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Решение задачи линейного программирование симплекс-методом. Для тех, кто не разобрался с алгоритмом симплекс-метода.» от автора Смысл | Онлайн-помощь 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Хорошее качество видео без регистрации 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Часть 2. Интервалы устойчивости коэффициентов целевой функции в задаче линейного программирования. Excel.» от автора Смысл | Онлайн-помощь студентам. 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А если скажу, что тысячи людей — и я в том числе — вошли в IT без них? В этом видео я делюсь личным, откровенным и прагматичным взглядом: нужны...","preview":{"posterSrc":"data:image/png;base64,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автора «Программирование и деньги» в Дзене 🎦: 12+. В каком возрасте начинают заниматься программированием? Как сделать программирование интересным для ребенка? Как мотивировать ребенка...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAAAAYFBwgEAwEC/8QAORAAAQMDAwMBBgQDCAMAAAAAAQIDBAUGEQAHEhMhMVEUFSJBYYEIMnGRI1KhFhdCYnKSorGCg9H/xAAcAQABBAMBAAAAAAAAAAAAAAAAAQIFBgQHCAP/xAAvEQABAwMDAgUDAwUAAAAAAAABAgMRAAQhBRIxQVEGImGBkRNxsTJSoTQ10eHw/9oADAMBAAIRAxEAPwBYIyCPUa2pZ88VS06TUQrJkQmnD+pQM/1zrFg1qr8P8723a2nJJyqKt2Of/FZI/ooamNVTLYV2Na68GPbblxvuJ+D/ALp+0a+a+gE+AT9tQVbFo0a4DWaQKimmmqwPblcuMb2hHVPEZVhGc9gCT20nSN5NvkMTnY1bM/2Fj2h9MWOtZCOaUZBIAPdafB+edFZLNlcPmG0E8cA9ePmrA0aqOob829FTRpHuepphVKQtlT7xbR0EoUgLWpIKiQAsKx5xpYVv/WX4UufEt+C3Hh1SMytK3VKU7FdLg5pUeKUqJbTgnsOWlipFrw7qLidwbgepA6x+cVoPSFv1eEuytuZVVp2BPfdRFjLUMhta8krwfOEpUR9caXNsNz5t4bmqihL0ejS6Qp+LFcQglt9p3g5hxP5wcHBzj9NOe7VmtX1Y8ygKfEd9SkvRXlDIQ6jPEn6HJB+h0lNatE2F+0i+HlkFQ9JzP261hmZVqpMqaqnKqMt6cpfMyFvKLnL15ZzrWv4Xb6qd3WnNhVp9UqdSXUI9pWcrdaWCU8j81ApUM/MYz3zrPUrZzcmPUzA/spOeXy4pdaKVMq+oXnGP1xrSWytko2tsCoTK2+0qa8DLnls5Q2lCTxbB+eBnv8yrt8tPOcCr740vtLXpoCFJKhG2IwOvHAivHdHdiRaV4s0iDCjTmWmAualailQUo5SEqHghPfuD+YamLS3cs+vcGXpaqTLV26U3CUk/Rz8p++NZmrU+bcFwy6i6hbsuc+p3ggFRyT2SAO5wMD7aeLR2auytcHp7bdGiK78pQy4R9Gx3/wB2NTDllboaH1DBrmi217U37tZt070k8RwPv09608hSVoStCgpKhlKgcgj6HRpX29siDZsFUeJUKjLKxhfXfPTB/wArY+FP/f10ahlhIMJMir6wpxbYLidp7TP81kHVjWNe9btXbCqroq4SHWqxFDi5TRcQ00+lSCvAI8KbT++q5067W1NyBHudtmlxqs8qjrfYhyGQ6hx1laVpJQfzcQVKx57asl8ncwqta+DH0s63bladwJgg8Gcfmpeu3bulU5DdCj110VOPcEqkPKgpTGQ4eKCyoniSlOQs9/I8+uujce0N1JVabXLbqdXlimxUQZ8CeI8eHJTx6y3AceSFHl28g/QRUS+Nwbgte4Y9HrcqqlqDGnqmU6AYrsd8uIDkb4ACv4VK7988cjtnXVOtK+bs2/gsOUOrRqlHqDsZqdKkuN84TqSXVvpfVz4gk4++BjVbiumQg2q0lQbbAMHHcBUn9BjpHaeRXU1a1eo+6z1wQrqtmD7RUWOUpyY24X3nWvja6SUlWXF8sfEntk/pEwqdYcS2VuSLrlzvd9MkQqoqn0pwoWZMjsULc4j4FrT275xntpnv+w7QiwXbloV+wqbGakwA431EuxQ+wnignpBSuZQFYHqT66TlRNu4dVqyX7uqkmm15DilmFRSEMMuvhSCpxxWcJWkeE+RopLZ4XLaVBapG0eVEHyiCCdpzBMZic13IlbZ0GIlhcerV+n0usriKkOzWks/xI5BWhLScKQsNkYJzkZJ1xT7wjR9v6bPoViUGEZjz1PkiRHVNKTGSlbLfFw9zhfIqIOMaYH0bdJvK57QTa8p96O11WurL6UaXLhMHCEobSOBUkrJ79znt30usbox0uUqbT7MoNNkGc5Mqri4fVw0842nqNqWfhK0lSVEeg8Dtor2ZbLpCktKUcHzKgEEEjAPVU9OQMSTWlNtp0eq2DQaowxGZ9pp7KyhhpKEJUU/EEgdgOWew0wLUlCeS1BAzjKjgayhUrq3WqTNVtiBKnrSmpvsx5FPY6JZTGQ5yZHSSMBYLZHqRrqq1jbo3LUnZrEKelgtQao03Md6fKWlttKkfGfhKSXSew8aSKrjnhxIcKnn0IBk8ziRHbufg1o9N0WyqTJjIuCkrfitKekNpmNqU0hP5lKAOQBjv6arq+Nytu7lsirNNV6bJhRFNLnMwWCl91rqBI49QAcCsoyoePvqPtfY6OusXJOuNxaEzX5aKe3FeThpmQCFKV8OeYzgAkj6a6qNsWyI81q4rnk1QuUsUmIpqIhj2eOFhQ9eShjyfU+e2FSdpkVhqsdEhSHnVKGMARIP6hwZx6iPWomDuJZ9q7couWzbNV7Q5UzTOnKcSl1Sw2VlRdHPknAHg4yfpq47Nr0S57Wp1fgn+BNYS6E5yUK8KSfqlQI+2k+ibL2PTojbEmLKqvGWmYpUx/IccSninkhISggAntjHfvnTpblCpFu0wU2iQGYENK1LDLQPEKV5Pf10KUVGTmsO7TpTbP0rJBSQeeBHaJ6fb71JaNGjTai6wvpw2Wn+79z6G8VcUuSOgr9HElH/AGRqtG66pJ4vxcEeeKsH9jqet+phqXDqrIUnoSEOpB8/AoH5fpqzh9q4SUJOYrXWpeENa8Nqbu71najcIUCkgnnoT2NW7c02/k3/AF8wKxX3I9GuCD06dCZ4tOxHiVK7NpBVjCQc57K765bX2tuRymXa/WrikUQvNS4DSZrqx7S3zSpL7ilLP8PA49hnH9feTVNzp96vxmnKpOo0C6umtbBdDior4+EFKAEqZQgE8vkVfXS5Rdur4S4mTdDrMVgU+dTFmozW2y3H6Sih08lZKS6snPy45Py1WorolslDMB1tGEnABJgT6ZMTn91e8CwYnOo29WbotO36vVokJiBCgvqcQ4ptaFJfX8uSwDgZ78yfn3dbyk2Kne2mKrUGdUq8w1FprdOVT0dB1a1EokpUs4KU9+4zj98V8/ZFEocukxLk3Hokb3m3DlzEqbVJeT08hHSeSnCW1JPYqIGMeQkHViXrctot790yXUGq7Nn0xbEFhDbDSYbDsgEocLhPJWQokDxkEjxopLoqddBStSwULOAU5hIwSMgwAcnvMmKdmdp7JTXZFcfpz0qpPT1TjIdkr5JcUSSBxI+Dv+U51O0qz7VpcdDFPt6mMIQ0GU4jJUeAWVhOSCSOR5Y9e+qzk78QZNl1GbS6aY1wxWnHUU+aham1JbdCV