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теория...","preview":{"posterSrc":"data:image/png;base64,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Зачем этот 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Зачем этот показатель нужен предпринимателю? 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видео поможет вам понять, что такое прибыльность продаж и как провести расчёты данного показателя. Видео из дистанционного курса "Анализ эффективности подразделений и товарных категорий.....","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"8","reqid":"1765572901234038-12845855681830358605-balancer-l7leveler-kubr-yp-sas-34-BAL","isAdultDoc":false,"relatedParams":{"text":"Рентабельность 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расчет рентабельности продаж: чистой, операционной и валовой. Это пригодится, когда цифры в отчетах бизнеса растут, а прибыль — нет. Рентабельность подсветит, где именно компания...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAIDBAEFBwYI/8QAOxAAAgECBAMECAQFBAMAAAAAAQIDBBEABRIhBgcxEyJBcRQyUWGBobHwI0LB0SRikeHxCBUzUhZDcv/EABYBAQEBAAAAAAAAAAAAAAAAAAABAv/EABYRAQEBAAAAAAAAAAAAAAAAAAARAf/aAAwDAQACEQMRAD8A+vDY31bB+6/8re3ClrEuw3XuSj3e3GW21at9rPbxHgwxxnJqnmQOdkkdaeJDQDOKtKmOSEDKRlHYfwzxvaxnMmm9iXvruNNsB2MqygqD+JD3kPtX7+uMhVZ2Qf8AHOupR7GxwDOOK+f+XR1FJU8OUwmpDBE1bR0LVUb3iqmLoqAkqzpTqV03QNuRqDLtOG+Kudc3HGX02b8JrTcPNnbx1FQtHYpTFWVeralAeMtrIsVkXfAdqVjphmO7I3Zv7x0+lsBi/DqYD4HUvx/xjhmZ8Tc66bLaepTKnmmq6itdKVMiJKvHVrFT08hDfhxyQ65e3a1rDf21IuNed5Oa+m8P1tJTpXmMVcXD7TPDCDVadEdwZdRjpQSAwUSlr72UPoJbtUQS+MiEH4i/6YQp/BVCexyR8jj52g5kc56pszWg4fWor8sWSKroKfKzIlJKtHSyhRKG78hlllTs+trHwvj1fBOdc4cz4vyaLiChTLMrqK/MBXxDKrrHDEsbwDtS22vtGTVbcxEjAdnIJrEb+RgfliMJ/CTr4Fmtj5syPPueWU5nm1QOHs1zStqs0iglargmMMAaSrXREpbsxAoFNKZYwBZtLam3xsY+NueWjL+x4cqqiqky6mlq6abImgjjnM1OHUSajsUeYk76dJ7g0amD6JYfjxn2A3wKBpl9hJ+mPn2j4258vmNP2vCESv2E7LTtQyGOocSVYCtKBaPSI6YKWKaw+qx192XKuPOZ0fEvCOSVil04iqew7StyM0MsDQiKeqOhnOpeyaaNWsveQHf1mDv5HeT2j9sJsO2bwJ/TGNYAeQ9BsMKfyRHzb6nAGjuU8R6oQf6DBhTJYyyk7L3R9T+mDFCE6VuBsASAf+vivwxwLOucXG9PnvE1Fk/DVHm8OU1NfSaYKWctTrDNTpHNK+rS4KzSEotj+Fe4F7d+Y2BbqRv52/cY49w7zSeTmbmvB1JwjDRwQ1uZrUV0bFVmnp1V1awUBndSpY32uu5xBqcp5o8ysxzbLcrXg+kSOukpKdsz9GnNPGJGqwZCpYMQRBC23dUMwLHUhNFubPNI5fkarwpRz5nmuWrUS00OV1KGJ5EqTGAzuRdWhjDAixMgBIuMJF/qPzCTh6jzN+FqelqJ5I9VBPVSCdomippGZe7ps3pF03JZUuV9bR6DKueGY1nCHGGfvwq0UnD8CSRUnpD66vVUSw9qO7tCOzBLdbrILAAEh5ThfmnzJosly6KTJKrOGrcwmEmZ5jBNpqrCmIhjVY4zEfxZl9RhqhbTqFyL1Xzt5h0M89bNwMtdlb1qmmSChqop5aQvXKu51fiMKaEi6gfjAEC4I3HD3O/N8z4syHI5OGqaNa90ilqFzAFZQ9TND2kG5DqohDsLsRrtcWu1Sp5+5hDXZlSjJst1U8s1PDIKyVhE8eYeiAVFlATtANad4DusCwwCzc3OYC19fGOAv9to2qZ09OnopXEUa10FP20kaNqPZxSOzjbUUup0A4sZJzT5iZrUU8EnD2X5NUS5aJqdKrK6yUVjFKhmlQqR2SDsYu4+/wCMAWBK3p0f+oPMp8lqc1/8XpI/Rcqiqly566UVkjPTRzGZVEZBplMhUvsRoY9e7i/mnOniDLYKWR+FKXMaOrlaODNMvq5ZKCokjFWZAshQWI9HisCDcSNYnSCQv8tuZvGWacY5Pw1xNwkVXMsrpK81lFSzxR0jywPM6yiTULKQkZOoEOR3TfbyC87uY9NRU0mb5Hk1BNmEKS07PllYQpakq5ux0a9TuHp41Onp2lyBjccP88+I8+aimouEqKnpazNaWhBq6yZWCTUj1ImCrGbjTHIAOu6e02r8O85c64prMmlp+E8hqNObpTQ1M1VKTF2tC1SJIz2ZIbQssbdDcgELdgAizfnhxxlQr3zLhGDLuxpW7Olno6lmgnMdMadpJAdLpNNPJGFUBh2fUkMBDlHPDi3MqjKmTJstnPpE9LX1CZRV6IdM1TH2q3bUoCwws0ZGr8QAkEqMdJ5Lcx6XmdwY2c/7RUUM0EkSTwTWkiExjWQdk4uGsWF72ZWFiARj3sSJC4iiVUBYySaRbU3iTbqSfHAcl5McyOOuLuKGyrivg4cOU0dLJMrPDLqnkUU50BidK27VidW5BUDdHx1ztABLMeg7o+G5/TEZmIjllJJF9IF+tv74VtmigO+nvP8ADc/PFDsP+Knb/wCn+p/bBiAzWE9Qx/kH1P6YMIzV63l9/Z/rjAsPv79mHAspxGTiNMGw3sLjfp7B/fC7er5L8OpwXv18f84jLHST42+ZOAZSLobAabsLD1R0sPZ0GKWU5bl2V0xpcuooKWGSaSqljjWwaR3Lsx95Ylj7ycWWN9Sg9SEHl44Vm1B7fmYIvl9/TFDg3C36yHc+On2eX74wWAV3Cj/ogt0t4D44RnA7Rx0UaVH38MA2dU8Ixc+f+cBILCREHSMX+PQfPfCqbRMygBnNlsPgP1wi3KbbNIdvcOg/U4kBGosPVQWX6D5YBxYMqKe5GL/t898IXIjdxuzmy+Q2Hzwb6Ao9Zzf9sFx2hYepENvPoP3wSggCRIr3WIam99v3OIi5WKWY7s50r5D+/wBMZNxDYevKfkOmGsvpAHWOBd/eR/fBCNGO0ipm3SMapffbc/PbBhbsKZ5Osk7aR5df2wYDatsuK7nrieXZRiq7Wufv72xGmGPUDx2HxNsRlxfV4XLfAbDGGa1/d+m31xGSL6fC4X4DrgG1aRc/lW/xOMatB3/9a/M/ZxGGvYnxJc+Q6YF3tq8e+3l4ffvxQ67FVP5O83n/AJ+mMqCVC33kNz5YwoLAA9XOon3fd8MCSGcDdzpTywQwPrSDp6q/flh1XdY/Z3mwqgdoF/LGLnzxkE9iz/nlNlwRnV3Xm+CYUobJD4sdTYk0gypEPVQaj5+GFDWSScdTsn0HzwGr4q4hynhfI6/iTO6hqfLcvUdpIsbORdgosqgk3ZgNvbjRZPzD4VzWLK6ehq62SoziqkgpomoJlkfsgrSuQV7sa61vIbKCbXvjd8Z8M5ZxXwvU8LZwkz0Faq+kCKUxuQjhxZhuO8o/pjzXC/KXg7hzMYc0ytMyhraOrkqfSvTnMkxdEWSOT8rRsIoxota6g9d8B7oKr1VjtHCtvj1PywYz2ZFOIie/Me8fPdvlt8cGELFyf1Rik53+P6jBgxGkINyPNf1OIbnRfx0E/wBTgwYuBmHrj+ZV+GGYbP75AvwwYMA7bCcjqo0jyxKijtkXwVLj6YMGCYUb0hbxd7H+tsTkD0pV8FQkfTBgwRHciCdx62oi/lsMSFQHiQDui5t5Db64MGCBDZ5W8RYDyAv9cKFHYxJ4MVv773J+YwYMMU/WVieoj2+JN/oMGDBguP/Z","isBase64Poster":true},"target":"_blank","position":"9","reqid":"1765572901234038-12845855681830358605-balancer-l7leveler-kubr-yp-sas-34-BAL","isAdultDoc":false,"relatedParams":{"text":"Расчет 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ответ с ответом в видео. А также обсудим плануруемую динамику рентабельности и что нужно делать собственнику или управленцу. Услуга Финансы ДЛЯ Нефинансистов - составление трех документов...