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Отсюда открываются потрясающие виды на горы и море. 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срока окупаемости наиболее простым и понятным способом для оценки эффективности инвестиций в доходную недвижимость. Оценить, насколько эффективно недвижимость после покупки будет работать...","preview":{"posterSrc":"data:image/png;base64,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Доходные решения.\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=BfvA5zNaIeM\",\"src\":\"serp\",\"rvb\":\"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_E7MCggQkAYAEKyqLARABGniB-_D8B_8BAPQD_gIABP8BFAr8_PUCAgAPBgL6BgAAAPUGBgEBAAAADAX7AwIAAAD39f39_f8AAPMF-vwDAAAAEgQG-fgAAAD1C__6_wEAAPb6BvkCAAAABvL6-P8AAAD7BAT9AAAAAPMQ8ggAAAAA_AH4-wAAAAAgAC0g_9c7OBNACUhOUAIqhAIQABrwAXwbMwCG8Qz5GgssAH8cDf4QFRz_KM8eAAY-Cv_N_-0B_NnnAQYZ9gHiADsA9ez_AMn9EP4q-_sA5wsN_w4W-QD79ggAEtbvAgX2DQDx8-v-783x__3mAgDn_BH_4-T__9Ei_vs4EP__LfDmA9UxHAIf7SUC3_MMBv7R-vv_Fv787h4Z_9wB-AThCQP_4wn0ATIH_QLL_O7_G_Xw-yP95gIYGAv__QLnBwAb__cnDN4BCU0U_d_r3gMZtAr_8PrhChGy9gPE9_IE7Qz2BRMZBwIJ1ucG_f0IAO708v8F8BsJ5ijyDAgD_vMiFwUA0dT7DiAALQolGTs4E0AJSGFQAipzEAAaYAMIABb26SEM_wb8BgEBEO7s5BPc2gwA8AwA-Cvy-SIHLRjw6AAdBB0S0AAAAB4GDiP2APY6_uICDf0Y-fLY-dfwfxz73gW_5ezb9-D_FsTpBvMZBQAf9fYTJALjAgjf-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_AACOPgAAsr4AANI-AAC4PQAAZD4AAJi9AAB_vwAABL4AAM4-AABQPQAALL4AAES-AABkvgAAjr4AABw-AABsvgAAgDsAADQ-AABRPwAAVz8AAHA9AADgvAAAjr4AAIK-AACOPgAA2D0AAEQ-AAD2vgAAgr4AAAU_AAAPvwAAQDwAAIg9AACgPAAAcL0AAAS-AAAMvgAAVL4AANi9AABsvgAAxj4AAC8_AABcvgAARL4AACw-AAAwvQAAhr4AACw-AAAEPgAAkr4AAGy-AABsvgAA4LwAAKA8AAC4vQAAWz8AAKY-AADIvQAA4DwAAHA9AACuPgAADD4AAJ4-IAA4E0AJSHxQASqPAhABGoACAAAcvgAAqj4AAKK-AAAXvwAAtr4AAOg9AABMPgAAVD4AAGQ-AABAvAAA4DwAAIi9AAAEPgAAtr4AADw-AADoPQAAlr4AAM4-AACgvAAAbD4AABQ-AAB0PgAAcD0AAKi9AACevgAAyD0AAFy-AADoPQAAKb8AAAW_AABMPgAAoLwAAKA8AADuPgAAfD4AALq-AACOPgAAtj4AABO_AABEvgAAiL0AAMo-AAAUPgAA2L0AABQ-AAAUvgAAf78AAIY-AAA0PgAA9