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Официальный сайт 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данном видео показывается расчет реального проекта забежной лестницы с поворотом на 90 от нашего партнера – КировЛес. Все этапы работы сопровождаются комментариями. Приятного 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по размещению виджета калькулятора расчета строительных и отделочных материалов на вашем сайте. Все что вам нужно это вставить html-код на страницу. Список калькуляторов которые можно...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1766298205953568-2880937439570604386-balancer-l7leveler-kubr-yp-sas-122-BAL","isAdultDoc":false,"relatedParams":{"text":"установка калькулятора на саи т — Видео от Scalculator. 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онлайн Расчет нагрузок при строительстве частного.. 51 с. Видео от 28 февраля 2020 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 13 — 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автора «scalculator.ru» в Дзене 🎦: Как рассчитать кирпич на стену или дом? Перед покупкой кирпича на дом нужно точно посчитать сколько кубов понадобится для стен с учетом окон, дверей 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Калькуляторы - это незаменимая вещь не только для специалистов, работающих с большими объемами сложных вычислений, но и для учащихся школ и вузов. Последние не... 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калькулятор от КАЛК.ПРО позволяет рассчитать ежемесячный платеж, переплаты по процентам и сравнить данные по видам платежей. Ссылка: https://kalk.pro/finance/kreditnyj-ka... 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С помощью которых Вы легко можете 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требует никаких специальных знаний или наличия проекта. На основе пожеланий заказчика производится расчет по всем строительным нормам и требованиям. Возможен мгновенный пересчет при 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рассчитать строительный раствор? Онлайн калькулятор строительного раствора