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Даже береза за памятником стоит практически симметрично самому памятнику. 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может...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAABQYABAcDAggB/8QAPhAAAgECBAUDAgQCBgsBAAAAAQIDBBEABRIhBjFBUWETInEHgRQykaEjsSQzQpLB0ggVUmJjgqKy0eHx8P/EABkBAAMBAQEAAAAAAAAAAAAAAAECAwAEBf/EAB0RAAMBAAMBAQEAAAAAAAAAAAABAhESITEDQRP/2gAMAwEAAhEDEQA/APrONHeeUawgFl/Jzvipm1MAq1Ec7ewqstyCAhNjt4Nj9sL3EedCCjjq2V4gwHquOXa9+m+33GA2ZcTSUVSGDvNDKA0rOB7ojquD52O+Ovg/Tz5k5ZrUBK2poKiqb1EqniQ2uWLEsDYeWB6cse+DKunos+irZ0FOH9RXDNc7m29tr3Ufrhbz6veWGqzSnv6saRgqAGswFmY/3RuO4wu5Jm1U4NK8ylWnBiB2aTY9T2sB8jvjJrwso6PoXNZWljBFniKnUt+W19/GFrOZ5VCLHVL/AEX26WuCVO2q57A7/GK/09z8T5RDS10/qVDD2lm5LzBv8b/BxQ4mzOKnzR46pJJY2jIVhYnQdrX68x+mBKwTtPDpXXp5oDNMttJGlffudJH7jf74pcN0klfm1VG3qRxhWI1HToQyndfJK8zyG2AucccU2UQUmZ1cMkiGR4f4ZHqB7WN7n5t84J/TzMoM2SrzunkWGmEaPHHLKFJGqQkNz63P3GDhnqQ0QutJQMQ0R2Ok7C7dQT1PnAOnz4yziWeWT361iUA9N79r7H9d8UuIM0nlpllemiVFUmwf845MSLb3/fCYtWPUdFMgjeSVoCWuxBYBhfqQN8Ongqk06gzdUqZpkZ3bT7LMTf58Yt8PZjUNmbwTOpuTex2HgeP8cKHD86ASzoGj07gEE2U2t/8APOPyPOoYs0WaIRK8SMZHVd7G/L/91wyoXgalLWQiNm1rsRcX7tbC/wATyr6Kzwv71a9gL3AvfC2czqaeklndTIrqjOOiuzXAv87f/cflJnKikb10Ziq6WXWAb6tz/j5w8tIm4Yucc1caUazxRl5kGskc073H2xMCOKW9OdooioFTqUK5tpYA2G/3FuX3xMK7xlZlYO75tR1+UehU1aiOoj9PUFtokZraGBB7Dfrv4wmfi4ZsoyzXOqyPO8TIBqQ6JCNIYC/b7dMZ7w3xXUvTyrWTfw5YmLBQCZD3AuDtz237b4pZdnkopqVopHZ4KiSR9J9tje5+4IPLliH9UdU/LDWoqyhoKqqWopjJTLErOj21Ddh7e/MctrLyGENswEtfmKxSxhJW9VFa4I99/ab3uOh359d8D804gzCrp6aaZNKPqQuDs56C3fVc+LjFWmqlSqd5AX1I2osSLkEEeNsSd6ykzhsPCE9RSf0mBmqVhOlTYBbBvb0uxPc98deO8xp3pp3kaOOYLqQoxBdSQVYDbcHUD22wjwcQpBlEhWR2CBR6YGm6i1tR7bXtjrnGZTZ1lkQliW0UTMpIJbYE2tyOw/TFOZHh2LH1QzWaTMKShSsE9M8K1VgosXbULgA36EW84avo1mRHDeZLOXdKeoFitjZSu4N+S8zfmDv0xlnGzU9ZQQTU8lVG8LrZkksCjISRbnzW4Pk4tcO5lJQcKNlVLUTtNWOXrZHYkhASBGPB2J68ul8CK6NUdmgZjnKVRerjqFlp0kDF12Lxklb26789u2BTZpHFMFGsCKeRLFxYIx2Hnc+L4DVlDPl+XwLMHErxqksd7em5YnSfNv0OORAaOvA0lLpNGp9zkBtht4Nz8YR20x1Kw0/Jc49SIfgWRnlTSttgLAE7X32vihDUyR10gMikyuQVXlfne/b57HC3kT+o4LqqjSCLcj4GP3M6k/h5qyncy6JVBklGynQQQfHTzh1TYvHOjQmztIMukopnE/qQoEAvtp3tY+QefS2A0GaPNUiCTdFlYScyXYSW2HhR45Xwu5rnNI+XCGONkWOD+G22oWVd/ki+2OeVZ4i5kqU8cRSRT/WC4vq3YdybXPP98UVom4YT4wqhGtai64YrhTKrBwu+zc++9/BxMK3HU7gTyUqPGuplVHja2kjlc8twdj3xMJX0SYYl4ItLnMIpYmEMjylSmpmBAtb3D7XFsU6GscOYVlkWMkMBfa+nn84EVDyCmLB0ujkovu/Le2kbDvfFsTCnzGN4JE0iMkERta4FgLH558scjrT0FPQ2NX24ThYyxsTWSqVBBYgKh3+55jziTZiFkaGQG+pifcDfzt8YExVUMXBzxtVBwMzd3QRD8mhbNvuLkfsMVJKiOo0TC6MzkBLG4WwAN+t9zjJiNDvSZq8cU8sMSSqsbXBvsLWwbzSplqeBKXNKepmD+oCAm2ixK3/cbb/4YztK1qeArDNUr6hKyaYv7N/ntjxR5osStTSVFR6aIdA9K4J3254y+uAfz1BKsqKepylIljcTeom6tsFAbl1G5G2DP08ijbiqmnniSaKitMyyISrEH2htO533+2FCg1CBhM51RXNr2uRe/UX2Xvg1w3ncVHV1ULRzSiQ31xxm3bodv/eHdpTqJKG3jGrj7N6pquSrejiU3Z2kCtuSbgkn+eE3KM0nU1egxgzQkG6k391rDyb9PI64vcTcQxV+Xy0TUoVyg0SCJlJN+tzy5/rgLQtSwx0886zaYWKFEW+pgbg+RuMSV72U4jPwzmztUrTvGDCoVzz2H277HFvNcxlSOSmjhR9aGXWYmUg6CLWv3sQT1+cJGR5waauMqRsUZtP5fm+1+W9sGnzNKrNHqZGpUgajWVTtYDUbgi+xJ2/fDqn4ZRp5rcx9bLY6OdisysQwGx2NgCO9j+mO0WeLT1VO5lDqgZUNtOnYDp19vP8AngHWVsFVmTVrgqrC5CR7E78vB7+MUxU04rWmeKVo1RrII/zH/wAW64KvrQX8+Lcsbc/4mizRWk9ORXTX6cZYkE3BF/O5/XEwmPnUEFZIY6ESxurCPUGBUm1m58xp+MTB5N9k0s/B1GT/AE7vY8Q5oT3/AAnP/pxFyf6dLKGOf5y3tIBFKAP+3C3EhksFW5J6EnFoU5RruH57knHFp6GB9qH6cyU4o5azO5adixctT+7VtbbkRscWIsp+njsTHX5/+YMAYF52xZ4d4Bz3NYY6mSnTLKOTdamtugcf7iWLyf8AKtvONByLgrIMrVZGgfNJlH9ZVLaO/iIG394t8DDJN+k3xQoZPwfw1mqXy9M9aBTZpXjVY1+WY2+3PBJvpjwwJdArszk8qAAT9xfDxMZZdPqN6aqLIqgAKOwHID4GAfGFWtHwvmciTtE/4dgrqtyGIsNrH+Rw/wDPfBOXeGHfVWigyHNKekyw1VOtRG7MzyKzlQwCta2199u37lPozl8ddHKcwytK+ijkEdRUFiGp2Y2S4HMHcm9rc72BxmubVEtRVtJLPO4QCOP1n1MEH5VJPYYvcDZjPTcR08lLmVRl7rcmpiXXpNiBdRzXex57E7HDX86XzyfRHUqm5R9F1HAPDEza5MumRzYH05CAPtjzS/TLhKadYZGqqRWvaRpmKqe5A+2++CFFnpqY42ijkkJUHc2vt2wQgmqJYQ34VlcHf+La/bAXxpLWF2mZZxVwtwxkNbJllXS55l1SLupKI6Orc3QglWU9GFxhVXh3hSPK6mCmr8x/FzAKJZKdioGoHdRzNr8rbnH0EwTNKB8ozrLaeroS+r0mktJCTzeJ/wCw37HqDjO+PfpxmPDyf62yyWLNMikbSKwEoYD/ALEy/wBhvP5T052wU6nwKSYp5ZlfCMVFHHVZnmbPGCoZISq2vttpPSw547vl/BJQXzbMCOgMJ/y4ESaldkf0r+DfHn01I9hG7AH3CwwrrfQ8EgjVZZwHLEY5MzzAA8x6R/y4mAdSjMCGNz0I2xMLyF4HSiANWIOSHTuDvvbr98fSkXCOQcE1eUR5Tl8U1VV0ometrAJpkNr2S/sT5C384mJg/JIpX4W5mZql2kdpZGtqkkYszX7k88eJZGVLLYXNtsTEw5O/SlJutzzxTrIY3hIdQwI6jExMVEBkGR5S0jXy6l2/4K7/ALYtU+VZdGCqUVOq3tZYwP5YmJhGYK01JToAscSIOyi2O6oqX07XBxMTDIwIrp3ppmdLE6tPuF++GTIM0qqCVHh9N46gLHPDIuqOVSQCGU8xYnExMI/R/l4zPP8ASQ4PyLhbiyjTJKZqaGtpzO0Ia6RtqIsnUDblc26WG2MdmjQxuxBud+Z23xMTEL6YfwpSO1hGGYITcrc2Jt2xMTEwrFR//9k=","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765523035519595-12727108439677996114-balancer-l7leveler-kubr-yp-klg-256-BAL","isAdultDoc":false,"relatedParams":{"text":"Курьёз 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Новости. Реклама. Новомичуринск 8 мин 19 с. Видео от 11 ноября 2019 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,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