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 iVBORw0KGgoAAAANSUhEUgAAAWoAAAB8CAYAAABAIPrRAAAA4WlDQ1BzUkdCAAAYlWNgYDzNAARMDgwMuXklRUHuTgoRkVEKDEggMbm4gAE3YGRg+HYNRDIwXNYNLGHlx6MWG+AsAloIpD8AsUg6mM3IAmInQdgSIHZ5SUEJkK0DYicXFIHYQBcz8BSFBDkD2T5AtkI6EjsJiZ2SWpwMZOcA2fEIv+XPZ2Cw+MLAwDwRIZY0jYFhezsDg8QdhJjKQgYG/lYGhm2XEWKf/cH+ZRQ7VJJaUQIS8dN3ZChILEoESzODAjQtjYHh03IGBt5IBgbhCwwMXNEQd4ABazEwoEkMJ0IAAHLYNoSjH0ezAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4nO2deZwcdZn/P8+3untmEnJNEu4jhlxEyUFAGBMmVT05jCKoa8TV3yqsiOKy6LKggEo2iopyeOEirrroeo8XGA0kma4iMYYrFyCQSYBwBSEzkwQImenu+j6/P7omTma6u57qI5nj+369+pVM91Pfeqan+6lvPSdgMBgMBoPBYDAYSod6P5FMJt/GzNMirpMFsB/A6wBeZ+Z9WuuuRCLRlc1m0wA6jzrqqPSKFSsOAODy1TYcDpqamib6vp8AkLUsS2cyGY7FYlopxdlsVgNAPB7Xq1evfgnm72owVI2Dhtq27UlE9BsAMyu0tgbQ1etxIHi0E9HzWuu9ANqUUvsAvKi13ux53rMwX/ojzrx588bE4/EXAdQB8JH7m+he/zIRPZdKpd4M8zczGKpGDABs264lop+ickYaABRyX/K6fC8yM4jo4P8BgIjgOM5zzLyRiB5i5g2e53kV1MkgpKam5jitdfffziokx8zdRtxgMFSJGAAopRxmPvtIKxNwMhGdDOA9geHeRkTrAPxu3759azZu3Jg50goOBZj5zULRtVVVxGAwQAX/TjiSSoQwlZkvYeY/jxw58mnHcW51HKeSO39DHrTWE4WiL1ZVEYPBcNBQv35EtZBzIoD/ALDFtu3bbduOGvQ0CCGisRI5Zm6vti4Gw1BHAQf9jAMKIvoEET3hOM4d55577nFHWp9ByCkSIcuyWqutiMEw1Ok21PpIK1IGl8ZisR22bX/kSCsyyJglEUqn009WWxGDYajT7frIHlEtymcYEd3pOM7P5s2bN+ZIKzPQWbhw4fEAJgtE24899ljj+jAYqowCACKKsqN+FcB6ABsBPA6gFcBOAC8AeAXAXuSKX46EO+WD8Xh8W1NT07lH4NyDBt/3JyBPMVQe2pubm9NVVsdgGPLEgn+jGNUnXNed1/vJZcuWqfvuuy9RV1eXSKfTcaVUjda6NpPJ1MRisTHMPI6IhgOIaa0TRDScmUcQUT2AEwDMBnAcgBFl/k7jtdZrbdu+xPO8H5a51pBEa13fneMewvZq62IwGP5hqLPIVZupIrIAACIalu/55cuXawCdwaMkbNsebVnW6b7vJ4nofABnlLoWEf0gmUxOTqVS15S6xlBFKTWhuwgphAerrYvBYAgMNRHpIPMj1FADqK2WMp7n7QWwLngst23bJqL/B+BDpZyXmT/rOE7add3rK6zqoIaZZwjlHq+2LgaD4R+G2UduRx0KMyeqp86heJ7nua57SSwWO5WZbwBQSlXiF2zb/kaldRvknCQRsizr5WorYjAYgh11sJuWBhTjtm3HPM87bJkiq1ev3gXgC42NjT+xLOubAN4R5Xgi+rTjOLtc172pOhoOOuolQplMpq3aihgMEvbMmjA6y7VHx1SuPw2r7J4xI07eRRWwU6/NOPXoYq/rbE32QCzWdcwjj7xBVep7QwDQ1NTkaK3vBnCU4JjdnZ2dp2zYsOFANRSS4DjOBwH8GP/wsUt5n+u6v62CSoOGoEHXiwg31u3MfKLneSXHJAyGctg7Z9KpvrYuIu07YJqB3okIhF1MtIoIv67f3LqylHN0zJr6dYCvKCjAYBB8/KM7aBuBtzPTSyB+HpruRzz7SP3Gp/eVcv5ueuZRS3fUCaVUVANZUVzX/blSag5yKYFR+E1TU9OUaug0WCCiUyHbUW83RtpwpOiYNflrOks7KOt/HhpzoXkENKPX43jy9UXw+c8ds6b8sf0tp4pceodAfA6AmoIPQi2A4ch9Z04AMJNB7wPh3wH6OhTWwo891zFryq/2zJ56fqm/b88ScqmhjhHRETXUANDS0vJIOp2eTkSboxyntW6plk6DhGMlQsy8u9qKGAy9eW32pPHts6Y8BJ8/A93Dy0B5Ht1oBnx9HlnqifbZkxoinZAxqnytMRLA+5n5ro5ZUx7bM3vKv0RdQAGA1lojgo+6PxhqAFi/fv1rY8eOPYuIHo1w2ImO4/ykakoNcJh5nESOiF6pti4GQ09efeu0sVmtHiVfnxnpwG6jrXk4aVq/e/bU4yWH7T399DEATouoZhhvZsZPOmZNvqv97EkjpQcpALAsy4e86MWyLKtgI/nDTXNzs3/gwIGzATwW4bB/sW37wmrpNJAhIlEfamaOcnE0GMomm9Yt7OtjylpEM1maRXfVOp4+CUC8rPMVhM6ntHqsbc4UUQfQUlwfKh6PS/KtDxsbNmw4EI/HzwEgdtgT0f/NnTu33CrIQYd0XqZSynTNMxw2OmZOuRxaV6YPPetp7TOn/muYGGkSZT+VrgdOUj4e3jNr2oQw0VIMNXV1dfWbHXU3q1at2k9EyQiHxBOJxO1VU2iAIu1DrbXeU21dDAYA2D116giAvwqNwh1ouMD/86EBQAsqlv0JAvXKZTiz3vDinOPyVnx3U4qhRiKREDWCONykUqlNzLw0wiEfSiaTjVVTaGByglAuasaNwVASsWH6YjAfVbRNmEUAqbtgqV/DoraisgQQY/KemZNmFzuvDm/1mwbw1+CxmYDSCsAIx9b5R/2pmEh3MDGKjxrZbLZfuT564nneb4joTqk8M99RRXUGFLZtjwNwqkD0Gc/zjKE2HBa0pvOL7pIt9RQ4dnr9I63vrt/SeiFRZjKUcosuygxW1jnFRIgoLAOqpX5L69zgccbodOxkX9M0ZnwAxF9jcISmZWTvmTn5vYVejQFAPB73A2MtwrKsfmuoASCVSl3sOM7bIUs1m5ZMJt+VSqX+WG29BgBnQlBExMx/Pwy6DGps255ERKF3f0S0MZVKrTocOvVHeM6c+J7sq2eC0dftwQAsysQsnDNyyxMHq2THbNm5l4GmPTMn74Hmgul1pHVRNx9rjCvaRJLw1CE/Pv54GsC24PErANd0zJr8QQLdykBoEJRBP3tl+vTxRz/+eJ/RiCWl2TFzv3R99ISILmDmBySyzPwVAEPeUCulJku65hFRx2FQZ7CzGMBXwoSY+asAhqyhbsu8PtEijOqTG43cz0R038iNrX1aGRDA7czbKbf5yI+iohtOIppczOHNmkPjNPVbtv983/Tp9+hE9h4GzioqTKiNJbJXIM/nQgFAJpNhRKhR78+uj25SqdSDAH4kFH9LU1NT8TdxCCDNoUapvjhDT6SFRUPWSAPA6/VdzzJhESw6D6rvI0tUcAQfEY0utjZrFNxw7J0z6VSATy6qHNFzob8AgFGPP94xZkvrW0G0SSD+aV6KPskaMQBQSjEiBBPj8Xi/31EDQGdn5+W1tbUXQzCtRGv9nwA+UH2t+jWiIcERC4wMeSAiUStZAEO68dWbvJ2dAFZHPa599qTp8DGpoAARmFRBw8m+Oj3sHKyj1RJYXdZCP5ENG103fu+OyXOB7Wt7Ptld8BKlMhG+7/f7HTWQy68GcKNQ/MKmpqbykukHPqEfTgBg5oeqrcgQoGhHtgAGYOIBEXll+vSjSFMzCrnxGADRC2O3PPnXQmswEFq9SFrviqLXqMcf7yDmL4RL0gW9nynJ9dHfg4k9YebrkZvjGIrW+kNVVqc/QwAmCORYKbWjyroMBSSGutXzvCG9o45K+8xpi2PxzKPQPL2gUM7f/dVi6xAhzA342hsjuiL/bcZs3X4DuPgULAbO2jd9+iHFNgo46PoQG+qBsqMGAM/zskT0XaF4yd2tBjrz5s0bDVnXvI5EIiG68Bnyc+65544HcKJA9KlwkaFNx4xJ7+qYPfnGjpmTft8xc/ITxP490Dyh6EGWerZ+S+t/FxNhxuSQUz9/0oYXSmr1TMQrigowpmfj6UOCoD0Ntdj1obUeED7qbjKZzLcguxDNDXKJhxxKqRMBSKb3tK1cubKr2voMZuLx+GmQvdemQ2EYRD9Elj8LjXdD87SC7g4gZwEUMayspMjtLcXPi5LjNAwV5jocC6hDzq8AIJvNakTYUQ+UYGI369at283MnkA0RkRzqq1PfyQWixX/YAaYOYnlw8zjhXIvVVuXgczfZ8wYDmCk2HJZBIJqqt/4tCRbo+iGrZy/DbEOvQArOnQIQkmuj4G2owYAIvqpUDRKv5BBg9a6eCpSABE9WW1dhgDSoPXWqmoxwKmL7T8OjJpQQYIPRfeSolljtm4rXrEIoGPOxFEAil5MCVTy3Q4rCg0QMx86zLsk18dAKHjpjVLqT5D9jtF63Q4SpM2YTLFLRRC1kgWws5pKDHSyTDljGmaNiLJE1o1jNreKLnxKxycDIRcA4mcka+U9VFP4ZCTiQ+KA3el5kQz1QKSlpeVlAJK0shlz5sypUg/a/kuuCkvEi1VVZGggGgdnWZa5KBaBQDNFjgDNNax9t2PW5Ksl62qN0Fa/vrY2StbKi4KgvbLKHHoIgEwmo4loULs+AiTDBcaNHDnybVXXpP8hHRjwSLUVGewI7146LcsyF8ViMJJih61mQOPrHbOmhqbgMorHEAh4efzWJ0vux661FlSl8hs9fzq4vWZJk4eBT8EE955EqBobFDQ0NNQJA1xdlmWZrnnlQcwc2kqWmR9dtWrV/sOh0ECFGCuh1D2k6EEo2o1iHZQIADPA+qe755xWtAKXiIsaUs1c1ndAhefQM/W6c40BQCKR0JlMZlC7PgBAKXV/bjxkcaRR+VKZO3fuiNra2rcw81sAnMrMCQBZZt6mtd50zDHHPNLc3CzuZlgudXV19cxctC9CQNuaNWvKGnt/pFi6dGmio6NjAjPP1FpPVEqNZ2YFIMPMTyulnkin04/+5S9/qepABNu2h0NQ7EJExXNtK0AymTwFwBla6ylE1B3g3A1gKzM/2N+LbcZs3f6/AP4XAJ6xJ9SO6ogtREx9GVlduMJWM2K+/xMACwuvTEUrdFWZcRomChuw+6Rm/XDPJ2IAkE6nde54mUdjIFUm9iSdTu+OxWJZhHcNFAXWotDY2DjbsqwlyBXVTNNa92m/SESwLAttbW0vJpPJlVrrX3metybfek1NTedqrYs2kgqCvj/zPK9olJmIpghvqJ6XCPXGtu33EZEoqyRgHBE9P3bs2O+Xc8Fqamqa4vv+uwA0tbW1nYEg24KI0PP37f45Ho/vdxznKQD3ALjbdd31pZ4bAObNmzcmHo9f3PM5Ijpd8l4z85mO41zZ+3kieiaVSv2+FH1s264lovci17mvkTlXGJLve09EnY7jbAHwO6XUj1paWvr0qLBtezQRhY60AvCs67q/LUVnKUFPkD/yUvx57/YpG9gv/N1gzQt2z5w2paD7gvGmYgFKJnq6VD3ZtmN79u4qcpEAALTWx0YdottBgxXFRz1QqaureyOTyexDiCFmZlFzIgmO4/wTgMsANEU47ARmvoSILnEc515mvsbzvC09BbTWNwN4a7FFiAi+769CSL8I3/enCy/SkdPFHMf5GoDPRD1Oa/2e5ubmku7yHMc5H8AntdaLpZuPgOEAZgSPz9i2/ZBS6hupVOoXpegRi8UWAbil53NSDyMRvQvAu3o/H9QDRDLUwQXjagAfhax0HQBqAZwD4Byt9ReSyeRXUqnUIX1zlFIzmPmW/IcfwgMAqmqou6Fm+O1n6wXUSW3QnD8pgBmK9DsB9DHUvBTWnu2h5eMlp03u2bfrKoQMzCXiFG3c2DeYOBSyPgCgoaHhAIDQsk8iKtv10dTUNMVxnD8A+A2iGeneLCaizbZtX9T9RJCVcpLg2ANKqdA0ogipeZEaBNm2/R1EN9Jbs9ns8Z7n/QERcvsBwHGcmcF7fhdyu8ayIKKzmPnntm3/LplMSibfHIJS6k3l6pCHB6MI27b9b/F4fDuAayE30r0ZwcxftW171aJFi4b3eL5gU/6eEFHeu8JqMfaBHa8S6NvFZKjAJqft6dOORshGjrQuqc0vL4UFptCmTJRFH7dXDAC6urp0PB4f9IZ6+fLl2nGcTLgkRpZzHtu2P6e1vqGcNXpDRP9r2/YJnud9efTo0fVaa8mu/znP8/pMi8hDaKcwANA6vKIKAJYuXWq1tbXdi4gXKGZeOX/+/POWL18e+bNo2/YyAP8V9TgJRPQeZj4vmUx+JOLuuuLtCIhoS7gU4DjOVAA/BDC3gudemM1mNy9atGjeqlWrXgEwVXioaIAHAHTMmXgyZ2MFfbgM/GXc1tbQbBgNepAIxS71eS+iKps5HaSK3oYxl1bssrd16q9AXHSILYg2jX60tY9rJQYAsVgsUmXiAEfye5Y8Zd1xnF8CuLDU44tBRDfYtt3S0tJyv+M4kkNEt2jMLHV9hDYJsm17dFtb2xoAUUvxf+R53kc9z4t00HnnnTds//79zQDeEfF8UYkHu+ujPc/7lvCYarTNDf0bJJPJJDOvhKyfSCSYeXImk1kPYHKEoLu87UA2dhlpfU0hHzEpuh3AJ8OWIUK82DedCpTJkFJnhFgI37cocrOs9plTrmTifwqTI61vy/e8AoC6ujrNzIN+Rx0gCYRKdt2HsGjRouG2bT+IKhnpbojormQyeRWArEA8NCl/0aJFw4mo6DTmgKzv+0XXa2xsPJ2IHkN0I/0l13U/GvEYJJPJU/bv3/8Iqm+kD0JE30wmk58QiksrEKNQtPF8Mpn8GDO3oApGugeTksnkN5n5NIHs67FYTO4yI8pl3XD+B7ESuW+Y9dRiBpdzE8T7nl4XGTaQ49nxm7dF6kPdMWvqDUQQ+PLpuSCTpQ/dBS9EEaMuAxHbtmOQfYAj569mMpm1RHQ4xnkdzcw3QTC1hplDm890dnZOBHBUmBwRbV+3bl3BWz7HceZalrUJQGiOcK91/9V13eujHAMAjY2NbwqKbyL7jsuFmW+3bbvoBOulS5cmmLnSPur9w4YNK9gMyHGcC5j5+xU+Z16Y+VNBwDOM9ij54MxoK/7J1vOES3286HkIeXuqM4VmfImbMbWdMfm0jplTVgL8OYk8s/+xQq91d8/LNzpy0JHJZOqQi+yHESlYEASwzihJqdIJdc9YlhU29geWZQl3KIW7hSWTyYsB/AXRhyW/O5VK5d1BFGPx4sX1lmU9iDJjCeVARKsaGhrqCr2+e/fuowFIctOjsG3FihVv5HvBcZyZAP5Q4fNVgmhDJkg/nxtNm/9l1nxMx+wpRUfmtc+afBUxF/1cE1HeoCyFxWsYBVPzXp0zZdzeM6bN6Zg19UMds6b8QWl6HIS3F12ve1lGy9itOwrOxxy0U8jzEY/Hc20RwxFfNR3HuQ5An9E5QjqI6FkA25i5C7mOXdMhm7QSSiaT2RkmQ0RHC1PG8hY/OI5zpTBFqyf7mHmB53kPh4v2JZ1Ot6D0QN0+AHuQu/WNARgTPKIyora29mYA/1bgdclggKjszPdkELxdm+81Ic8z85NEtIuILK31VCKagJAOchICV5iYTuv19XV81GtAkX4Ymn+0e+a0TfnyoPfOntKkNd8Ejfxbz1xPalis+mSivDJ9+lGMbHF3FaGxY/bke8CKCKwYHCPQMAaOyvo0AdDFg4UFsHTN0mKvx4Dcjnqg9ZgukRMhu3MQVR41Nja+CcCXI+rgA/gxgJ8z8wOu6/bJyrBte4JS6n3M/DEIG/jk4aW1a9eG7maYWTQnkYi2937Otu2bAFwVUa8dRLTAdd1nIx7Xfc5vAJgV8bCHATQDuNeyrJ09qyvnzp07Ih6PTyWidwC4CAWyAQrwyaampi8GDb8OIRaLPZFOp2cEnSmBXEzhU0Qk8W9fx8y/R4+NlNaamDnvxbK9vf1ORL+72ATgp8z8e8/zdvZ+saGhoW7YsGHzgvF0BSd9hyHNFOrmhI0vvdExc8qfQFx416y5zlL+ox2zptxCTKuzjF2W4lNBWKJ9vhzMhb/lBJCih0ZteaLP51nVZU+EH3rHfQqYTgE42PRTj81/afkYrGjJ6C2PFq2ILWlHPVBRSs0rZ/fYG8uyfh7l/Mz8RwBX5Pti9CR4/WYANzuO820A/x7lPMG5XoDskyO6EPRuxmTb9u+I6D0RdXIBnJ/v4iShqampQWv96QiHtBHRpcUq+davX/8acob84WXLlt2wdu3aG5DLORbBzFcjz8UquBgcMgUkmUzuk3z+lFK/bWlpETX9sW17FjP/P6G6AKCJ6JIwl1MwGHo1gNW2bf+AiH6L0vKwIw/nJdD3mfCBgrtiANCcAPhaJrrWAnJVIGHvbbCbJkvnvVgqn8Ye7uQ3Bi4du2nbPWFyCgBqamoUZNkQAx1RNoJSKnTMTjKZTCJXuSVlmed554cZ6d64rnsFUXiSfG+oO3oeAjNL5iSCiPYCuR2o4zhuVCMN4Hee5yWFed15YeYfSmWJ6FFmPj1KufXy5cu167rXMfNFEXT6yNKlS0XpnMwsya5J+77/ivT8SqmfSGWRc53MiBoX8DzvL7FYbDYAyWSUQ7AsK/JEoDFbt7lEStadjjnXGU+yASMAin49euOOTflfZ0kRWcVgxpVjt7T+j0R2KBjnnkgMdZvv++vChKIYDQCfcl33ixHkDyGVSt0AINLunYieEMqJPpypVGrV3LlzRyQSia0A7Ii6fM113dAc0mIkk8klwnQwAHhKa31GWI+TQnie92MAnxWKj9u9e3dR/2IAIWwOX46XPc8TDQ9OJpPvkrquALxoWdYs13X/JpQ/hNWrV+/yfd+OeJifTqdLm1iv8H6owkHFQ5A4M3O76RfHTG79YBGhqC61UnlJaWoau7X1G9IDFAD4vk8Y5EY7mUyeKvmiM/OjnucVzVFuamo6F8KAHzN/z3XdouWsEsaNG3cxcv5tKaFfyIULFx4PQXobEW1ubGw8PZFIbEY0Hy4AfDaVSl0T8Zg+MPPNEWTfHvY3DMN13a9DkIcOAEqp0ArMxYsXj4HMdSDuzMbM4vdVKZUst/Ph2rVrnwHwlQiH7LEsq6RuhGM2t24li5aJjXUYSrUTWfOouch3iClSammJ/A8hPX30I9tSUQ4a1Ma5J1rrd0vkiCh0CozW+jLhaXd4nieVLUpzc3OaiMRl6cwcevucyWROhiwfe4xlWZsRPWf5I4HBK4umpqYG5LJhQiGiL3ieV9ouru9aoRVwAMDMobm92Wx2HGQxIdFMyqBFqWjABRF9WOrzDmP48OFfhrzOYFc5F8wxm1u/yIQvlWWsCYClNvsWzRiz5cmdIdLV6M0CyjV/+qqvaVr9ltZLx2zZKbpj6snBHfVATbmTQkT/IhS9r9iLQdHMOyULKaVEX/QIiPxZAMDMobngRCTyTyN39xClrD5DRPNd143iPy2I7/vvF4o+F7iJKkIqlXoQgMRfPMG27aJFQ1prqREQ+XSZWfqe/C2VSv2fUDaUII9bOig6NNYTxtit269HjP4dFnUBkBnsbhkiwLLuqN/SeoawmrASJf/tDDzMhN8RYZnSes6YLa1T67e0Xjf+kW3bSl10SGR9NDU1TddazxSIZrLZbNEdtWVZ52qtJalQO1paWlbLNJSRSqVeDPolh+1s34BgZ0ZEp1ZhsM/zAJakUqmSfKH5IKIFEjlmjnJbLj33KkFWRS2AY1GkuIOZz5QU/xKJG/4kJUJE9DXhemKY+SEiKlr5F5x7ZyXOV7+p9baOORPvho5fB60/AMaogsFDolwZOmGFstS3Rm96Ujzb0Nd0nkXRh4aw0r5iOkAWv9aZGfb3Yx95pOKTeWIAUFdXR5lMZtDuqLXWfRqwF+DBYmXSwVqSyD0AVGwX0xNmfoSIihpqInrWdd3Q2ytmlly8pDCAvwb+4ZIzO3qzcOHC47PZrCQId2D8+PGRqxzDYOY++bYFOBHFq/BE77XEZRXs3hsFy+0fO3bsryTnjYJS6gnh8IOKDeet3/j0cwA+sWfWhGuYEm8DoRFazUYw35CBnUrRZq3pQYql76/f+HRkf3yw4y1511tNYsDBYOKgNNTnnnvueAAflsgGRQZhMrZkZ6SUquhuuse6+8O+JMwcWjoOAER0TAV31K+7rivtwyBGay31i9/X3Nyct9FOOTBzl3AnHOZGEgw0BXzfD3V9WJbVoLWoAm5zNd4TCCfRM3PJk1AKEfh3/xw8hgw9g4mD0lDHYrHbEDJRoRvLskJ9b0QkSfHTyDM9ohJIuhwSkWj4Jof0Q4jIcMdxbq3gegAAZlnKFDOHFg2UAhGJAu7B/MVi60huqXetXbs2NK3S933RWLNgGkzF0VqLso8k9QgGGQeDiVG65ymlBkS2SGNj40kAREEXZm7OVwrck+CWs3APgn/wdL4ZcxWiRiAT2oc6mBIzuXx1DqIA/IfjOJdWcE10z/ULPblSFd+9BRRsvNQTIsrbLAkAFixYMArAKYJlRBkfRCSarKKUijQNJgKSZlP7dYmTUAx96ZlHPeiwLOvOCOKhaWSJRGIYZLvzyBVcUpg5dDeltQ5tdjRy5MgZkDUjWk9Ev5HoFnBHMpkUpY0JERlK5JotVYMJQrmC7oBsNnsaZL+HKJDIzKL3ROLvLgUikqRKtlUyVjHUUQBQW1s76NLzbNt+H4SRcQB/k3Ryk/rymbniUV8gt6MX9rzeGSbAzJIAHZBLeVsKoV8yWHvNkiVLJDt/CaJ1iCh0FmaJSEZZsVKqYBUkEUldTCLDKnXHEFHkARjCdScKxCJPQTEUZkC4MKKyZMmSkUT0M6k8EUmb8GQhqA4kIknP68hYlnUWwlMqMzU1NZJouyi4RUTdrp4ow2LrOjs7vQjyZaO1rvhEE9u2TwQgMUpt9fX1BRt5RRhZJWoJKjXARFTySLliMLOkrW9JLWwN+RmUJeSdnZ2/h3wU0bZUKvVHiWB9ff1rKDDCpxfSoZ+R0FpLWoruuvfee0MNtVJKZDy609Nc1/0bM0smenRzjuM4P44gX+j8oqwFIqr4EAEikvTwAICNzc3NBS/gRCQdySVNDRO5FKT+/Sg4jvNmyJqRieZ1GmQMGuPcjeM4X4Tc5QEi+lepbFDGLRkqcELQR6NiBGmGktmA0kbtoosJMx/sNOZ53goiijIk4MO2bZfcyxgoHqTrRTVGcklbqm4IeV30Xsbq16UAAA/1SURBVCulRH0xtNbSzoiRpsBLICLRe1It//hQRQG5puQYBEbbcZxPAojSEvRHqVTqr1HOwcyiSRqZTEZSkCAmFotJmxKJGvJLO9ER0eaeP6dSqauCCdciiOhOx3GiDrvtiWiXycxR264WxXGc/wAgSoMDEFZUIplGoyGPA0irPis69Ne27XHMfIlENkKFpUHAgDfO3di2/XYA341wSFdnZ+flJZxKlPJERIVGNEXGtu0JkBfthLo9bNuuBUKHeAJAJpFI9LmD8DzvHYgQXATgLlq0qCS/fe+BBUVwbNsudTzXIQRpmF8Viv/Vdd2wi8lxYYsQ0TZpSqfneVsguyCf5DjO2ZI1JSilbheKvpZOp6uVLjkk6bmjHrBZH7ZtX0hE4l1ewIeCKRaRYGbpDnyebduVqNQjIhK3RMw3Mqs3sVhMOni1/Zxzzslbis7MtlQnACMymUxLBPmePIncbjMMIqIflHiO3twNebZJ0Tud4CIbOj+xhCo+Tyh3W8R185JMJj/GzO8TircGk3MMFUIBQCKRGMhG+uNE9MuIh33fdd3flnI+z/OehHCyMhH9Sjr9oxCO4/wZEdovSoaJ+r4vbcD/wvLly/MayaCVqPSLCwBnO47zrQjy3efZC0B6cbwgmUxKZhIWxHGcnxGRIxR/KWyCjFJqIio4p7MbIvqTUPRM27alQxDy4jjO2cz8/QiHiEbZGeQM6B214zjfJqLvRTxsm+u6oZ2/QpA2XDq+ra1tYxAIjMTixYvrHce5C5CNm+9Gax0axCEiaUVi0ci967q/Zeb/Eq4FAFeUWLnYLBVk5ttt247sdrJt+0Tbtu8GUGQCSB8kvcYlLiYQUaQiqbFjx96FXJdEydo3Bj73yDiOcz6A+6McIwy4GyJw0EcdpYT8SGPb9iTHcTajhKGvRBQlHzgvSqkovvCZsVjs8WQyuUh6gOM4702n09sAnB9RtVfr6upCgzhaa5HxABDaw9fzvOUAorg17rBtW1psAwCwLCtSmh8R3eY4zl1BKllRbNs+1nGc64hoBxFFST9Mua57V5iQ1lqa/RMpnS3IQBL3Jwdwq+M4dwTl7KEE78sPAYT+jr2JEFcwCIkBuR11FENNRId3VG/A0qVLrd27d3+eiP6rlOOZeYnruqKsiGK0tLS0O47zXQDSnds4Zr7Xtm1XKdXMzA/GYrGXMpnMG5ZlWZlMpj4ejx/LzIuZeQmAM0pUrXXlypVdYUJKqROFbSpFwS1mPo+IdgAQjTIiojW2bU+TzgZcs2bNvmQy+WVm/pxEPuB8AOc7jrMGwKPBsNtdyA1AmABgEnIT2BdA6I/uwZ7hw4eLjLpSapbkvZY20upJJpP5WiwW+1SEQy71ff/9juP8Qin1e9/3n6mpqeno6urSSqnh2Wz2aKXUDCJaBOA9kJfv98ZUJVaYg4basiyxofZ9/7Abatu2L2lra7uOiEodl/NvnudVrMOa67qXO47zUeSaxosgIoeZHQDIZrOaiLq01sqyrBqtJfGyUETTQbTWM4XXZVFqnOd5nclk8mxmlhqbY4ioBcKp8ACQSqU+7zjOpwFEzR5ZAGBBJQckMHMymHQikZVedCM38Vq3bt1LjuN8BoI+NT0YDeAyrfVlRIR0Ot1JRMzMtVFsQAjVakg2ZOnX6Xlz584d4TjOpY7jbA5u80o10l93Xfe/K6kbADDzxWUcrpDbsVSqJwYgC+IQkWyIp1JKNMkcyE2fQbTg4hmO40QpnoFg0krVIaIPBulxoSxdujQBWde8/XV1dZF31ADguu5NKG8HW4vc57Birk/Lsp6v1FqGHAoA4vF4vwomNjU1OY7jfDuRSOwEcAeAkse4E9G1ruuWFfUuhOd5v2RmcaCr2kiCOLZtj4KsAOM1rXWknVGQSfOlCIdcadv2B6TCnuf9AdF2j5XmglQq9QupcHt7+3gAEp/wVukOPR/MHCngXGWeWbNmTdW6Rw5VSt1Rl3T1L8TChQuPdxxnruM41zuO8xetdQq5QKF0+GohvphKpW6sgIoF8Tzv/ZCXbZfKYxCM9WRmSaP2EyHrg9JRSptK13Wvj1i5+IvGxsbTI6z/2RLSMcvlAIB3u657d8TjpMNSy+qLEaRKXljOGgL+Dtn33uymq0D3KC4lbZ0Y8E7HcR4jIivwsRKAmO/7llIqzsxxAEcFjXJGM/MYIqph5mEAhgGoZeaRQZe547PZ7Cmo7I5eA/hn13V/XcE1C1JbW3tmV1fXBmaWzlMUo5Rq1FpPBvDDMFnf90OLJohI5DNlZpG/Ox+e573DcZwXIAwuWpblNTQ0nCgtQEqlUv9s2/ZeIiorZ1rIWiL6cCqVihyE1lrPEMYCdkbWqheu6/7atu1hRFTxuZEAfu37/lWWZYWm6UkD0IZolDSFvLsCjJlBROgOhBERegZtCv2/W7ZKPENE70ulUpvCRSvDypUru+bMmXP2yJEj70bEvOciPK+U+khLS8s627avFrxf2bq6OsmXROpGKmvIZzBbchtkd231tbW1dwNYKF3f87zLksnkVma+DblMjkrTiVxsY1mpCyilJhzOIbCe591p23YnEf0EwvFzAn7uuu6HgpTK0FRDInqmQuc19GBAF7zk4fvjxo2bdjiNdDcbN27MuK67hIgug3BSRyGI6AfxePy0lpYWt6GhoU6Y39slaW8KeaOhsqrLPM/bwczvjHDIAsdxVti2Ld48pFKp7xHRVAA/ia5hQfYA+AYRTSrHSAMAM4tcOkqpivl0Pc/7pe/7U5Ergy+Hp4jova7rfggAlFKiQC4zbw6XMkSl55diIBvqV4jo8lQqdcQDe6lU6nu2bf8UwKeI6CLk8nUlZAD8kYi+3PNCU1NTMwrAFuSGFhRD1NWPmeuFU9RDi13C8DzvHtu2ryEiSTYIATg9GI4Q1jb0IKlU6ikAH2lsbLxBKXUlES1E9JanaWZ+QCn1i5qamp+tXLny1YjHF2InQhroc46KbizWrl37DHLl9G8DcG2Qmy+969jGzLfPnz//Oz3bB2itnyei0GEAWuv1pWltKAYBQFNT0xSt9T0oPf3tSOEDuDWdTn+pvzaBsW3bBjCViN7GzMcFE1MIQJaZO4joCSJ62LKs9atXry7bOIbhOM4zEMwB9H3/jLVr1x723VFDQ0NdKc2yeuI4zlwimgJgptZ6YjAMtjsNMsPMrymlXgawkZmfYeaNnucVHKU10EkmkydorRuC+MSbg5hRd0D5deQChX8losdSqZTogm84vAxYQx34Jm/xPG/nkdZloLBgwYKTfd+XBMU6mPkYz/PCdvEGg+Ew0F2ZGId8dNURg4i2a61/BuDHxkBHh5lFWRjM/JQx0gZD/yEGAPF4fHcmkxHNpjsCtBLRH7XWK1zX9Y60MgMZ3/fHCrNtTJtKg6EfEQOAVatWveI4zi8BSKdxV5O/AdjBzK5lWZtaWlrWHWmFBguB31YiN2j9tQbDQORg1ofrutc5jnMUgHcDOKlC62eRC/h1/5sG0ElEB4Lc0b3IVTttAvBscMv9ZIXObegFEZ0ubE4k6mVhMBgOD4fkrLque8WyZcs+fd99902PsohlWdr3fa219mOxmM5mszqRSPhElNVa+wCyRJStra3NrFix4gAE5dCGqiCdKbizmkoYDIZo9CkuCHInq927wnAEYOZjhaKmDNhg6Ef06zanhsoRTAGfKpE1bSoNhv6FMdRDhHQ6/SYAIwSipk2lwdDPMIZ66CDyT0eY0mIwGA4TxlAPEYhINGSViCrSyc1gMFQOY6iHDqL2psGQWoPB0I8whnqIwMwTJHJaa5PxYzD0M4yhHiIQ0VihXOjcRYPBcHgxhnrocFgGBhgMhspjDPUQwLbtEyEbYNBpWZbxURsM/QxjqIcASinp0N3H1qxZs6+qyhgMhsgYQz00OEUo92hVtTAYDCVhDPUQQGstCiQCMIFEg6EfYgz1EEApNUEoagKJBkM/xBjqocFMoVxrVbUwGAwlYQz14IeY+RiRIJEZ2mAw9EOMoR7k2LY9CrKGTG/U1NTsrrY+BoMhOsZQD3KUUhMhmzDfvnLlylerrY/BYIhOnwkvhsEFM79FKPpEmMBxN992CinMYs3HsOJt7Hc9/PLVV+8PO65jzsRRnKYLCYoYWheTJaI4A6+MfWTHb4R6AwCWMdRyQtG1pRx4sGli3Vtbnq7EWgZDJTCGepBDREdLBtoyc8FA4nF33DGMXs98F+CLwAARQEyAqu04/pbbrt/1n5d/t+jiaZxMoDsABoFCFAEIeANAJEM98v7GtTffr1ZcdY53Y5TjepN+aP4dIP/S9MPOOYkz3QfKWctgqBTG9THI0VqLAokokJo38cY7RtHr6a0AX5Tn5XqAbzv+lu98v9jCPsXTQh262RlF+NYH7DMBmkvMV0c8zyF0PWx/CUSX5n7i+zObnKZy1jMYKoUx1IMcIhJNlC/UNa8r3rUa4X1CPnb8rd/5ZFTdihBpSj1rbg7+W3/L/fO/UsoJux62byTg873WXZN5yJlbynoGQyUxhnqQQ0SThXJ9+lAfd+t3386gs0QnYtxyzE03DY+oXtncfH/jpQAm9NDj2m/e3yS9iwAAdD3sfIWAz+Z7jYnXpTfa55SlpMFQJsZQD2KWLl2aYGZJah5nMpln+j7L745wutoYas+OIF