4cSAFEJPIgeO/ppVr+9t2lqqVCDHMGNAnwXm4r8RKXXYbyFkhWSfzKCMKGOyh66aKg06RrFz5XCRGPMr1AEemcEY5rSKBgYQMD/ACjXlJlxYy20yZLLCnTxQHHAkrPoMnudZafc3huGisQUyq67VEVCZBl8eaWyhxltSCopASAD1AFeAT51K3RtheVzpgz2Lda6b1FYp7ceqTSh2kut4CnBgnmFYKs9yeZyARpYpB4fZbUA/cJEzxn7ckc8j09YBvQ3zaIuVNtm4af73U50RE6nx9T+T0CvpnOly4N47So1YVSHROdmoqYprjaWgngs4yvKiMoGR3GlNjZSvo3DjXGLoYaaZdiPqdCFrfccaaShw4PwDmQrucnB/XLJX9lbYrt11q4KjKnl2qKaVwZKUdBSCgkoVgnKuHf6E6MV5pt9HacTvcUpJSCY/dIxwMR+Ks35kemvy4tDbanHFBKEJKlE+AAMk6+jsPJP1OkzfCte4dp7hnJXwdVEMdo/Pm6emMf7iftpKg7ZhVw8hpPKiB8mKlrQvG2btZddt2sRqgGQkupbyFN8s45JUARnB/Y6NVl+Dyi+w7czKwtBC6lNVxVjy20OA/5c9GlrL1a1atL1xhokpSYk8+v81QC0IcBDiErHooZ0NoQhAbbQEI9AMDvr9aBq4bRM1z79d0t/S3HbzE4nvHFWNWJ9/VH2M0WLc1TiyIFLlRUw+oY7LrJKHUEghKQrgokfM4zqPqW31dqVNjM1eRBtkom1EkVCpMhxEV0JcQFAKJICkrBHnGTrrpkG5bhsi3kQabVK3Q6XLlMz6bTpvszqnF4W0sn+Uc/rjB8ZzqyKDti2xujS7sbtiDDhPUlRnxpL4fWxOUSeQznkcdiodvOqq+ja6oetdOaDrSE6RbvBSUq2TgAnckbYMqEE8/pPPJmq+uqj0WpRJ9al35S4pepkFm4GKXT1TW+AKEMqYWQOHLijt8jnuRrzrlX2/i0t+tpj3LVfeVUaZa6rrUNURUBtHTbKlZwOLg7kZOPkR3bWtkKxG23rVCiVKlM1Os1NmQ90gsR2o7aipLSSoFXYnI+wz8zK0zYmF7dPNfuSo1aFIlpnNISfZ3UySCHHCpPb4s/4QPA79teVSg1PT0J875ISYAAgkQnsB1GJVwkCq7qNz2hb9bq4hWLGXKfkRw+7Leelsqhy09R0+QhsnkkADzk+mNMcSfuJFuC86NEVQfeVEpDSokWm0pA66VJHTUhR+L+Gn8qTkE4GNWzA28s6HHeYTQ2JCH2GmH/alKf6qGjlsL5k8uJAIPntqORa99yZKpMu96bS1LASsUagtpc4jwOo+pwnH+nTkAK5MVDv65bkQhsqMASszxt7zAwoRPUZxVJR0bkXXZ1wwor101eI2xEfb94NKadMvqJDrTfcFSOKl5GcYSPB82hseZVj2I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автора «DissHelp - Помощь студентам и аспирантам» в Дзене 🎦: Вы еще не знаете, как писать дипломные работы по ГМУ (государственное и муниципальное управление). 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— это самый простой способ локального запуска LLM-моделей. Это включает в себя многомодальные LLM-модели, которые могут обрабатывать текст, а также модели, которые могут помочь вам 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автора «Программирование для начинающих» в Дзене 🎦: Серия уроков по Основам Скретч, урок #3. Предыдущие уроки смотри на этом канале. По карте 5228 6005 9016 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