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Если ссылка не работает - введите в поиске вашего Play Market или AppStore - English Galaxy и 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автора «Teach-In» в Дзене 🎦: Воздействие языка математики на развитие натурфилософии 0:00:19 Пример Юнга. 0:04:26 Задача о распределении скоростей. Уравнение Гамильтона-Якоби. 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весь пройденный материал на практике в приложении English Galaxy! Скачайте приложение бесплатно по ссылке: Android: 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онлайн «Призналась я» от автора Курсы Английского-Языка Математика-Физика Онлайн. 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онлайн Решение логарифмических уравнений онлайн 19 мин 23 с. Видео от 28 марта 2018 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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Единый госэкзамен сам по себе нацелен на среднестатистического школьника. Поэтому его...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHQAAAgMAAwEBAAAAAAAAAAAAAAYFBwgBAwQCCf/EAEcQAAEDAwMCAwMGCAsJAAAAAAECAwQABREGEiEHMRNBUSJhcQgUMlOBkhUWIzNCUqGxF0NicpGUs8HS4fEmVWSDk6KjssL/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQMEBQL/xAAmEQACAgEEAQMFAQAAAAAAAAAAAQIRAwQSITFBEyJRFCMyYYFx/9oADAMBAAIRAxEAPwCoqCQBkkAepoqwPk7R48rrDZY8qO1IZX425t1AWk/kldweDXkRXviN/WI+8K53JxncnHrmv0LGmtO45sFo/qLX+GkrqLpqKh+FD0xoe2v3S5vpKriW222IKWSk+I4MEq9kqAQke3yDxzToKMUeI39Yj7wrnej6xH3hW+75aNNW62vyjYLXhIwgN25pa1KJwlKU4G5RJACc89q8TFjakabjPNab0+1c3AjeJduShCRu9pRQkFQO3kI3cE4KuCaQUYR3o/XR94UBaD2Wn7wrdOjG9NagsCLsjT1nQyt1xtt35g2lt9KVlIdRuTnYrGRnv7xglZ64xNPWXTSJLlnYbbcc8FQhW8KdO7I4Dad3bJ45ABPlRY6Md70fro+8KPEb+sR94VrH5P8AbLXNgSlP21MmO2opiquEQF5TXG1St6d3rgqGSACasa6xNF2pnxrnB09DbxkF6MyjPwyMn7KLBRbMEeI39Yj7woDjZ/jEfeFbwtDvTy5SUxYbGnX5CxltsRWgpQ9wKefsqb/FrTn+4LR/UWv8NEafQOLXZ+em9v6xH3hX0CCMggj3Gv0CuWm9PIgPKTYbSFBBwRCa4/7axT1gZaj9UNQMstNtNpl4ShCQlKfYT2A4FHmhCnRRRQIKsD5OzgZ6w2VxRwE+Nn/pqqv6cuief4SrbtODsewf+WqgaNH/ACgteX/StvtD+nJbDAkvONvKWwlw8AEYz286gPk5a2n9RbRdJGtZDcy46e1AVQltJLOweEQklKCArhS+FZHPbgUtde0uq0iw64sKEeYk984BSoUkfJfuS4erdaQEL2ocMaUPtCh/eKSZ7o19IusASI8Z7Ky+vDeUZTuSN32HAJHwrmVe7ZFfZjyJsdl18kMoW6lKnCO4SCckjjtVXXK+KaYLpcQkoyreo4CeDk58uM1CzJUi62eQy3MdK3kpSFMJbU4ppShvS2V+yCU9leXccgU6sVliankNNQ16etsCBeHbi46+9DvEhwR/AyN4SQhYSAoo2oxgZJHaofW8ZH4MsHjTZDsu3Mlslt9YadKkJSoqTn28bfZKuR8Sa891ufzRhakPhSUj9YnOPOky2akXfJriFhSfDBwlXfGe/up0KwvHUK4aMxBskFEq63NQCHHQS3HQO6yB9I+g7cc+hg7epMuS9Pvsp2fMeTvW5IUVKwTncPQAgeyOMeVejWngQZLF4OxDgQY5cV5AnOB8eahXpKVtCQ2UFTY4KTkEef8ApXF1eeam0dfS4YvGpI92o5aHlR32HPCW2obFp42OJPHI5B9D8KuvpP1Gj321og3d4N3RgbVKVgeOB+l/O9f6azZOntgLUjDraxtdaPmP8v3VExdSP2OWmUFOvRAQW5DYJW1jyUBzx61LTZ5457lyPNhjONG3p9yiOwnUNupJUnHesSdauOq+ox/xn/wmrY6e9SbJeH20vXuIhZGOXQAo/wBxqp+tKkr6q6iWhQUlUvIIOQfYTXajkjN3E5M4Shw0J9FFFUJhTj0W46k20/yXf7