82zCBi+nbv532duUO6RtfD85cT+NoiIgTGhsxD8xeWpKTBUAGMoR7E7N69+2gAYwSi+yzL2tP7SQJLppb/A4tEA3Qrxa33z/8mgJo+LxBdkPNbFyf9kP1xAl0vORcTrTqwKSltbmUwVBRjqAcxRPRmoeiLnud15lkhz3NFYLwRSb4MblpvvwXAFQVV0fyHsDU0qTUAXMn5mOmmWitmeqEYjgjGUA9u5gjl/pbvSSJ+KMrJiKzNUeTLQSn+nxCRE27dYH+imEDtmamnEmd6STA2FJMj4As1Z7mfoZmrQnPGDYZqYAz14GaqUO7ZfE/G9x11JwBhtSL/4IUrL3tReL6yuOkB550AQgN8DL51mWuH1grEz/TmgnltvteI6HPxM70bSlDTYKgYxlAPYoioXijXke/5ncsv7iTw4vAFsH3Xq+0fj6heySitpcHCuhG1+jthQkTgxFn3zQfxX3s+z4Qvx+e4JaX7GQyVxBjqwQsxsyhTQWv9fKHXXvzPK+4H8UIC8pZUE2FlOvPGHCxfXrB829LpvgG/4uTN22YG3XL//J8DOEG6EIE+ccuGxgslsok5980FsAXI7aRr5nifDznEYDgsmBLyQUpDQ0MtgD8wc4KIMgB8IvKZ2QfgA/CZ2Sci37KsNcXW2nXlFWuwbNnk40aNv4CY3wbGMIDbFKs/v3D15aFl1hng5TjjdigmaCpezKKYiNWufC99Z+WSBI85kAb09wgh6xyEEgDEedXxbN38dPzAksQc91fSYwwGg8FgMBgMBoPBYDAYDAaDwWAwGAYr/x/nYf8PnlGqAAAAAABJRU5ErkJggg== 5;5;10;5 summary SELECT plant, title, folio, indexrev, date FROM project_summary_view ORDER BY pos, folio, title, author, date MS Shell Dlg 2,9,-1,5,50,0,0,0,0,0,Normal AlignLeft Q2 Multi 9 - MCB, 2P Poles, 15A Curve D, 10 kA CIRCUIT BREAKER M9F43215 SCHNEIDER 15A Q2 label X1:4 %p4%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:4 label X1:PE %p18%tGROUND%h%n%b% TERMINAL BLOCK WAGO X1:PE label X1:8 %p8%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:8 label X1:6 %p6%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:6 label X1:PE %p9%tGROUND%h%n%b% TERMINAL BLOCK WAGO X1:PE label Q1 3P, 20A EMERGENCY SWITCH VCDN20 SCHNEIDER Q1 label X1:2 %p2%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:2 label X1:5 %p5%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:5 label X1:11A %p14%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:11A label Q3 Multi 9 - GFP - RCCB - 2P - 25A - class A SI -240 V - 26 mA instantaneous M9R81225 SCHNEIDER 25A 26mA Q3 label X1:PE %p13%tGROUND%h%n%b% TERMINAL BLOCK WAGO X1:PE label Q4 Multi 9 - C60BP - MCB - 2P - 4 A - D Curve -480Y/277 V - 10 kA - UL 489 CIRCUIT BREAKER M9F43204 SCHNEIDER 4A Q4 label Q5 Multi 9 - C60BP - MCB - 2P - 10 A - D Curve -480Y/277 V - 10 kA - UL 489 CIRCUIT BREAKER M9F43210 SCHNEIDER 10A Q5 label X1:12B %p17%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:12B label X1:1 %p1%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:1 label X1:9 %p10%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:9 label 3G label 1 2 PE 3G label 1 PE AL1 100-240VAC, OUTPUT 24VDC 2.5A 60W POWER SUPPLY S8VKG06024 OMRON AL1 label + + - - 3G label 1 2 PE 3G label 1 PE 3G label 1 2 PE PC1 MODLINK MSVD CABINET POWER OUTLETS GREAT BRITAIN/BS 250V AC 113 AV 4000-72000-0040000 MURRELEKTRONIK PC1 label 6-B8 label 6-B7 label label H1 WHITE COMPLETE PILOT LIGHT DIAM22 PLAIN LENS WITH INTEGRAL LED 230...240V XB4BVM1 SCHNEIDER H1 label X1:12A %p16%tSTANDARD%h%n%b% 2002-1201 WAGO X1:12A label X1:3 %p3%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:3 label X1:7 %p7%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:7 label X1:11B %p15%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:11B label Q6 Multi 9 - C60BP - MCB - 2P - 4 A - D Curve -480Y/277 V - 10 kA - UL 489 CIRCUIT BREAKER M9F43204 SCHNEIDER 4A Q6 label X1:10 %p11%tSTANDARD%h%n%b% 2002-1201 TERMINAL BLOCK WAGO X1:10 label X1:PE %p12%tGROUND%h%n%b% TERMINAL BLOCK WAGO X1:PE label X2:10A %p19%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:10A label X2:5A %p9%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:5A label X2:2B %p4%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:2B label X2:7A %p13%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:7A label 8-F3 label label 5-H15 label label label label label 9-C10 label X2:6A %p11%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:6A label X2:8A %p15%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:8A label X2:8B %p16%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:8B label X2:3B %p6%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:3B label X2:9A %p17%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:9A label X2:10B %p20%tSTANDARD%h%n%b% 2002-2208 TERMINAL BLOCK WAGO X2:10B label X2:9B %p18%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:9B label X2:5B %p10%tSTANDARD%h%n%b% 2002-2208 TERMINAL BLOCK WAGO X2:5B label 9-C4 label label label label label 7-B4 label 8-F8 label 5-H14 label 8-F4 label 9-C6 label 11-B11 label label 7-B10 label label label 7-B9 label 11-B3 label label label 8-C8 label 8-F12 label label 10-F3 label label 9-F12 label 7-G10 label 9-G7 label 7-B6 label 11-B6 label label 10-F3 label 11-B2 label X2:7B %p14%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:7B label X2:6B %p12%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:6B label X2:4B %p8%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:4B label X2:3A %p5%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:3A label X2:4A %p7%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:4A label X2:1B %p2%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:1B label X2:1A %p1%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:1A label X2:2A %p3%tSTANDARD%h%n%b|% 2002-2208 TERMINAL BLOCK WAGO X2:2A label S3 BLUE FLUSH COMPLETE ILLUM PUSHBUTTON DIAM22 SPRING RETURN 1N0+1NC 24V XB4BW36B5 SCHNIEIDER S3 label 6-C5 label 6-C4 label 8-B3 label X1:21A %p35%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:21A label 9-F6 label 6-F8 label 6-F4 label