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Площадь квадрата. Применение понятия обыкновенной дроби к решению 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Перевод литров в сантиметры кубические. Перевод метров в 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Хорошее качество видео без регистрации в 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Видео урок...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAABwAEBQYIAwECCf/EADsQAAIBAgUCBAMHAQYHAAAAAAECAwQRAAUGEiETMQciQVFhcYEIFBUjMpGhwRczQnKC4SQlQ1JisfD/xAAbAQACAwEBAQAAAAAAAAAAAAAEBQECAwAGB//EADERAAEDAwEDCQkBAAAAAAAAAAEAAgMEESESMUFhBSJRcYGhscHREyMyM1ORouHwFP/aAAwDAQACEQMRAD8ANuSwZnXZMtRDVmjeeTfCLs2yFVCIvJvyBuJ9b4eN+JNncMZikWgaEqzqFJeQXO6/dBY9/UqO3r1yWozCsWSWpoI0iCDYyRyxlr8/pdRxb1BOPvMK37o0ax0ssxW/U/MEYS1hyW4uSQAMMvbgjVuSf/K8O0b1wpUjyWjaJ4mTL4S0j1UlRdrd2LgLyb355J74ZQ5y0OXtWvUvVx1VUkdNGzR9QqbKTwLAXN7E+UHk34xPUhllgieSKaBjcmOQAle/qOP5x5PFFFSvJNFEsIJLloeLXub/AA4GLB4O0LIsIwDsTf8AEgM2GXtHJ1TT9Qt02KLzwNw4N+fb9OPnL66WqzOto3pUC0e0b7kbt1/RgL8C9xcc2vcHHeKanr0qEgZJyfK/TJDAHj2uPXHtHl8dGJzHDVMz2LySOzuxAsLknsBwBjuaAbjKkajsOF1jUfljpMD38v8At88eggBfM63a/P1wzz6lrKrLZ6SkPTeWJk3yq1kuDYgW5NwPUe/PYrK6OuhpKOOBumAt51qA0zseATvDDn6EYqbabqW3LtK6VtfTUar16i3UksoEbOTa1zZQTYe/yx5RV1LWRz/cpoZgllYJddt/cEcYhTWZq2Xz5r9yZaxCaeKNYXZfIzGRuRcISO/eyi1za8/SCWakjkkUTGQ7g8SkKRe4tc3tbFG3I1blq8NY4x2OocceHmmGU9bNNRNAlYYpI5XQUiqLdNbruc2uCTZgbjiwANycC3xV+0TlOlNSz6e0tkVHnT0J6U9dU1DCNpR+pUVe4BFib8nt7ks6mqK2g0fqOtoBOlXBlNVJAeRZ1hYgg+474ztp/wAE9N1GnKSqrpKyasmgSWSQTEC7KDYD25wLV1GlwCP5OpPaNJ38Vxg+1DmdVPDFnmitP1lAsodo6fqROPiCxYXFz3BGDlo/M9Iaq0xFqbI+glJLP0njZTBNSycflvtaxNzwR3BGM3688LMly6gnnyyoqIniiZkRju3sObYsf2IaWTOa/VlFUwJU5WlHTVDLINyrULI3TNj67d+M6WqJOCbLatodDcgX3I81j09Pmv4es9ajGFp5GFXdY0HA4cEkkg/sThYcR5ND+M/ibO5ZpFkVekNylUKqN/faBcheOWN74WGpeBa2Uhawm90UsRFfqbIaDMKzL6zNIIKqjovv9RG5IMdOCQZPlcHt/UYl8DvW/hdl+rNWVOdZnNdDRQwQRoWU3Qyllcj9Ubb0uv8A4DC+Fsbne8NgnM7pWt90Lnir3ltfR5jl9NX0U6zU1TCs0LjjejC6tY88jHfeht5hybDnvgQUPg/Vx5xlM1bXZVXU1KKX7w8tNIah0ipug8Ctu2iFuX2kXuxv74bw+Cc1O+nzS5tBClA5NUscbJduuJBLGQSVk2hUJ9lHNuDuYKf6nd1oYVFTbMXf1I0blAvuFrX7483p/wBy/vgNr4L18cU7LqV5nmp5ozBOrtTjfVJP0woIIibawcXud3HHGHOVeDqRPQVFacoaamqq2crBTOqKsynpRoCSQsbncL/S2IMEAHzO5SKioJ+V3oubl9x++EroTYMCfngKDwUzb8MSkfVjTSWhLyyRsd3TpZIenYEWiO5RtHOzcL3N8T+mPDevyrxDj1LLVZWYkkqpD0YHWeTrqLRsxbaUjttQWFlt2xDoIQDaS/YVLKickAxW7UTcLCwsCI1MNQ0UuYZJWUMMxhaeJo9wUE2PBAvxci45va98Znz5M80zFWw5HUzPFR9RUp6mIuIoI+EW5t+bYAX5B7kY1BW1lJRQ9atqoKaLcF3yyBFuewufXAb8UoMuzTPKg5VLSVqzw2qFJ3IH5vY3AueL2OB6g2bdHUABeQdiCtTM1FHS5wK+qq4qqzyLUowa17jaTwGBPBv/ABgl+C1HlWU6jzPoSfco9R0yx/kDYks9yUckcqSGIFuLk+uKXlFO+YSVWmcykhLLTvIIo/0ptYWt8bE4KeiI5KnU2SNLCiWWWtmAWwRUB2gD0G4rb5YDhe4yBwTWrZGIHMdnapTdeb7tQV2aNPGPOkj2WM9vMZFPse1ycLD6gd5K/NJyyP8Amql/