предназначен для расчета пропорций и состава цементно-песчаных и цементно-керамзитовых растворов, подбора...","preview":{"posterSrc":"data:image/png;base64,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рассчитать строительный раствор?","promo":"pumpkin","related_orig_text":"Строительные калькуляторы KALK.PRO","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Строительные калькуляторы KALK.PRO\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=Wfzn2QvKh9Y\",\"src\":\"serp\",\"rvb\":\"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_CDw8aDz8TdIIEJAGABCsqiwEQARp4gfLuBPz_AQDxB_0KAAT-ASgA-_v0BQUAE_sC9gT_AAAH-wgB-wEAABwA__8DAAAA_AP5-_3-AAACDgD7BAAAAAgABAT8AAAAAQkFBP4BAAAS_wH5Av8AAAIIAfz_AAAA9QgIA___AAAIG_kAAAAAABX_A_wAAQAAIAAtydbUOzgTQAlITlACKoQCEAAa8AFwzi_6kRDn_JY0UP9z4MH_4Rkh_x33DADDLvwC_x_uALpQ-AAs-9P99LDVAKG_GP4H8ucAR_TXANf0Av8EUwABIe8AARr2FQB_-8n-Zu87_c80Gv4GIvsBtB4U_SYT2fwhRDf7JzPv-yAy3QHrLAQEOfgMCvfZ_gnp3RIB_5_c_u0c9fsg8DcElhgV-S7X_QdieOwBrhb0_P4I7f8CoQwBu9HY9xLfJw34w_EGDtsfDsj8GAb8DCj57kHkBPIYMwTe5OgE9BL6-C8K8vDU8Qn1H8EH7g7aEwcBCgoDxvb3Cvi6_vvtIvod5NgqBgO-CQYgAC1sFM46OBNACUhhUAIqzwcQABrAB3EfWb5OXqQ8wHtHvErArj0wmU88doZuPZQoBT2djUu8VYzOPL2soT4bu4Q8Rb7mvBnNBT1njcu8wA-iPMVY5j2qJ3O8ao18vdbVg73qngu9Fl2NPKxwCz3qnuu8aOAxPV7FGjxsbpY8_CzgvH55fD0ZxbK8Fp48PL6-9r2p3e88L0G8PL7ALD4urBs9kGOxO5QuAj1AJA07UCzBvCDrCT7Fbdm8qpk1vHO4Fr6QZUY9LEopPUMRfL2oRwS9mWr_u744zDsWWze9PW8ZPb3Uvj0Bz4e8efQWuwZmJT4IINI72Y2IvBwdkT1Y6J69_HLBu3NSszyuUjA8FsecPDJ9qr33iYg9cXxluy03wj25RlU9-K6cPCWWBD4dx-89ayFxu-G4HL6xC1A9nFmwudklOj6Yw869kOQHOzWW8D2x94e9jYESPLQ5Lr34t5U8NVFXO2LcaD3hspo9ytw-O-uJ8Ds34xQ-zH_EuiUxsj1aeZO8OVHDO_KdUrvMyTA95L1qvP3Fpz1zLZq8FF5-uy3KET1fF4S9mkPzO9UEsT2inMO8yd4WPECo5ryePRw9_hS_O16ZPD2ThGm82wCHvNpOIL3sLxu-94zIOtLuxjzvQs48-aouu0Ou1D3aa2a9B7gcO5ii3L15J7q8G-_xumx42r285jo9LlgvOrv-k710W6c93fGHNqMi7r2Tn9w7lffMO9HVMb1sunk7wwawOw0b5b2CrQI-riGCuhJ4Nr3yWwS-TgFsuZ2ovroD2ZG9GkoIuu3cj71u9Fa9SYn6uJOKa737boS8c6_iOFdZITt2f4a9Myjgt0xuND2ZyFY91_atuPpLBr0CHoI9cD43ubhOrTwxlV49nEaOOAzlBL5J-UW7VpG4OWlZcr3TBja9LuDpuvQA8bsNPBK9ni2sNjK_pLw7tQm9UYkSuSxNZT03TLk9Y8ZUuPdmmj1cQte7gSFHuaTfnr30-P09oAgVOB2CtLxV7Pm8R10juLxtkD0n8X69b34_uJfKuz242im6pX2muIHAhD3_moe8MCUluJhP9j1peXm8nW5sOGt9MT5hnj89c0_duKPM5j2dY5W9vvscOTvVm70J3aW8p5rAt2WDkrslUZm992LZN5_YlL26xGy98lIUOGFgbL01JL492eQVOLqWHLxJ6k69WEx9uS8lATvnOo08SSaJt0BcKD3_hv-8Y8sbuATZfDxPXTm9eWMquO9D1Lz3-oQ9ZL8EOPI2ID2RGZ494xxiuPvFoT32l509X9QRty7EDz0cHQG97aaptyAAOBNACUhtUAEqcxAAGmACCgDx6BsF7j_08wnrFxcbAN7YDPH0APADAC0h9OEt8wAz8vIAGOEv_McAAAAA7QUoDAAcQQvj__79GxDi5wW_C3_aDAkG3-IX7QTr6gjlvB0HPO0ABAnwGzsb0gAN3wUgAC2X-187OBNACUhvUAIqrwYQDBqgBgAAkEEAAODBAABYQgAADEIAACjCAAAwQgAAyEEAAIBAAABQwgAAJMIAADxCAACAPwAAwEAAAIBBAADgQQAAQMEAAKBAAAAIQgAAgsIAAPhBAAAQQQAAXMIAAK7CAABoQgAAAEIAAOhBAACQwQAA-MEAALhBAAAgwgAAJMIAAIxCAAAEwgAAIEEAAGDBAACMQgAAqMEAAOZCAADAQQAA6MEAAJhBAAAcwgAAwMAAAAAAAABkwgAAyMEAAEDAAABUwgAAgD8AAFzCAADQwQAAgMEAADhCAACIQQAAOEIAACBCAADAwAAA4EAAAKJCAABgQQAAmEEAAJpCAACwwgAANMIAAMjBAADIwQAA8MEAABxCAABAQAAAQMEAABhCAACsQgAAjsIAAMhBAAAAQQAAssIAAEjCAAAQQQAA4EAAAKbCAABwwgAAZEIAACxCAAAsQgAAEMEAAGRCAACAQQAAwEEAADDBAAAswgAAqsIAAJBBAABwQQAADMIAAIhBAABQwgAAkMEAADBCAADYQQAAIMEAADBBAAAgwgAAcEEAAIjCAADgwQAAPEIAAIjBAACCQgAAyEEAAGRCAAC4QQAAkMEAAPDBAAAUwgAA6EEAAIC_AAAQQgAA-MEAAOhBAACMwgAACMIAAIDCAADAwQAAiMIAAOBAAAAcwgAAoEAAABjCAADgwQAAbMIAADhCAACgQQAAIMEAABBBAAAswgAA0MEAAKjBAACwwQAAqMEAAIbCAACwQQAAgEAAAFBBAABQwQAAvkIAAHBBAABAwQAA-EEAALhBAAAYwgAABEIAACTCAADYwQAANMIAAIjBAACAQAAAyMEAAIbCAAAQwgAACEIAAIDAAACQQQAAUEEAAGzCAACgQQAAIMEAAERCAACAQQAACMIAAMDBAAC4wgAAoEEAAMhBAACoQQAAoMEAAGxCAAAowgAAGMIAADRCAAD-QgAAAEEAALDBAAA0wgAAMMIAAETCAADIwQAAIMEAANBBAABcwgAAcEEAAFjCAACAvwAAkMEAAGRCAABwwQAAyEEAAODAAACIwQAAgEAAALjBIAA4E0AJSHVQASqPAhAAGoACAABQvQAAEL0AALa-AAAMPgAATD4AAL6-AACoPQAAf78AAHQ-AACYvQAAML0AABy-AACSvgAAMD0AAOC8AACaPgAAir4AAJi9AAC2vgAAUT8AACc_AABUvgAAqL0AACS-AAAwPQAANL4AAKg9AAAUPgAAD78AAOg9AAAdPwAAQb8AAGQ-AAD4PQAACz8AADw-AAAsvgAAdL4AABe_AADWPgAAPD4AAFw-AADuPgAAcL0AAC2_AAAkvgAA_j4AAMq-AABQvQAA7r4AABu_AADWvgAAZD4AACy-AAC6PgAAcD0AADs_AAAsPgAAir4AAGy-AABkvgAAKz8AAKA8AAADPyAAOBNACUh8UAEqjwIQARqAAgAAEL0AAI4-AADivgAAIb8AAIK-AADgPAAAAz8AAJi9AAD2PgAAoLwAALi9AADYPQAARL4AAFS-AABQPQAAqD0AAM6-AACWPgAAPL4AAPY-AADIPQAAEL0AAJq-AAAEPgAAXL4AAKC8AACgPAAAmD0AAI6