ut4ddlbsOWVCu/JE5nkbFT1fwKHjxzHkaPH0bv/EE4ueDKzA0ndzAheFwWfZgmhH8VoftWTUbYjsVcmgtdHtrwnq2OQVC4L74uIPBODsbe7MWgEbgmD1OCLiMWJvDp6K/ONq+gfxrQMqh/GQN9Ju4Nq5x6P4+jxk9i6bScKy7sL78fbmeQcjH52EhoanVi2YiWXCWc4kFvSBevWf4MrddcwetxkLuHvAPmlXfHl19+i7mo9nnpmEpfveyBj1o3J7Vod/PcG8+ro7e+P3Ya4USbojgVC96c/Ysc95vW3hxFRx2Mw9mJGhw3RzxkgXfVF4M9hSKzK0PTM8j3fK6sdcSNM0B0PhO5MAOJGmrxq45K2qOjeF8dPnsaPW7Yir6Sr8H60wiRnY/jocahvaMTyN9/VdDgu61aFnbv34vjJ0+jVbzCvbnYgObsYS5augNPVjNkvvMTj1jxIUlczgr6NwKONvohcmARDHie370ZfZEH4G/HwcbVstKnliW4iaj8GYy+lL5MR/FVky0A6T8+NKdr6vpVYWu7BbpYQvixBMx9AOnXtjSNHj+Onn39FbkkX4f1ojUnOxvCnnkVDYxOWLF2hydDSvWogTpw6jW07fkNpl17C+/FG6bZ8TJkxF01OF155/U1NT8J4AqPFjtjRKZAu+MF/TwgS+qVzcruN71v8E6ktV49PBiJ+SBqMfN+IqA0YjL2NbEf8oDToTgbC73AQEgZwIG0vo82O2Gcfg3TJD4G/hCGpm1l4T+5U0Kkbdu/dj+07dyO/lFeKRTHJ2Rg1diKanC48P3+xppa7VvV/Auf/qsE3333PiRk3M8k5GDV2IuobGvH2u6sgZxcL74n+zpBjQ8TSBPg0Swh7K463QD0AfYkFIZ9Ew8cpIeoFveb3VSGi+2Mw9iJGmx3R04yQGn0R8lk09CUW4T15ssQemQjYGQrdOX/EP5HqlRMMjvwybPphCw4dOYbiip7C+9E6k5yDCVNnwdV8HeMmz9DEGbR9BgzFhZpL+Gzd13DklwnvRwtMcjYGjxiDuqv1eHfVxwzHKqPvJCNoYwSkOh1ixj3Ge4kfgtFhQ/RMIx5t9EXIJ9EwFPJzERHdHYOxlzBk2xD+egJ8XBIi5ydxZrSj3tdCC0I/isGjjb6InpLsVR9QMh0FeH/1Gpy/UIOuvfoL74dapFnzMG/hK2hodKJ66Cjh/bhTr36DcaHmEj79/EvuPK2wFHM2qoeOwpW6a3jnvdU861glEntnwO9QEPyOBCGhT4a2jmByF9mO+MFp0J0NQMD2UCR18e5VYET04BiMvYAh34qQtdGQrvoidmyK5jaNcjejw4bIl5Lg0ywhcpF3TDqY5BzMeXGhJsKXJzI7CvHBh5/gz/MXvPbIrK69+uPsufNYt/4b2PM6Ce9Hi1LMLVeOr9U34LXlb2ny3nbVMDsQPzgN0gU/BH0fDn0ZN43qaEndzPD/LQS6k4Etkw4q6ImI1IXB2MPpSywI2hwB3Xl/xFencXbZTYwWO2ImJcOnSUL4m/EwZnl2OB48YgyanC5MmTFXE8t1PVFWQTm2btuJrdt2et0S4+KKnjh85Dg2/bAFWQXlwvvRMpOcjSfHjEeT04U58xZp6t521ZDtiHvKBOmaL0LXxMCQz/uJ3UVfYkHQtxGQavwQPyhNeD9EpC4Mxh5MXyojcGsYdCcDW45iUkFPXu3WDy+rYj12p+/SLr1w9tx5rPzgI14hUrnyyj44f6EGb7z9ntec55tVUI4tW7djz74D3OxNJUxyDiZNnw1X83WMGTeFx2QpSbYj9pkUPNroi/A342HI9sxxxZMY8qwI+SQaUp0O8UNTeUGBiG5iMPZQ+hILAraFwu9IEBIrM4X3oxlmB+KGpUKq0yF0dYzHfYiRs4vxzXffY/fe/cgq5JU6TzB89Di4mq9j1NiJwnt5WGZHIVav+Qxnz5332iXinirNmodFryzDtfoG9B04THg/mnAjFPs0SYhYmuAVt+l4CkOODaGrYv8RjlXQExGJx2DsgfRFFgRuCYP/0UAkVXITCRHih6ZCuuqLsJVxHvNhxiRn47m581Hf0Iiejw8S3g+1TZo1D6+veAfnL9SgpLPn7hx+633tA4aMFN4P/Z2cVYS1X3yFE6dOo6iih/B+vJrZgdjRJjza6NsSiu2eMY54E0P2LeGYy6qJKIPB2OMY8qwI3hAJ3ZkAJPbglWJhzA7EjTBBav1QY1P/hmeVVQNwrb4Bz82dz/uKPUxWQTn27j+IL77agExHgfB+HkT10FFocrowdebz/P1TsdySLth34BA2bNzMY5zcKH5IGqRrvghfEe8xk6veyJBja1lWXePHW9KIiMHYkxgdNoSujoF00Q8JffkHXDjZjthnH4OPS0LUHAOMKj7nWM4uxg9bfsGPW7byw66H6ls9DE1OF54eP1V4L+1VWN4dp86cxaqPPuV97R6gR99BuHqtHi++tAQmOUd4P94msSoDUo0fQj+K8fiNHL2BIc+KoI0R0J0I5FFORBrHYOwhjBY7IhcmQWr05f0wKmKU7YiabYCPS0LsaJPwfu5m0vTZaGhsQveqgcJ7oQeTasnFa8vfwtlz51HQqZvwftoq01GAtevW4/fDR5Fb0kV4P3R/Jjkbk6bPRmOTE48PGi68H2+iL5PhdyQIQZsjYMjj7tNqoS+xwH93CAK2hcJQaBHeDxGJwWDsIWKfSYFPs4SYyclIVvGVSS0y2uwIfzMeUq1OlUuxCsu74/yFGixc8jqXsHq43JIuOHnqDN54+z2POVZn/OSZaHK6GLA8TOuExoHfD3Ojvg5iyLUiaFME/A4FQd+J5xSrTVKlGbpz/ghdE8Pl7UQaxWDsARKrMiBd0SH89QQYrQzFamTItSJocwT8DgRDX6Ke2WaTnIMV77yPYydOIbuoQng/9PBGPzsJjU1O9Oir/g3USrv0Qs3FyzcmZbgk19MUV/TE+b9q8Oqyt/jze0hGqx3hyxJUO4FKLeKHpOHRRl9EPa9X9e1RROQeDMYqZyi0wH9vMII2h8OQy2VXapZUIUN3KgAhn0SrZra5smoAGpucGD1usvBeqGPIWUX46edf8fW3m1R9v26GPR9rv/gK+w78Dkd+mfB+6ME8PX4qmpwuVPV/Qngvnix2bMuqr9hnUoT3Qvcg2xE1ywCfJgnxg7lTNZHWMBirmNFqR9jKOOj+9OeGEB4ifkgafJwSoqcZkWwW38/gEWPwX//1X3AUMJh4k8cHDYer+ToGPqHeY4+GjXoGrubrPJrJw2U6CvD1t5uwddtOWHJKhPfjiZIqzZBq/Fp2oOaqL9UzOmwI+TQauhOB0JdyyTuRljAYq1jsmJYZ5rin1LupE/0zo2xH5KIkSHU6JPYUf5zW4BFjUHPxMtKsecJ7oY6TbsvHl19/i59+/hVmR6Hwfm7nyC/DwUNH8MGHn/B3zwt07dUf9Q2NGD/lOeG9eBpDtg1BmyPg/1sIDPlc9eUp9KUydCcCEfpxDM+YJtIQBmOV0pfJ0J3zR9jbcZxh9jCGXCsCt4YhcEsYDNliB1QGY+/Vq99gOF3NqB46Sngvt5s5dz5qr9ShtEsv4b3QwzPJOViydAXOnD3HncXbw+xA1GwDpAZfHrHogeKGpbacOMHl70SawWCsQkabHaEfxcD/aCD0xerZyInaLrEqA1K9L6JmGYQuqWYw9l7ptnys/2YTNn3/k6ruNc4v7YrzF2punIHLXdC9RX5pV/x5/gIWLH6VP9c2SuyeCalOh8h5ep4m4YGMlpYTJ3Tn/JaNF6oAACAASURBVLmLOJFGMBirUNyI1JYl1CO4hNpjyXZELkiCVKtDUldx94czGHu3foNHwNV8HT0fV8cO1SY5Gy+9vBR/nPsTOcWdhfdDHWvGnHm4dLkWheXdhfeidkaHDcEbIhGwK4TnFXswfbEFuhOBCHs/FkYLJzeIvB2DscoY8qzwOxjcsrOxjX+EPZkhzwr/A8EI+VTcz5LB2LuZHYXYvnM3PvjwE1Ucp1NYVolLl2sxY8484b1Qx8sqLMep039g8avLeNX4PmLHpMDHJSFhYLrwXughf5ajW36W8dXcpZrI2zEYq4nZgai5ekhXdNyF2kvEDW+5+h8/RMyAymDs/cZOmIYrddeEX8VLMWdj/qJX8ce5P3lmthebPvtFXLxUi4JO3YT3olaGAiv8j/Iqo7e4efV/W6jwfUOIyL0YjFVEXyZDqvFD5Pwk3o/kJYx2G4K/ikTAdjEDKoOx98suqsD5CzWYNusF4X38ef4C5s5fJPw9IffJKe6MP89fwJx5/DnfkdmBqOf1kC7rkFTB+1K9RWJVBh5t9EXsuMeE90JE7sNgrBayHeHLEqA7HQB9ETfc8iaJVRnwaZIQO1b5nS0ZjL2fSc7Ginfex2979gs9umnC1FmovVKHwrJK4e8JuU+KueU+8pOnzsCRz/PRb6cvvTHBvSBJFWfZU8cwynaErYyD35Eg3jNO5MUYjFUiqYsZ0lVfRE8zCu+FOpbRYkfoqlj4HwiGIVfZAZXBWBt69x8CV/N1dK8aKOT55awi7Nl3AG+tXKWKe53JvUq79EJ9QyNGPj1BeC+qItsRsTixZRdjnijhdfg5jcj7MRirgWxH+Bvx0B0P5Eykl0rsngmp0Vfx8xAZjLVBzi7G4SPHsXDJ60Kev+/AYS3BvE+18PeC3C/Vkou1X3yFzT/+jHSbeo4KE01fKkO66IeouXrhvZAb8LMakddjMFaBpHIZ0hUdoqdzFtJbGS12hK6Ogf/uEBizlLvXmMFYO15+bTkOHjoCOatI0ec1yTl4b/Ua/Lp9FzIdBcLfB1JG9dBRaHK6UNG9r/Be1CJyvh6687xa7M2SupghXfNFzATea0zkjRiMVSByQRJ05/xhKORg6s0SqzLg45IQNyxVsedkMNaO1uXUXXr2U/R5c4o7o+biZUyYOkv4e0DKseWV4sSp05i38BXhvaiBocAK3R8BiFzEe4u9mVG2I+z9WPjvDeYO1UReiMFYMEO+FbozHEy1wGizI2hjBIK+jVDsXGMGY+2w5ZXizNlzmD77RUWf98kx43GtvkH4cVGkrBRzNpYsXYEDvx9WfJWCGsWMfwzSNV/uRK0BrZPc8U8oN8lNRMpgMBYs9ukUSA2+SOrMc4u1IG5EKnycEhK7ZyryfAzG2mGSc/DhJ5/hu80/KvbzTrXkYu269fjmu+/5O6ZBPR8fJHTTN7UwOmwI2B6K0I9iYORRi17PaLMj6PtwBH8ZxXOqibwMg7FARpsdgT+EI3gd/7hqhSHXCt2xQES8kqjICgEGY20ZM24KLl2uRVZhuSLPl11UgYuXavHspOnCXzspz5JTgqPHT+LFl5YI70WkhD4Z8GmWkDAgXXgvpIzY0byoQeSNGIwFSqo0w6dJ2XtOSbzIhUnQnQpQZFdLBmNtKetWBaerGb37D1Hk+aqHjkJDoxPFFT2Fv3ZSXoo5G8vfehc7ftuDDLtGd6eW7QhfEQ//A8GKbqxIYhkKrNCd8+cO5ERehsFYoMh5eujOKBOQSD0SKzPh45QQPyTN7c/FYKwtlpwSnDr9B2bMmef250