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765572901234038-12845855681830358605-balancer-l7leveler-kubr-yp-sas-34-BAL","isAdultDoc":false,"relatedParams":{"text":"Рентабельность | Пример как 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оценка валовой рентабельности, то есть отношения прибыли к выручке, далеко не всегда информативна. Если вы относитесь к своему бизнесу всерьез, вам стоит посчитать и проанализировать ещё...","preview":{"posterSrc":"data:image/png;base64,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А чтобы оценить, насколько эффективно компания с ней справляется, используют показатели рентабельности. В этом видео директор по знаниям...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1765572901234038-12845855681830358605-balancer-l7leveler-kubr-yp-sas-34-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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бизнеса в России достигла рекордного значения. Насколько выросли в России темпы роста промышленного производства и рентабельность бизнеса. Какие отрасли промышленности 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онлайн «Как оценить рентабельность блюда: гид по АВС-отчету» от автора Контур.Маркет — полезно для бизнеса. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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"Понятные финансы" с Елизаветой Шиловой. И сегодня "Что такое рентабельность?" Другие понятные и веселые видео из рубрики "Понятные финансы" 1. Что такое P&L • 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такое рентабельность? 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автора «iiko» в Дзене 🎦: Смотрите запись вебинара Натальи Богатовой «Как посчитать рентабельность заведения до его открытия»! На встрече поговорили о том, как считать инвестиции, 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такое рентабельность и почему это важнейший показатель прибыльности вашего бизнеса? Расскажу вам и об этом и заодно покажу как легко посчитать рентабельность вашего бизнеса. Узнать больше об...","preview":{"posterSrc":"data:image/png;base64,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Чем этот показатель важен и полезен для вашего бизнеса? Разбираем конкретный