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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Изоляция маток в 3-4-х рамочных изоляторах и долгоживущие пчелы. Инструменты 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Объяснение возможности изолирования маток в безрамочных изоляторах в роевых семьях на 60 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Тема доклада: "«Обеспечение наибольшей рентабельности каждой пчелиной семьи, в многоматочн...","preview":{"posterSrc":"data:image/png;base64,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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Мифы в пчеловодстве. Как сделать пчелу долгоживущей. Пчеловодство - в таком случае доходное 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Калёнов - \"Пчеловодство как искусство соблюдения пропорций\" | Аргументы и Доказательства Теории Долгожительства Пчёл и Зимовки. 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Казалось бы, что может быть проще, чем закормить пчел? А вы учитываете цели: стимулирование...","preview":{"posterSrc":"data:image/png;base64,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О Кормлении ПЧЁЛ и не только в зиму. Часть № 1 из 8. 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Максимальный сбор меда! Что зависит от человека? 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повествует об основополагающей роли пропорций. 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: НЕ только о действиях пчеловода , но и... - Как защищен пчеловод в современном 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наличии все книги серии, заказ через сайт pchelaru.ru, по телефонам, по электронной почте... Пчеловодство - в таком случае доходное дело. ... Заказать книги из серии" Пчеловодство 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Полная версия уже опубликована на https://sponsr.ru/pchelovodstvo/ Как пчёлы выбирают ту...","preview":{"posterSrc":"data:image/png;base64,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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: ... до потенциальной смерти. В плане повествования — это часть № 5 передачи «Всё о формировани...","preview":{"posterSrc":"data:image/png;base64,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из способов избежать роения на второй год развития семьи. Программа "Разбор Вашей Технологии Пчеловодства". Программа "Спроси Калёнова". Программа " МИФЫ В 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Заказать книги из серии" Пчеловодство как искусство соблюдения пропорций": по тел. 89265225045 или по ссылкам: книга 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Три варианта формирования СВБМ. Все три без матки, но различный состав семей.....","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765558889048889-14939054513668205585-balancer-l7leveler-kubr-yp-sas-169-BAL","isAdultDoc":false,"relatedParams":{"text":"Семья-воспитательница «Безматочная» (СВБМ). Три варианта СВБМ от простого до кардинального. Трейлер. | Дмитрий Калёнов - \"Пчеловодство как искусство соблюдения пропорций\" | Дзен","promo":"pumpkin","related_orig_text":"Дмитрий Калёнов - \"Пчеловодство как искусство соблюдения пропорций\"","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Дмитрий Калёнов - \\\"Пчеловодство как искусство соблюдения 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декабре от семьи осталась только горстка пчел с маткой. Программа "Разбор Вашей Технологии Пчеловодства". Программа "Спроси Калёнова". Программа " МИФЫ В 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- в таком случае доходное дело. ... 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Разбор практических вопросов о сохранении маток в изоляторах при формировании и движении клуба 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Опубликовано на https://sponsr.ru/pchelovodstvo/ Подписывайтесь! Цикл передач "ВСЁ О Роении"! Программа "Разбор Вашей Технологии Пчеловодства". 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Что такое "Круг привлекательности матки". Использование летков при многоматочном пче...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAQFBgcIAwIB/8QANhAAAgEDAwIFAgQFAwUAAAAAAQIDBAURAAYSITEHEyJBURRhFSMycUJSYoGhCCSRFiUzQ9H/xAAaAQACAwEBAAAAAAAAAAAAAAADBAACBQEG/8QAMhEAAQIEAwYFBAEFAAAAAAAAAQIRAAMEIRIxUQUTQWFxgRQikaGxBhXB0fAjMkLC4f/aAAwDAQACEQMRAD8AsODxStVXSTTlKqjHklGYRryXAOSAT1OT0Gqhq7lb7lDTWOGurK6lWUI0UitEkn5mTxjJYnPbGQB7DUFgrZnoJJH3bb4GMBf6dubSE46JgJgH++NddqUF+v8AVK8UM8tNTH/c1saYjhRASzF1HwOnv1GuswiMHixvDbdm3/Cy51ttSy1s93qOAqnlTnEqg5VEU5IHqBJzk5+Omr+o96y1m1obx+CW6kjqVR0mZgPLVj7qV6k9goPXPcd9ZX8QaOtq93/V0tqAienj8liDI0qjIVjn3wB29se+raqrNXbk8HaayW6f6q8W2lhb6eGdAQ5Q+jr05DrjqDkdxpGVNUZhBMbNXSSkUyVoTcxn7xM3TcP+sLos1RXRUQrWiiTkWdIlY4QftkYB+w9tRGqvdxeUI9Y5Ckqec7Fl656jPt314d5jX1ouKTQ1vJlLTNwYOC2eYI5BiQR3BB0kvUFHSWijuInR6uqRiVIJZFyMNntg9evvpnC8YBBMeBc2/NMlU3nSOBkdfT2Oc+506Wt6i5Xq2UUde4aWpSJDI2OHNguR84znH20x10EK0EUsnmK0Z4g8Avx3GCcDrk++n3ZlDGZLbVrUQPMLnTqkfJhIv5ikMvs2fn26fOuFIiYTmI0zsnb+5tu3A+XdKPhFefobTMKNZZ65lYxzmRWzwRUH3xy98k6tmk8SaVblVUbWGokEa1Cw1LJGqzvArnAUAnLlGwPj5xqta36iXe7UtPc0DG9spilyBTQyXAhmU5wPMMbITjoSPnonuNx3B9FWixUMlZXUtTLUU8dFSlpRNNJMscspJy4TMmEQHv1xnOsNFdUqUEo1ybP/AJ+o9tP2Xs+lQta7pAzc5nH5RzGEAvqTkxiQ7Q8Qt53hq243KGitkX4iaSiRKUyK6lDNJKACC4jiCAdQMy5J6acKLxDu9XutaqkMtFb50V5EqqdSsUYUnlkMe/IEAAdcdxphtlfNbdzW+1VscESGSWkpaQOGNPJVU7zTx5HRjGqlOnbI1nzxNvK0u5qqnoqMJKtDSPNOV9ckjU6ABSDkKAR8dfnR5FVUTZmF2Ad7O7YQfcmENo0lFQ0ylJSVm13IbEFKTbXDhcHi8bIrPGHZ9qrmobhW5qJKZqseXGPLVQMqnP3duwx7/Gqhj/1Kz1O4atK2kSit9PM0yRIv5knloOELE9EDPliTnp9tZot9bcqmdY45PMqGkyEZ8sT/AC4/f21MbruyGXb9XR3O2v8AX1kkTUFcpj4QpGeuYlGS2CVz8HWohZUbx5MTlKOkXGf9R093oLXwpIqOsimQ1rLKXjGQ2MLjJ6kZBYZI+OxqjI1s9upaWseunjWGBYJ6dZVjklnPIEopJPDHHJAOTnto1YmZwMQqWco6/QXWOzx1Zgp2jCA8mqDy4kdPTjA76v8A8FNsvtbw/Nyr5qioF0KyikVCQkTkKuFIHqJOT9iNIrb4OVV423UGavmsflTNAaeppTISoAKsjZXIOcdR7HT/AOIFxprLbrHZUzOyNCvIBfNkEQHtnJ/SCcZx79NcXNUxCo05EsKU4j1HtKx/VAJVsoMvE06XL09SQVCh+2T21K9u0dDTSfR0Ip1pU9BWEqQrj+D0+/Rjj7HTFSW+2x3ZOFtolaO+oVfyVyq+a/p7dug6fbTbZK4W2CiuNLbkFUs8EcVOGDGeZoZwsj46KGLr078V699YorjLV5kj+do9WdlonIUJay4yBa5vz5dozj487QvFr8Vt218FsuFVt97pwmqGx1d1SR0U98Kz45AYHQHUd3Bs3dtatDLLtW4CerKU9OiI3Bg68ogCegHv39z21qTc1ueOlFLWwPdZIfrhUT5AzioPmOQR1B9Rxke2c9i27dpmoN0PQT0yqaW0xhsxD0yfTzow5EBicIBg/AONFTtVRB8mXPry5Qov6dlJUBvCXfIDMZcXAI1vyaMs1my972tAlRZ6omd46Rlpis/Mufy4yYywJYr0Xv07aaaanvrVjJTU1W8tNMnmRwQtyjfmFUMo/S3LAH3wO+tVbavlD515/CrzHNNS1MUVRSM3MUbmKeNij8FUN7KvXDKDnrps2Xbq+ktN3utfC9Ldb1WyVTRxxnEdPGWgpYywAAAAkcH39B76n3MhBUpNwOj+o/neATNgBShulOC+hbC+ZBIuWA76RXNjj8Y7hvW01FRbrtS1METxNPU03lrUIspqG88uQrkuMnkRkqO2M6cqg+Jg3YJ6RauW70dukhqaq2Rq8ScxIUVXXKkuS3Ig9QMdOuphZrhVmq2pwhpnW62ytas5RLmRkhbj19sn47566W2CSGroLxJQ3iqu9MbjC0cVQgmSmciRXVWMaK2QOwHpAGuS6guCJYfvqRm1rwQUspcoL3yik+a7D/AKfDiJJYs/DjFT3/dG8pr9tdqGCa13GmQtb4YaUoPOkbynYK+ebMQUJOe2BjGmrejXu/zS3GW1vCEqKejnWKJ+CSLHwSM9zyPlnp79ce2tFbn2wL5e9ryQhYfwyWilSTB4qPOKlG6YwQFx1B9+uDrztCOkoau9VtDJKZqgmonZ5o2amn8mKNcKvVcI3MFjnOOgxqIr5KJaSlDEA27jlxz6hoLO2JUTpq0KmuCRckXOFRuHdx3LF8opvblfcbPa7jsq47R/7rWhp6GKotzyVZmUEqEDHIjAUgr6iSfnskvVs3xT7YiSlsl9pYpoAKxVpWI44PNSOPQZGrU2NMavaUm8ayyLHXyrUCgSGErLHSvI6qi49RaRIXTPc8s+41FbZedwNtHcsl4t9LQXyzLEgjNMPy2IkLAqcg9R27DAx76aTXTQ4CA4YG+pa1vWERsqkSkFS1MoEjyh2CXv5rOxYOdYqG27buiV1xqblbq6F7cV+rDxHlT8jxXln9OT0GjWmd+LSDa+5JqZVgljSc1Ix6qlws6qfskaniB/M7aNGpqs1DkBmhHalD4BaUO736XLezHk7RfvipJLJb6KGkkqTPHPzYU8gUqvEjDE9gc/41Slo2dvB90i811ypJadUnEVK6cmj83oevYHHTI6HPbrqybRcqa+TVl2o52eiqJ3NOzR4YLnqpDYIIbkCD1B6aiXiLcrhQ1tjp6GrkhesvEcGRgExeXI7g/8L/xpldDMJ3uLNrQnL2pKCPD4MiS/T8Q4xWy5mqWoSNRJ5nm+YJujPyLc/wCxJwOmkd2plttr4V1M4hjzx8iQgr6CgcMOvIKSAR2J0uvsQWkdo2qS3tyk6agO2oHrt47uMplkipqyOGJOZKpiJeWB7ZOl17LSLKOfLvrDsjbiyrEE5ant+YTXJdz0U1NHXbv2xVtEWCyzwyvljIXLyhSAxLYPYjI7d9Ntbuu9Wa+UFHXXTb9zp6p2NRUUMsjLDyLK7tlzlyHc5Oen2103lSpTuzLGqBQc9/YE51Uu1rdV1UQljpoeDDkry5Cn9iNWUZEkeaWkuCMmPr7xBU1U4j+ooMXFyR6evrCnxM3nuaa63O2WKhDUPWD64FnepjUgxtlj0KnlxI7c276S2Pe2/b9u2yUFRyluUBxDBHAC1SpQLwKKfXkR+2O7afqyzXBYfTSU0vI4PkDkRo8F6Fx4xVN7VSFs+3qyp5DoFdo2hT+/KUaQCJJlkMLA/EEnrqqmbhxkFZA7vb0NxziLrdt4UlDZa+IVC220V09OKryMpFJKG/IZvYFOWF7jJ+2prcd97kuULpSxNBTRx+ZNUoZJGiZnT1l26KTwVckdunvqzbnS08m0LZZ4qcB2+qa6KR0Ejf7WPl98IumrYFr/AAPwxtlHVmOCuukcF4u0VQ4DNDzVKenCnv6WeUr/AFAntoCKuSZRmKRdLd3v7F42hsSslTUUaJpZWJ+QSSnXilraEDKIdbr54tmhSrl2/cxU+UvkVAtsnKJAvodB+nJBLAlT+skYyMRW+3XxCgV47Za7hTVG5a4R08SUbhnmjIRxEO5YcAhBz0JGPieeFlTU3SDdlFeHetrbHe4aSGWaRi5hZJ1VGOeoBhQD3AGM41Lti7hr5thWW8xUMKVlZaq2KSaFWKUeaso04BLEEJkdD/Fqyp0uSVHdBg3cE2s3KJJol1hlhNQrGQWBFgzvfFz0uDraK8nvu+AlsqLlSxUPLmI3fzkE7xkLISSxJKlOOARxxgY66jFxuG8qeS5ruCF7bUXGmjjno5Kfy1SLGYSifw4Rjg9T6znJOtACaw1lqtc1ytjS0cFLP9Bb2Xi1RJDcCIUcd/UQWb5GR76rvx+huFLJFFd5I6m4/idS9TIOoLtDCxA+wLY+OnTV5FRJMxMvdgHLpbF8v6PAaykqPCrqFTiU5h3BJJwmz8AQ/VtYrqu3nuKqlrFqayOcVdD9HMDH0dTzPPp/Hykc57EntjGjTDPUQl8FQjDOMLjOfY6NayEJR/aGjzS5q511l+sbh2xeZ5rOldUwwLU1Kmon8mLigd2JOB7fP7k6gm+K81G/9oplPRPW1JHEY9MUcY6du7tqI2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- в таком случае доходное дело. ... 