oxZ2PZipXaDkWE6mFPoaHRiaKKHsJ7EcGQZ4XubACiXmBA0hTZjrC34uC/NxhGBydEiLwFg7EgRocN/vuCEb4iHsm8J0lTjHYbAraFInRVrNt/9gzG2mKSc7Bu/TdY+8VXMMk5bn0us6MQ+w4cwqJXlgl/3SRObkkXXKm7hifHjBfeiwjxQ9Lg45SQVMkltVqT0D8dPs0SEnsps2cIEbkfg7EgiT0y4ePiPUlaFTXLAN2f/m5fLcBgrD1z5y/CkaPH3b5TcFFFDzQ0OjFgyEjhr5nESbflY8vW7Xj73VUwydnC+1GUbEfYu7EI2BEKo51XDbXGkGuF7mQgIhckCe+FiDoGg7EgUXMN0P3BZdRalVRpbjnuodq9y6kZjLVn0PDRuFbfgLySrm59nieefBpXr9W7/XlI/RYueR37DhxCpqNAeC9KMuRaoTvNZdSa1bqc+rcQLqcm8hIMxgIYbXYEbglD6OoYLqPWKKPDBv8DwYhYmuDW51FbMG6QfIFHHrlpXuzdZ9pv/1o88gg+C4u649dWG1L/6esbJF98FhaFakMq9gUEC3/dSmrdgKt7n2q3Ps/Lry3Hnn0HNBeG6O8GjxiD+oZG5Jdqa5KkdTfqxN4ZwnshMeKfSIVPk8TdqYm8BIOxAPoSC6SrvogdbRLeC4kT/noC/Pe5d+MOtQXjVq0htkHybdPX3itAfxYWBTzyyD8F4NZA3BqUqw3a2fk9q6Acl2uvuPWezzRrHjb/+DNWfvCR1y2f5eRN+xVX9EST04W+A4cJ70VJUS/qW04YyOHVQq3SF1kg1eoQO+4x4b0Q0cNjMBYgfmgqpEZfJJXLwnshsb8Hjzb6IqnCfb8Hag/G9wseyRkO7AsIvmuwbQ3FdwsjreH4fs/hTcyOQvx++Cjmzl/ktuew5pbg7LnzmDhtlvDX6y6cvGk7S04JTv9xDlNmzBXei1KMVjsCfwxH6Idc+aVlRqsdgT+EI/Qj/h4QeQMGYwEiXk2A/35u8a91+hILpGu+iBvpvpUDag7GrWHhfsHjbsG42pD6t7BxJ/cKzt4o1ZKLTd//hJXvf4gUs3uu5rZeIewzYKjw1+sunLxpu1RLbssKAjf+zqmNocAK6ZIfYnilUPMi5+mhOx4IQzY/0xF5OgZjhRmtdgRuDUPYyjgkm8X3QwJ/F+w2+O8OQfjr7rvPWM3BODnD0abgcbfQ0Rpc7nel7bOwKI9fqtoeJjkb769eg2+++95tRzb1HTgMjU3efXYtJ2/aZ/lb72LL1u2q+1vjLgl9b9xfXMmjerQuvvrGkV28z5jI4zEYK8xQYIV0kbPM5ECy2YGwlXEI3BoGo9U9S7DUHozbEjzuFDpaA0dblrm23tsp+jUradEry7Br9z6k2/Ld8vhjJ0zD+Qs1sOWVCn+t7sLJm/aZMmMuTp05Czm7WHgvSoieZlTkyD1SP32JBVK9L+JGcN8YIk/HYKywxJ6ZPBCeboqZ8BikGj+3fbhSezBOzrh/8LhT6GhdftrWq2yefP/mg5g++0UcO3HKbWcZL1j8KvbuP4gMu3uCtxpw8qZ9Bg0fjavX6pFT3Fl4L24n2xG6OgaBP4TDaOF9pVpndNjg93sQIhd57u0QRNSCwVhhsWNSIF3RwVBoEd4LiZfQJwM+LglJle5ZguUJwfh+weNOoaP1Spwn35fpTs9MnI4/z1+ANbekwx/bJGfjgw8/wYaNm922VFsNOHnTPpVVA+Bqvo6yblXCe3G3m7fBuPm4PfIQsh0ha6MRvCESRm7AReTRGIwVFrE4Ef4HuPEWtbi5BGu4ez4Ue0IwTs74R/C4U4i4PXS0Xonz9J183enJMeNx6XItHPllHf7YqZZcbNz8I95d9bFXb7TEyZv2ad2QrVe/wcJ7cTdDnhVSDW+Jon+InKeH35EgfrYj8nAMxkqS7Qj5IgrBX0ZxVpGQnOGAIdsG3akARM02uOXxPSUYtwYPPPLI37729tAxLzbprl9LLZ548mlcqbuGrMLyDn/sdFs+du3eh0WvLBP+Ot2Jkzftk1PcGXVX6zF4xBjhvbhbUmczfFwSEvqlC++F1CFulAlSnQ76Iq4GJPJkDMYKMtrs8N8dgojXuPyKWhitdgT+HIawd9yzS7mnBOPkjLsHDwbj9hs0fDTqrtYju6iiwx/b7CjEkWMnMHPufOGv0504edM+trxSXKi5hNHPThLei7slDEiHT5Pk1jPoybMkVrXsUp7UjTtTE3kyBmMFGXJs0J3zR/SUZOG9kErIdoR+FIOgjRFuWUXgScH4bsGDoaP93BmMLTkl+OPcnxg/eabw1+lOnLxpHzm7GKf/OIeJ02YJ78XdYsemQLrkB0M+d6SmFvoyGT5NEuKr04T3QkQPjsFYQfpiC6RrvogboY2lddQ2ES8nwn9vMIz2jr83yZOCcXLGnYPHg4aOakPqHYl+7Upw51JqW14p/qq5iNHjJgt/ne7EyZv2MTsKcfT4ScyYM094L+4WNVcP3bFA3k9KNxnyrZAu+SF2bIrwXojowTEYK+jmfUl9MxR/7rhhqYhcmITIhUnwOxCM4HUtwSNyYRKkRl/8Cx7Bv+ARSI2+N//tfm7/3lsfI25Y2wNI8Lqovz1Oax/B66IQufD+m9d0xGOIEj3dCN2ZABiyGYzvFDweJHTsCwi+ufnRrTz9SJy2enLMeFy85J7Nt+x5nXDxUi2eHDNe+Ot0J07etE+mowC/Hz6KOS8uFN6Lu4Uvj0fAtlC3nT9/L948lnvyOG7MskF3MhBRs9yzXwgRKYPBWEGJvVrOMHbX0Tz3EjcsFX4Hgm8ONq0DTev/jhuWirhhqTf/2/0GxNbB604DVevztGVQlhp97/hcrX205XE64jFEih2TAumyzi3L8jwtGCdn/D14PMzGRve6L9SbPTtpOs79+Zdbjmty5Jfh0uVajBg9TvjrdCdO3rRPpqMABw8dwZx5i4T34layHaEfxwg7msdbx3JPH8dv7iGzJFF4L0T04BiMFZTQ/8aGHeXiNuyIXJh0c7CUGu/8AezWr7nTv7cOpG0ZbO/Vi9+B4Ls+x6193Gsw7IjHEC1+aCqkel/oSzp+N0tPDMa3B487HYVzv3NlW7UGFE8NGw9qxpx5OHr8JMyOwg5/7NYrxiOfniD8dboTJ2/aJ9NRgENHjmH2Cy8J78WdjLIdwRsiEbomBskCT5fwprHcG8Zxo8WOwC03NtJUQT9E9GAYjBUU/0QqpAb3BKC2ah1g7jfQ3WsWufX777WsqXWm+V4D7r/gEfgdCL5nH8Hrou75NR3xGKK17nCqL+v4CRNPDMbJGf8cPO51Ruydjs65lVaD8cuvLceO3/Yg3Zbf4Y9tyyvF+Qs1GDNuivDX6U6cvGkfs6MQx06cwrRZLwjvxZ2MFjsCfwpH2EqxAcibxnJvGMdvTph8LHbChIgeDoOxguJGtJxzZygUH4zvN/PaunzpTgNR671N9/r+tg6m95olTs74x7Ixdz6GaAl9M+Djcs/RH54ajG8NHncKHa3/fr/H8ZbQ0R4mORurPvoUX3+7CSY5p8MfXyu7D3Pypn1u7lY+5TnhvbiT0WpHwLZQhC+PF9qHN43l3jCOJ8t2BK+LQsjnUQzGRB6MwVhBcaNMkK7oYCgQd8RDWwfTts5G/9Pru7EpSOuyqPsNpm29B+peOuIxREusuhGMu3T8veeeGoyTMxz/dN/lnZajtmWpqreEjvZIteRi848/4+13VyHFnN3hj9+6ZNbbN1ni5E37aGWJvdFmR8DOUIQvTRDahzeN5d4wjifLdoSsjUbwl1FC7j0noo7BYKwgTwrGccNS7zuY3rrBR+ug5ncg+J92uLzfIHfrJiKts9rt3XmyIx5DJAbjO7s1eNwp/Lb++72uyHlL6GgPs6MQh48cd1twTbflY/vO3Xjl9TeFv1Z34uRN++SWdMG1+gYMfGKk8F7cqTUYR3hIMPaUsdzTx3EGYyLvwGCsIE9aSn2/wbR1EJMafe+5m2VbZn9v32XzQXag7IjHEIVLqe/9dfcKFvcLHm29audNsgrLUXulzm27RpvkHKz/ZhNWf7wWJrnjr0irBSdv2qe0Sy84Xc3o3qdaeC/u5GlLqT1pLPfkcTxZtiPkiyiEfMGl1ESejMFYQfFPuG/34bbqiMG0dQb5frtFt3Uwvf15bx0Y73ffkbseQ0la3XyrLee1toaGu31ttSH1Zni+fZOjW0PJ/TZA8ibllX3gar6OyqoBbnn8FHM23nlvNTb/+DNSLbnCX6+7cPKmfXo+PghOVzNKOvcU3os7qW3zLW8dyz1tHOfmW0TegcFYQa3HNbkjALVVe+9Lun0wuvVeoHt9/4MOpg/yXO5+DHdz54SJ2oLx7We2tmXX3raE6M/Cov52Juyd7vvUgiEjxuDqtXrklnRx23PMmbcIh44cc8txUGrByZv2Gf7Us6itu4qswnLhvbiTWgKQlsZyTxjHbx7XJHjChIgeDoOxghJ7ZcKnWUJSt46/l7StHnYny7bMMCdn3H8wDV4X1ablUfd6nI54DDWIHZMC6bIOhvyOv/dcbcGY3O/Fl5bg98NH3RpaRz49AZcu1yKrwPtCECdvHsxzc+fj6PGTkLOKhPfiVrIdoWtiELwhUui9pN4ylnvLOG602eG/OwQRryQK74WIHhyDsYKSOpvh45KQ0DdDWA9tHUzvtuHGgw6mtz9O66Ye9+u3dVC/02DYEY+hBtHTjdD9EQBDtq3DH5vBWFtSLblY/80mrFm7zq33//bo27JstlPX3sJfM4lnkrPx7qqP8d3mH716eX2r8DfiEbAtFEar+oOx2sdybxnHjVk26E4EImq2QXgvRPTgGIwVpC+2QLrmi7jh4v6w33p0w71mgO927uGtG3Xc7TnihqX+bTC+/bHaOqi3Hhdxr9fyMI+hBhGLE+G/LxhGO4MxPRxrbgnOnD2HqTOfd+vz5Jd2RUNjk9fvQExtk27Lx6/bd+H1Fe8I70UJUc/r4X80EEZHx//NbitvGcu9ZRw35FkhXfRD7DMpwnshogfHYKwgQ44NunP+iJmcLKyH1kGodZC5dRfKWze7uNNA2qp1oLz9a1oHUb8DwTcfJ3hd1M3/fvvX3rqpxu0D+6293G3Q74jHEE62I/TDGAR9FwGjpeOvPjAYa0tF975wuprRo+8gtz6PnFWE4ydP47m584W/ZhLPntcJf9VcxNgJ04T3ooTYZ1IgXfSDIU/80YuePpZ7xTie4YC+TMajjb6Ir04T3gsRPTgGYwUZ7baWe1BeFXf+4e2zs7cfjXC3IxtuF7wu6uagerdBrfXf7zbYtT7X3R7L70DwPQfCjngM0YzWWzbsMHf84zMYa8uzk6bjQs0lt9/7a5Jz8NWGjfj08y9hknOEv24Sq3Un9O5VA4X3ooTWkwSSytWzkaanjuXeMI4nZziQ2DujZQ+ZSnF7yBDRw2MwVpBRtt/caELUph1tXbZECv1OZNmgOxmIqDnuuS+JwVg7THIOPv38S3z97SZF7vOcM28Rjhw74f2bLdF9jRo7EbVX6pBdVCG8FyUkdbmxX8jj6cJ64FiuLnEjTZDqdNAXiTuOk4geHoOxwiIWJ8J/v3vuJ20LDqbqoi+xQKr3RdwI98yGMxhrhz2vE/48fwFTZsxV5Pn6DR6BxiYniiu8+9xaurcUczbeePs9bN22E+m2fOH9KMGQf+N+0nGPCeuBY7m6RL0o/r5zInp4DMYKi306BVKtDoZCMbOK99qMg5SXWOXe5VcMxtrRd+AwOF3NKK/so8jz5ZZ0Qd3VegwfPU74aydxMh0F2Lv/IF5+bbnwXpRy87aopeJui+JYriKyHSGfRgs/wouIHh6DscJazzJO7Jmp6PPeuoPlrTioihUz/jFINX5uOcM4OYPBWCtSzNl4bflb2Lv/oFvPL75Vui0fv2zbgbdWrnLr0VCkbkUVPdDQ6NTWDuWyHaGrYxC0OdwtmybeC8dy9TE6bPA7EIyIxTzDmMjTMRgrzFBghXTJD7HPiluCRSphdiDs7biW8zBt7vlwxWCsDdbcEhw7cQrzFr6i6PPOW/gKjhw9Djm7WPh7QGKMGjsRtXVXkVvSRXgvSoqeboTunD8MueJ2piZ10JfcOIrzSZPwXojo4TAYK8xosyPg1zCEveOeXYjJcxjtNvj/FoLw5fFuew4GY23oW92yjLpLz36KPm+vfoPhar6u+POSOpjkHHz86Rf4bvOPmvsbk/B4Onxc3IWYHEgYmA4fp4SkLvxdIPJ0DMYCRCxNgP++YG7SoHH6Egukq76IG+W+WWYGY+9nknOw8oOPsH3nbmQ6ChR9blteKU6dOYtZzy8Q/j6Q8rIKynH+Qg0mz5gjvBelGQotkC7rhG7AReoQ9aIeuhOBMGTzMx2Rp2MwFiBueMu5ffoycWcgknjxQ9LwaKMvkirc93vAYOz9cku64OKlWkycNkvx5zbJ2Xhr5SohoZzEqx46Co1NTnTq2lt4L0prPYM+dHUMkrnhkmYZrXYEbQ5H6Br+HhB5AwZjAfSlcsv9KE/xfhQti1ia0HJ0lxtXDjAYe78JU2fhcu0V5Jd2FfL8/QaPgNPVjIrufYW/F6Qck5yDDz78BFu2bkeGXRvHNN0ucj6vFGqdvqhl5UDMeK4cIPIGDMYCGG12BP4ShtAPYjnDqFFGhw3++4IRvsy9x30wGHs3ObsYe/YdwNvvroJJzhHSgzW3BCdOnVZ84y8SK6e4M2ouXsaEqcqvVFCLhMfThZwyQeoRPzgNPk28v5jIWzAYCxL1vB660wHc0VKjkrqZ4eOUED84za3Pw2Ds3aqHPQWnqxmVVQOE9ZBizsaiV5bhyLETsOaWCH9PSBljxk3BlbprKCyrFN6LKIY8K3R/BCBqrl54LySA2YHwFfHw3x3CPWOIvASDsSCJPVvOM07ony68F1Je9EwjdOf93XZ+cSsGY++VYc/Hpu9/wvoN3yHdJnYpa+cej6PJ6UL1sKeEvy/kfhn2fGz5ZRs++uRzYSsVVEG2I+z92JYj9+wMRlpjyLFBdzwQkQuThPdCRB2DwVgQo8MG/wPBLUf18NgmTTHabQjcqsymLQzG3qtv9TC4mq/j8UHDhfeSbsvHxs0/4qsNG/m7pgE9+g5Sze+eaPFDU1uW0nbjUlqtSeh/Yyl9VYbwXoioYzAYCxQ5Pwm6UwEw5HE5tZYkVd5YRj001e3PxWDsnTLsLUF04+YfVbPx0RNPPo0mp4tnGns5k5yD91evwY7f9kDOKhLej2iGfCt05/y5nFprZHvLMmo3b6BJRMpiMBYosTJTsYBE6hE5Pwm6M8pMiAweMQb//d//H7KLKoS/buo41cOegqv5OvpWDxPeSytLTgn2HzyMN1d+oO3ltV6uU9feuFbfgDHjpgjvRRVkO8LeioP/vmAYsxiQtOLmhMgLnBAh8iYMxgIZbXYE/hSOkM+jYLRwd2otMOTY4HckCBFLExRZQl/RvS/qGxoxfvJM4a+dOoYlpwTbd+7GZ+u+Fn5v8e3GTZ6Bq9fqUdqll/BeqOOZ5Gy8tvwtHD1+Eva8TsL7UYvW3am5Z4h2xD1lgtToy92oibwMg7Fgsc+kQKr3RVKFLLwXcr+4YanwcUpI7KHM8R4mOQevvP4mzpw9h7wSMefcUscaP3kmGhqb0LVXf+G93M6e1wlHj5/E6yve4VVjL1TSuSeu1F3DpOmzhfeiJkaHDQE7QxG6OgZGHsHo9Yw2O4I2RyD460gYrfx5E3kTBmPBDAVW6M4GIPIl7mro7YxWO4I3RCJoUwSMNuUG07ySrjhz9hyWvvE2w4qHK+jUDef+/AtLlq5Q7c9y/OSZuHqtHuWVfYT3Qh3HJOdg+Zvv4ujxk3DklwnvR21iJiZDqtMhqZyT3N4usVcmfFwS4obxNjgib8NgLJrZgchFSdD9EQBDATfh8maJvTPg45QQN0L5wXTshGlobHKid/8hwt8HejBp1jy8/e4qnDh1GjnFnYX3cze2vFLsP3gY769eg1RLrvB+qGN07vE4Ghqb8MzE6cJ7USNDoQW6c/6IXMBJbm9mlO0IWxkH/wPBMGTznnIib8NgrAJJFTKkOh2ipyYL74XcwyjbEfpBLPz3iRlMzY5CbNi4Gdt37oYtr1T4+0Ht17rh1ojR44T3cj/DR4+D09WMqv5PCO+FHl66LR9rv/gKO37bA0tOifB+VMnsQORLSdCd84e+yCK+H3KLpM5mSFd9ETOZn9eIvBGDsRrIdoS/GQ+/I0E8uslLJVWaITX4ImbcY8J6qOjeF7VX6jBv4SuqXYZLd5Zb0gVHjh7Hh598proNt+4k01GAjZt/xE8//8ojfbzAoOGj4Wq+juqho4T3omb6MhnSZR2iZhmE90JuINsR/npCyzGb+fysRuSNGIxVIqmrGdI1zkJ6I6NsR9h7sfD7XezER4o5G5Omz0Zjk1NVx/zQvaXb8rHyg49w+o9zKCyrFN5PW3WvGoiGRifGT3lOeC/04Bz5Zdh/8DA++uRzj5iUEUq2I+KVROj+COBVYy90c3XfDKPwXojIPRiMVcJ447B43clAGAo5oHqTxF6ZeLTRF7ECrxa3MjsKsXbdehw6coy7VHuIp8dPhav5Op548mnhvbSHSc7B4leX4a+aiyjp3FN4P/RgP8MFi19DzcXLPIKrjfRlMqSLfoicp1fkSD5ShvHGedW644G8WkzkxRiMVSSpQoZ0yQ9RL3JA9RZGmx3B66IQsCtENRt1FJZV4vjJ01izdh3MjkLh/dDdVVYNQO2VOrz82nKP3Mgqq6Ac+w8extovvkKmo0B4P9Q+vfsPQUOjExOmzhLei8cwOxA5Tw/poh93qPYiib0yITX6ImaC+AluInIfBmM1MTsQ9aIe0mUdkjrz0HhvED80FT7NEuKHqutYh36DR6Ch0Yk5Ly7k/cYqlVvSBXv2HcCmH7bAmuu5Gx71GzwCTU4Xxk2eIbwXarusgnL8tmc/1n+ziRNo7WQotEB3IhBhK+NgtPCcW09ntNsQvD4SATtCVTPBTUTuwWCsMoZ8K/wOByH0wxgeHO/hDHlW+O8NRsgXUYqeW9wWJjkbU2bMhdPVjOFPPSu8H/pncnYx1q5bj5OnzqC4wrOXIZvkHCxc8jou115Bl579hPdD95dmzcOyFStx/kINOnXtLbwfTxT7NcUn1AAAFnJJREFUTAp8nBIS+qcL74UeTtwoU8sE9+A04b0QkXsxGKtQ3MiWP8I8PN6DyfaWq/91OiRVqvPqf4Y9H8vfehe1V+rQq99g4f1Qi3RbPl5d9hbqrtajz4ChwvvpCLa8Umz5ZRt+3b4Ljvwy4f3QvY0aOxGu5usY+fQE4b14KqPDhqCNEQjYFgpDDq8yeip9kQW6Y4EIXc2LFURawGCsQkabHSGfRMPvcBA34vJQib0yIV3zRdRcg6rvF7fmlmDd+m9w6vQfKK/sI7wfrUu15OK5ufPhdDVj1NiJSDFnC++po5RX9sFfNRfx5soPkGHn7sZq1a13f1y6XIvXlr+FNGue8H48WWLP1nFAj2SZocrTGC12hC+Ph+68P+8XJ9IIBmOVSqqQoTvvj/AV8bxHycMYcmwI3BKGwF/CPOJKQXZRBX7+dQf2Hzzs8ct2PZlJzsH4yTPhar6Oac8975X3fg8dORZOVzOmzJgLk+w9od9b5JV0xd79B7Hphy2w5ZUK78fjyXZEzdVDuuaLxKoM8f1Qu8QPSYOPS0KMCk6UICJlMBirWOwzKS1LqkeYhPdCbWOU7YicnwTpqi8Se3vOB6HC8u7YvXc/du7ei8Ly7sL70RqTnIMx46agyenCiy8t8dordSY5B3NeXIjGJicGjxgjvB/6B2tuCb78+lscO3GKE2QdyJBjQ+BP4S1LqgWeY0/toy+xwP9oIEI+jYbRrv4JbiLqGAzGKma02RG6Kha6PwKQVMFlPJ4gfnAafJokRM8wetzSuZLOPbH/4GHs+G0Piip6CO9HK0xyDp4ePxVNThcWLnnd65cZZzoK8M57q3HxUi16Pj5IeD/U8jN5c+UH3G/ATRK7Z0K6rEP40gSuAPMARrsNoR/HQHcqAPoyfvYi0hIGY5XTF1vgdyAYQRsjPGJZrpbpy2ToTgQi5LNoGB2e+bMq7dILe/cfxN79B1HWrUp4P94u1ZKLidNmwelqxksvL/X6UNzKlleKrzZsxKnTf6Cie1/h/WhZui0fCxa/hoZGJ4aOHCu8H28VO+4x+DRLiB2dIrwXugfZjugZRvg41XfMIhG5H4OxB0jomwGpToeIVxO4K6JKGXJsCPo2An6Hg6Av8ewN04oqemDbjt9w7MQpdK8aKLwfb5Vhz8fc+Yvgar6OufMXId2mjVDcKruoAlt+2YZDR47xSCBB0qx5mP3CS3C6mjF2wjTe9+1GRqsd4SviIV3yQ2KvTOH90J3FD0qD1OiLyPl6GD1s1RcRPTwGY09gdiBmfMtsc8yExzxuia63M9rsCF+WAKlOh4S+nnNf8b3klnTBho2bUXPxMgYNH80PzB3MmluCFe+8jyanCxOnzfLae4rvp6BTN2zfuRv7Dx5GaZdewvvRkjRrHp6bOx+u5uuYPGOOV272pjaGPCsCfwyH//5gj59A9UZJXc3QnQlAyFrPXfVFRA+HwdhDGK12RCxJhFTvy0PmVcTYuuzKJSF2bIqqj2ZqL1teKVa+/yEam5yYOvN5zSzzdbfCskp88933uHS5FkNHjtV8ICksq8SOXbvx++GjPDJMIem2f6xWmDrzeaRacoX3pBVJFTJ0xwMR9E0kN+NSEX2xBQE7QhGwKwT6Ik5aEGkVg7EHMWbZELomBtIFPx79oAZmB2LHpMDHKSHqBb1XbqqS6SjA7BdeQpPThZXvf4isgnLhPXkqk5yNPgOG4sixEzh46AiXqd+ioFM3bNm6HSdPnUH3PtXC+/FmZkchlix9A05XMyZMncVQLEBC3wxIl/wQ+kEsr0yqgCHPiuCvI6E7HYCkbmbh/RCROAzGHsaQb0XQ5gjoTgYiqZJ/wEWKG5YKqd4X4cvjvfo4B5OcgyEjxuDP8xewc/dedK8ayKXV7WR2FGLarBfQ0NiEz9Z9jfzSrsJ7Upuc4s74+ttNqLl4GdXDnuLvmBvY8zrh/dVrUN/QiNHPTtL8agWR4oalQmrwRfjrCV49fqidIduG0I9iIF3yQ8Lj6cL7ISKxGIw9kL7EgoBtofA7FISkLgzHIsQPToN0RYfQVbEwZmnjQ02nrr2x6fufUHe1HlNnPg85q0h4T56gpHNPrFv/DRoanZj1/AK+b/dgyyvFu6s+RkOjExOmztLchmTuVFTRA5t//Bl/1VzEwCdGcuJBNNmO2LEtK44iFicyHAtgzLIhbGUcpKu+iB/CW9SIiMHYY+k7yQjYFQK/34OQ1JXhWEnxg9Mg1eoQuiZGc0doWXJK8Pz8xWhodOKb775HRfe+/IB9F5mOAoydMA3nL9Rg34Hf0WfAUL5XbWB2FOKFBS/D1Xwdy1ashC2vVHhPnsYkZ0POKkJheXcMfGIkXnxpCf7Pf/v/27v3eK/mfI/jf7WVXHJJEdWMcmlXO7vaUhRJYpCRXKaZcRlmXI774OEw4zpDiIoQoVBKTTFIyG1cUhKlmy667Z2Zw7iM88c5M3+8zx9xBkdztpRfe6/nejyef+7HY/3W77cfv99rrc/6rg/ywksv5+DDji75/rFO6/KKNDvjh+vi+Gpx/H1qVfl5FK/YIjsPalOv1gcBNpwwrsNa9ixP42lNsuWMrbLroR7/sMmVV2TnQW1StqxhmoxsllZdirlwSpvyyhzWf2Ceenp6li57LxddeoV4+drx6d2vfx56eGJWr6nOtdff7N7sb6lt+y756Sm/yqLFSzLlsScsyrUeu7erzJ4dq1K534Hpd9SxOfv8i3PnPffllddez8pVq1NdszZLl72Xp6c/n5tuvS1dexjh39x8OY63v76Fe46/B626dkiTO5ulbLkoBr5KGNdxLfcvz1aPbZeGbzdOi6PdH7OptG5fkWa//GHKVm2R7YY1T6tKP146dOmRiy69IkuWLc/zL/4pAwedUviVq7v06J3fXnN93luxMlOnPfv5VWL3cW6o3v36Z+q0Z7Ng4eKcfPpZhR6tbtu+Szp23T+9DjkiP//FmbnhpqGZOu3ZLFm6LNU1a7Ny1Zq89vqs3HPfAzn3wktz+NHHpXP3g7JXRVV2b2dSYbNWXpHmp+6espVbpMmI5lar3oRa7tc+2zy0Y8oWN8oux7cVxcBXCON6oFW39tlmTNOULWuY5ie38VD6jax1p45pelnLNKgpyw7X7uqM/pe0Ka9Mzz4/yl333J/qmrUZO35iDus/sHDP5a3oekDOOu/XmfP23Mx7Z0HOPv/itO/co+T7VR90quqZ3w0ekuqatRlx16jse0Cfku/TpvTlMegBJ/w8l/3mmoyfODlvz30na6prUl2zNvPeWZBHJk3JFVddl2N/cnL2O/DQlO+zn5MwdVl5xboFuRY3ytbjd0jL/ctLv0/1zG6926Xx1CZpOKdxWvR3IQH4v4RxPdGqc8dsf/MuaVBdlqaXthRvG+u4VnXIdrc1T4PVZdnp/NZp3dFJh2+yR4euOXLAiZn82ONZU12Te8c8lH5HHVvvr/B1quqZX519QV6bMTPLlq/INb+/0YrTm0Db9l0ycNApmTHzjcx5e25OPv2s7N1p35Lv13exe7vK7FXx1THou+65P6++NjMrV61Jdc3aLFm2PNOefS433jI8J59+Vg469KhUdD3AI5bqsRZH7JWGr2+VRi9tk10P91jGjaK8Ii2O2TMNZzfOltO39UQPYL2EcT3SuqJjdrqwVRqsLkuTkc3SsruH1H8Xux3SLo2f3C5lCxpl50FtXYmvhXaduuW4Qafk8anTsqa6JmPHT8wxx/8s5ZXdS75vG0ub8spU7X9wLrjk8sya/WaWLV+RwUOGZf/eh1lcaxPr0qN3Bt887H8/W30OP7pOXCX9+hj04JuH5amnp391DHrGzNx975icc4Ex6KLb7cDybDV5+5S92zDNT909rTv47tlQrSs6ZqdzfpCylVtk29FN/S4C/iVhXN+UV2SX49um4VuNs+VL26x7Lp+g+1Zad6hI81N2T9nCRmn8VJPs2tfCZt9Wu07dMuCEn2f8xMlZU12T51/8U84+/+Lse0CfOhEy63tNhx55bIYMHZF3lyzN/IWLcvXvBqfHQf3q7Guqi9q275IjfnxCHp86LStXrckNNw1Nt159N4uA/PoY9L//9tqMnzg5c+fN/8Yx6AEnnmQMmm/UqmuHbH/TLmlQU5btb2jhvuMN0LJ7+zS5o1kaVJdlx9/sVphHKwIbThjXU7sdWJ6tx++QspVbpOklrSwWVUst92uf7W7dOQ1qyrLdkJ3TqsqPke9iz45VOeRHP87NQ2/PwkXvZumy93L3vWNy3KBTss++vTb7GNiroioHHHx4zvv1ZXlm+guprlmb6c+/mDPPvShdevR2hbiEyiu757Qzz8us2W9m0eIlufzK61K1/8Hfy3vyxRh05+4H5bD+A/Nv51+SkaNG/8sx6AP7HpmOXfc3Bk2tte5Qkean/zBlixql8dNN0uKIvZzors1xK6/ILsfukUavbJ2GbzXOzj8x8QXUjjCux1rv0zFNL2mZspVbZKvJ22fXfnv7Ul3fsepQkV1OaJtGr26dhnO3TPOTja9tTG3KK9OlR++c+qtzMmnKH7Ny1Zq8s2Bh7rznvgw6+Zfp1vOQzWJF6zbllWnfuUf6HH50Lrr0ijw+dVpWrV6TufPm5+aht+fwo49L+T77lXw/+ad9uvXKhZdcnrnz5mfBwsX57TXXp/uBG+8q/hdj0Af2PTInnXZWBg8ZlmnPTM+SZcu/MgY9ctTonHPBpTms/0Bj0GxUux3SLlv/YfuUrdgiTS9rWdhHBdZGq307ZIfftUiDNWXZZkzT7