пример!","promo":"pumpkin","related_orig_text":"Ректабельность","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Ректабельность\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=dGC2rAyk8f8\",\"src\":\"serp\",\"rvb\":\"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_MBAADzCfHwBAAAACcRAwUAAP8A_Qv59v8BAAD_4Az6AQAAABUJA_L_AAAAABD47wD_AAAWBfH3AQAAABgXCPf_AAAAIAAt1z-5OzgTQAlITlACKoQCEAAa8AFkEDj9gfXg-vYJFQFLAakAlwz-_zAy8wCK2dAB0vwGAcfHEgHpBOv_3RYCANb7JADs7y7-ANT0AOzhNP4s3CMADe8gAEnp-gFm-_sBRB3b_9USIP5F4QYC49s0_9gm6f4JyiD-CNzs_t8O5AbtBB4BP98tAb0C2gPy9gP6zwkXBNvdHfwP6BoJ8c__B-sF7wQW_hMJ_yAY_zIE7Qb1Fg8F6TnTAC7M5gIK6OMJNhTs9uwCNwBI2ugNBAjs8xj_6PzLIOgLOf8L-ykkDgvH9x_wVMgHB_IDGP9UKe0L9CId8fsaDwn4-f7q1g_z_RPP_v8gAC1_EP06OBNACUhhUAIqzwcQABrAB4kJ8r7vro68PRbRvAckMT6H4eO8WyUWvO7RGz639c-7_AV2vZ9bOD7nE3692Ao_vBx4db5qfBA9fDjSPIy-Uj5GK1I9lXXJvEpf6L1SPeM8P2R7PVnoWb2ydHQ9IrbFvKCfDj3P-Zk9LgbqPBv2Cz7MTAQ8s3frPDG5LLy0lyi9opknvLvkST2V7q480CKAvD2Xnr3uDRk9RHzxPOMiLTz9dX294omqvOZtFr1yD9M8CYeDu0_3sLzvPTe8ltgrPXVmLD2mi8M8_3SoPJrvuz2rbj882DttvIvFTz663nE9YW-kO1jzLbx1ETU9euFOvFYjkD0ygR-6t1JePactZLwBFpo7OyTrOxz_T70h68Q8kPQJvbkpr7wdBpC7g-8nPX41zL2U4TO9H9abvKVoJT7Y-Ke8TkiWORl1DT0K9dQ9jtWcvEqpNb0MlJQ9v77OuxP_xj30XFU9RrzMO-rPXr1j_Eo9HfLFPMr2xjwahck9cxtDvHNPgj2WOFc9Q7DFvIijyLvpvyK93GIDPUehpj3lS8O8kUNEPCRGDz2qO4C9TXQOuxk0GT0UACi98uOWu4Czub2yw1O9ubNlvA1ytz3bbyg9AVTMumlKW7tJf1Q9sbZzvHL57z3YbDs9LR5FOl9-573L2Vs9djkAu5alJ720keu8j7I0vN8WzD3qYHi9o_ZKuRCoArwNsEo9qzIdPCXfVr2RbMc75P2POuYcIT1ZXgO9HgYpO_57gL2Ml5g9H5fdOmn7HD3ljf67scxwO5IpG7yMzE09tFNyOWnmZL2du_o5GFZTuakomL398QM9y0V9OKzxiLycd6K9boVROe4EHDxSVTK8-Q0zuvXgtD3J6nM71qQmuEuxfrzdes08xal3uVDQXL0S5Na83s8qOuQjszwHE4W9CVETuaNNADwnMSi-jewCt863E7z-TIg9rJ-JuBfBmryuDE88LZNhOSXXA70EtLg9qiequK2Ka72LpvO8ApC2uPRCizyTnN07Zwo9N-hRjLxaQHI9CeW8N_S6z7xVtS69O2rQNxCZrb14QF69K52zuLhbor286qG9QI8xOdoD6ztlCZE9MbEjOfNFUb023ke9kUy8t7E0sDxeO0c9uXhAOKnRFT2z_0u85d9Rt2FgbL01JL492eQVOMU4X71DdcM9vnhauPinBD5VnA-92oOXNrRiLj2VrX89bIjOtQh4MbsbIGI9Ycnat9WFTj3dFrw7G00OOT_6S7yqGSg9HvjDuC1nJbye4sI9sHwruM4rqLz6qQc6PVXjNyAAOBNACUhtUAEqcxAAGmAmAQAA7Azi4C40BwsKEe3w6Arj-9sgAO7hACgRBrIfyxcO8twAIhYX9LYAAADn_fgl-gAGWh3XERX0-xPt1RL5A38O8Df7s-EBKxEH_ATY6xXfNC4AGeO9B3kjn_kk8PkgAC203zg7OBNACUhvUAIqrwYQDBqgBgAAYEEAAKDBAABEQgAAHEIAAPDBAACgQAAAIMIAACBCAAC4wQAAAEEAADxCAACQQgAAQMAAAOhBAAAoQgAAMMIAAAAAAADowQAAkMIAALjBAACAPwAAKMIAADDCAACoQQAA-EEAAMDBAAAswgAAWMIAAEBBAAAgQgAAQEAAAChCAACIwgAAUEEAAMhBAABQwQAA4EAAALZCAABAwAAAMMEAAMDBAAAAwAAAYMIAAOjBAAAgwgAASMIAAODAAADowQAAgMAAAHDBAACSwgAAPEIAACxCAADoQQAADEIAAARCAABAwgAADMIAAJZCAABAQAAAMMEAAABAAABwwgAAmMEAANBBAABUQgAAOEIAAHDBAAAUwgAA6EEAAKBBAABAQQAAcEEAACBCAADoQQAA-MIAAKjBAACAPwAABMIAANDCAADYwQAAAEAAAJDBAADAQAAA-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-PgAAij4AAHC9AACCPgAA3r4AAFA9AABsvgAAfL4AAKC8AAB8vgAA-