r4AAIi9AAAMPgAAvj4AANY-AACyPgAATD4AAIi9AACWvgAA2D0AAEy-AACCvgAAED0AABS-AADoPSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=BfvA5zNaIeM","parent-reqid":"1765565981394415-12068988939129835406-balancer-l7leveler-kubr-yp-klg-87-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["6372621705207456633"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":false,"contentTypeId":null,"censored":false},"5857785733534196832":{"videoId":"5857785733534196832","docid":"34-0-0-Z5AA76439B697531F","description":"Видео автора «Кирилл Кудинов – Inreit» в Дзене 🎦: В этом видео я разбираю вопрос, который волнует многих инвесторов: почему выбирать недвижимость, а не вклады с доходностью 20%? Мы сравним...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAABwAEBQYBAwgCCf/EADcQAAEDAwMCBAQGAQIHAAAAAAECAwQFBhEAEiEHMRMiQWEUUXGBCBUjMpGhFnKxJTRSYmPR8f/EABsBAAEFAQEAAAAAAAAAAAAAAAYAAQMEBQIH/8QALxEAAQMCBAQEBgMBAAAAAAAAAQACAwQRBRIhMUFRYXEigZGxBhMUocHhMjPw8f/aAAwDAQACEQMRAD8AN7KcqQ2OdygPtqlfiOuKrUOn0hqk1GRCW844pZZXtKglI4Ptk6IFLYUueDjhtP8AZ0J/xIKprl62rArUtyHTVBRlPobKihsuJClAAHJAB1UxIuFO7Jvp7on+DGQOxiI1ABYMxIOt7NPDjrsOamGIlRcm0mntV661yTK8CaEzwS8UwBKWGxs8p3KQn10yps+fIpkh+TUbwgynPzHwGHqkN0b4RhCiHB4YKiXFYxxjtqPqvU6wHXfzCOq4UrelVHxWUtoS62JMdtpLqD+3CUowkE5HOfTVWidRaDTqc3Cgw6o+3Hgzo7S5RTvWuRJbXuWR/wCNG049T8tZbpQ07+/T9o1p6J80YJjAPWw18dzvbfL5dLogzlzodUhxEXJd0p5MqVT1xWpQLlQksoaP6ZCP0klTigc5ACO+t78Orx6TWaz/AJlcEmnU6POdbcRLSC+pqQW2gDtx+1C8n1ODxqmzuqVkzK6Fv0esGCl56eh7LYlNS3ZKH1bD2SjCA1nO7aTplcXV+LV7YlUcRH2C/AkNYSBsD8iWHnFfPaEJ2j1yTxpGdgzG56b/AO/3dJmG1DzE0RgajMTk2JOvp5jta11rrlxyYtfbtSpXa7OpMWE8ppyah4kvpDivKED9iMj3POqhdtw3xShTFxbqqJQ/DhqfDklBWH32vEISjG7ZgjnBA7Zzr3F6t20zV69VVU6pqkSaizOp7aVoSgFlhbTaXj32jfkhPyGoCbV6PePUGju01qemS7LiRi26lOwMttstpxjndlKyfTBHvqGaQuHgcbk9eZWnhlI2GS1RCzIG3uQ0m+Rtxvte5B4E21XW0RhPwzfiAKXsG447nHOtio7WD5E/xrelpecDtrKmlbTooC8NOqqV9VyJbtHckBhEmasFMSKFhKnl/X0SO5V6D7a5vn2B1Ouiru1yd1BMKU6rchiOystND0QPMMAfTRKu1L1T6h1CS8DtaX8KznslCPl9VZJ+urZRGo4ZHcAeusWorZHTGNmgCJaLC4fpxLLqT9kAbkp/WqzUitxa4qsJigFQjSFklA75ZcB3e4B10N00uRi77GpVxNtIQqYxudQnshwEpWn+QdaqrFQ6wrYc+2mPSSGint1umst7GUzviW0jsPFSCoAenmST99TUVS50hY5VMSoGRRiWPzV5bS36oT/GlrCwUoJ0taywSUMOttZuOlXvSaVbtek0lpuJEekoYaaUJC5FTYioSsrSSAEF4+XByBod1PqVeSoDUqVcdTDNW+CqA+ApjLz8Fl41BZaYRsO5PgxmSSvcR5lEgZ0f6z07pFfud64KjVKk4+5Kp7yWgUBtpqGtTjbCfLnYpxalqJJVnGCANVtj8P8AQ2qVHhsXlczT0dSUNy0ljxkxkxnIqI4/T2hKWnXRuxuJWTnOMRqdDOq39fEeBPhrqzKZ8a2WrlckR4zJbDRpYSEIO0gpXNWhX2IHHGtV5dSLqobFbkqrDngU5yaDsjMlW1qoQYiQMp7/APN491n5DBtqvSG2ZFHr8Zyq1CO3UqZFpTb25r/h0GMQW2WspxtyCSpe4nPsNUmm9MqAxUFvxq5cd3KMxqUtySI7bBKZapa0bktjcHHlEqwD6AEDSAJTFwCZoui6W776a01+pR3mKspE+toZYbU1snF5USMhW3IS2llQB7qxkk51vdvdin9R+oK6nXakhihIlqpdI/LmhBkpjw2VOYe8Pcp0OuZKN4wFJ4OdS1m9K7FZrtDmOVesGvUVyF8D+YeGh5LEVtTaGE4G1aCFEkpyrOO2pmq9C7dqtVrM2p1ytSmqnMekqiKLSWmfGeZckIThAUQ4GG2yVEkJBAwTnSsQkCDsg0rqJeFOtamUypVR5y4HKfUIjz7dNQofHirNRWVL2o2thKA6kFWEkkDkkalravq6rjVUfgq6IDaLsRbbLjMZgvJ+ImrUXhlBA8KKhKG85youKOcDRSpXQu1aaZCYVQqTcZ19lxuMNmxlDdQM4NJyM7S5hPJJ2pHOeda2uhFCj05uPTbjrkCS18I43LZ8HxEvsGRh7CkFJWpMpxByMYCSORpk6E9j9Suplw3Pb1Pg3E4qbMgxm0NTITaafIcXClPlbziUZS95YyghBGRvO3GjP0Jn16qWlUptarb9ejfmjrdLqTzTbapcdCEJU4AhKQWy8HthxkoCT8ta7c6J0Cg3A3U4FcrXw0VtAhU9amlMMOohCEl79m5awyCMKJTlRONXahUuNb9sUyhRVlbFOiNRW1FCUFSUJCQdqAEgnHZIA+QGnCZA25Xqm5N+Lp7TSVuPrW4lZxtyonGSDj5dtbLaqFwIqUiPPcjkCMp0JaAVsWcYSSAM+vOBp/X0qp1ZlMu5CULUogc+UnIP8H+9RNtyZZqs55ukuyGnkDwnmnU7c+gIPI+vOh6QnORxRtTMaYWkHTkpWJVLnXIdbfpYdbyNjqSgJ5zxgK3ffB7+vpb7FZPxM8qQQohvPy43cf3pnDloQwUKCC+hAzg5x8wffVhseMpumLecHL7hUOO4zqek1nFuSpYkA2mdfidFIS2sMq0tb5wwyoaWtwISIWinvheBvQnPqpQA/vUjHkMuI3NSYz2VbB4ToVlXy49dCK77/gxKlbNKg004rCwtS3ZIPh98DAHfOOc6l7Hjx6lbrEOYoqZlS3WXEhZBIIUDg540LTfEYFVHFEAWOtr3NltjCnNgMj9COCnL7hM0m36pdlcM2tswUF9inrOxlA3AABKRgkZ/coE8arMfrFSBDQWbfllQgPvlKN3hpfb8Qoj79mMrS0pQPung5zqpx7dJepiVw5imH6FU5T7pQobX47m1rnGBuSCSn15xjQWp7/UWdsaYM1S1x0ydpgNIHhnsrKkgYyQBzzwBotzRMbeRwHc2QxJMWkZb69LrpNHUSm3JWodBm2TObZlSzGdfmJKUxFB4tfq+QlKisbU44KiOQOdEik0eRRlOtJqU+XDUB4LMnzljHcBZ8xHbgk4xxrk3o6K3W7ifj3A5KegO