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Step7...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAABQYABAcDAgEI/8QAPRAAAgEDAwIEBAIIBQMFAAAAAQIDBAURAAYSITEHEyJBCBRRYTJxFRYjJIGRsdFCUqHBwhdykjNic+Hw/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDBAYFAP/EADkRAAEEAAIGBggEBwAAAAAAAAEAAgMREiEEBRMxMkFRYXGBobEGFBUiYpHR8CNCUsEzQ3KDstLh/9oADAMBAAIRAxEAPwDJtw7Wv9PXoau/015oZurzNTgSY+xUkE/mdOOy/CLddZaKaristNLHLAkqfvMQbiwypI5ZGR9RobZ/DyC6UdPeNs7SrEgL84ZIrl+zfif8SMf660imvNi2mKehu1wuVrqZWopKymhpZUaMoMswkRyXL4VMdEAJbjnXOa/0vT9Fia7QmYnE/pc7/Eivsb1aExuNE+KpQ+EO6URkfbkbDuMVMXf/AMtDr14NbtemmFNtyJZGGIy1ZF6fv1b276aKzftmvF/qJqTd1/pKMpCqFKeR5JZU5h34LxVSOS46ccoCVYdNV7juzZFdav0Rc96X+SSJqh/PNJIrYmgMXHJcnGeTkZwWJACjAHIs1v6RteJHxCyBYEcprK92KrvLpWqosOH6JWt/gluqOio1uFjh81eKysa2IZbPYevvqvN4I7ydHaOy0/mRkrlLhFhu5wQW6FemR99Mtfe9iXOatSbd14matqvnpUFpBXzRHJCvHr0QRuiEZJxGMMp6ifpbw6uSVUUt8uCpVTFz8vaGi8yF5pmlRzzPJmSZ4ufQgAdM61xa719G4v2eZq/wpaHZb/vtSOZG5ob0dY+iDN4KboEDPJZVEgXLSfPQgDr1zlvbr/PV23+Du5TVVUEtvjKD1QgVkJZl69ccu2COp1fNz2Mw4Ve8b1LM9KlDUObR/wCsDIJ3bHX9o03KTPUDljie+iNnumxaS13eFdzVIpq+3JSGb9FSK6cEVc55EEHjllwM5IBAwNA689IBG4COya/ky9I+Lt8l9s4rB6OsJOrPBDcM3SltcLowDgitgLcexI9WCPvq0ng5ueimb5a0UxmMJWPnVwBuXYk+rOfy0zXK47Dvk9VTybggi+Zj4SJT2OSPiTTNF5SMW9MJVuRi/wA2TkZ10jm2NSvWVVx3Pc/Nm5GGSooSXijE3m9SCeRChU5HBOM9STqcWuvSBlP2Zuwa2MmXVxbvsIubE4V+4SXcfBHdT3ACltsVRA6AVGKuAGKVQOuC3uDg/kPrr2PAzcNRTycrPSh2kwSk0GEx3HRuh+2nGCu2vHStBT7uaaJ45KcrHZ8FYZEQSFvWD5rcFbm2RksePXGuEc2waeNRHvuop5PnzcYl+QzIaiLPEEdQY0LscdGPI5foMPJrv0hkJJZX9mT57/qPNBjIm5DzCS6Xwc3dTXKV6W0UvyBhKNJ89T8TkAdfX9Ncrr4S7k2zVrdai2xR24wtBUutRGeBZlCDiGJPfHTtrRhVbD+bR6O609LFDLLOBU2kGik8yaSYCRQw5BRIFH0KKfbGl/eUW3LVbIpdvbnqbvW+cvKmSASK7rHDCJHOSEKoh64wwIH+EHXpaq15ryTSYY546bYBJieMrzs4qGXOqHMb1CaGIseQd/WsjqtkwANhI+nTIZsZ1NbBURWqsiRkipy7oHdAwLjI7lfb31NdabBpMCDmlbZXiCLNYYqOs2raq6UyNM7THJBc5KZwcgHONEoKe27ku0s7WCigilZZigSTihZA4AOQOhPQYGQM6y2zStLa4HeVpX44Z2GCxHc9NOVu3FRx08EEtopS6qkZmkqWQE448mOMDp7/AE1zOttUPsy6ECHuJshxHgXAfJeZrQPl0d0bWuJLSGluG2k1TqL2XlY37zdJl2/UxWCKW72mhpaOspphADFzf1O2HbufSQQR9dX9rslLeanFppKWaohEsrvFyZyJHAOHzxByTjv11xoIpn35Q7Xudiip1rxwjqYZ2kjmSNCyNGegYekfQjOiW2aWi3Rvm+2arpFje1KoE/JiZAJXUDHTGOOffqdeQdV66dbQHC/jGW74u1c/pkbpoZI2QSMxWcQeCWe6wANG2AIxB5sm8x10DudbbbpW3GeotVK09DTO1Owh8vKKTyDBcD8Q6fYjXOk/R9nlqoqayW4FY34iSDzQ6KhfoGzjDd/sdGfE+jg2jVW2lgtSVtJNTSBpDIU8rL44Y9w3U/w148Nktu67nPQtT0qqlAtW0kLtJhpCEeM8gDkDo3tke/fRGrdcY8IDr/rH+3f3rU0QMBe3RZcFEUZG8g0A3tN5LcThRAL3AHIFB6igoqr5WpmstuE1ROzrmJ4lXjFyzgHp+HH0xg6b73tnbP8A0cnv1LYqenqzafORwW5IT75zg99Jm97hbtvbuqrCLNDOkFQqCR5mUsDEp5Y6+zYx9NaRuOsFb8Ps9cIBF8xZ0YRrgheRUY/LXv6g0TToZpDpQNVzded9pWmIgOaWxPbfNzhXETVCR/ItF5VhP6iBmGyKBavxWpqG42qOmimlhV6dQyCRRTMwkPXOXGHJB650S+IO022yLDSWuk+WjkoJHYB3bJMqjPqJPtoR4OS+Z4sUTluf77Ng5z0WncfyGjnxOzK95gj/AMtsQe3XlO39tdGwVGvScTtwOVIx4P7Us962xJU3SkeaVKpY1cTunpWKPp6WHuT31lM1LHNcFrjWxRCGhrJoIBKDIzecqgFScgEOSD1zwPsCdbn4KOIPDyecjoKuofPTrxVR/wAdfnu11Dm8ilRInFTboUYtGGccpARxJ6qSehx3HTtoSg4RhyRhcTI++S2PxC2tZLJsmCtpIJ0qmmpYjmpZl64Lekkj2PbSn4LWGl3JWVcdxap8uKFpFeKXiwLSADqQfYHT38QbrT7ao41Z1D3DPEH04SKQ9vr20C+GVP3W6SgHPlU6A9fd5D/bVCBipTY92xLrzSF4gSfq/vG4Utsp56qOmqmhVWmCOQqJ1LAdepPt76mrm4Qtx3VfK+KGpeRLlMWkGDEqtIyqCCM8iYz9sDU1mccyt0d4Raz3a8g/Q0K0pTyRy4BlPbkfvohO0zxNDIYsMMEBT/fQ2zvOKQioVY5RI/JVbljr2z76uBj3JOTo80AiW27tc7BdLbcqR46uS3Mfl4qmSTy0UhgUGDlR6iemNat8Pt2qbn4kbnr54qeOorqFJ5FjDcQfPOcdc46/XWMh8E60/wCGmTG/7mhP4rR9PpOv99B8EektMUotp3hRmcY2FzcimL4lKmI3jbsUykTmmm8sovpwHTOSev0x/HOhHwvVMn6du6BEOaADqT2WfHcfnq18TjD9YdrdevkVXt7co9D/AIXSP1kuQ+tsz0/+cal7N0YR+q4Pw+jl0+eam2eTYbS/e/6hXjQZ5PEm9VEdKWijq6eOWRB6Y2NOgAP3OD+fE60+8VKr8NaehAGsdOg9Q7koM4+udZX4yV86+It/oY5P3eWugeVeIyWjp149e4xybt9daVuOUJ8NcGT3tNGvUjrl49D2do7wGObkzhokVW7cc++0XTPDWG8zVrPPBORZfFSk/ZlQk1WejAZ/YEd9F/iFkefdDl44SKa2wMyl1B4md/r+Juo6D+gOgvgHh/E+Eg9hWN1P/sA1Y+ImTnv3y8j001Ivft1kP++qHRmFwnzxDLearsur66tNjO2wcq+81pfhxUx0ngxNOyAhYq+VvUBn1Sfy7DWC7LEU++bdTGLrzt8TE46/tAT/ALfy1tVkl+W+HWom5Draatv4s0g/31j3hUgm8VrejYwLhTjH/Yhb/bX0ehxxOcWk+/mbcT8rOW/lXggyVzg6+XUPsrVfiZuEK220RGE4M9TK3qzkCMLj+b66fDW1LHty5ztA/FqyJRj2VYlOO/T8R0t/E/Nyq7XAoJZaKdzjr3kQf8To54MstB4U19YQB+0qpWP2SML/AMdS9mxbL1cOcB043Yuniu/FDbO2QfQs9Qr5JEtlwij29ebljgtRc1LM2T6QJZMffAfU0n2qvkitxp2liEZdW4SRuw5cFGenT21NUEdWtuLICku0lUlPeZbSstRVVDVJUthcBicdfp+XXXr9OU3mrGY5gzKHGQOx7e+u9RBHFvmFxAtBRQVvpJXgZCpJyAeykjuep0vNTyfpDAXICKBj+mrAWT3fv9FPoTK9VIlAlwajqTSvKYUlCjDOBkgdfYHRSz7mv2zN0yyUiVFtrHpfLdZqdJDwYq46NnGehzrrclf9Qts25VOGqJqhx92YKP8ATVnxNpamv3dcrhGEaJHip+kgLArEp6juOmPtpg2s1eSFobn1eItV9278u+5qqhnvFV8y1GriPjAkeOeOX4e/4R31W2nvm5bTqJam1VBp5XhMTk06Shk58sert11QgtFXJhhF079dca2ikajq2EJ5QAMcD265/rosBc8Wspa0MIAyRG/boqLzeZbtXyPLUVEgkkfy1XJ4Bew6DoPbR6q8TL3XbP8A1Xmlga3xwxQKFpArcUKlRzz39PfSvbad6yiRYkVuS5B/LVqnCxS0tne2wxVUnKVqoEl5euFTHYAde3f30cJDiECGkDJFvDu9Xu3bier2/TLVXJY5nWAw+Y0iNjkEQEFmA64GTgE4ODqvv3dtbedxPV3lEirEaKKVI4uIXy+QxjJ6gnvnQi8214k4VUkdPGXA81kLBevTooz/AC10nthpoyEgxCjERhwO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You also Learn about Decimal to Hexadecimal & Binary Convertion. 