D0AAOg9AADePgAAoLwAAMg9AADqPgAAUz8AAH8_AAC2vgAA4j4AAMg9AADyvgAAuj4AABA9AADuPgAADz8AAFQ-AAD-PgAArr4AAMo-AACgPAAAxr4AAA0_AACgvAAAGb8AAO6-AAAFPwAAnj4AAKi9AAAsPgAAuD0AAIA7AADGPgAA2D0AAEO_AADYvQAAdL4AAHS-AADYvQAAmj4AAFy-AAD2PgAAfD4AABU_AAAFPwAAsr4AAJY-AABAvAAAiD0AANi9AADoPSAAOBNACUh8UAEqjwIQARqAAgAAgLsAAAQ-AADKvgAAUb8AADy-AAA0vgAAQDwAABC9AAAEPgAAcL0AAKi9AACYvQAAfL4AAO6-AABkPgAA4DwAACS-AAAFPwAAdL4AABQ-AAAQvQAAED0AANi9AAAkPgAAVL4AAAU_AAB0vgAAmD0AAL6-AAAkvgAAqD0AAIC7AAD4PQAAqD0AACy-AAD4PQAA2D0AAMi9AACqvgAAjr4AAKi9AAA8PgAAqL0AADw-AABQPQAAXL4AAH-_AADYvQAALL4AALa-AABkvgAAQLwAABQ-AAAwPQAAyL0AANg9AACAOwAAED0AANg9AAD4vQAAgLsAAEQ-AAC4vQAAgDsgADgTQAlIfFABMAk4AUoAUgkIDxCSAhgAMAFgAGgA\"}","related_url":"http://www.youtube.com/watch?v=dGC2rAyk8f8","parent-reqid":"1765572901234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онлайн Рентабельность продаж: как ее анализировать.. 37 с. Видео от 13 мая 2024 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAAECBQYDBAcI/8QANhAAAQMDAwIEBAUBCQAAAAAAAQACAwQFEQYSITFRBxNBYRQiMnEIQpOh0UMWFyNHVYGCkbH/xAAaAQACAwEBAAAAAAAAAAAAAAAAAQIDBQQG/8QALxEAAQMDAgMFCAMAAAAAAAAAAQACEQMEMRIhBUGRE1FSodEGIkJhcYGxwTKi8P/aAAwDAQACEQMRAD8A4LySSckk5JKVe75Pw/eE7YnOZpLe4AkN+OqBk9s71Df3I+H4/wAr6g8el4d19f6quDpXuR7TWg+F3Qeq8UjogAr20fA/w88sFvhpNk5y03d4I5OP6mPT91IW/wAA/CyamElRop9I8k/4T7hM4gZ45bIR+6CYQPae08Lug9V4XAwlHK9c+N/hN4W6T8ObhcqHT/wte/bBSS/FzO2SOP1Yc/Bw0OPPZeSDjJ29M8fZNpla1hf075hfTBAG26RKAgBKAmtABACcEAJQFBSCAnAeiAOycBgJhSAhA6YTgnPikjDTJG9m9u5u5pG5vcdxx1TUDfCYEpQSCCCQRyCEIAQmp6Qtwau1MBk3yv8A13fygav1Nni+V/67v5UH1KcBhELh7Gn4R0U4NXam9b5X/ru/lKNXam/1yv8A13fyoQdEIgI7Gn4R0UpW6hvdbCYay51NRGcjbI8u69s9FGAIASgIwrWMDRACAE4BAShRUwEAJzQhoUppmy3DUV+o7JaoRNW1cnlxNJwPUkk+gABJPYJgIc5rGlzjACjgOy2LdTGrr6eka8MM8zIg4jONzgM/uuyag/C65zrVUO10+hna10lVN5A8hrWfM8NBcCCG+ruDnkDCpuptD3XRXiNRWqsHxEBqIqilqmN+WeDzB8/sR+Yeh9sFVOedDiOSy7TjFC6qOpsPKR8x3/buU1qPTMdXDSaaNRUOraAupqCuniDY5yST8O4gnGCDsd05wuYSxSQzPimY5kkbi17XDBaQcEFd+vtrpLlLcJKiN8roHufAGylmHmXDXZHY4IVJ1JpuW/z1FV8Oae9vBe17GkU1yc0fMGbvolwM46OwcLyvBeMBo0VTt+DmfoZk92cTE7C/FQlr4Bk9AYn/AHrHNQhZJY5IpHRSsdHIw7XNcMFp7EHoUL2AgrYWlb2s+NgEsL5ozKzfGz6nt3DLR7kcD7q2V9tskkJbR6X1RDVSPxGxwywDePl6EuO3Izxzzj0VWtUrYbnSTvlfC2OeN7pGNDnMAcDuAPBIxnHsrxX3W2TzSlniBfBEQ7ZGad7g0bgWs9Nw+o9GgYGBzgCya5dqET5/pYTZdPihlrP7Oas2+YGMHygD8xPqT8oPpgepK13UOnGzNp3aa1Sxxbl5c4GRueha3aAf9/2W627UbNjIvEO9bBDsyaV7doDXYaBzkZ2jHHfnjGtQXoHZDUa2vUEYijcDG1xAkcCZGkdgQB65znnokqWipBz/AG9FWpLRdI4pJn22uZFH9T3QOAaOepxx0P8A0VpgK8ivtrpvOHiBdxMW7N7qJzcAgjGQSSPmcPYHjsoya0aSijeWaskmcItzGR29+C/