label X1:14B %p22%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:14B label label X1:14A %p21%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:14A label X1:15A %p24%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:15A label X1:21B %p23%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:21B label S2 LOCK KNOB, ROUND, 2POS. FIXED, 1NO, D22 XB4BG21 SCHNEIDER S2 label X1:15B %p25%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:15B label X1:13A %p19%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:13A label label SA1 PNOZX1 - SECURITY RELAIS 24 VAC/DC 774300 PILZ PNOZ X1 42 41 Y1 34 Y2 23 A2 33 13 24 A1 14 SA1 label 9-F4 label 6-F8 label X1:13B %p20%tSTANDARD%h%n%b% 2002-2201 TERMINAL BLOCK WAGO X1:13B label label 11-B13 label label K1 OPTOCOUPLER MODULE, INPUT 2x24VDC, OUTPUT 2x9V...60VDC/0.1A 857-1494 WAGO K1 label 13 + 14 24 23 + A3 + A1 + A2 A4 11-B4 label 6-F9 label 6-F4 label IO:I INTERFACE, RSSD, D-SUB CONNECTORS, 37-POLE FEMALE, SCREW CONNECTION 8019910000 IO Input 0 to 15 WEIDMULLER IO:I label IO Input 0 to 15 comment label 11-B13 label 11-B3 label 11-B4 label label 6-F9 label 7-G9 label 6-C6 label 6-F8 label X1:20A %p34%tSTANDARD%h%n%b% 2002-2221/1000-434 LED TERMINAL BLOCK WAGO X1:20A label X1:20B %p31%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:20B label X1:19A %p33%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:19A label K3 OPTOCOUPLER MODULE, INPUT 2x24VDC, OUTPUT 2x9V...60VDC/0.1A 857-1494 WAGO K3 label 24 23 + 14 13 + A3 + A1 + A2 A4 6-F10 label 7-G9 label 6-F5 label 11-B3 label 6-F6 label 6-F6 label 7-G9 label H2 RED COMPLETE PILOT LIGHT DIAM22 PLAIN LENS WITH INTEGRAL LED 24V XB4BVB4 SCHNEIDER H2 label IO:O INTERFACE, RSSD, D-SUB CONNECTORS, 37-POLE FEMALE, SCREW CONNECTION 8019910000 IO Output 0 to 15 WEIDMULLER IO:O label IO Output 0 to 15 comment K2 OPTOCOUPLER MODULE, INPUT 2x24VDC, OUTPUT 2x9V...60VDC/0.1A 857-1494 WAGO K2 label 24 23 + 14 13 + A3 + A1 + A2 A4 11-B12 label 6-F7 label H3 DIAM 70 BASE UNIT + COVER - BLACK XVBC2B4;XVBC21;XVBZ02A SCHNEIDER H3 label label label X1:16B %p27%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:16B label X1:18A %p30%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:18A label X1:16A %p26%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:16A label X1:17B %p29%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:17B label X1:18B %p32%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:18B label X1:17A %p28%tSTANDARD%h%n%b% 2002-2201 TERMINALBLOCK WAGO X1:17A label 11-B15 label label label label 6-F9 label 11-B14 label 11-B5 label 11-B5 label 11-B14 label 11-B6 label label IT10 PULSE DIVIDER IT10 490-00007 TR ELECTRONIC IT10 label 6-F5 label 11-B5 label 11-B14 label X3:7A %p9%tSTANDARD%hW3%nblack(yellow)%b% 2002-2208 TERMINAL BLOCK WAGO X3:7A label X4:11A %p11%tSTANDARD%hW4%nblack(white)%b% 2002-2208 TERMINAL BLOCK WAGO X4:11A label 6 6 label 6-F10 label 10-C11 label 10-C11 label 10-B11 label 8-B4 label 9-F6 label label 10-D11 label 8 8 label CAM0 CAMERA 2D/3D C5-2040-SCT-GIgE AUTOMATION TECHNOLOGY CAM0 label CAMERA BOWL 2 2 label 9 9 label 12 12 label 9-F5 label 3 3 label 3 3 label 6-F5 label 10-B11 label LAS1 RED LASER CLASS 3R ZxxxM18S3-F-660-LPXX Z-LASER LAS1 label LASER LID 5 5 label 11 11 label 4 4 label 8-B4 label 8-B5 label 11 11 label 8-F8 label 6 6 label 1 1 label 5 5 label 8 8 label 4 4 label 10-C11 label 7 7 label CAM1 CAMERA 2D/3D C5-2040-SCT-GIgE AUTOMATION TECHNOLOGY CAM1 label CAMERA LID LAS0 RED LASER CLASS 3R ZxxxM18S3-F-660-LPXX Z-LASER LAS0 label LASER BOWL 10-B11 label 8-B5 label 12 12 label label 6-F6 label 7 7 label label 10 10 label X3:4A %p6%tSTANDARD%hW3%n%b% 2002-2208 TERMINAL BLOCK WAGO X3:4A label X3:10A %p12%tSTANDARD%hW3%nwhite%b% 2002-2208 TERMINAL BLOCK WAGO X3:10A label X4:1 %p1%tFUSE%hW4%nred%b% 2002-1611 FUSE TERMINAL BLOCK WAGO X4:1 label X4:3 %p3%tFUSE%hW4%nblack(brown)%b% 2002-1611 FUSE TERMINAL BLOCK WAGO X4:3 label X3:3 %p5%tSTANDARD%hW3%ngreen%b% 2002-1611 FUSE TERMINAL BLOCK WAGO X3:3 label X3:6A %p8%tSTANDARD%hW3%nyellow%b% 2002-2208 TERMINAL BLOCK WAGO X3:6A label X3:9A %p11%tSTANDARD%hW3%nblack(bleu)%b% 2002-2208 TERMINAL BLOCK WAGO X3:9A label X3:8A %p10%tSTANDARD%hW3%nblue%b% 2002-2208 TERMINAL BLOCK WAGO X3:8A label 9 9 label label 2 2 label 10-B11 label 6-F10 label 1 1 label 10 10 label X4:8A %p8%tSTANDARD%hW4%nblue%b% 2002-2208 TERMINAL BLOCK WAGO X4:8A label X4:12A %p12%tSTANDARD%hW4%nbrown%b% 2002-2208 TERMINAL BLOCK WAGO X4:12A label X4:6A %p6%tSTANDARD%hW4%nyellow%b% 2002-2208 TERMINAL BLOCK WAGO X4:6A label X3:2A %p3%tSTANDARD%hW3%n%b% 2002-2208 TERMINAL BLOCK WAGO X3:2A label X4:9A %p9%tSTANDARD%hW4%nblack(bleu)%b% 2002-2208 TERMINAL BLOCK WAGO X4:9A label X4:5A %p5%tSTANDARD%hW4%nblack(green)%b% 2002-2208 TERMINAL BLOCK WAGO X4:5A label X3:1 %p2%tSTANDARD%hW3%nblack(red)%b% 2002-1611 FUSE TERMINAL BLOCK WAGO X3:1 label X3:12A %p14%tSTANDARD%hW3%nbrown%b% 2002-2208 TERMINAL BLOCK WAGO X3:12A label X4:4A %p4%tSTANDARD%hW4%ngreen%b% 2002-2208 TERMINAL BLOCK WAGO X4:4A label X4:7A %p7%tSTANDARD%hW4%nblack(yellow)%b% 2002-2208 TERMINAL BLOCK WAGO X4:7A label X4:10A %p10%tSTANDARD%hW4%nwhite%b% 2002-2208 TERMINAL BLOCK WAGO X4:10A label X4:2A %p2%tSTANDARD%hW4%nblack(red)%b% 2002-2208 TERMINAL BLOCK WAGO X4:2A label X3:11A %p13%tSTANDARD%hW3%nblack(white)%b% 2002-2208 TERMINAL BLOCK WAGO