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Automation...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1765554036495544-8293115681089916825-balancer-l7leveler-kubr-yp-klg-235-BAL","isAdultDoc":false,"relatedParams":{"text":"Simatic 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В этом видео даются начальные сведения о программировании в среде Simatic S7 https://www.elinc.ru/simatic_doc11.html...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"22","reqid":"1765554036495544-8293115681089916825-balancer-l7leveler-kubr-yp-klg-235-BAL","isAdultDoc":false,"relatedParams":{"text":"Программирование на Simatic Step 7. 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предлагается в первую очередь начинающим изучение процесса программирования программируемых логических контроллеров. Почему то все такие начинающие - любят решать задачку составления...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"24","reqid":"1765554036495544-8293115681089916825-balancer-l7leveler-kubr-yp-klg-235-BAL","isAdultDoc":false,"relatedParams":{"text":"Программирование 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самый первый опыт на Youtube, и поэтому звук сильно хромает. Уже к середине цикла "Программирование Simatic" ситуация была исправлена. Удобных Вам просмотров. Подписывайтесь ;) Видео ...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAAUDBAYCAQf/xAA7EAACAQMDAQUFBwEHBQAAAAABAgMABBEFEiExBhNBYZEiI1FTgQcUMjNScaFCFSRDYoKS8HOTosHh/8QAGwEAAgMBAQEAAAAAAAAAAAAAAwQAAQIFBgf/xAAsEQACAgECBQIEBwAAAAAAAAABAgADEQRREhQhMUETcVKh0fAFFWGxweHx/9oADAMBAAIRAxEAPwBPHIucCMYq7bsOgiqDTIRLuzngjmndrbJjoDx8K+kkzlqJzanp7umtrjxipjpHZjUbmwjvIhbssnKoZ1DkBxGSF643Moz502tezN7i42NaS/d22uI7pWywDMVHPJAViQPhSjaqoZBbtGFrbaKIfKP1FW4v+mMftTyPs3qS3iWncxNKwcjbOrD2PxAkHgjI48xUsekzrp6XrLH3ThSAJAWw27aSvUA7T6ULmaz2YQgQjxE6YxzFXXs/K/56Vpx2cvFfYRb5G4E9+uAQVBBOeDll4868GgXhCe7jXccYaQArwxy3w4VvShc5V8Ql8DbTLsVx+VUEhX5NaptEuDb9+qxOhbaNkgJPtbcgZ6ZIGajk7O35leIQgsk6W5w4/Gwyv0860