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компании Sony респект! На обзоре сегодня объектив E 55-210 мм, F4,5-6,3 OSS ,он у меня больше 5 лет ,я снимаю на него почти каждый день! объектив,обзор,лучший объектив для новичков,какой...","preview":{"posterSrc":"data:image/png;base64,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объектив для Sony за сущие копейки для новичка! 5 лет съёмок на фотоаппарат в одном 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автора «AMS Software» в Дзене 🎦: Какой объектив лучше всего выбрать начинающему фотографу в 2025 году? Вы узнаете о различных типах объективов, их характеристиках и особенностях, а также...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABgcABAUIAgP/xAA5EAABAwMCBAMGBAUEAwAAAAABAgMEAAURBhIHEyExIkFRFBUyYYGRFlJxoQgzQrHBFyMkYnKSov/EABoBAAIDAQEAAAAAAAAAAAAAAAADAQIEBQb/xAArEQABBAAFAwIGAwAAAAAAAAABAAIDEQQFEiExEyJBMlEGQmFxkaEVsdH/2gAMAwEAAhEDEQA/AENpnh/fNRQ5Uq0Q0vtRSELKn0NlaylSw2gKIK17UqVtTk4Bq81wn1C5LtsQNW32q6JQqIwq5xw4sLb5iMoK8p3JxjIGSQB1NMjhC9a7daUpuFyhQlQb4i5LRIc2KcZEN5o8sf1q3LSNo69aIC/pQ3rSN5fkWBM6HMs4TJjO5kJYbjBMj2nqQAlaUhOcH968hjc6x0OLkiYy2gbdpO9bDkfc14WlsTC0G0irHoG53iHcJkNMNEa3rSiS5JmNMJSpW7akFxQ3E7FdB6Vbb4ZX4PNNuRIzBedZZbU/MaaStbrPOQkKUoDJbIJ9NyQepApw3VrTz2l75bYP4LM+YzCdlNKf5cQyEiSFuMYUAXEpU12yNxPQ18OIs2zX1jTDkSbGDlldiMvNh0EPJUywpT+PzIU2ptXptTUx55jJptLWU03y07drSCd9wXEgcfoo6TQLJSvPCjVHvM2xECO7JTIXGUlqY0sJcQ0XVpUoKwCEAk57Hp36V5d4T6oXGgrTbmlonpSWSiW0rG5kvpCwFZQS2kqAVjOOlPHTGoLFbLnqF83CEF3DVchxlwuDAiuoO93/AMTsSnd/2r3bLzYmFafU7dNPsqQIZBQ8Nyyi1usr9r6kAIWpKE5x8RHXvWGT4hzVjiOkNhfpduav3/3gqwhjPlc4I05KRp5N75SfYDJ9kDpWM83Zv247/D1z2rRtHDu+3bTy7/DbjLgJRIcyqY0hxSWBl0pbKtytoIzgHuKbmpDafwmu3WGbYo0gyEuymo5R7OVG3hD/ACQoEbSvKUlP9XwkGh7TNzsFp0taoMu5w2JDFt1IhTa3QFpU802G049VlJCR54rrOzfFPw/VjZR1cEEmtLjuNvYC788JYjaHUSgifwj1Ii5262SLe2mTcFOIYT7Y0QlbaOYtDhCsNrSghRSrBANe3uE+oo0hiCqAypx94MNcuW0tK1GP7QMKCsEFrxZ7eXem/edQ6Vbv6rkjUdmeZXPvF4QWZQUotPwUMtJIHUOqX05Z8WAT2FWLTq/SsYWJpybZX8OR0rdde8UPbZktlacKAB3jlncCMkjGa5n8/megOEQPaT6TzZ+vsBtz/SZ0Y7q0gP8AT64i7+6hHAmew+8OXzU/yORz9+c4/l+LHfy71o6m4du6fsbV1eMrYmT7HL5qEJQ0/wApLuxJCyXBtOd2AB0HfIDllXfR5jRJ7tw077x9yGJHejOj2gt+51trbkEHGedsSgK6+QrL43ahsl60a5a7ZNivpjTozqUtOBRdUqGsvOD1AUUIJ8iMVpgzvHT4qGPp00+o0fejv+P37KpiYGk2lyOEupnb3GsbcOI9cpTKn0Rm7gytxKEoSslYCso8KkkbsZz0rPm8P5j+gJV8ZTJK2Ii5wbDaOWYyHeUpwuFYIIUFjZtJOAR0yQ0rPqrSsHjFqjUbl+YZaREtzMZ+OA8p5RVF5gQncNwCWlJUc+EEnr2rb1Jc7C1w3uWk7RdLc8/cIt0itqS+navM0+ytg/8AfnKUPUDNKkzvMWujbo50X2kAWC53k8Agfe75UiJm+65/1lw/1HpnSsW63eGwzGkLbbQW5bbqkqW2HUpUlJJQSghWDjoRUpy/xCWvm6DvCYcy3TDF1HFS6iLKS4tsIgJjgLA6pO9pYweuBUru5JmEmOwolkq78beAfJPukysDHUFVbtA/LVhq0Dtt/ajBq2+W2rTVqOPgP2rsJaDEWcfl/avqizD8tF8yPHgw3ZctXKZaGVqIJwM48qzr9e7Jp9bLd6MyCp9IU1zYbg3g9sdKELCNmG34f2rPmWnaD4a2RxB0KZaISrupuQtYQlC4rg8ROB5fOiG5WwjcNnUUIQrEtGYo8PlSl1xDQjViG1JBGOv3ro5MREa1KfcThKBk1znrS7Q52qVy2FZbQSkn60IWtbbbFUgHlI+1XZMSDEhuyXmkbG05IGBmqWm5sWaNiHUpV6ZojmaYut6s64VqgvT5SnErDLIyopByT38qEIT1NcY+nlQG51rSFzoyZLQQ+CUpUTgKBSMH5daz7vqSBCCWpNtWS4jI5byT0+1E2v8AQnE6/To8m76W1LcHmGkttLdjrUUIHYCha4cN+IMxQL2jr+8pAwCqOvp96ELBgNtv3EvtJIbcTuSD5Zo915blp0M0ttClK6HwisO3aenWh9FvucB2FMaTlbLowpOTkZ+lPJqzNytOREOtbk7R0IoCEmbVdbem2sofaXvCeoIqU1F6Tt/XMRH/AK1KOEK7ubmWHWl0u8/Utrm2t4t22LGkBsPJ6gKQ3t/3B88ikXK17qtqI9uu2oGnwvwKcUUZH6U+0qcl2vXjlxU829AdUq1p6JS+knoB08Vc5amkPSfbFS318xvYWAI5SFqPxAny2/vUIW5YOIGqrjp27W+63STKZMiEQp1XiSkvYUkHvg9M/pRLxcuDupb+1KSpdsjxmUJRGQ4p1Jx/VuX4uvp5Ur9MPbbRfFPlO8eyFlBHicUJKfCn54yfpTQ4yW9/St5jxpJNwS/HQ4HYiDsTu6lJ3Y6jzqShKqapUyet0rU0UHw7Dkgjscmuz7chyXpy2y3judfhsuLV6qU2kk/cmuKpb5jyHliM6sEFQ8gBXTNz4v2LTdutNnVa7lcEs2+Ml2SyEhAVy05ABOVEeeOmcjyNCExL5GH4SlYGTyz/AGrmBjQl4ctEi4iPlClqIGOuMmmgeNzM63uob0q+q2qCv+R7waC8DI/lnBz8v71Uh8VYLNpRDRoy7rYI6qLiB+2KEDdJS1WO/LmkwWlpKT86Z+jL7qjR0k3K8WwTrfyiw60Xi2TvIwQrBwQQD2qqniFDauD8m1WhbDTaRzEOuICu+MY9c+VHnD+8WziBKhWrUVueFnnr2b2lKQQ8OqE7h2OR+lCEQ3n+JxlCMPaMdJUOuy4D/KKGrh/E2wEqDejXcn809I/simHfP4f+HjoSpyVeWRt+FMvP7lBoYk8AuHbStrsq8uKJ6J9swD9kUISXb1ezrTic/cbhHYgxDDWtxlc0tI5gSdo5nTr2wPM1gRNcaiTIdacvl0bjI/lNl5wAD5EelXtZaaiad4n3OyWxtaI6mUrjpUpTisAYOTgnuDQdJdG5bXKeCx3BbPQ0IRDYuIOrW9RQlu3q4vwkSm+c0teUrb3AKBz17ZqVhaVYduWoINqioJkypCGmwvwjJPmT2FSlSXeys2vK6CsdzkX203yVJLdvWlnnojyAlteT3HiPX6UjdWLklwqkspT4iRjICx5Y9OldRam4dxZd4hquMZhcbkOoWl1SkDdjKVBQ7YP965w1doqfGnyUxmOYgKwjlpUs4/RIoil6kYetmJwrYZDGDawtJQpM+zXh1q2PSAw5GWZDYO1kJcKlk+vhyfpTN456wsF4ft6oMtmalyC05zYzu8NrI6oI9R8z51c4R2y92zhvcLd+G7i+9JefO8sLR0U2EjAIye1BuoNH3k2eyQfc86Mq3RiytZguZeJdW5uIA7jft8+1Q2YOJFjZVfhQ1jXb78/RBd3kw5DrceE284+sBtITk8xaug6Ht16YFFl8tkkaYtqpLqW3m4xStsgK2KQtaSM9c4IPnWXD0pqWbqmNNjaburSEyW1AIhuBKAFDqCQMetEGtLZMtdqi2b2eeVx2VIIXGXvOVqPXA7nOau2RhNWEkwv06qKG+HMaPIuq3n8KXHaCmgQD1UrGfp5fM0eLKSr4FjPnil5Y7bqe2y2p0WxXNeAUqQYjmFoPcdun60aJm3RyOVfhi/hzzQYZH/1/nFWbNGOXBV6Mh4aUOasyze0FtRSH2klwDoFYJH1ot0zqWNY1aLkNKchtRnESZjbJP/IWleOZtH9RT0z57RQdcLZqSdcDJkWO4oPQJQIrmEpHYdqObJpG4u2S1vSLQtb7DQKQtBCkHJOMH/NJlnY0bELRh8O57jqBXaIvltm2qPNhy3HIrzYW0tKchST1z2oWu95gtMPKXNk4APUIAP7jFLLQPE9WneHsK2XPRE0vsrWjAz1APxdUHGfTNZ2ouLDlxZdt9u0DKK3xy+as4Sjd0z8Hl370zWNN2PylGLuoApa8QNRGHxdiapjNcmKI7sdt+TtUlxWF56EEZwvz/WlmbrbVznVORnEg4wpL+Qe+T8P6dPnTC1vZLuiLbSu3yJLUWal5QSgqCgkHoceuMfWlw5BdjXCbJet63EPb9jXKUOWVHI8vKlYecSs1bK2Ig6T6Frb4UBiVxGsa47Drq2pwfdXg4Q2nqSR2wO+alWuDdtlM3qVJfZebQIu0KU2pIJKx5n5CpSZcU1jqq0yLBmRuq13zkhfQ4qg8Tk4JHT1qVK4UnpXqoeVTUTy1ZJP1qg/kNt4JGR1+5qVKV8qf5WdJA3/Wq8kdO57etSpSvBUOVBSQQMjP618nm0flH2qVKq1LKouAZNWEABsACpUpjOVQrUjMte6wdic5PlWZPbRgnaPtUqVoI7Vn+ZYdw6qbB7BVZjuSpzJJwPWpUrOm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Объектив купить начинающему фотографу? 