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От того, какой этаж доминирует в каждом из супругов, каким из трёх своих уровней они...","preview":{"posterSrc":"data:image/png;base64,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И стоит ли винить во всем родителей? Ответы на эти вопросы в новом видео Наталии Владимировны Ининой.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1765574483258760-15039054523929085918-balancer-l7leveler-kubr-yp-klg-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Как починить себя и найти проблемы? 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рисках для корреспондентов, о роли блогеров и гражданской журналистики, а также о том, как медиа адаптируются к цензуре и алгоритмам соцсетей. 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Наталия...","preview":{"posterSrc":"data:image/png;base64,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связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку смотрите здесь • Видео Как связать подошву или рассчитать петли на любой размер смотрите...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765574483258760-15039054523929085918-balancer-l7leveler-kubr-yp-klg-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Очень 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связать переднюю часть тапочка , пройти по этой ссылке • Передняя часть узора для тапочек. Как связ... Заходите на мой второй канал, наав на эту ссылку, там другие видео / @nk24358 Как...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAcFBgEDBAII/8QAQhAAAQIFAwEFBAYGCQUAAAAAAQIDAAQFESEGEjFBBxMiUWEUgZGhIzJx0dLwCBYzQnKxFSQlRFJiY3PBg5Ki4fH/xAAaAQACAwEBAAAAAAAAAAAAAAAABAEDBQIG/8QAKxEAAQQBAgUDAwUAAAAAAAAAAQACAxEEEiEFEzFBURQicWGx4QYjMqHw/9oADAMBAAIRAxEAPwD4ygh9o7GtLquDPVYEf6iPwxtb7FdLG+6fq4ti/eI/BCfrofKu5D18/wAEP8di2mNpUZ6rD/qo/BHNN9kmjZNbaZqr1FkuK2p3vNpuf+yAZ0XlQYXDqkTBD/b7FdLrQFCoVQ34s63+CMI7F9MLaLqJ2rqbGCpK0EfHZbz+ET62LyjkuSBgh+nsX0wMmdq23/cb/BGFdjGl82n6sAM/tW8/+EAzYkclyQcEfQ1I7BKVWH1MU+bqKQj9