ngk4wOnp1yOOqS7Kdc/ED0d6KtAJwGVPU1Jpd1vb5l0qhVkt3kwkNaCG7iGgHcWnIwS0OAzkdDCvDQ9wY4uaCQ0kYyM8HHomF0MeHTseiQD0XY/wj0MdR4j1txeA4UFske09nPc1n/m5cpstZDb7lFVz26kuLI8n4ep3eW444ztIJwecdO6uto1YWaO1rVVcsMF1vsdPRQMgpvJb5Qfl+zYA0DHHf7pB+lwkbLP4rTrV7d9GkP5CJnvMfiSfKV138TusYqTS8dpoK6A1dZDJFLHHK10jWvLQ4Fo5A2h3J65A7rmVxu8l//DnRGuqHTXHT99bTRSOdl7YJYnFrc9cDGP8AgOyot+0/dNO+Sy5x022pDnM8mqjmPGM52E46jqnxXuWHR1Tp6OmhdHU1sdWZz9QLGloaPbnr9+6t1NcNTNwSvF8Nta1ItaTFVu7BI0PEmd5gk45QPupbS+ua+2B1LVn4mCQNDifrADt3T16dev3Vxu98s9zsMFfDO3zaOFuxznlpik3O+Zp4+YZHv7LmOmNYX+2U1Rb6Cc25wkLnujhYXnIxxKW7sY9AVpxTSxFxjkc0vBa7H5gfQ91iXPBqFy/tANLpyOf1C9iLRt4w1KfuE9xM53BECDIg5T66rqK+smrayUy1E7t8ryAC5x6k4QsKFsNaGiBhbeFoAJcJUoRK5wEAJQkTgFFMICcBlDRlPA7JhSGyAEoCBwhCYEoVt09qymhtdBZtQWtt0tFulmqqamY7YXzPHSR2eY+4GD7qpgJQFF9NrxBUK1vTrN0vH6I5bHllPlcySeSVkMUIe4u8uMYa3J6DPOB7rFM2R1PIyKTy3uaQ12M4PdZEKwbYSuLOjdM0VWyB5fMHIKOOg4AGAEISIV1NgY0MbgbJULE+TB46IQpQtWQbJ5GAkhry0Z9iUrPVCEuS5m4Tx0Th0QhRCsCeOicOiEJoQlCEJhTbhKE5CEBSQhCEKQwhY5iQ37oQhILHE0STsjJIDnBpx7lCEIVVQkFf/9k=","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765572901234038-12845855681830358605-balancer-l7leveler-kubr-yp-sas-34-BAL","isAdultDoc":false,"relatedParams":{"text":"Рентабельность продаж: как ее анализировать и рассчитывать в «1С» — Видео от 1С-Архитектор 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онлайн «Что такое Рентабельность? / с Примером #бизнес #маркетинг #продажи #финансы #доход #предприниматель» от автора Про Бизнес | Никита Ягудин. Хорошее качество видео без 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Разведение КУР КАК Бизнес ИДЕЯ. Рентабельность, Условия, Оборудование | 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Эти и другие новости - 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ROI. Рентабельность вложений. | Андрей Шпильман. Куда и как инвестировать деньги. | 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по финансовому моделированию Ссылка на книгу "Бюджетирование и финансовое моделирование" в Литрес: https://www.litres.ru/book/evgeniy-se... Ссылка на книгу "Планирование 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То есть Операционная...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765572901234038-12845855681830358605-balancer-l7leveler-kubr-yp-sas-34-BAL","isAdultDoc":false,"relatedParams":{"text":"Показатели рентабельности продаж - ROS, Gross, Pretax, Net Profit Margin. 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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