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Рассмотрим все плюсы и минусы обоих видов объективов. "Я-Фотограф" - пошаговый обучающий курс по фотографии 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лучше ФИКС или ЗУМ объектив. Какой объектив 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автора «Объективно про фото.» в Дзене 🎦: Обзор объектива Canon с фокусным расстоянием 40мм и диафрагмой 2.8. Объектив является одним из самых легких объективов для полнокадровых 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Nikon готовит к релизу новый объектив Nikon 24-70mm f/2.8 II – легендарная оптика в обновлённой версии! В этом видео вы узнаете все новости, дату выхода, характеристики и преимущества...","preview":{"posterSrc":"data:image/png;base64,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объектив для съемки портретов выбрать? На этот вопрос каждый фотограф отвечает по своему. Несмотря на очевидный ответ, он будет не так прост. Моя логика выбора объективов для..","preview":{"posterSrc":"data:image/png;base64,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35, 50 или 85мм? Какой фикс-объектив выбрать для портретной фотографии? — Видео от Александр Макушин. Фотография","promo":"pumpkin","related_orig_text":"ОБЪЕКТИВ","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ОБЪЕКТИВ\",\"url\":\"http:\\/\\/vk.com\\/video-87427290_456239412\",\"src\":\"serp\",\"rvb\":\"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-_wEA_AAQBQcH_AEUCvz89QICAA7-_gH9AAAA-AvwAf4AAAACCg78BQAAAPoU_v4D_gAAAgzzAfAA_wAJCP_29wAAAP3z-wb_AQAA9xj8-wIAAAAJBQQBAAAAAA_19PYA__8B_wX2AwAAAAAGBgMJ_wAAACAALdgy1Ds4E0AJSE5QAiqEAhAAGvABfy3kAOQR6AG-Fd4A0ykzAdIcKQD4CCcAxQ3l_9Tt0gDrB-cAFkceAFQM_AEN1ND_tPAf_iQE1QH4FfT_8PO6AeciHQAKAgQCA-5JAtAVCv8n5g4ABeby_yf_2gF2_8j-JiXtAQ_1Af5V8BUC0QA7AsgSEQYH5Qr_M_sP_v4c1P3xFvj8ujf-Ainm-_v-Jf7-EN8iAPMI_v755iP7Hgj9-QAAAPvw-RD59z34_7bUFQC7DQQJIQEaDBHDEvT68RH-4xwm_jUN9AUr0f_6Dh0d_RT9BQUyIOgE_gL-9Rnu-_0HKAj6BNkPAkop8vHh2fgFIAAt4sQDOzgTQAlIYVACKs8HEAAawAcHB9u-eQOMPMpnMTo8ZuA8tZLvO1IhgzzAzxi-VWiAPYVzgj3XFAg-IgY1PUfCozwYfzY8AkojvZcrEr05TC89OoQgPftWMD2_Dze-HdloOj0CaT3nfpi8bagcvAwAGTw7RV09mborvF3fhzwt-qQ9e3xnPL-gYDzHVgS80GTfvRGF-7xHjlQ-4xC7O4aWkDyF2qW82TgHveBWsLxEiwy-VXfbPAXlET15ZYu6D8mqvVELSrz3Iho95fMEPHWA1rxaN_c6zOtru9rdqDz440a-SEUMuwb0gjxLLI89W4p1vHMXm7ue-5w9bbW9vHIiED3uZRE959mRPApXNLuTB129LDRGvEisIL0-6r896LT4PHYKj7enaYE9u0S1PNZJR7zOKKe8J_GOPVXgv7v-t_K9EqeuPBGB9juJF5o91QIevCEUpbpU6_O8xcw5ve0o8zzrHCO-V7xHvKBNMzz_Glq9c6g1vfSqKbxHCIq9432Gveggu7tfEq29ZsUququugzxjJlE9nx1QvVFLc7y6ThM-lga-PDwhJruueXq9wDwJvfm-ODvpyWY9gbAzPZx1PjujpoK8sO7OPCl2kzuH5hW85ZqCPKpAUrxKFJA8ntrmObpWMbzPddC8lsY0PdQ_zjuW3Ne8Ud4nPukmYLoZYYA9ju9mvP_ypLvYc2O9j0CyPAzH1rspcIy9h9NzPdcSpzjmZg08aykgPaA3dDugjSw-y64FvSACDbnwTOg8NmCbPQBb-zqkVEI96WZaPC3eA7qmL5-8h30svY_i8Tk2as-7ez6UPKLPcTlzS7u98-34PNxy6TiyTJ-9W0yCvfU3SbkXWfy85UTbPZwjZLhbt4y90GQ_PcbeEDq4zrq9avsSPZhwTDmrYC-9Fo6rPW8p2Dhc4SI92VVNPRLHDLjz3be8-ETIvf8F0Lg98Tw9o1guvdwAFLn2sq28CDUoPVHnS7iJRQy9CAT6PW9xOrg1RSA-8yeFvPNWpDkHXIw9q4EhPfvHpzh7QAq91ULJPBOm5zYBGdq9q8eiPBMjA7n5e0686x-vPSNOgDi4W6K9vOqhvUCPMTljqIS9Zpkvvcc-yTf5Hfk8OE0vvmOuBjnyDNM5jq5yvQjgujhGetE9X5stvhm5yLgIsKe7PAGzvcHL_ziqnse9ep2OvZJN1Te1koE9JEjAPFGES7grrAq9-wJavcsOmLfpvOG8d2IcO_fbb7ioU749InSrPFcpnDgnESE9XjhmPbbjq7h2KaI7oecFvFtY5rZp9oq8qSq5PRhZJbcgADgTQAlIbVABKnMQABpgDO4A5uch6cIiEwXX4hhJyODwFcHgUf8ZCP_cCMsKNBQbEM7oAAED6EWeAAAADf8KDeUA4HQAF9U83z8t1asW8uB_-iK8PesPywA2OqDOqN0r2A3jAK383SwGKL7sMgsQIAAt_dYYOzgTQAlIb1ACKq8GEAwaoAYAAOhBAADgQQAAAEEAAGhCAACUwgAAgD8AAIxCAACUQgAAzsIAANjBAACowQAAJEIAAFjCAADAQAAAKEIAAHzCAABQQQAA4EAAAKDBAADAwAAAAEIAAIA_AAAUwgAAoMAAACDCAACSQgAAiMEAAEDCAADQwQAAWEIAABDBAAA8wgAAsMEAAOhBAAAAwQAAUEIAAADAAACkQgAAMEIAAPDBAACAPwAACMIAAOBBAAAUwgAAsEEAAAjCAAA8QgAAAMIAAOBBAAD4wQAAYEIAAADBAACswgAAhEIAALhBAABcQgAASMIAAJjBAAAYQgAAAMIAAHjCAAA4QgAAFMIAAODBAACSwgAA-EEAAMDBAABcQgAAAAAAAGRCAAAkwgAAAEIAADDBAAA4QgAAcMEAAGzCAACoQQAAMEIAAJDBAAAAwgAAZMIAALhBAACQwQAAJMIAADTCAACMwgAAiEEAAJhBAACgQQAAgL8AAGDBAABAQAAAQEIAAODAAACUQgAAkMIAAEDBAAA0QgAADEIAAARCAAAIQgAAmEEAAADBAAD4QQAAYMEAAFBBAAAwQgAAgMEAAIC_AABwQQAA4EEAAADCAACAwQAAoEEAAJZCAADIwQAACMIAAJbCAABgwQAAqEEAAMDAAACoQQAAhsIAAKjBAAAwwQAAFEIAAKjBAABowgAAkMEAABTCAAAAQgAAQEEAAHTCAACAwAAAyEEAAHRCAACwwQAAIEEAADDCAABwwQAAAEEAAERCAADAwAAAOEIAAHhCAACuQgAAEMIAACzCAAA0QgAAVEIAAOhBAAD4wQAAgD8AABhCAAAkQgAALEIAAOBBAACMwgAAIMEAANBBAAAAwQAA2EEAANDBAABEQgAA4MEAAIjCAAAAQQAAGEIAABxCAADoQQAAaMIAAKhBAAAoQgAAIEEAAOjBAAAQwgAAisIAABzCAAAcQgAAokIAAFBBAADgQQAAjsIAAIDBAAAYQgAAJEIAAKjBAAD-QgAAkMEAAIBAAADgwQAAkEEAAGBBAACQQQAAAAAAAEBAAAAAQQAAmMEAAEBBAABAQCAAOBNACUh1UAEqjwIQABqAAgAA5r4AAES-AAB0vgAA4DwAAK4-AAAcvgAApj4AAH-_AAAsPgAAqL0AABM_AABwvQAAUD0AAAQ-AABwPQAAij4AAK4-AADoPQAAmL0AAHs_AAC-PgAAnr4AAPi9AAA8vgAAIT8AAIo-AADgPAAAnj4AAIK-AADWvgAAXD4AAK4-AADSvgAAED0AAB2_AADOvgAAzr4AAKC8AACqvgAAUD0AADC9AAD4vQAAuD0AAJI-AAA8vgAACb8AALi9AAAhvwAAML