NbLImZA7Qnj+q68Ii2O2GvdvbLvbZEdL29pJOtrWvYsz3bDm6dBTVm2HbVTdjvQF+mmtGfHqvQ4qF/OOu/XmTj5sSxbviIrVq7K1GnP5qrrbsiAE09Kt159N/l46e7tKrNHh66p6HpAevfrn9POPC933H1f3pg9J9U1azN7ztsZetudGXDiSelU1dPV4c1c5+4H5cJLLs/sN9/K8vdWZPgdd+ew/gPTrlO3Wv19m/LO/xyDPvGkXH7ldZkwaUrmzpuf6pq1qa5Zm7nz5mfCpCm5/Epj0Hy/WlV2TNOLW6VsWcN1V4+P2TOt2zt5+4XWHSuy86C2afTK1ilb2CjNzvqBRUiBb00YF0Srzp9/qS5pmEZ/2iY7/6xN4b80WnXpkJ3Ob52G87dMw1lbrbtKXFHsY/J926ND11Ttf3CO/+mpufGW4XnhpZezctXqrFy1JjNmvpExDz2cK666Lj879YwceuSx6darbzpV9Uz5Pvtlz45Vadu+S9qUd06b8spv0Dl7dOiavTvtm/ade6Rz94PSs8+P0n/goJxxzkW58ZbheeyJpzJ/4aJU16zNgoWL88ikKbno0ivS94gB6dClhxiug/bZt1d+cca5mfbsc6muWZunnp6eM8+9KN169c0eHbqudwz6tRlfG4N+ZnoGDxmWk04zBs1morwiu/bdO9uM2zENqsuy3W3N153ILfIkWHlFdj1k72x7307rTm7f4+Q2sOGE8bdwy7ARddqQ4bfnN/dfm4PfODTbf7pDdv1Ly/SbcURhNfuoWZp91CzHvHB8rr37xpK/P0V36/A7MnzEyIwcNTrjJkzKtGeey+w5b2fFylX54MO/5tNP/5ZPPvk0H3z4Yapr1mbZ8hVZsGhx3p77TmbPeSuz3ngzM994M7Nmz8mbb83NvPkLsvjdpVmxcnXe//Nf8tFHH+fTv/0tH3/ySd7/81+y6N0leeW11/PoH5/M6AfHZcTIURl6210lPw5sHMPvuDsPjpuQGa/Pyn988GE++ujjvP/+n7N02fJ8+NeP/vezsGr1mrzx5lt5YurTeWDs+Nx5930ZNmJkbh1+R8lfA3yTISNGZPCUW3P16mtz1YdX5/czBhfalR9fnWuWX5cbHxmaIbeX/v2pi0r9+xo2F8L4Wxjz0MP1wr3jHszVU3+frf9rq/RZfGih3fTo0Nw/dmzJ3xO+2QNjJ+Shhx/J+EcmZ9KUP+bxJ6flmekv5KWXX8vrs2Znztvz8s78hVm46N0sfnfp55ZkwcLFmfvO/Mye81ZenTEzz7/4cp56enoeffzJPPKHRzNuwqQ8OG5CHhg7vuSvkU3/GZowcUqeee6F/P0f/8iM12dl6rRnM3HyYxk7fmIeGDuh5PsIG2L0I+My6tXRGbl4VKGNemlMRk8YV/L3oy4r9e9r2FwIY6BO+/Lo9D9VGoMGAKDWhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgDU2uCbh+XkX56d3v36p1NVz+zZsark+wQA8F0JYwBqZcCJJ+XLW3XN2ixavCRPTH16XTCffpZgBgDqJGEMQK18PYzXtwlmAKCuEcYA1Eptw1gwAwB1jTAGoFa+axgLZgBgcyWMAaiVTRXGghkAKDVhDECtfN9hvL5NMAMAG5swBqBWNpcwXt8mmAGADSWMAaiVzT2M17cJZgDg/yOMAaiVuhrG69sEMwDwBWEMQK3UtzBe3yaYAaB4hDFQcr8441zqgOtvvLXUzVrSrbpmbRYvWZpnn3sh940ZmxF3jSr5/w4AsHEIY6DkZs1+kzpg4aJ3S92mm8322Wf/mc8++6zk/zsAwMYhjIGSa1PemTrguEGnlrpHv/dt5arVeW3GzIy6/4FccMnlOXLAidn3gD5p16lb2pRXlvx/BwDYOIQxALVSn+8x/noAH3XsT74UwJ1LfuwBgE1LGANQK/UhjAUwAPBNhDEAtVKXwlgAAwDfhjAGoFY2xzAWwADAxiCMAaiVUobxFwF87+gHBTAAsNEJYwBq5fsIYwEMAJSCMAagVjZmGAtgAGBzIowBqJUNCWP3AAMAdYEwBqBW/lUYC2AAoC4TxgDUyoATT8p///3vmTHzDQEMANQrwhiAWhPAAEB9JIwBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAoQljAAAACk0YAwAAUGjCGAAAgEITxgAAABSaMAYAAKDQhDEAAACFJowBAAAoNGEMAABAof0Pyg33OVoMsYUAAAAASUVORK5CYII=
龙须虎-01
发表于 2021-11-12 16:53:51
图片没加载出来
zhangweikobb
发表于 2021-11-12 17:32:18
夹具具有四爪同步夹持,对工件定心,步进电机旋转夹具及工件,开关对缺口位置进行检测(参见7楼图片),如信号缺失,则位置达到。
谦卑畏天恩
发表于 2021-11-12 23:43:06
吸盘吸出此物,前移至槽型光电开关探测区域内,吸盘旋转,检测到缺口处,吸盘停止旋转,光电开关或退回原位,吸盘放下缺口圆片。
m2006410
发表于 2021-11-13 06:34:49
本帖最后由 m2006410 于 2021-11-13 06:38 编辑
:)
赖汝吾
发表于 2021-11-13 08:39:32
龙须虎-01 发表于 2021-11-12 16:53
图片没加载出来
在侧面加小孔,通真空吸附
anian71
发表于 2021-11-13 10:42:07
照零件的形状做一个套筒,零件装在套筒里,底部用一个气缸,气缸上装一个和零件厚度相近的推板推那个缺口位置,气缸推一次,出一片零件;气缸缩回来,上面的零件下落一个厚度。