X3:11A label X3:5A %p7%tSTANDARD%hW3%nblack(green)%b% 2002-2208 TERMINAL BLOCK WAGO X3:5A label L7 N 6 50 12B #555555 N4 9-C7 L4 5-H14 N4 5-H15 44 19A #555555 18B #555555 9-C7 43 5 #555555 PE 5-H2 N5 N 20B #555555 N 8-D8 7 50 7 18A #555555 L5 5-H9 L5 N1 8 #555555 N1 5-E3 PE #555555 L1 5-E4 L4 L8 16B #555555 9-C6 17B #555555 9-C6 41 42 N5 9-C8 L1 7 #555555 6-D6 6-E6 L8 L7 L7 L7 L4 15A #555555 L8 6-D7 45 16A #555555 14B #555555 6-E7 13B #555555 13A #555555 8-B8 5-H5 5-H2 L 5-H1 L 9-F6 15B #555555 L 50 L2 21B #555555 9-F6 L N2 5-B5 N2 PE L2 5-H6 1 #555555 14A #555555 5-H2 5-H4 40 42 L3 PE PE 12A #555555 PE PE #555555 10 #555555 L8 9 #555555 L3 5-H9 17A #555555 45 5-H13 5-H14 44 PE 5-H12 43 L4 5-H5 6 #555555 PE #555555 2 #555555 3 #555555 PE PE 5-H13 11B #555555 5-B6 21A #555555 X1 #777777 20A #555555 4 #555555 6 50 N 41 N4 9-C8 40 PE #555555 PE N3 5-H9 PE N3 11A #555555 N4 X2 #777777 1A #555555 7-D4 1 1 1B #555555 7-D4 1 1 2A #555555 7-D5 1 1 2B #555555 7-D5 1 1 3A #555555 7-D5 1 1 3B #555555 7-D6 1 1 4A #555555 7-D6 1 1 4B #555555 7-D6 1 1 5A #555555 7-D7 1 1 5B #555555 7-D7 1 1 6A #555555 7-D8 2 2 6B #555555 7-D8 2 2 7A #555555 7-D8 2 2 7B #555555 7-D9 2 2 8A #555555 7-D9 2 2 8B #555555 7-D9 2 2 9A #555555 7-D10 2 2 9B #555555 7-D10 2 2 10A #555555 7-D10 2 2 10B #555555 7-D11 2 2 X3 #777777 1 #555555 13-C2 1 1 red red 2A #555555 13-C3 2 2 black(red) black(red) 2B #555555 13-B12 2 2 3 #555555 13-C3 19 19 black(brown) black(brown) 4A #555555 13-C3 16 16 green green 4B #555555 13-C4 16 16 5A #555555 13-C4 black(green) black(green) 6A #555555 13-C4 50 50 yellow yellow 7A #555555 13-C4 51 51 black(yellow) black(yellow) 8A #555555 13-C5 30 30 blue blue 9A #555555 13-C5 31 31 black(bleu) black(bleu) 10A #555555 13-C5 32 32 white white 11A #555555 13-C6 33 33 black(white) black(white) 12A #555555 13-C6 2 2 brown brown 12B #555555 13-C6 2 2 W3 X4 #777777 1 #555555 13-C12 1 1 red red 2A #555555 13-C12 2 2 black(red) black(red) 3 #555555 13-C12 24 24 black(brown) black(brown) 4A #555555 13-C13 16 16 green green 5A #555555 13-C13 black(green) black(green) 6A #555555 13-C13 53 53 yellow yellow 7A #555555 13-C14 54 54 black(yellow) black(yellow) 8A #555555 13-C14 34 34 blue blue 9A #555555 13-C14 35 35 black(bleu) black(bleu) 10A #555555 13-C15 36 36 white white 11A #555555 13-C15 37 37 black(white) black(white) 12A #555555 13-C15 2 2 brown brown W4 5;5;10;5 nomenclature SELECT label, designation, description, manufacturer, diagram_position FROM element_nomenclature_view WHERE ( element_type = 'thumbnail' OR element_type = 'simple' OR element_sub_type = 'commutator' OR element_sub_type = 'coil' OR element_sub_type = 'protection') AND designation != '' ORDER BY label, designation, description, manufacturer, diagram_position Sans Serif,9,-1,5,50,0,0,0,0,0 AlignLeft Terminalblock TB_X1 Терминальный блок TB_X1 Bloco terminal TB_X1 Terminal block TB_X1 Terminal block TB_X1 Bornier TB_X1 Blok zacisków TB_X1 Bornero TB_X1 Eindblok TB_X1 Terminálový blok TB_X1 X1 label Terminal block X1 #777777 1 #555555 5-H1 L L 2 #555555 5-H2 N N 3 #555555 5-H2 L L 4 #555555 5-H2 N N 5 #555555 5-B5 N1 N1 6 #555555 5-B6 L1 L1 7 #555555 5-E4 L3 L3 8 #555555 5-E3 N3 N3 PE #555555 5-H6 PE PE 9 #555555 5-H5 N3 N3 10 #555555 5-H6 L3 L3 PE #555555 5-H4 PE PE PE #555555 5-H10 PE PE 11A #555555 5-H9 N4 N4 11B #555555 5-H9 L4 L4 12A #555555 5-H11 N4 N4 12B #555555 5-H11 L4 L4 PE #555555 5-H11 PE PE 13A #555555 7-C5 1 1 13B #555555 7-C5 50 50 14A #555555 7-B7 6 6 14B #555555 7-D7 7 7 15A #555555 7-B10 1 1 15B #555555 7-D10 2 2 16A #555555 9-F7 2 2 16B #555555 9-F7 2 2 17A #555555 9-E7 24 24 17B #555555 9-E7 24 24 18A #555555 9-E10 20 20 18B #555555 9-E10 21 21 19A #555555 8-F3 1 1 20B #555555 8-F4 2 2 20A #555555 8-F3 15 15 21A #555555 7-B5 50 50 21B #555555 7-B6 50 50 Terminalblock TB_X1(2) Терминальный блок TB_X1(2) Bloco terminal TB_X1(2) Terminal block TB_X1(2) Terminal block TB_X1(2) Bornier TB_X1(2) Blok zacisków TB_X1(2) Bornero TB_X1(2) Eindblok TB_X1(2) Terminálový blok TB_X1(2) X1 label Terminal block X1(2) #777777 19A #555555 8-F3 1 1 20A #555555 8-F3 15 15 20B #555555 8-F4 2 2 21A #555555 7-B5 50 50 21B #555555 7-B6 50 50 Terminalblock TB_X1(1) Терминальный блок TB_X1(1) Bloco terminal TB_X1(1) Terminal block TB_X1(1) Terminal block TB_X1(1) Bornier TB_X1(1) Blok zacisków TB_X1(1) Bornero TB_X1(1) Eindblok TB_X1(1) Terminálový blok TB_X1(1) X1 label Terminal block X1(1) #777777 1 #555555 5-H1 L L 2 #555555 5-H2 N N 3 #555555 5-H2 L L 4 #555555 5-H2 N N 5 #555555 5-B5 N1 N1 6 #555555 5-B6 L1 L1 7 #555555 5-E4 L3 L3 8 #555555 5-E3 N3 N3 PE #555555 5-H6 PE PE 9 #555555 5-H5 N3 N3 10 #555555 5-H6 L3 L3 PE #555555 5-H4 PE PE PE #555555 5-H10 PE PE 11A #555555 5-H9 N4 N4 11B #555555 5-H9 L4 L4 12A #555555 5-H11 N4 N4 12B #555555 5-H11 L4 L4 PE #555555 5-H11 PE PE 13A #555555 7-C5 1 1 13B #555555 7-C5 50 50 14A #555555 7-B7 6 6 14B #555555 7-D7 7 7 15A #555555 7-B10 1 1 15B #555555 7-D10 2 2 16A #555555 9-F7 2 2 16B #555555 9-F7 2 2 17A #555555 9-E7 24 24 17B #555555 9-E7 24 24 18A #555555 9-E10 20 20 18B #555555 9-E10 21 21 Terminalblock TB_X2 Терминальный блок TB_X2 Bloco terminal TB_X2 Terminal block TB_X2 Terminal block TB_X2 Bornier TB_X2 Blok zacisków TB_X2 Bornero TB_X2 Eindblok TB_X2 Terminálový blok TB_X2 X2 label Terminal block X2 #777777 1A #555555 7-D4 1 1 1B #555555 7-D4 1 1 2A #555555 7-D5 1 1 2B #555555 7-D5 1 1 3A #555555 7-D5 1 1 3B #555555 7-D6 1 1 4A #555555 7-D6 1 1 4B #555555 7-D6 1 1 5A #555555 7-D7 1 1 5B #555555 7-D7 1 1 6A #555555 7-D8 2 2 6B #555555 7-D8 2 2 7A #555555 7-D8 2 2 7B #555555 7-D9 2 2 8A #555555 7-D9 2 2 8B #555555 7-D9 2 2 9A #555555 7-D10 2 2 9B #555555 7-D10 2 2 10A #555555 7-D10 2 2 10B #555555 7-D11 2 2 Terminalblock TB_X3 Терминальный блок TB_X3 Bloco terminal TB_X3 Terminal block TB_X3 Terminal block TB_X3 Bornier TB_X3 Blok zacisków TB_X3 Bornero TB_X3 Eindblok TB_X3 Terminálový blok TB_X3 X3 label Terminal block X3 #777777 1 #555555 12-C2 1 1 red red 2A #555555 12-C3 2 2 black(red) black(red) 2B #555555 12-B12 2 2 3 #555555 12-C3 19 19 black(brown) black(brown) 4A #555555 12-C3 16 16 green green 4B #555555 12-C4 16 16 5A #555555 12-C4 black(green) black(green) 6A #555555 12-C4 50 50 yellow yellow 7A #555555 12-C4 51 51 black(yellow) black(yellow) 8A #555555 12-C5 30 30 blue blue 9A #555555 12-C5 31 31 black(bleu) black(bleu) 10A #555555 12-C5 32 32 white white 11A #555555 12-C6 33 33 black(white) black(white) 12A #555555 12-C6 2 2 brown brown 12B #555555 12-C6 2 2 W3 Terminalblock TB_X4 Терминальный блок TB_X4 Bloco terminal TB_X4 Terminal block TB_X4 Terminal block TB_X4 Bornier TB_X4 Blok zacisków TB_X4 Bornero TB_X4 Eindblok TB_X4 Terminálový blok TB_X4 X4 label Terminal block X4 #777777 1 #555555 12-C12 1 1 red red 2A #555555 12-C12 2 2 black(red) black(red) 3 #555555 12-C12 24 24 black(brown) black(brown) 4A #555555 12-C13 16 16 green green 5A #555555 12-C13 black(green) black(green) 6A #555555 12-C13 53 53 yellow yellow 7A #555555 12-C14 54 54 black(yellow) black(yellow) 8A #555555 12-C14 34 34 blue blue 9A #555555 12-C14 35 35 black(bleu) black(bleu) 10A #555555 12-C15 36 36 white white 11A #555555 12-C15 37 37 black(white) black(white) 12A #555555 12-C15 2 2 brown brown W4 Elementy importowane Uvoženi elementi Importierte elemente İthal öğeler Elements importats Importerede elementer Zavedené prvky elementos importados Elementen geïmporteerd Uvezeni elementi Elemente importate Imported elements Εισηγμένα στοιχεία Elementos importados Éléments importés Импортированные элементы Elementi importati Linia jednofazowa (trójprzewodowa) F + N + PE مصدر وحيد القطبية + أرضي PE + محايد N Wechselstrom + PE +N Přípojnice 1f+N+PE 1 fase + aarde + nul Μονοφασικό +N +PE Single-pole source + PE +N Fuente unipolo + PE +N Sorgente unipolare + PE +N Source unipolaire + PE +N Однополюсный + PE +N Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Wyłącznik Terheléskapcsoló 2 pólusú قاطع أحادي الوجه Lastschalter 2P Dvoupólový jistič Lastscheider 2 Circuit-breaker Disyuntor 2P Sezionatore 2P Disjoncteur mono protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Calibre __A label Elektrotechnika Elektrik Elektrisk Elektrotechnika Elektrotechniek 電気 Ηλεκτρικά Electric Eléctrica Elettrica Электротехника Electrique Schematy wieloliniowe Többvonalas szimbólumok Allpolig Flere ledere Vícežilový Veel polig 複線 Πολυγραμμικό All-pole Multifilar Multifilare Multifilaire Многополюсные Obwody sterownicze Melde- und Bedieneinrichtungen Značení a příkazy Signalering en bediening 信号と操作 Signaling and operating Σήμανση και χειρισμός Señalización y comando Сигнализация и управление Signalétique et commande Segnalazione e comando Wskaźniki świetlne Optische Meldeeinrichtungen Světelná signalizace Optical signaling devices Συσκευές οπτικής σήμανσης Dispositivos de señalamiento óptico Оптическая сигнализация Signalements optiques Segnalazione ottica Lâmpada Light Лампа Lámpara مصباح Meldeleuchte Lampa Lampe Luce Λυχνία Kontrolka Lamp Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Biztosítékok és védelmi eszközök Предохранители и элементы защиты Fusibles y protecciones Fusibili e protezioni Fusibles et protections Łączniki i zabezpieczenia Zekeringen en beveiligingen Sicherungen und Schutzeinrichtungen Fuses and protective gears Pojistky a ochranná zařízení Ασφάλειες και εξαρτήματα προστασίας Sikringer og beskyttelsesudstyr ヒューズと保護装置 قواطع تفاضلية Hibaáram-védőkapcsolók/differenciál kioldók Дифавтоматы Dispositivos diferenciales residuales Interruttori differenziali Disjoncteurs différentiels Wyłączniki różnicowoprądowe Aardlekschakelaar + automaat Fehlerstromschutzschalter Residual Circuit Breakers Proudové chrániče Disjunctores diferenciais Διαφορικοί διακόπτες Fejlstrømsafbryder قاطع تفاضلي Fehlerstromschutzschalter 1-polig + N Дифавтомат Disjunctor diferencial Residual Circuit Breaker with Overload Interruttore differenziale Disjoncteur différentiel Wyłącznik różnicowoprądowy Dispositivo diferencial residual Proudový chránič 2P Aardlekschakelaar + automaat Hibaáram-védőkapcsoló 1P+N protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license عازلات Szakaszoló kapcsolók Разъеденители Seccionadores Sezionatori Sectionneurs Odłączniki Lastschakelaars Lasttrenner Disconnecting switches Odpínače Seccionadores Αποζεύκτες Adskiller Seccionador 3P mando de palanca Terheléskapcsoló karos 3 pólusú Interrupteur sectionneur triphasé Odpínač 3P protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Cables y alambres Kábelek és vezetékek Przewody i kable Kabely a vodiče ケーブルと配線 Kabel und Verdrahtung Kabler og ledninger Кабели и провода Cables and wiring Câbles et filerie Kabels en draden Cavi e collegamenti Καλώδια και