0AAIY-AABMvgAA2D0AALo-AAA8PgAAFb8AAIg9AABfPwAAND4AAIA7AABkvgAAED0AAHw-AACWvgAARL4gADgTQAlIfFABKo8CEAEagAIAAGS-AAA0PgAAlr4AABu_AACYPQAAir4AAKi9AAA0vgAADL4AAAM_AAB8PgAAMD0AAHS-AACivgAAEL0AAEC8AACIvQAAPT8AAI4-AACmPgAAHD4AAOA8AAA0PgAADL4AAEQ-AACAOwAAUD0AAHQ-AABcvgAABL4AAKg9AACgPAAAcL0AABQ-AAAwPQAAmr4AAOA8AADSPgAAyr4AAGy-AADCPgAAUL0AACy-AABcvgAAxj4AAHC9AAB_vwAA4LwAAJo-AAAwvQAABD4AACy-AACavgAAcL0AAJg9AAAQPQAAcL0AAGw-AABQPQAA4DwAAHC9AAAwvQAAyL0AAEA8IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://vk.com/video-87427290_456239412","parent-reqid":"1765512732162284-2385552610161113726-balancer-l7le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онлайн «Лучший объектив для Sony за сущие копейки для новичка! 5 лет съёмок на фотоаппарат в одном обзоре!» от автора Михаил Семёнов. 1635 — просмотрели, 49 — 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Объектив Купить Начинающему Фотографу? Выбор объектива для фото в 2025 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бы ни были условия съемки, вы можете выбрать нужный объектив — от компактных зум-объективов, которые идеально подходят для повседневной съемки и съемки во время путешествий, до 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Выбор объектива для начинающего фотографа | 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объектив лучше всего выбрать начинающему фотографу в 2025 году? Вы узнаете о различных типах объективов, их характеристиках и особенностях, а также получите советы по выбору, учитывая 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Объектив купить начинающему фотографу? Полный ГАЙД 2025 — Видео от Фотомастер - софт для обработки 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советские объективы - Гелиос и др. 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Trade IN в Бинар! Пишите сообщение группе https://vk.com/binar_shop что бы узнать специальные цены на камеры и объективы! Объективы с фокусным расстоянием 85 мм являются, 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Viltrox 85mm 1.4 PRO! Лучший портретный объектив на Sony? Сравнение Sigma, Sony и 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Объектив является третий и последний по производству для полнокадровых зеркальных фотоаппаратов Canon. 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автора «AMS Software» в Дзене 🎦: Это 10 Бюджетных Объективов, Которые Вас Поразят! – Выбор объектива для начинающего фотографа Какой объектив выбрать для фотографии? В этом видео мы...