8qL/AFJwsepLj0L58BxRJwEPFqnrZPEyHNHzXTlAuXLRGjSszMQ1DqJi8rqpYAdyPMOQvF8G/AK8btBak1Dq2kqst0nBnFPCjM9S9ZBEz7l2iKzC+1bbud1y3FhcYw5OLRLzjbG/92R3KQcYeaCc7v1frUTT6cyuLKZqZ/EDRc46sBejkzN/u2YGNZQ01R+ZuErmRWO3y3jXv6O88y/SVBR55nGU6j09LnMlLRHLEoszXdDVxNdn/NktsZghNyTtU3ue9Pj8Jtao1z4Z5ZILgjdmcNwBu44Nj3HcE+Uc8m/Oj8JNfQ0sEM3h5lk5hDctXwWYkk888+nrfygXtcFzaMm5lH3b68EjBlAsIT9nenFXSDTumI6qkrRr/TDVNOtGBK2Zgt5I5RUf4rfmSSBvp8sM203ly5StLJ4m6WzUqKUGCvzICGTp0zQkHplTZGIdPXjzG/IrUnhHrWSXqv4c0TuTub/mkKgtc3uAe1tvAtze1r8cJPCDXxnikj8PctVUDBozmEBVgSvxvwARfk+Y88DHAR/WH4+qi8tvkH8vRaI09qzSGW5DQZdUa6ySunpaaOGSokzGLdMyqAXPm7ki+JnK9UaazSrFHlmoMpralgWEVPWRyOQO5sDfjGZR4T67EQj/ALNcpcA38+Yxd/8ASwA4AxavB7w41fkvihl+d5lpShybLqeGoVmhqopCS6bVB2m55/8AeAJqKmDXOEmcna3yKZQV1UXNYYrDA2O8wtD4GHjt4kzaMoY6HKRCczqE3b5BuEKkkKdvqSQbX48p78DBP9MYH8cdYSaj1nn1fFM0sJrDDTW7bEbYlvoL/XA3J9O2WQl+wZTaV+kYTDOdcai1Hna1eZZtPWVSTdSPqtujVhewCdl9ewHfBG0t4hZPV0a0uYMKKa4VjIPKD8/bATyIb87nke4QOzH9+e+O1EetU1YUnY0x2AC4H79sNank6GraNQsRgEdCpTVstPe2R0FELWus6SkejzLJGhbN4qloliQi2wXuzW7q3b44MEWsk07la65iojmdJLlig0ySbD0m2nhrGxHrjKNQbaijgjUKsI3vY9zbBT0brFY/BilyxqJa+aPq05Ej+UIWbgqAWawI447jnCOp5OjpGNLckHPFMGVzqlzmuwCEeNI57T6p0yc70wY5YK2dy/3lAGo5bjdHIFN2NiCtuCLG/OFgRfZkzOfKvELN9IyLW9HMaMVwEy2ZJYwHHHp5GZb+thhYN9pb4chefmgDXWWmTrimRzHNlOZwuF3bWi3G3v5N3Hxx5NrzK1ik6fT6qoSsc0nR3H0F3Atiu0+VQRZ9VZv95Z6ioUQgMP0oCOPkLegHc3viUkMhWTcwYGwsQf8A71wGIelGuqmgi2f7qUnR6xgr8uWry2lFQWBGxpwpVgbMrGxsQb4dR6iJRC1EQzDkCW9v4xT4aepXOaiSSnZKdOYulKqxFdvN0HLMWubntZbHEiqgOvkcWX0P++LMiaRkLOWdwdzTjsUkda06ZjLST0E0IRA/VaVNpBbaOxuLntfvY+2HqalgePqJTsyE2DB+D9cUP8IoJYanK3zWrYVhZ542kXqNxc3bbuIsw7ki1h24MiKRNkU9NJEahE2RSG4QgXtdUIUj6cemNXQRIdtVN0qz0uraSp6/RgcmBtrhrqQbX7EA9iD9cdn1Eq3/AOFNgLkmQD+mBjVQ1tPmtPldJJHHLVzSTTLBuCwIzLucFu5sjAX7FybdsTNVR11szcyJOJYysFO0Y2Rse1wTyO384k00YXNrJTdSPixrb8A8KNQ58kZgnhpelTXYEmaTyJb5Fgfpj8/YKi6vHLJ5Y5VYlj7ep+oGNN/auqBk3h5pbScMhZJ55a+pO3aWEYsDb0u0l7duMZNzGboy1angOD/OCKe0EZeNhKKu59tW1WjJp6eGCaBSJKmSNpXI5CrewB+JvhxRbYIAZHAJJ3cfHFc0/L0KQKihCQNxHqfjiVjm3sQOLHnm98NKeXUwErFwsbL4yqQy5xVzkgAkgE+2Dl9lqaE6ezjL2RDLBVB1aw3WZff5rgD0BEc1SBa5YcAY0b9mDTcr6B1BqpI/MK9YFNu8UaXew/zOD/pOF3KVjSG+39oujNpgrfoeKnyrxjo8xaKPdXU0uWzOeDsYhkN/cMgHyb4YWOdTlc2bauy6ipbhnqIpHcf9ONHDu30UH+MLHnqQlzCCdiYVzWNeDbaFcYIabMM1qmraWCcxyxxJvS+xdm429rliT9PbH1k+X088tagM8IirDGnSndbLtU2sDb19sLCw7JIv2LzAAPeu2a0k9DTyyQZnWm3pIUYfyt8fWQVdRV5c888m5w7JcAC4GFhYs4DRdUYTrsmc+Xwocwdnmkespx1XZ/NwSFsRa1gbADjgcXuSwR2g1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Высшая математика. Хорошее качество...","preview":{"posterSrc":"data:image/png;base64,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Ссылка на задание №1 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Высшая математика. 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