καλωδίωση Kabel 3G Cable 3G Kabel 3G Kábel 2 + PE Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license 3G label 1 2 PE Señalización y comando Melde- und Bedieneinrichtungen Obwody sterownicze Značení a příkazy Signalétique et commande Signalering en bediening 信号と操作 Signaling and operating Segnalazione e comando Σήμανση και χειρισμός Сигнализация и управление Optische Meldeeinrichtungen Dispositivos de señalamiento óptico Wskaźniki świetlne Světelná signalizace Signalements optiques Optical signaling devices Segnalazione ottica Συσκευές οπτικής σήμανσης Оптическая сигнализация LED en un pulsador iluminado مُؤشّر ضوئي لمفتاح ضاغط Meldeleuchte eines Drucktasters Łącznik przyciskowy podświetlony lamp van drukknop Μπουτόν, φωτειζόμενο με LED LED of an illuminated push-button Spia luminosa a LED Prosvětlené tlačítko Voyant d'un bouton poussoir lumineux Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Light Lâmpada Лампа Lámpara roja Lampe, rot Kontrolka Lampe rouge Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Drucktaster Pulsadores Przyciski Tlačítka Botões de pressão Boutons-poussoirs Knop druk Push-buttons Pulsanti Μπουτόν مفاتيح ضاغطة Кнопки Botão de pressão (NA) Drucktaster Schliesser Pulsador Tlačítko Μπουτόν, ανοικτή επαφή Bouton poussoir Push-button Pulsante (NA) Кнопка (НР) Drukknop (NO) زرّ ضاغط Łącznik przyciskowy z powrotem samoczynnym commutator Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Selettori Διακόπτες επιλογής Przełączniki Interruptor selector Commutateurs sélecteurs Selector switches schakelaar keuze Wahlschalter Переключатели Přepínače, voliče Öffner 1-polig 2 Stellungen Schlüssel betätigt rastend Interruptor selector 2 posición fija con llave LH Bouton tournant 2 positions fixes, retrait de la clé à gauche Selettore a chiave, 2 posizioni stabili, estrazione chiave a SX Otočný přepínač s 2 pevnými polohami, ovládaný klíčkem, zleva مُحدّد دوار بوضعين ثابتين محمي بقفل, إخراج المفتاح إلى اليسار Selector switch 2-position stay put, key withdrawal from LH Łącznik obrotowy przełączny, uruchamiany kluczykiem Διακόπτης επιλογής 2 θέσεων, αφαίρεση κλειδιού στην αριστερή θέση 2 positie sleutelschakelaar(vergrendelt in stand 2 (NC) commutator Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Csatlakozók és dugók Connettori e prese Złącza wtykowe コネクタとプラグ Connectoren en stekkers Stik Connecteurs et prises Konektory a zásuvky Conectores y enchufes Steckverbinder und Steckdosen Соединители и разъемы Σύνδεσμοι και πρίζες Connectors and plugs Csatlakozók Contatti Złącza wtykowe Stik ben Contacts de fiche Konektorové piny Steckkontakte Pines de conector Контакты разъемов Ακίδες συνδέσμων Connector pins موصل Anya + apa csatlakozó Connettori M/F Złącze wtykowe Stopcontact Connecteur Spojený pin Conector Steckverbindung Buchse + Stecker Соединение (нов.) Σύνδεσμος Connector Conector Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Zacisk Terminal de unión Terminale di unione Terminal de combinação klem doorgang Клеммное соединение Klemme Terminal block طرف توصيل Spojovací svorka Sorkapocs Borne continuité Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label IO Input 0 to 15 IO Input 0 to 15 8019910000 INTERFACE, RSSD, D-SUB CONNECTORS, 37-POLE FEMALE, SCREW CONNECTION WEIDMULLER IO:I IO:I label IO Input 0 to 15 comment IO Output 0 to 15 IO Output 0 to 15 8019910000 WEIDMULLER IO:O INTERFACE, RSSD, D-SUB CONNECTORS, 37-POLE FEMALE, SCREW CONNECTION IO:O label IO Output 0 to 15 comment Alimentation AC/DC Napájecí zdroj AC/DC 2080-PS120-240VAC ALIM 240W 100-240VAC / 24VDC 10A MEAN WELL NDR-240-24 EN 60617: 06-14-03 label + + - - مقبس Enchufe Gniazdo wtyczkowe Zásuvka Steckdose Розетка Outlet Prise Contactdoos Πρίζα Presa Tomada Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Dakota PNOZS4 PNOZS4 PNOZS4 PNOZS4 PNOZS4 PNOZS4 PNOZS4 PNOZS4 PNOZS4 PNOZS4 - SECURITY RELAIS 24 VAC/DC F1 PILZ 750104 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license PNOZ S4 42 41 S11 S21 34 S34 S22 S12 23 A2 33 13 24 A1 14 F1 label PROTECT-PE-02 SAFETY INPUT EXPENDER MODULE PROTECT-PE-02 SCHMERSAL SA2 PROTECT-PE-02 designation SA2 label BNS3312ZST SCHMERSAL B? BNS3312ZST CODED MAGNET SAFETY SENSOR, 400MA, 10WATT, 60VAC/DC B? label 857-1494 857-1494 K? OPTOCOUPLER MODULE, INPUT 2x24VDC, OUTPUT 2x9V...60VDC/0.1A WAGO K? label 24 23 + 14 13 + A3 + A1 + A2 A4 IT10 TR ELECTRONIC PULSE DIVIDER IT10 490-00007 IT10 IT10 label C5-2040-SCT CAMERA 2D/35 CAM? AUTOMATION TECHNOLOGY C5-2040-SCT-GIgE CAM? label CAMERA - LID - BOWL LASER RED LASER CLASS 3R LAS? Z-LASER ZxxxM18S3-F-660-LPXX LAS? label LASER LID - BOWL PNOZX1 PNOZX1 PNOZX1 PNOZX1 PNOZX1 PNOZX1 PNOZX1 PNOZX1 PNOZX1 SA1 PILZ PNOZX1 - SECURITY RELAIS 24 VAC/DC 774300 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license PNOZ X1 42 41 Y1 34 Y2 23 A2 33 13 24 A1 14 SA1 label Προηγούμενη σελίδα Referentie Vorig الصفحة السابقة folio anterior Vorherige Folie Předchozí list Folio précédent Wejście adresowe Foglio precedente Coming arrow Предыдущая страница Beérkező hivatkozás Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Επόμενη σελίδα Referentie volgend الصفحة التالية Folio siguiente Nächste Folie Další list Folio suivant Wyjście adresowe Foglio successivo Going arrow Следующая страница Elmenő hivatkozás Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Label label Led Fuse TERRE