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765512732162284-2385552610161113726-balancer-l7leveler-kubr-yp-vla-265-BAL","isAdultDoc":false,"relatedParams":{"text":"Это 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В чем разница. Какой и зачем — Видео от Игорь Цаплин | Наставник 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объектива Canon с переменным фокусным растоянием от 24 до 70мм и диафрагмой 2.8 для полнокадровых фотоаппаратов Canon. Познакомимся с его плюсами и минусами. Я в других соц сетях: 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Автора 🙏 https://yoomoney.ru/to/41001449128432 Поддержать Развитие Канала и оформить подписку: https://boosty.to/art-photo/donate Фокусное расстояние - это расстояние от 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этом видео мы обсудим, какой объектив лучше всего выбрать начинающему фотографу. Вы узнаете о различных типах объективов, их характеристиках и преимуществах для съёмки в разных 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не так часто выпадает возможность поработать с Ри, но когда она приезжает в город, я использую любую возможность. Это первая из трёх запланированных нами фотосессий во время её отпуска.","preview":{"posterSrc":"data:image/png;base64,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EF на беззеркальных камерах... лучший бюджетный вариант???","promo":"pumpkin","related_orig_text":"ОБЪЕКТИВ","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ОБЪЕКТИВ\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=CCTI8QbD_t4\",\"src\":\"serp\",\"rvb\":\"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_P_1_gIA8goFAQMD_gEdAvv_AwIDAAEBBAj_Bf4A_BH09gcBAAAFDgP3CQAAAPsJ_QAE_gAAAwv2_wQAAAAP_Qny_QAAAPQD_Qf_AQAA9xj8-wIAAAAK9woCAAAAAAb17_7___8BBvMI_gAAAAAC_AUAAAAAACAALR091js4E0AJSE5QAipzEAAaYOsHAAL6-xevOi8R2Nb7Qdn46x_y-xj_NtcA3QbtQiUp7NrsxQAC-fX2rAAAAOL5IjzVAPRg2RjN_ddLGt7l5-YIfy8T6f_nIgdGKTjI9sGtRe0T_wDo4PwRFQbw7hUU-CAALaU3Ljs4E0AJSG9QAiqvBhAMGqAGAAC4QQAAwEAAAJBBAAAkQgAAFMIAAHDBAACgQQAA-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_AAAAwgAAoMAAACjCAADiwgAAgEAAAITCAAAQwQAAsMEAAHBBAACAwQAAqEIAAJhBAACAQAAAUMIAAMDAAAC4wQAA0EEAAABAAAAwQQAAwEEAAFDBAABEQgAAAMEAAFjCAACsQgAA4EAAAEBAAABswgAAQMEAAADBAADAwgAA2EEAAEBAAADwQQAAGEIAAIJCAAA4QgAAFEIAAIjBAACAPwAASMIAAJxCAAB0wgAAIMEAAOhBAADYQQAAMEIAAODCAABQwgAAQEEAAAxCAACswgAAQEAAAFxCAACowQAAbMIAAKBAAAAwQgAAAEEAAHDBAABAQgAACMIAAKjBAAAIQgAADMIgADgTQAlIdVABKo8CEAAagAIAAOK-AADqvgAAwj4AAJi9AACePgAAHD4AAPo-AABvvwAARD4AALq-AACqPgAAiL0AAPY-AAC4PQAAir4AADw-AACgvAAA2D0AAFc_AABrPwAAaz8AACS-AACaPgAARD4AAFE_AADePgAAbD4AAKY-AACIvQAAVD4AAGQ-AADWPgAAqD0AALi9AACovQAAij4AAIi9AACGvgAADb8AAGw-AACaPgAAtj4AAN4-AACgvAAARL4AAEA8AABEvgAAFL4AAAS-AAAUPgAALL4AAIo-AAAVPwAAyL0AAKA8AADoPQAAfz8AAI4-AAAwPQAArr4AAFC9AAB0PgAA7r4AAIA7IAA4E0AJSHxQASqPAhABGoACAAAUvgAAML0AANi9AAAdvwAAoDwAAEC8AACAOwAABL4AAGy-AADmPgAAgDsAAKC8AAC4PQAA-L0AAOi9AABAvAAAEL0AADs_AAC4PQAAsj4AAPg9AAAcPgAAMD0AAOi9AAAwPQAAND4AAOi9AAAEPgAAMD0AAHA9AACAuwAAmD0AABA9AAA8vgAAcD0AADS-AADOPgAA2L0AAGS-AAA0vgAA2D0AADC9AABkvgAAML0AAIC7AAAwPQAAf78AAPi9AADovQAAqD0AAOg9AADovQAALL4AAFw-AACAuwAAmD0AAOC8AADovQAA2D0AABQ-AADIPQAAmL0AADA9AACYvSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=CCTI8QbD_t4","parent-reqid":"1765512732162284-2385552610161113726-balancer-l7leveler-kubr-yp-vla-265-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":null,"cheight":null,"cratio":null,"dups":["1590079758549627401"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":false,"contentTypeId":null,"censored":false},"16781231086600069829":{"videoId":"16781231086600069829","docid":"34-5-11-Z2E1F27F02EED93D6","description":"Добро пожаловать на канал! В этом видео мы рассмотрим основные типы объективов для камеры, я дам вам всю необходимую информацию, чтобы вы могли выбрать подходящий объектив для своих нужд.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"39","reqid":"1765512732162284-2385552610161113726-balancer-l7leveler-kubr-yp-vla-265-BAL","isAdultDoc":false,"relatedParams":{"text":"Гайд 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онлайн Объективы часть 1 Фотография для начинающих.. 4 мин 26 с. Видео от 11 июля 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 1 — 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бы у меня остался только один объектив — это был бы 50мм. консультации по монтажу, режиссуре, операторскому мастерству и оборудованию. Как связаться со мной по вопросам консультаций 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50 мм объектив лучший для 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объектив Viltrox AF 56mm f/1.4 для беззеркальных камер Sony E. Оптическая схема включает 10 элементов в 9 группах, из них один со сверхнизкой дисперсией (ED) и один с 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часть «Фокусные расстояния | Определение. Перспективные искажения» класса «Выбор объектива 2021». Весь класс на LiveClasses.ru – https://liveclasses.ru/r/89T2/ Изучите алгоритмы...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765512732162284-2385552610161113726-balancer-l7leveler-kubr-yp-vla-265-BAL","isAdultDoc":false,"relatedParams":{"text":"Фокусные расстояния | Определение. 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