0mZIjLVGDI8VkAgpUkDcM5BByP40TelVOYm3daUtalpEm02qy40lXlMpTiEZyedoySE57n1xjTua2xsdAu4Js1jz8kdku4zzr2h4/PTYtKT+4EfXWU+uoAQdldTkvH001kLKgde84SoqIAAySewHvoD9cPxJ2pZTDtPttyPcFdSvYpCSTHZx3Klj9x9k8e+umsLtly54Cfdc6kij1qBIYbW6+uOtUhtAyS2CQFY9fUfxqvWVVbUkMqkonQWytY3pUhIVk/PQCtXqbXrxumdNrk1TtRcc8ePjgIT2LaB6JHGB9e/Orku97GpD7M+sMeFLeyUiGFZdA9cJPHPr21TrMMff50et1r4XjIaPp5DlI9t9+Ht1R1XVYxYLUABDO0qW7tCUpQOVK+g0TrfmU6fSY0uky48uAtADL7DgW2oD5KHGuSX+qdGrtImRaUp2E0g7FNv58V4kHbuUScg47Z44zrn+1uoF3Wk+mRbVwVCmKHJSy8Qhf+pB8qvuNWKLDXQxl8hsTwVTEMTbVS/LjFw3jzvy9F9P5w/RUdLXEFufi8vqOw3HrdKo1V24CnS0plavrsOM/bS1aEJOxCzi/XUFGCm2bTKzdNGhGZMQ5SmdyHleYnB3DHOBz663XFWF21ZbaYz7iVsVVaWXSvaQEtLUTkdicY+4Goqz7khxrxS4WAFGOefGODwfTJ1XKcql3vSKlAmGTGRGrb3ipLhwQpshOAnkckHze+NeSNhLZmOffK0gnte/Pndei5i5rrn/ALr+kZumt91GpQkifXFKWIKVlLpTuCj6njOdc7XP1QuKk3s/VKtbSfBQHorSpDT7IkoLpUkrUrhxJAHkIKcE7ccEWyxEIs/qbJtpNTRLW7REuSSdxQFJOAEBWSRzznHtouzLj/M7UjRa3UPHYdGSlKGxykjbwtKh/WtfDHQmoMFWDI11g25Ol9+On6WFjNEXj5sBy21NgEEPw33bPuO6v8fRAhlEOjVNbBjtqK8uJ4bGSdqcqwEjAzj10W7Fodco71sP1ily4MeL0/ZgyXXkYS1JD7ZLJ/78AnGnNLZt6LFdqkSchhxnhKCqMlSz6DysJJz/AKh20IeqHUVUi/HILCXHzDmqQnwHFKbUCgHOR35HoMjn66IsQrGQZqSmYLOBJ12ve59VlYXhZmtJK62U6ab2toi5Ury/xu/W2n47biJlTDBHj7diVIxv7H21elXrTRCqExLKgzCDhKg7u37ewHl4JPGhK7PtqppnVFyLGdmQ6mAw46V5HAyTzyQcjUBet0RGadWYEVSQFvtnCFeXzJyrvzydDPw/UVEdRHTsNml3i63P20W3i9NGKZ8tvE1unoobrlet1XjY81puamK03l5pmIooS6E5JSoZyo7c8H1HbXIjxWtRUpRUTzk66SExSWU/qJUg8j20BL0gop1yy4rQAZ372sdtihkf74+2vU5w0NFtAgaiLgSHm55qNp0l+J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вклады под 20% не сравнятся с доходной недвижимостью","promo":"pumpkin","related_orig_text":"Формула недвижимости. 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Где? 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В этом выпуске я расскажу какие виды доходной недвижимости существуют. Как понизить себестоимость и как повысить доходность объекта...","preview":{"posterSrc":"data:image/png;base64,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