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№1...","preview":{"posterSrc":"data:image/png;base64,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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Цитата: «Теперь, когда можно отбирать рамки с печатным расплодом, т. к. два позволяющих 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«Теперь, когда можно отбирать печатный расплод, есть необходимость сказать о ещё одном способе». — «Спасение Матки — 2». 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Когда пчеловодство становится выше, чем просто ремесло. ... / Сначала Видео Появляется НА Дзене...","preview":{"posterSrc":"data:image/png;base64,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- это Ремесло или Наука? 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Полный разбор вопроса какие изоляторы лучше. Критерии оценки изоляторов для разных целей пчело...","preview":{"posterSrc":"data:image/png;base64,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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Как сформировать Безрасплодный Отводок. Для чего? 4 способа! Программа "Спроси Калёнова...","preview":{"posterSrc":"data:image/png;base64,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Как Сформировать, По-шаговая Инструкция. Программа \"Спроси Калёнова\" №143 | Дмитрий Калёнов - \"Пчеловодство как искусство соблюдения пропорций\" | Дзен","promo":"pumpkin","related_orig_text":"Дмитрий Калёнов - \"Пчеловодство как искусство соблюдения пропорций\"","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Дмитрий Калёнов - \\\"Пчеловодство как искусство соблюдения 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: ВСЁ Опубликовано на https://sponsr.ru/pchelovodstvo/ Подписывайтесь! Цикл передач "ВСЁ О 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А без Химии можно? - Легко! 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Программа Пчеловодство - ЭТО Просто. Серия "Читаем книгу" Пчеловодство КАК 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Нюансы в технологии перевода пчёл в долгоживущее состояние... ... / Сначала Видео Появляется 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: Программа Пчеловодство - ЭТО Просто. Серия "Читаем книгу" Пчеловодство КАК 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В Пчеловодстве № 2, ГЕНЫ и Роение. — О передаче склонности к роению через роевых маток. 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автора «Дмитрий Калёнов - "Пчеловодство как искусство соблюдения пропорций"» в Дзене 🎦: КАК И Зачем Нужен Электрообогрев Зимой. Законы Применения. Пчеловодство - в таком случае дохо...","preview":{"posterSrc":"data:image/png;base64,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