NVJ1OPRckdRrcR32u/2aqBod/lPCSnplKkxnnGnGZLZ3IVg7TlJH25qqfk6TVN9RHWtxxOsQ+1Ta0/51enX+2GV0g1A4r+LYDoA9UrBrPXyd3kJ6saRC/oSWpURWf5iiB+ymoj3Gi1MTH23EBJXlJCd3bODjvxXNq0vLixWU+M8pQTlalkZKjyewA7k9gBT2IzaPYQkACu9DQCeDXpJIk5WViFtz5N4tcd91c+2BPziO4koVhSdyVJz9JJwcKHmCKg7FCn2nUQCWHlmUEKKUsbwEE87yD+T75Cufokc16euP4x2LXWl9TaYjx3nQHIshCiGw81kKUhxZIGzGCM/RIyKd03C23eI1cIJbUsp2uKGCR7t3mM55HHfFTc1binyWWJ7FPwQ2prI5e7S9GTD+epx7TO8J3fAnzqt4q48S3t2uFFVEW0glTTpPinnknPJGeM1eumEgreJ8sUqdZtNx5cy36ibcxLhsORQ2B9JC1BRJPuI7e+smq0ynHf5Nuh1Xpy9OXTKVkuOMSwwtALbudvqD3xUbDYvNwuZjWVpRkKcCdxTwCa7tWvSmFyLglpAYhtrAKicqcB5Hw470+dC5cBuwtalebWgS5C17TyQUpAxn0z+0iseHTtNblwa8+aO17R4smlrHo/SjIv8eJd7y4nfJfeaRtCj3CQAAEjt6nvVIdQFsOa0ua4rLbLCnUlttsYSkbE8AVfmnyi8JOpLugSEryIjKvzaACRu2+ZyPPgVRfVJxDvUK9ONpCUKfBAAx+gmunjjFdI5OSTl2LVFFFVJBTj0XVs6jW5fol0/wDjVSdTr0Ohu3DqXbojJSFuNvgbjx+aVQNFy9Vn2rh0y1HDkPNx0PW91JccUEpScZHPxArIXTG4m26r0pcAQDFvjYVz2S5wf309/KJ1M5qbVKOn2n3xObblpjJEdWRLllW0Y9UpJwD2J3H0qO6vdIL50pRAly5yJ8V15pwSW2ChDbqFDcjJJzxyD5jPbFNMdGqF3hxBI3IGOK6VXp7PDwH2V1vPaaYhMy3JbshLqSshhICkDtlQVggbuD6EjOBzSt1AvCmrMhej2EiQV4dfuSVBpv0A2A5JPfJGKOQpH31KtzuqbGiOmUpMiI6JEcdkLWAfZX7j+ylLptdVWttBvTym3nkFLq3eCVJ/RP6oHIAGAK50jC61S73AlPs2abbVvoEhpLqAhTZI3YKRkHGSMGmvr7opqyJdvURs/gtXtOnP5lXYqPoD6+tYtTBx+5HtG3SzTTxS6YyRb2xCtibgy8w9HfHsuIXkA847e+ouwTIOsL5JtUt2S6ox96ER3koVu3YIJUCMYqvNCOLl6JkMQ0vyWW1rO6OgrSjcrIPHvzWhuhbUKD0ranOORmJCn3krlLaCFZ8Ttnv8BVME3kptfwz5orHfP9Eu7dINMXW1uW15jULTL4JC0ymgoFZ53fkzjGff9tdunultgtGnIlhYh6hVGjeIG1rltFeVkKJJDeOMYHHnVww75FlOpRHutvcJWlO3fgnPoMdz6V9vv3Apa8O4WptRUUkFWQo5OAPs/dWtKN8wr/bM0Mu9e2VoRH7VAbtSY5t9ziMMpCEoRJRjbwBg7e+TisudWYqYXUi+xEpcSlqSEhLigpQ9hPcjgmtvLeuAwk3K2bQlIUSnJ3E4zj49vfisXddlIc6wancbUFoXNylQ7EeGjmnLb4Q1fyJVFFFTGFSGn7i5ap7sxq6ptKhFfb+dqO3wwttSeFfok5wFYOM58qj6ZOmd0slm1nDuGooqpdsbS4HmksJdJJQQn2VcHBwaBorvoLebLpPrJZ7/AHt/Zb4C3VrdSyZJ3eGoJKQnnOSMK5x3rVV66tdLdY2hdunPXe5QXVpWuHK09IkJKknIIwnj+mug9U+mLTg+Z2uewgeSLY2n9yqlLT1t6eQt26NelZ9Iaf8AHRZ6Ky1NPVH1X+GNHQNUSdOutb7jFk2l2OIShx48cuAJOQcKa7KTkehEmwVSXNsJ5LzOOFNOEtpPkEk/o47AgqR9EhScYsG8dddAS7Y9GjM3ltxacJUuAhQH2eJzVeHXGkEAJYVKaSOwRb9gSPsXUssppexFsMccvzlQ0aVcvVhlCXBuLXhL5W25khXPp6/6HP0qnda6gjajtaYVzislvaPGRvyhZHoD5fGq4TrXSxTtVdLsgfyLcD+9yvlepenbyt0ufqh0/wAhhDY/Yc/trI/qp8dGuL0kP2OWnr7btOoDdrZjRk+iBgf0Crp6fTGtR6LYfkRmnW3n3NwbTsAKV8Hjzz51mT8P9Lckqe1bj0SrA/fVj6D649OdLabas0djUjjbbi1hS2QtXtKJ7leappseaErmyOqngyQqKLkZsECHtkNQX33QrclLr6l7DyeOfLPv710v6etRCf8AZ1hZOVEDIAOfj3wBVWL6+9PXJypavxp3E5Sn5sjCeMce3XLXX3pw22pAZ1MrcMEqjIPHp9Ot7nL5s50MOOCqMUi206fs8YOuxrK2HPLaogq59c8etYu65pCer2pkhGwJmABP6oDaOK0A18ovp80sKSxqEgJ2hPzNGP8A3rN/U++Q9S9Qb3frel5MSdJ8VkOp2rCdqRyATg8HzqacmuT3SXQt0UUUwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765551680387539-17447625991484662659-balancer-l7leveler-kubr-yp-klg-252-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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