NVV8UnAdpjZ9vPuaX3O3B9z/wA9K3E/ZvUcH3C47qWbO8fhjOHP0PrSbWdInsRCbmMJ38SzJhs5U9M46Hyo9eorY4DQbIR4mMuWUZ9zSyd1+V/Nae7t054FKLq2j54HpTQP6wLCI2lTd+UPWiur2NUYbelFbEFLWirw/wBKf2i8Uk0Ufi+laC0HFYMKs23Z3VrC2tLOKWZ1aGCRHAjJwTdRyD/xQ1fk1RIYtRNpcWs01zd95G8doUEaFHUkAgANhsE4Ock1lLSU7iBb25wAM93zTW2dj/gQ/wDbrmPpE4ix8+2+dodbXxjE2b6zpv8AaP3oTyS7XYp3MPd4VpY2wcjkgKcnqc9TVa5vLU6S1nCd+wRbW7vDMFMmQT8BuXA86SwFvkxf7KtoxCtmKMez+mlOTRCMZ6fe036z7R9Jq9sPvTRKJHeSZo1dDg7njK5H+kn6UJqdv3IeWRjNJGA67DlWEcik56HJcdPOs/M+JR7uLw/pq3b4MJPdx8n9NA5SsDEnrWbS5ZanFFDYwMqhEYmchctgSbwoPwJAqePV7JFLHvgSqPhlyRIqADJHHUdaWnA42R8f5asPaw9zvZutu0wxCCCRjjOfjwfhipbRV3bPX/ZaWW+BO7jWrD7vNEWkBdZY0Ow9JO8/9936+VIu2V3ZX8UH3Qy5ieRT3g/oJBUjy68dRTPUdLWOK7fjNq+PahGGI5654z4Uk1uKJILdoz+ahcgxhSPaI8Ccg4NG0dVAcOhOf69pbPYRhhMpOpyVZseGMUru4+vNOb8YlPGcjNKrlg+7jGPOu2sWaZnVUCygCipNWHvqKKIHE70Xo30rRWZ4+lZvRT+L6VobNuKozax1YHDN19Kb2zDz9KQ20rLJtHQ+NN7aRsA7/wCKXeGWOIGGBwfSrWcxnGeh8KXW8jH+v+KtLIxQgP1HwpRxNycxbnB5GPKrUXsR7evniqSSHxj/AJFSLI3y8/6hQCJJM74ya8lvpjEIhsCBSnCgZBABJ88Ac+VV57gxRPI0R2opY4YdACaadnNOsNc0Gz1Ua3b2i3cSyrFMAHCsxVcjd4n+eKHY1aAGyGrqsZSyg47RNqt3NccSCMBphI2xAMt0zS7UpXl27yDsRUXAxgDgVs37JWMzlE7UWBZfaKjaSApOf6vAg+lcL2Dgu1Uw9pLOUOcLsjDbv2w3NXXrtKg7/I/SU1VnkT5jffmN40ru8bTxjit1257Jx6JpiahHrEF6JJRHsjTBAIbnO4+K4rBXTez1z511NPcly8SHIizqVODM9q/51Feaufej9qKbHaAzKVu3nTS0fzNJoWxir9tJjxqiJFM0sAlltohE4Vg4OSf3q1DbaidgBYhUYFu9653efmKS2kx49o+tNrWc/qPrSN2lWxuIkxhHx0jC1tNRBUOsrsI2Xetxgbjn2iPHIIGPKpIrDXTAwFy0blJAT3uc5VcAc8HIOD4fWo4Jz+o+tXIpz4sfWlW0KYxkwoeeCx1mS6mDGRIZWQEi4PADZyOcjgY4x1+tdRW3aBYXhDkI8cWWaQEhlCZwc56hs+B+tTpcNj8RP1rrv2/UfWsciu5k4pVW01aNhJcPIyJbuHbvvZxtkyu3PJJKnPlWy+zDR9Duuw+h3Opa33Mz2KKbcyxphSNoHIzyA3+44xwayc0veRPGzHaylTz4EYq7oupaRpmjwae2kzTmGJYjIL0pvRTlQRtxxgcjnjrS+p0VnphauvWdbRa5KdO1ZJBJB6DwAQf3n06+0Xs4ltHBPqkKxxGNmM0qZ7tSWVRjGBggZOcr1znNex9kOzd5Iz211K8qkMXhuQWUbiB0HHKtz1yDzxx82TtJo1ttaLQbhJETYsq6iQwGQcD2MYyqnGMeyKn0f7RtP0Jp203sxHEZ9vef30ndgtg8r/mNIfl2s8D5j6ym14VTwWtn2x/Mbfa32d0zQuy6XGnxSLLPdxpKzPksArkft18P/tfHLmZ+QVP71s/tH+0d+1OjR6cdLWzEc4m7wXBfOFYYxgfGvmdxKxJ9o+teh/DKbaqeG3vmcbU3Na5djkzjVGJkBOOlFUpnJJJJOKK6YETMpxXM+4+8PCgimSXMwc4cjgdKKKJjtF8nrLthd3Dbcyk5JprY3dwY1JkOefCiih4GIdSen3vGcN1Pt/MPj4VPHd3PzWoorKgdZt2Ikq3lz85q9N7dY/OaiirCjaZ4jvI2vbr5zVWlvrvB9+1FFbCrtLLHeVZLu5aF271gy4wRSq4v7zn37fxRRWlUbTJY47xXd394FJFw/Wlc9/dlDmd+tFFWQJjJlcXl1tY/eHoooqYlZn//2Q==","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765554036495544-8293115681089916825-balancer-l7leveler-kubr-yp-klg-235-BAL","isAdultDoc":false,"relatedParams":{"text":"1. 