o886jYj0wi5PoIz2i/o/0fTNIZnJOsT04SCHisoTtV0skC5Bz1xaJGbEVQ9wYaK+eIIutN0pTpicmW3FzQbl0DcQpIPeE4TkfbF+lOyHTD8o297fUwVthQAcRm4v/hiXZcYNLpnvJA7JGQQ9Vdj2mQL+3VQDzLiPwR5X2P6cSCPbaoT6LR+GI9ZEreS5IyCHersj04OJ2pm3PjR+GCD1kaOS5NRpSQmyUk4jaixO24Nxi/SOdouKXu+sALc45joRuJIJOOgH2/8AqMQBO2vSAFKJ3geuT7/5Qu68BVHJ1uZUdhJ2lJvssTtUPz1i26nqKJeQUyyspddsDY5A6xWaTIv1SqylMlxZ6bfSyCOm42Jv6C590ABPRY/EJrIYOyuXYno2o1uVTMVOe7yksuFtRIKFPhIuUAX4tyb9Ra8Osu02VWiksd0ynaQhltHhA63A/JiRpEhIUqly9PZ2MyrCEttp4JtjnFycn3mEp2m6iRS9cJXSyy81Ot2uU7gDcpXe2QRbrmCaGRxtg+Uzw300jy3KcRY2rffsPhSGr5STlKmfYyDKOAKSEnHrb06xDPbMWHXp0EaW5lD6nSxOe1Jt4VJvdPkDeNTziQChKbqF+YiJxLQSKK1crHbjSuia7UB3qv6VnarcxRqfKNSiEbVhSioj964590eahVJiqTL9JmUMvMTKNqbLThJGQo3IP2XJHl0iqStck3JYz0zONyam1lEqkErdcASRcI/iuAfK/pETo6oy+ndbioVVibYkFBSmC4wR3iTwbXFh8f5QR483NJugolzeHNwmt5eqQ2CdwRvsT2Vb1tp97TVQMv8ARuMTKu8Q6jm4xZV84uBfni/NoltA1Mutrp7hG5u5aJHAvkRau196Rq2mU1KWRvZQ+lba08eK/N+np8uTC30Y53NTDxGFDb8TmGC2+ixIAWSbJkElWLnJ5Fo1WJuebDyjAWkgXULH14jYld0kXB6+Zitai5XCnolQuMZgjY8LpPg22ze0ECF2pCEoveyTi6RiMoXa4Nz9XI4PrHkC6bIUkjjIAxAbFu5VfHiz5RACFSaopw1CbD19/eHnoL/dF47CaYJrVTtTUPBT2CUC4F3F+EfBIV9xiparZSmbDzed1kqBHlDl/R7kksaVfmwAVTEyoqUM3CQABg/aeOsXQsp1rz00RZMQVo11UqnVJadp8uv2OXstvvSTtuACE3yCq45H8oWdL0sGHFKqU+UTym+9ln2CFJaVkkKFwCLXuT7o+gtUUmmVRtkTUyGSlV0hDgRuHXNvz8Yjn6VSJeRTLmSQtLLam0l0hWCLG5t1HMKh+RHIRq2u/wAL108/B5MRhEP7gBHx4dfc2kpKvv8AtkyxNhKJlspCu7ttc8P10+iuYzUphEvKPPLWtKAkk7RcjAGAY59byiKPXSuWlGZaXmMtpbJKSB53490cknOTTzzQl0yTm1aVPImXUIStN+PH1Pyh10Wo6h0WK2bTDbuqsfZ1paooZZqNJnQ233wDzc7IBDy03zZZ3EYOLC0SGs6Ce7cXUGy+HnfCrcpVgD4U39eLegtFsolek10tuYmZuVZd2DvmWnku93ckAXGOkbJ+vU5ydTSnpZLoUsJuoYT5G2fT7IzcqQvd7jRHRan6edNA5xjj1tI9w+g6/lLfXdNXT9CTbZb7lCy04hvfwVEXBFh64ikaUY8aVBN1XvDR7aXpdOmEoQtJL0y2lKg7cdYp+nKX3Wz+tMupPhBQrOIfjIYxKnmZUzpSNypVseEF0X8jePe0HKbY5sPdGVN7XCghQUn0jKh4SLFI8jYj4xUrKI2K0OeiOvUXgjKykg5VuvkX90EC5pdSUpFgslRPlHlQSbJVuwcgHHuECVbiCoYv1GY9JXuJ4Qnz6xIClRFfk0zDCikKIza18n82ENPsJmD+pc021sU41NOWSq+LhJHu5igolw6tRdH0KLk/n5Raf0eqkw4mtSKVoP0yXk5Hqg49CB65i9hs0PCQzYiA2Q9LUpqyuTE7KtvyqlNpZ8b4OA0sKISc/C/xjXM6mfkZRaH2O/cl5dDj/cAKUFEgHzB8/IxP6t0ZTqtJzTbTa5JbwUVuNmxdNseHqL2vx7oUNBqdRpdam9Nys/IImlulv22bbUhVrDwdTYWJ5tGfFiyazI53z8LdzeMYM2MMSGE9Paa31E7jrv8AT/XDauqBrc3aVqKngp3cmWdbKXGyrp5EA/8AyOyT0U+/N0uVmyZV5TDswXlNBxptQX4O8HFiB84mJrSy264xMyj81U5tMm/NrfU34XCk7UtgcXHPN8jEWtxNQqjTSZeWZYZbHdKceNrWsSf4eMgX+cOZeXyowYhaxOGcP9bIYcl2gA7k/nuqtNVB6ntooa6dTJiam2wliap6kp72xO0KTjYL4zx6xF0KbrEs5sr0tMys0FfRuupKStPTkZx1EWuS0hLTmq/6YL8y03LPhbrynCgrWOdo6JPwiC7b9a6fYpPsMi/7bUG1fRKbPhZIxcn4ggQrE5s++n3HqtOTmcNmELJA5g3AHUX5NDfbooXtREzM0SlpU3/Zcssl9xs2UCTgq9Ol+l4i9Ky0sudlpulzcyfrbm1qCgE35v06fGJLs71WzXacWZlsIeSNrjShg+48gxaadQadI7jJSbUshxW5aGxYE/npFxcY26CE5GA5xeO+5+V5qrCUspm3MYsb9QescKUrByD1JzgxJV+78upA428RDyC1Kl2ypV1bbWIvxHLP4pbJHutenRtO9FrennBHtVinI64t08v+YI6Sy3Aq28g2yRwbfm0YWpZWsJxg2ERB1VpwAn9YqZcHpNoz84wNUaa3ICdQUvkcTaAOTzmO2sd4UWFYn2mxp54uq2FYJUSYXuhq43pCpU2oyL6nS6pzvUFVu8BOU3PFwAb+Yi41jU2l3KcmXY1JRSduR7a3n05hcSa9NzuqSh+sU+XlEAbj7UhKc5ISb26Wx5x1A1wJJtNZcbJYgywvpif1zJTFHYXSVocVNN7u8UCEtpN8nrf0hXUJmTrWqX5sSzwO8hh/aEodUScL6G5PA84idT6z05JU1wSNYpjqEIshtmYSonHAAMSPZT2qaWlKGJebn5OVfuVuh5xKQD/lF/F8rfOOJYXPY4gEWq8eSHhxa6tRH38ph6XnhK1dEpMSC5cu7kEJuG7kg3UDxxYW6ecQXbFVKjoltmtU+TbmpB9YamWiopLThvtWOljYgg9bRKtdp+hnWw4NR0vvUAeJc42m3pk468AxRe13tK0nW6MmhSNXkprvZhK3nQ6NgA4sT5e7mKsXFfHTXCwq+KcQZnTCVrNJrfe/ulzqbtL1BXUqaLjkrL/utNqPXGTyo/b84qRl5x95Tjqis3xuF8RZVS2nEm7deph5/vCPvjrk16cbI31ymW4t7Qj741mtZHu0JJjKNqv0OcmKRVWpp1CkN7tpUlRwD1h8aZq6ZiXCCvfcXuesKmrTunH5NTSarTjjw2fRj5xq0ZquRp02JV+qSoZCrJcLqcD7bxXJHzhdJ2GcsNEp0zjQKF7SfSKs2r2aacZUdvi3JNvMx2ymrtLOM+PUdJSbdZxH3xB1nUOnEzKXmK/SXLc2m0H/AJhJsbmO00mpi17LtTDS8k3IUDYXF7wRBfrXp8HNZpo/hmkffBHXLd4SWoL5mgggjeSKIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEL/9k=","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1765574483258760-15039054523929085918-balancer-l7leveler-kubr-yp-klg-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Тапочки 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Шеметовец – единственная представительница "Киберпартизан", которая известна общественности. Недавно силовики разгромили ее квартиру в Минске, а после КГБ внес Шеметовец в список...","preview":{"posterSrc":"data:image/png;base64,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на мой второй канал, нажав на эту ссылку, там другие видео / @Самавяжуиваснаучу Как связать правый и левый тапочек смотрите здесь • Как связать левый и правый тапочек? Как связать пятку...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAAcBAQAAAAAAAAAAAAAAAAEDBAUGBwgC/8QAPRAAAQMDAgMEBggFBAMAAAAAAQIDEQAEBRIhBjFBBxMiURQyYXGR8AgWI0KBocHRFSRSsfEmNFNigoPh/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAECAwQFBv/EACwRAAIBAwMDAgQHAAAAAAAAAAABAgMREgQTITFBURRhInGB0QWRobHB8PH/2gAMAwEAAhEDEQA/AOMqFdDNdgGDW1qHEOR1SIHcN77++n7X0csEpSgeI8mAOR9Hb3/OqlWg+ha6Mkc1UK6dH0asCZ08TZUwRsbZsfrQe+jVgELUlPE+UUAOfozf78qluRFtyOYqFdOL+jVgUuJH1myZQQdxbN/vXlf0bcAkavrNlCkGD/LNzPlzo3Ii25HMtCumR9G7AGFDifJlEc/Rm+flzry59HLhxtl193irJNssoK3Fm2bhIEyefLampJjjSnJ2SOaKFbXjuxNjLXTjthkr5nHTDDtwykOOj+rSOQPTrUniewTGut3LGSzl9b3lvC4baQpDjX9aZ326jpUlyX+irc8dDAaFbw92KcONqKU8R5FcGBFu3v8AnXpnsPwLgH+oMiDyP2CNqp9RT6XKdmfgwWhXQTfYLhFFP+oMjBTP+3R+9KHsAwgJH1iyB/8AQj96kqsWLakc80K6EX2BYRMgcQZGY/4G/wB6FPciLbkblirL7LluoGfzj9al7dmAufFBAgbx8gUpatJQlMAmBsmJPsg/GnKEKDaVAnnMoSAdxWOMbKxqbuJpbK1gNq1KVsB/UfL58685FL1okvOtORp5pQVxz8pp0463Z2D+QdVoaZSTqiITEqPwPxNZUe0HiNeXY/hVzcZBm/uErtm02CdabZMh0IRJIIIO5O8AjrUJVbSxR0dL+HutSlVbsl8/sy6sZezunClt1IAI2UY6dR03FO0OJWfCmUgzI6/PKs7tOMmM1lU2nE7C2bO7WteLzIZCHGkJWUp9JSnwgE/e2AJEx61WLDPXmNyruFySkpdQYkmNQjZQ9nUGoqrKMlGffuY8ITjlTd0WRRDgICQg7gp5EEmo7ie0Vc4Jq3XPd3F0lLyZ2UgAnT7iRUpAJGuVbAg+c9aRyNy/3aLW0sBfKWUEoJhCEnfWpXQDp1P51vopNu7sWaKOU38iJtQ22gJECOVRXE9wbZ+1v2V+O1afUpIO60lEafdqKT+FLrTnnkXPcZLABbLulbdsyXO7ETCjqBB26jr7N8x4lyOfsci2q4yFpctkqZWUtFCgCN+ZPON6hnBOykr/AFOhGG38V7k/aKcdXPMxqVuecdKkAVpcO24gnnFVbC5LvNBKT4hBIMn/ABVosnErAWkH48ya5sYNHNckyYt1L0JHi9YAH3/O9OlJhOpKT6xmef8Aim7aDoB9YHcbiaXfdSpLaVKAMHadq0x4KmEoAo3J1CBy9v8AehSTn3iCSInYb0KmpEcS/paSmdCQoRI08zO8DzivduEK06tu8HjGn28/1pVQUoCQfCkBXl1+E++kmhNyJMIVAJHl8mpCPGYfdx+Pubu3t1vu2lt9m0HNAWrmQVGAN459BWR3b/HPEOYumsdbegtOY8JBsigsNgA6klSwJXqUEyCI9o3rWOMHMGxwzlbriGzdu7K3XLzKN9ZSoaQRIkTHMx5zWQ5C0seJc++5i7WxxrN9bJPpNzkHtDyUgKLZt21ogJSQFAnSnT1kVz07tu56enp4T0zvBu3va/Ti6afe5H4LhCytuImLTMWT+HYuEk3AF+FIUhKPFbLXqBJMatt4UecbWdxv0QfwW6yNtetWbal4bItKCjoSgueiumSSrQPCuYUB5gzSrrhTDO5jD4jGvYi8Xf63UXruI1W7iU6gQPtNSlApgGQAPzcZPgJFrlbTCY8Yu4vrpBeUljGFhDTYMLUXEOak7qSlOxJCiNpNTShK6yuZ9bKtJxzp4/6atg7pVzi7a6KQO9SkjT1nkazbtO4kzuZuDisLeWtrgfTFWVw+i/Syu5eSPGkq5to+6DEGOdXHha8K+HmW7t+1YUhYtEvlcNEg6JSryJ5H3VEdoeJ4Y/i2Gtm2C4u8s02lo6tSVM6EghK1EQpSuUKBiTMHkbN2yiv3MOj0b1DnDLH5GYm6ea4Hum8Jg2rO5tnE2mRvsdchIuNA8KlpEaidjI22J6kVEXdzb3aH7vvnvS190VJV4k+rGuemrfw9N6nD3uHtMvf4LIPWGHuHUsus3lol59dwEEjSI0gHcSfLkTFQ38QdvuGG3LixZt1B1DaihIAWQDKhAjnRmn8S7mhwq6enOhUvxdJtLpdePoTOAlFuhSp5xMwPner7gG1xrBhMEEcpPsmqLw6kLZSmSIjf8dprScGAhiCQEpg+Laaknc5ZKJBiESDAOmk3dStkrkExsOlKhxKVEDUCRtB8vkUmSCSEJAEcp9v+aTY0hNStwIUFQBsP1+fZQr05BV1g9CPyoUsh4l9KikJUpQO3h6bn9edJle5bQqQAY2EHeCff8+VE64o/aKUYSuYCpE/P60krxILkAEeELA9Y+4dBWkoJkxdoRA/3CCF6jOhQ2MTyPWfbWO8RcJ5DFZVtK89ZXt5dF2zsXsi6Ndst1XjVo9Z4kEgA8iZ5HbVrJxR7y0cKhPjStP8AWOcH2j4QKxXjXAv2+eXw8m+dvLi4FzkLBa0qQ4Hz6qG1zMwidyQSAIBrHKNptO1vc9FolLUUHGMmmvHDfD79l59isZLO5XhzLLuL5+zxVva3SWrixx2lDhLYmUtrMaFGCST4v+0VaOHBfO4d3JXCVNZ7jF4q71QCVsWQHh9UbQ2eXMlYPSmFlwMl29tr7N2isRimGWvTmDdF9zIvpMpBB5DUPV5q3A23q94q2uXL13M36Q1cveBpoQBbs9EDoSeZI6n2Cm8JWUP77HOnW1Kv6hq66Jfle/f73sFxBgcld8LLx3DKbILtwCLa4ZSu3fbgpLSwdoPP3jpzrNrBPFGIvHmMXwxd2Fwm/Fs81i7oOsrU0NadTT2ooQpB2KVAGNOxrScznbjBovLyytnn7hOPccQ2FgtpCXEAuKQYJgqmR0kHnWRZPiBgKv8ALYnJt2l3fMsP6WluKX3h1FbSFHcEK07H3TtFLckpNJGrR6KFSjuTnj1/Tq33S9yWz/HOUexYbeaVjHLh6Wri/wAY4lYSBpJCgpaTuCCSAd5AqvZTHWVjjnEMXKri4UtoXKJkIXzIA5iSSd/OnvEnFWRyN+3jLFy6vi5aqauLW4tgh9shM61agRMmQUwY222NIZewcsbK0bethbv3b+txAc17gEklR/CoS6rixOTh6Z4Ty9/4LBwhaBbOtwDSOc8/fV7t2Q2zKI1AAafwmq9wgy2xZI8AKt43kjlVgQ8djuDz8QPL9KnGXBybDoRKdRIUPveU/PKk1FOkDXJJ6GBHv6URUsNeMbadzJJpq4+op1kAFOxEAwZ9lK4JDtxRbklwJUAANwSNzy/KhTJtSlJUkgSfPfTBoUrjsaEVko3c7wESpQJGwETt5zXhRW2gxqJklQJHTr/f9apqe1Ls8UULPGGOABGoF1UxqO2yd+kn3e2vCu1Hs8WVBfFuKIkH119P/H/5W9pmZSRcEXS2ll9KzrQSUwrcQI3/AC5V4zV3aIU1ctWgfuVJIhKQC1/VKj6qZ+O0edUhXajwGpxRHFWNjaJcMTPP1eleF9pnAZUT9bcVKpBJdWQducaduvx+FFSln1RooamVG+L6lhXbOOOi6v8AQtxqQ2kbNNz1AO5MfeO/QQKMLlsEKKecQJMe34VV19pXAa2yk8UYpSVBKVArXvGx6USu0bgLYni3FwDA8SyR5Hl086FBrhIhKpk7tjPtdxjl7w7bZZp1TacU+F3Cu7K/5Z5WhwlI3KU6UyJ3BO3WqK0/kMVd/X3KcN424Q6lKrDuHO4S1Mw6lj/sNx5ew1f77tL4JTbKLPE2IfUEKQWHCvun21CFtLAHI9DBg8wapQz3ZUrHOY5xz0e2Vc9+2lN73qWTy0I5aW/ZFSqU5uKcUaqNOhOalKdlbmzXbpw+GJWGY4hub9y6TaW91klvJTdPrYShHdlIKBqEEzqJnmPbXvOvOZXixDKTLVslKElJkFStyfZ5fh7ajbvNcHJzD9/acS263HvVLgMtbck7QPITyAiOtSvD/EXAlgVPOcQWKnCCdyZKvPlFULSyTc2rcGrXa2jKKp02vdrgveOYU020CkhCPPb5/vtTxS+7UQvdQ9SE/iDA+Hyaq7naFwZBjiOwkmCErUB035Rz/tSSu0DhEGFcS2JUkylYUTInrtt+lJU5Lsc3OPktgIW6SZ3nnJMfhtTZZVpVqErJ3MkAnrBqro4+4QUoKPENkggcgtQ2+FF9fODUqdUOIrIyfDClb9fKf2pYS8ManHyWll37MaojT90c/wDG1CqonjrhA6lfWSwkiOah/cc96FG3LwGcfJzDJ8zQk+ZoqFdk5YcnzNCT5mioUAHJ8zQk+ZoqFAByfM0JPnRUKADk+dCT50VCgA5PnQk+dFQoAOT50JPnRUKADk+dCioUAf/Z","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1765574483258760-15039054523929085918-balancer-l7leveler-kubr-yp-klg-137-BAL","i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А как вязат... Как связать пятку смотрите здесь • Видео Как связать подошву или рассчитать петли на любой размер...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAMEBQYHAgEI/8QAPRAAAQIFAgMFBgQFAgcAAAAAAQIDAAQFESESMQZBUQcTImFxCBQyQoGRJFKhwRUWI7HCGNEzVHJz0vDx/8QAGwEAAgMBAQEAAAAAAAAAAAAAAAQCAwUGAQf/xAArEQABBAEDAwMDBQEAAAAAAAABAAIDEQQSITEFE1EiQWEycZEGFCOBwaH/2gAMAwEAAhEDEQA/APjKCN9c9marpVpHFlLUbXxLO/baEEezdV1HPE9NA/7DkS0lQ7jfKwmCN2X7N9USFE8WUvAvhhyOU+zhWFIK/wCZadawNhLuX9INJR3G+VhcEbcr2dq0ACOIJAjn/QcxCL3s/wBVbJB4ip5sPFZhzEeUUa2+Vi8EarV+xefprCpl2vSS2Ei6lJZXf0AO5326Q2leyR+al0PS/EUi4lYvbuVgp8iNwY9LHBuqtlP5WZwRocz2WzbAVqrMoSOQaXDRjs6m3nu7RU5bewJQoXMLyZEcX1mlZHE+T6Rao8EaErssqCCQ5VJVJG47tRMKMdlU06ARW5Kx592oxGPLhlNMdalJjyRi3BZzBGsynYjUpkpCK7Ii/VpcSLXs+1RxZSOJacLdWHIYG6oLgFisEbmz7OFYcVb+Zacn1YcgiWgqPcb5X0y+oJX3a9RQFXWoHN+kJPIUpQDSk+I3N+Y6QtOjJWQF6eihbpDOaWHlthLiSLi5FrCGDukmpNUq4buO6ClZNikXz5x20tbbitV058ItaFlOBKAhJWUJF98Y/eEphSWwlajpJb3vcC5jxASM0VAHCQE2voO+/KISacT3KgDqWrNhiHEzNhTyNZxsSnf/AORGTs02gW2vhJO8VuKtaFVeL1pe93SEhILgSrBsCASbG3mOcQoX3aUqJ0mwuoEk2yTvz2ub326wnxeszTzbfhPhVkj4tR04Nug6xVH01Ns+FxeOh1Y5ZO3yi3nHRY57UAaW2tBgptK0zS0LdBdKlWyRk32zjO5tbMOpCVkXwdAbAuUrUoZv9xg/tFTl3alKsJXPMKU2SMqGTcnI63I+lokGptboS4lxRN8deYBN/qc7RjZvTMLqYOg6XfH+hOQTOgPGytcxSH16W2Jdt1X5lBNgBzJveERIiTWoKYOr51NkkXO2LkD62hrKVf8ADolnpdLjaThY8K0eYPljBybxMy7KpxaHUKGgAhKtRSVYuE3HIm2POOC6h07L6Y/+Tj2IWzFJDkNofhK0Fcy47qa1LQkbYCh6i94u9PZBZbfyVpSLpO9+sUWYmZZtTD5aShaHUBKmiRqBI1AjN+o2MXOizCpiRD7rZ14BIN7EgEi/ltGh0nqj5ZO1L78LI6l05sbO5H7cqwSwbQtAQrBwqCE5VSkNHu1BaVEHYEgW2gjqAVz+lOVNNLeBusHYlAKbD06QkGQ1rcCLKJ+Xn0hyttKWVDOsEWWT4lE/7Qg+DcA2N9yRsbR7SgEmlKzsbY1KFrW3hu48hOtStIQQE7ZPO0L1F9DLGtTvjCrCwwRtf1it1WptoeTJsoXMzhIIZbtceZOwB+8Qe4NFlWRsc80AuajMAuakjSq90YxFfqswtbL6ZdKnHNFl6Rfu77qJ2wM29ItFJ4WfqbgXWZ0yw03Eu3cJIv8ADq3J/SPeKZyj0yizNEpjTSwU9253eQhXMXHOF2ya3ANWnHhhg1SFYzUUOuzbi5JJsDpSCAfDa2LCx2J3POLErh2allSMs84gzc46EhCfHpTYEmx8SSL5HLTi8WFnhZtpqkPzDwU9PTbZUkDASUhVs7EeuR94c8UTUvTeMxOOJTqYlFKZbIvrdUSbY2wSeRxz3j3M6zLNKyPBJI0vJ25Ldh/VrSixAxpdL8f9UVxLRWpuqSNEkJcaBpfdJ8S0tpwBv+UE9SVRTOJZZctX5xGrv3NYU4oqsdRAuna2MJ+4MaJL1FpmSdmGl+88QVLx9y2NegfLsbAJGbE3BHSKJX6eZCovSpcU4+xZTilm3jIufUb2J3yYT/TsbmZQY40ACB5cb9TvtewPup5tFlj3P48BRetRbs4sXGAkE3v5c+Z26iJfhVlyZLjKpotscilVzqz5+v2Jhi2GnFIZStGtYOdsc7b/AO/lF/pvDjry6Q1S6gy/MuhbrreChOkYuBY3zaOn6u1kmK+PkkGvvXP9JPFsSB3hIsUmTl5hK9Dz2tAKVlCSFk7i5Vg+RA3i18NyzpbfQ8Q2EumzYVkC1gDbF8bCIsNzNIdUutUpwsJULOskrbQrkSD4gd88vOLPQvcyEOSjoMuod4lSTqCr8/M/2j5v0jByW5gdIKDVo9VyYv2xaOSnK5bu5QBJCXEnUrfblBEr3SQlSPFe2FWBEEduAuRteTT7bQU2LJGAcbXhoENkEL07AghWDyzDtXellYW2lJyATY3v67YipcXz63GE0eV0JedF3lXsEI6ep/t6xGV4jbqKImGR2kKMqtcnaxUP4VRm1MNjw+9q+cg/Inz6n7RNcLScnQZYzM7LqLpJLq1L1Ok81W/9MUmdeXRnNTrzKCPEgoV4VHoekRFT4rIfJW+taHE/0gVXsOY+kZTpXPNldFjQsjFNVq4t4serU2mUoTS0Ntqy64