-AACWvgAAED0AAFA9AAAwPQAAZD4AAFy-AABkvgAAED0AAAS-AACuvgAAgLsAAEA8AAC2PgAAij4AAEA8AABsPgAAFL4AAH-_AAB0PgAAAz8AAKK-AACOvgAAJD4AALi9AACIPQAAjj4AAJI-AACIvQAArr4AAMg9AACIPQAAZL4AACS-AABEvgAAPD4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=Wfzn2QvKh9Y","parent-reqid":"1766298205953568-2880937439570604386-balancer-l7leveler-kubr-yp-sas-122-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":630,"cratio":2.03174,"dups":["3314318869065606894"],"episode":0,"season":0,"isEmbedOnly":false,"greenH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Расчет кровли дома (кровли. крыши, стропильной системы) - один из необходимейших расчетов для будущего строительства. В этом коротком видео по программе "Строительный калькулятор" 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сделать расчет и раскрой кровельного материала? Не знаете как? Программа Кровля Профи: http://www.roofprofy.ru/ Подписываемся на канал Wasburg House.","preview":{"posterSrc":"data:image/png;base64,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рассчитать металлочерепицу на сложную крышу. Простая программа Кровля Профи.","promo":"pumpkin","related_orig_text":"Строительные калькуляторы KALK.PRO","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Строительные калькуляторы 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we discuss my use of the Avast Marine Kalk Stirrer. I'll show you what the PH was before and after the media is worn out. #ecotech #ecotechmarine #radions #vectra #versa #brs...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAABgAEBQcCAwgBCf/EADoQAAIBAwMCBAMHAgMJAAAAAAECAwQFEQAGEiExBxNBURQiMggVYXGBkaEjQmKx8BYXJDNScoLC0f/EABkBAAIDAQAAAAAAAAAAAAAAAAIEAQMFAP/EAC4RAAEEAAQEAwkBAQAAAAAAAAEAAgMRBCExQQUScYFRYdEGEzIzobHB4fAVkf/aAAwDAQACEQMRAD8AZXTxs3pFNUfHXSxWaGOZ43WCk8yWMKcE/wBRjkglR9OMHPTUzQ7u39fPCG+3uC7Xw19PeqWKL4OhRaiKDgOYVUXDZLoT36fgcauWh2ltaKpqapNt2fz55jUSytRRs7yEklySCc5JP66n1HBQq/KFGAB0wPYaVZh5ASXSE32r9pt2IjoBsYFd7/S5Rpbd4uV17Dw/7wZY2XLLPNPAeYyOQLsqKexHXHXqPTWdR4Z+KFXdGlFmvJjXDFp73GsjseeX5+Yfn+ZT3xyXBxrqvUDujcFTZa2ip4beJEqc/wDEyZ8tCPQ4/T99AMACc3uPdEce4aMaOya7IqLZZdvWfa1ff6SS8UNsh+IhNWHk6DiW75K8sqG/DU5X3K30UUctRWhY5f8AlsG5BvyxqiEp6WLxYlv0u36kTzUXkx1v3mGi4gdUEHHK4x3z3yfXRPcroJKelpJYUpEgRzHzbBkySzHr3x649NHxGc4XDGSPMisu6LheFZjMU2KQ0DdntatenlhqIVmgmMkbjKsrdxrZx/xP++qfoaueFVkp6h0JQAOjdCCPQ9j+mnsV/vKwIEr5SUUcRy6Edxk+usocejaDzsORr0OdLXPszK4t93IDYvfbUZXmFZ8xKkDLYI9TrTJyI6E6C6vct7phA9QKVw8KyLwXOQff8emn1Lu4GaKCtt/lHlwmPP6TnHbTv+nh+YtcaINZjcrNPBsVyB7QHAgnI7DyNFEBVtYywrKvCVFcZzg+h9x7a0C+2xrx91gS+bz8sNx+Ut7Z04hr7bNXtRRVSPUKSCg9x300yeJ+jhrXfwST8LMz4mHS9Njv0UZcYLpDLCtLCtypZZOE8M7hWiTH1K/cjOOhyevf2itzXyotohiBmp3RuQkkUFvby89VIbPR/wAAD166Mo2p3Z1SaNmT6gGBI/PTS50dPWk0VTGJIJoJFdSMgjKfz66utUHLVBtvrqhYghuK/CmpaSqkL9JcyZxkn1BycY9B74Wmuz9v09ouT2Camp8x1cksfyD5oBh1br2yzf6xpakLlZVN/d+mtutMBIVyByIHQZxn99MNnXuDcm1rbfqZVWGvp1mQK4cDOQRkd+oOpXKV1BbyJJtqg95JP8l1MmQioSHyZjyUnzAuUGPQn0Ptoe3TW00stmnp5YqmEzyKxjcMD0UEHH59tQdFyqi8bxuFVVU+447OkNnppp6eCQSj4hzJGypMy9gucEd+3fUZaPBvdG4qelS7bjMFbBFIZ46qRqhVBQKvEhuodujdvlJ79tNajbU1TuCr27Zq2Srs9pkLTQTsUErRsrNTKyn5sc0BY49vc6vbaFZFW3GaphPSSiicjHYsqN/7as5w34EFXqgTZvgg9qs/wtx3pd4S0iytSWhhBSoRnoA4YnI6ZAX2x66sCs2lZqicyLHLTg90hfiv7en6antegEnABJ9gNUSxRy/MaD1ATEU8sPy3EdCQhe+bVhq6mB4alqaNIljCBMjC9sH01EVWy65IhJT1MNRM5/qBvkH4YPXP66OKjo6/gNRNNd5X3NJbCg8hUwp4Hl5nUkZ7YwD6aRxODwjvmN16/jotDCY/Gs+U/Jo8tM/HqUM0ln3Bb7xDWfdxq5In5ZDjixwRnOcjvpta2qrZuAVVVb6tnUyfKsZzyYEAj0PfVpRIpHbWwL+PTQjhMbXNcxxFEnbU9kZ43M5rmvaDzNDTqMhpuqQMjK7tlgD0bjnqSc40wabcsW76S5U17nSigp3g+FPUMGKnkD6Ywen46vmWipXwXpoWKtzBKDo3v+eoaq29Z5POX4KNDOcuydDkdentpRnBJIc4paNEadfyU8/2ihnynhBFg6+FX9B6oDsVxuEm7aSoq5XnQwSFcvkqoJDnHvjBx7LpaJk2zR2ythuNNPUFoJPmWRgQVb5W9PY5/TS1qYKKSKIMkNnqT9SsbHzRTTl8QoHyA+gyQ/8AaC3pHsfwlvVzSUJX1UfwNAM9TNKCOQ/7V5N+g1WH2G/EKCt27UeHtxqFWsoGeptoY9ZYGOZEHuUbLY9mP/TqvvtiXPc24t22NDRvDt+USRWYcwTUycwskjL/AGsSVAU9QuOxJ1W102hujYd4tFypLnBHWNWeVBU0crA09QrYwSQPzBGQRnV7pmNeGE5nRLNie5peBkNV9CYbuLut3o7DLG10tVStPUQ1CMAj4V+JwD8rxnIYZ+rPcEajPECQwmysIljdpnZkXB+b5CeuOvX19dAO3nsu6t/Ue3t5Utor93U9reWsrrVWzRpUQQyx+USI3UDkzs3Bs9FyMAgA58SlEf3IiZwjyYyxJwOHqep0Z0Vapq419w21fWlguAtskVTUVhSenZ6a5xzSxsUDgHg2c5J7EDPTVteEiD4iuqAvEVSCZBjGExGq9+4wvf176GqqCnk3sYyh4tQM5XmwUkzL1xnHpoz2JJzv1YB6U5H7MNCCoRdrOGWSGVZYm4upyDjOsNLRqVFbvnv0e3K1LB5UlxaAJArooBPIe+AMDOmE9bvc2EXanoqc3pnZvgT5fFGZeBYty4sMKD6n+Rqfn+tfy1sjYce+uJBoEadVAsEkHUVsvNuzXhrHQPdmjiuHkKahEReKyFOLAYJ6dPfT2NQkaoD0UAD9NaUY9sHPp01hU1lNSqWqqiGnUdzLIqD+SNTdm0OgpOWbodNW+oagbnv3ZFvLLW7x2/Tkd1e5Rcv2DZ1DjxW8P5pTFSblgrnX6vg6eacKM4yxRCAAe5JwNch1KLahFljkjf6WUqfyOlr1/XS0IVq57+1nPdayzstNZVmbblRBd4Kng78k7Pyx0CjryGf7R1HTPO/+226r5QzXapNgkpbZcoa4UD0qr5k2TxACjky+4Ldc66e+074nxbf2nc9nWm2VF1u10opI5x8O7QUlOwKvIxxhm64AHQHqT2B5A3PXbUfctDV7dtU8dAsERqKWSRo8yjPIB+THHbrkdc9BpWZjHSNPLbhvV16XsmoXvaxw5qB28fWt1Zng5HvTa3j/AGS9XWknrai4CaW4rAQ7pTspExcdOPl5DY/wgD211t4oMBLZuoOTN1H/AIaqH7IO1q+KW47grd1RV9fR1D26ppUm+IMMOBIqiQ5wGdixx34d++rm37bK+7VtvSjp52WmDtJJ5eV+bjgDr17HPtq6HmdGOYgny0VMwaHkNFDzQUwzv3sTi2KP3mP/AM00qvEGLZV5uMslrFaI7c9VIXr4qYLGJVXpzyWPIqMAd2Gnu69m3R7lHuBKqvpWpIBGVjLxo45EnmB0IHIYz2OgzfWybrus/eTVqWyjmpJ7dI/w3neasjI7AfMOJXgDnroZZo4jTjtfZWRYWWVocwXZrv8AxRPWeMe54Kauq6nZNLa6eiSSSQ1dZNK7JHL5bMqxxDKk4IfPHBBzog8Tt1brtu5LVaNt1NioYa211FY1XdImdRKjIkUQIdQPMeVFGc9T66AU8MLjGt5e47wrK5I3LVCfCQcJPNKE8A6PxGY1I9uuMZOjq/7RpPEHb9Kt5pklo7ehjiSOumi87iFPz8CM4KKRn166huKjc7lGv7r7hE7Bysbzu0/QP2IKpibxT8WLpYaG5Q7gp6KSurILXFFDaoVaGuaZllhflyPyoocHp0dc9jrzdG8txBNz1ND4m3i526ClSvs1T8ctHHNCrMssbCNVYyeYjRgYGcjBBIOjql2NsFYJ6o7Lt9SyzCaY1VZUTF5GJy5LOQWJHUnrontW39o26SjSn2LtCkeeEzA/d4PBeuMkg9Tj0/DVbcfC4WD/ABNfdWP4biGGiM8/oLP0UN4VXtdzbB8QKSGrlq6eAAwM1fLVNwko0kI8x2Zs8uQIBGCD0Bzqrqu17KpL5b7vtrb1x3SKW5V9x+CktdRIsyPEFp6QuyEFFdSc9ejA9866Gptw1tvoklpNv0FNSSAFWhQohySB9OBnp204k3fc0kaKSmp0ZRghmcYfGePf+dccfCNT/FQ3huIdoL138NVQVFYrvBsyGwWfw2vopqS5VlZHVT2tIpVp5oZVERkkZSOHmDJ7EJ6dNENTtffW6bPVKdimiS4xyP8AErdKVFkLSLJFMBlwGK55Fe5PIdSdWNft818e3qitW21M4RgskVuHKoKHozICepAOcDr7aD7duuXaN0tlpt1HT2+xxWxnjgqKp5qkSKFcxGIFnAjjDEgE9WXGNY2J9p4IsR7hrC7xOQFVZrOyQCMq75K5vB5+Ul2X9/xXZD5nw6CUAScF54ORyx1/nS1X+z9318m56qz3iemqJaqfzqbyEm4wxOPkQMyhGwR1weQ5gnS1s4TGQ4xnvIXWOhHnvSRlhfCeV4ooK+0NazdfEfbdCbhV0kdZbZYJjAIyxQT5AHNGwck9Rrjm6WyClvE1HG8pjSRlBYjOASPb8NLS00GgEkDMoC4kAE6LqH7CDxVFDuSqNJSx1FIKakSWOMKzRkyueWPqOcdT7DXTwncD0/bS0tczRc/VRW7ZpH29VJy4h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