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привет! 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Необходимость выбирать приносит немалый стресс. И хочется знать, что мы принимаем верные решения. Но как...","preview":{"posterSrc":"data:image/png;base64,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принять верное решение?","promo":"pumpkin","related_orig_text":"АВА-Центр \"Верное Решение\"","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"АВА-Центр \\\"Верное 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люди считают, что принять верное решение можно только при помощи аналитического подхода, взвешивая все «за» и «против». Но, порой такая возможность есть не у всех. К тому же, очень часто...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765530124218107-6683956273512468206-balancer-l7leveler-kubr-yp-sas-10-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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автора «Hit-info Пространство для самоисследования» в Дзене 🎦: «Деньги и отношения» Тренинг, где происходит распад удерживающего. 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компаний "Верное решение". Верное решение по сертификации именно для Вас...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"16","reqid":"1765530124218107-6683956273512468206-balancer-l7leveler-kubr-yp-sas-10-BAL","isAdultDoc":false,"relatedParams":{"text":"о 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По святым отцам. "Ничего нельзя решать в расстройстве. Нетерпение перед старшими - признак отсутствия смирения".'","preview":{"posterSrc":"data:image/png;base64,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हज़ार views, 25 likes, 2 loves, 0 comments, 5 shares, Facebook Watch Videos from АВА-центр "Шаг вперёд": Скорее ждём в наш центр! 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онлайн Верное решение 17 с. Видео от 2 апреля 2019 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 3 — 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автора «Милана Тарба» в Дзене 🎦: ⭐️Записаться на курс “Гармония жизни” и всегда принимать верные решения: https://salebot.site/mtarba2711_1?utm_source=youtube&utm_medium=channel 🌑 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