ggqtySP3MVmoSk7RpBtydmCQ4Fr7txKPFgkknnk/rsdohm63My821MSQSpSviSVWGOcc1HiKcnZ5cxUy2kNtpShDRubKWLhNwReyTnH7FjELjIKUp2tqyr5xHUZilfwN9kNKEsChKL2CV6ABgbC/0uB1NoWnSszxTW1OTeslxN33Sm5SmxzpB+HIF9h1tHU5X6ZVatqn5kS9OlFqUhCV+NZVa9lWIBOMYtsLYjpmucDSgdLaahNkkFxKiEJNr4NuWbEHmOgvEMB0uJidpkTu+QRqDbqyTW5Ave/F0r5C2STUXDT4tTs1PM0aUfa4cprTxabLs1MKIKGx5q2WrNrCyfWM0qbzkzMuTi3u+dfNyFqysm52PUevlYRbKvX5msMJp1HkW5KnocCyjTa5sMqUQfLIES/BvC1OSozs3LLrExY/hAQhKQDcKIOPsc8xD/AEjHb0+J0uQ2pHeTbiPk8D7DYfKoyJBO8RsO34Cb8F0mm1vhBdLqKZX3hBWtpRcGoJyfFjwqvf1imA1HhqqmoUt9+VU2LEpTjfKs8vKNEnqnwnKVYn3ObptQQCksqQAhQPIm9rc7whWqW1PyxnGVpUy4i6SpVwf26wlkSOLjJVWvQwR7EqU7POJl8WCYk69NsqnG/wDgpNkJKPzAcz1j2bZb4Xqa52QdLsoVWmmmyCBf5k2wFD9djGJuomKXX2VKR37TThLSSLgesa9S+J6dO0plE/Ky6HQiw1vmwPkkJIigO9xyh7Q9tFaHw9MS06wmYlyHWnG9SVAmxF+h28xBEB2dsVGTqaUtPJcps0olaUi4bVb4k3+xgjXxpRKy1zmTEYn0nvFldl6VJkoSl6YcJSwgfP5nokc4pEhLT0w65NTCVuPPK1Kc0m5ip0rtZ7PnqgqfrVRqK3lH4USBKUjkkeLYReab299j0u2EqmasLdKaT/lGfO58p42Whjxshbzuo2ocGzdSd1lp832KExBTHAFTRMloSptyKxYxfP8AUb2RNJu09Viehp5H+UQdY9ovs/WVuSBnu8+XvZI4+yoX7TgnGSiuUwlOzqZDf9cKQbY0o3+t4j53szdfeHckrcUPElLfwgHmbef6w7n/AGi+GPedcoiZcQEBID0sbX62v9IY/wCoSjMuNTEs86HnEr78KkiUglQ0hPi/KkfeLYo3sNg7oOSwbHdOKV2d1RiZUPcCpGm5Drlx5WNtue2IWnKfTqaEtJVLl8Eh1ptN+6UDtqO8V+o9vEjONFpdUqCEKFiG5bSbet7xDy/aTwWFKLzk4STn8Mc/rDsmZkuFX/iXmkicKYCFd0o1s3bKSUjZOwHS0TVOedYCH5Z5bFj4HEi5N4zFvtM4NbCi29OoURgCWNv7w6Y7WOEEpLRfnUouFD8KTY87ZhQF+uyOVR7WDwtDqK0TNc76cQ277yx3ayU3BKSCD+tokpZltMomlsIbYDlylKfhSeZEZe/2scGrdYdTNT2ttRyqUOQQQQc+kSkt20cDNvSy1TFQIaUSfwh1C/nfyhmf1xgWpxTv1DVwrRU+CULbcEwVl5WxIuD9YS4T4Pdl5rS8m6PlURA7299mkw2A7M1RJA/5An/KE5Tt47NmVW95qmnr7if/ACjO7TvCZ7w8rWKHJvMNCWl3NCynUlVsAiCM5k/aH7NGnrrnasE6bXTTze9/+qCNLCDWx+rY2srML3SenhfGEEEEQV6IIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEL/2Q==","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765574483258760-15039054523929085918-balancer-l7leveler-kubr-yp-klg-137-BAL","isAdultDoc":false,"relatedParams":{"text":"Новый 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