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подробно остановимся на счетчиках, о таймерах и операциях сравнение не булевых величин - вкратце ;) Третья часть цикла материалов по языку программирования ПЛК Simatic FBD. Именно 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программно-технического комплекса (ПТК) Simatic PCS 7 для целей создания распределенных систем управления процессами и систем противоаварийной защиты. В рамках этого вебинара 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this video, I explain how to configure your physical hardware on your Simatic Manager program. I also run through the 'New Project Wizard'on the Simatic Manager. I also give a 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video lesson is the best tutorial to demonstrate how to use Simatic Manager software to program the Siemens Simatic S7 family of PLCs. During the video, I show how to start Simatic Manager...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"40","reqid":"1765554036495544-8293115681089916825-balancer-l7leveler-kubr-yp-klg-235-BAL","isAdultDoc":false,"relatedParams":{"text":"how 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оборудование Асутп , КИПиА , электротехнику , электронику . Ищу посредников по продажам за процент . Электронная почта nhfdybr-48@mail.ru Тел:8(950)754-25-14 WhatsApp 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на проект - https://drive.google.com/open?id=1yqe... Алгоритм - https://drive.google.com/open?id=13mB... Как открыть проект - • Simatic Step7 открытие проекта написанного... как...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1765554036495544-8293115681089916825-balancer-l7leveler-kubr-yp-klg-235-BAL","isAdultDoc":false,"relatedParams":{"text":"Simatic 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in Simatic Manager Siemens PLC Software In this video we will se how to use timers in simatic manger. Simatic manager is a programming and troubleshooting software that is used to program...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Pos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