Перспективы развития России
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  nekto_mamomot ( Специалист )
31 май 2016 23:56:40

Тред №1100812

новая дискуссия Дискуссия  252

Немного "тупой копипасты"тм...

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Объем производства в машиностроении Удмуртии вырос почти на 30% с начала года.
http://sdelanounas.ru/blogs/78 325/






Объем производства в сфере машиностроения и металлообработки в Удмуртии с января по апрель 2016 года вырос на 28,9%. За этот же период более чем в 1,5 раза увеличился объем производства машин и оборудования, сообщает пресс-служба республиканского Минпромторга.
Всего промышленные предприятия Удмуртской Республики отгрузили товаров собственного производства на 150,6 млрд рублей. Из них доля в 91,6 млрд рублей приходится на обрабатывающие производства.
В целом индекс производства в регионе превысил среднее значение по стране и составил 105,6%, тогда как по России он держится на уровне 99,9%
  • +0.24 / 4
  • АУ
ОТВЕТЫ (9)
 
 
  Pol ( Дилетант )
01 июн 2016 01:30:02

Немного дополню.
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w/kb1DutGITF4e4pncJ5jyglBgpv1LFRcjDFJbOclVphPL+XSp6FvIGB591c8+CzpDr53gFFIhuDq7/EKCbNfHNgSib9NwsoPKRd3M1cvyoykfgNU0832gnmMJ1syrBTjeYGGUnvCN83gChu6BpPjefPTuoVMzPPZeYmJhXfqCuf4N+o1fXA/2/NyReuzDJi26cMX4qBpzTCQClwqhuhlHv9hrlMDWzmveyTUKBSFVYi8+1d3THcGUtTqKYWS398yKNk1NExKOToJtV9TR2RdlFz60CtgB4njAqNqRbrhhvJa2rj4fuF+qW0O5QpQ0mlhdY8TbaWLMaBUMbKdTl5QfKaOb6+vbOzhHVZ5h7GcXZ3z+p8kkr1fN//ffJP/aMx2Ks7mewi1olx33TzfjJ6oZfL62jA98g5h6J02ElkFdddF0YOBUJUBRFUaEWhs86PbKlk9S/ryxMgh9KEhdh8npPgm5W2eBzFLjR6Y7wxO25jScCQkoHksMRnohwIxJ0M5KESy2hzACLBbTnVgFbADnhQzfuQjdMYmkd7R3VF1uFy0FtChFzD1EcOsKjMzOodwkN3c8l9KCs/3tpXb88HEL6uT4sO67UuIcPn5+bW1EddYRHB77J+dpXVzcmJuY7O0diMfa55yyCoe38PPa99liMZdlx1amLC15g1d0vF9/Sk1OZtyBQz0VEXV00yUYD4RZ2VkLJ8XhjIBznJYQQkvh4ONAYH08iaZZtCVdq9J25bva/4Zl4cEtV4kOJKgnPZ91slMRZqmB0I2TRTEJMAlHgfQNKHuIM+wUClYlyyy7dYhRGe3wYUbhu1l3SXVpHQ/czYVtK0Yw5M5PRuPJcuLz8AAco45//6UouFllbNENVKwNltbh5eb7l5QfvvKMfv+Hip74+o6GXlx8YnlIPyxAR/AHtbm24NBi+wKV1l7vMAProVBfNkeLoINXECClVpkqKo4OVWF5Ut7S5TEn8uyYnLXmhG+0SH3PP1/LJRjfH/Dn6jLzkSE7pQHLAbqaSL5uAbgYqE9Wgo9oU2mRPaZtf6AIX/iccrSG/AKhCluXA5Xfe6VUp3fr69v5+dVhJ75KDLb6xeq6vbz98+PzZs4O3bs2oJDh2Ube2XrCvoVl23P611w1ZhLIp1xOU24DjXR5kYPopJjrVRbNIs2xLONDIzEoIZ6rkfMwCE8no6YrCvGkRqJtLu8eH9k3Y575pcnOKvr+VO2TRjAhT8ySAi7EYLRr4CehmoDJRTRLK1Xzsc5X73tzciipCVxftXlOOkAswqRzGExPzKj2qPfDMDFpd3bCvUGMxVuvcdSSaC2F1deN/Pjdz9uygbsVorQtcF5xWZVJaVRnzjScbzJkZdRh6qTK0KhmtbhaYCEVRVDjKjIsIqXewsq2bS1170BnmhSBb+ub8L8i4fXCz8/qA7p/slK30js7rA9qKlj6b9KOB5Hs3RnT/1NI3py306TO4/qlcqPTq1asUV4Ie8fvesR8NJOUf+8VSvQYbRn8xqayUaoQn414W0M1AZaIK5pNX83sWci/0qvy5w4fPv/NOr0lEQSEZCcw99E9dk0ba97nnErEY29k5ohsQPDe3ogw7fu65BN7tTxuLrC2agfFNNGPkG7W6unHr1szZs4OqkGvLmA1cr8qkVJ8qZh1nB8oR4Ub2AMVB19+MkDTLNAZqo+ziFvE3m5cwK0lchElTL+3Ci25dI1U5Z68xeQ8n4e1ae4tKMnAd4VHPAuLFjMuGhPoVGNyhSFg/BN0MEMfqZhE2cNIuyeEsMTkfTlvbWOUW1Wo7d6PY8vKDs2cHd4UNz6X6aW29IGvf1dUNVZ5fa+sFpb+2efDBh1cm33mnF5e20DXAZ9GM9G7U6uqGqsSHuY8fv/boBqZjVNkheD1BrsBtaQ9QEAa6WZHzrYlvDrSwyUpL+DZXxngLEp8xaeo46blUGNXR97Nvmp/LacZL0dHeopLkwKnycHBhIhLAkwIJ4SugmwGywC7DwucbbTAxLkyxuonm5lZ0A4V11bMyjkI17K6ubvT3T3Z2jty6NaPrQDVKsJMdxro+Y9kpq41zOHt2UHUKyxjKoft+i2ZkXNRWdTe0Edgy8oShO91qnUN4PcHINQK6ucgodLM0yzQG6mluRf3v/HoaFVmV31w3++8Ys5QUpeoIJvkk5Ohmk9UtHzCqi+p/iLzqLs2sIoorfQkLpLgbJa+3DboZIAhcVLjw+jt4/sCJa8ofbR1iOX9ubm6lv39SFVGgiqP429+NtH800tk5ohu8K2+5h390FTMW4ipr5TJwJhHMunl+yMbAKheB9hMTq/r7Jy2ls3L6x+XkVOj+snfJcHAH3Vxk8vzNivrNgQh9Kfvkcfm5THnRxvh45cnmTBlEI/x3jFkq9VJ1BJPaOL5pIN2qnUpcJIsXEd1b5L9u1o1XYe4REa0hNxUjv4x/lpTy5ACQRVlUuHA/TdfQ/PcPWWfRPfdcQhtPvLq60dk5YhLC4eLnyR8nDr4/bicfbmJiXqWecbkMo0LI5gOrMmHOT8ytmptbUd5e3bofctiorvhQFuYr3B4AcIdlu/JZp1qOnCURHLgkqJE49q1v2plWShWqYXSL/K8dYXSXSh6toXztMX9f9QHQzQAR4ALGeOCwdAyYoNWdRlEQnZ0jJkIWBxZb7gOCIy5MPvPcc4n+/kndjVfMr6Kzc8TOviHmA2upVh4t50Jz6azN+VOq5N4lxy8DoJsBL7BsVyaJaF5gGVFdko6Ac3yNIEo3l2rA1E2aRKVILTUqVoijNUqI8vGVvBI56GagaPQuuZwkcJ9UHuuii+oqZmXgBP7R1iG2RI6jePqtkbc+yHxPf/+kMqZZ/ozyR5aDRjkxhWMygmg3BPENO/4AE+ms8orheXdpPRPG46LSKuhmwAss+5fPDc9ST5TEUWfeYYnSzaUK1TCaIPwXiCabSpY2OkK5CGlex8YHQDcDRWPvqMvdSo/w6tHBkW6+dWtGq5gP/fKCnarMjnC3Ue3JKQ+Dw0wGVt0NqP3B5nCvK521qw14EZPi0Mmp3MA9N7eCFwRiMdbyQYNurnjwhgg+YzlM+axTLfud/zrMMsjbN5Nsbqbtf6iGiVj3vySLyVBpsoW7Dyjbic/lC7WAbgaKAx4fVW5jLb1L6omkZ0Fn1LCTLLK8/KCzc0QbI9HaeuG/fFxkxYxxMcTjoALvnL4mJuGSxiXB/o3SSueuofn/u2McV9aTf/7fly+8/Eruv9roc2XxPi3uXniAcgGXmCSq6BvGZ51KoG62VKu+mWTzRE5j6grHJGnS/5IsJrNVaaMjVK+gpQ0aAd0MFAf8Zmw+6GBtLW87grKxBNoXXEsHoW4hucOHz09MzHtXwd7pwIHT8jz1dPYu6U9LpcoIxDi6USrpXMgP3hK8v39SFRde8ng4wDvweo5y/0h/sDPO+Ly1taVH0H//pWUKL2m62f+GZOIk8lk3m2cW2XTYe4RKEpQqBBEDuhkoDjhBDVdfNuLkFDo5lZF0WDrjPeG0mOtmbYm3WIy9dSszQXkXn+BoiF/d9KMGnNHAWtpapCZyYXUT9SygI3ye88CddMbB6yZpoPgDExPzoJsrFSyasewgrXiFzc8UEUt3g8/2mFfSwPhmkv3aFH5qMnOpWkiKvAvMn0VpN+pTNaTSht6BbgaKg+zqUEkiGSypcdPH0vnMTO432m8z6hVK0fzcc4nOzhHVniPeiSQ76QhL6xkfsOtob0fojmUlzAjE6FrFi+jkFKI41DaJmHvq3ViU0vnlVy5gt/HExLzRj/Kb7RRRiUQzGtr7qwd8QimaEehme7rZT2eqnQHTt1tkX2n5GdZFVMlt8+fls4hXoo2S979Cn5Jy1c3YbQmQg/w62Lukv3ypSv7D0tloeDLKp1GK5sOHz2srY+B4Yo/SFyzHOKwL8ZWWMEnc/6VGFVqrcBQ7cy+n5nV3/x6ceeDacnnnGksNffjw+Xfe6WXZcaWMVh0ei7Eu7QB8oXcpTzQj3/P97cRg+Cw19o5avy37aY+dtEgCdbOf46cd3ezb3niWLqdSbdSnvUs+R0CpKFfdXNrUTkCFKtRPW1XHSEwbwdxDHX/W36TaSDTjU3i6fGM+xqm8X/6ga1LJwxK0VunOoFg6KztyEUdDueCG62jp4tgBeIN2kCGt6BuGnH2k7X+mKOB3Bksd79urhaPm4dtdshzx/GzVRmvFJTFGiTa0usRBIyU7c2GUXBkASlSV7XEAq5K9ow5qOywvP/jHmKFi1opmXkR7R52dwh0mfbUkohmjHeJLu4aF9G6U0YCLpbO87GA5cLvjs5H5p98yi4TWbWPFtwMoEtjZrMLnqik25yA/veB21N7eUZ+Wau17bf0RqY5C1/zUzeatyE+patlWS7VRn/Yu+b+JvZJy1c0lL3xdMeASToV/iXLGwilxuOYu/rH5sJaXzXzM+Oedd3pl0by0jtomzeI9iotRXy2haEZ6Q3zJyxVrb5TJbI0XK9om7TqoXKDU8SbhHLrxGwCB6L4k++xMsbnm6VtnxFkNlvhmj/3XGH9EqqOz+Pa2Y3mX/FxaJ62uoozuTShhKbpy1c0lL3xdGWDRXHj7K3yUmZiY1ypmvEm10SF497iTU74KVu29Kq1oRnomlXZjJ4zKKvM2trqJ2iYziwZeUNpFPaC4GAV9+Vwny6YA9c0LbrOR+6bD7Pt3/RmvHE1zvr1dWJ7IN6lqx4Prfx1DjG4LKeE0V666GZW68HUFgEVz4fvOawPU5uZWtEUPVCwvPzDJ4mp4NvH8h2Y+ahyb4X+30W5lZ1QSxDe0j4+ErqG0wWYIY8+ChzOEo3uyulnKaiSAOUYRWT6/Hdmctn3TPTYv3x97HG1Y7YNIdRpF7ZtutmxFRLWfUvkrdZ9dqYJGUFnrZt/itCoSWTSjgstV4v62vPwAp2GpCvHite/OzhH55513erWb/Kl8zJZ9+MxMadJpVR2YBEemqiOUsFqQEqUNJNwl+/dkdRMd+Ab2FyQUkwxjnyd1my3KNy84UbrZ0fjsg0h1OgS1TfrklbdsRb61H5s52f5PLkaO8BImuZWxbi7h20a5gwsny2KrwGHrt1dm9re6r1og/7S2XpCjMiyHuZI4m5FGpJZq3UqJ6vGRIFIRynPDk2CS/eEeB94AZogDdChMc7jZJflLsUiAoiiKCkRiA4KU+VByPN4o//oSnyzKmc3Tf0krXoF8bPw2dY8/OsyRV8uHPGanT8E3TWbZikjbF8b/nQGYe/ottoSTbxnrZiip4Q68/4hyUHOnmycm5s+eHTTyHLe2XrDcAc5oV2Rk5TQt4SbSqntFQiMkUzcrrSrtBq0Y+97BvaMlDrwhHXGciYYpKoR1s8THw1Q9za0gtC6wrSGqIc6vZX6PZbQ0xTTuCETZoghn8+foW31Z+6s6drbjLgo2xyIfxgen47MPoyiZutnOCglp9a39TzrfO6rv+/etZ2kpY91Mgquv7NDd/Nk8U2RiYp5lx5WBFkb1vJ57LnH27KAyrHl5+cGtWzP4EPnn7NnBW7dmtFuWqDCZlkqow8jXzaUtCC+jtIqEu2THATZ0X/1KCagRB+jQkzRzOpLVzXmkODoYjDDTCElJtiUQjvMSyvw7SHOpQk9uqTN8m9QdqRl/vODk6GYjB6HJ570eH5xOGb7pZstn4Zs6tOlI9rnIKU5kMqJUEYllrJtL+LZRvpyZMdsmo79/UilwDx8+bzPEIhZjb90qslgz6RIHvinZrjeqiZmEYCHVaw8JIhXl3yifC+vqYqmosJMMdlOyQOSvcIIkMPq6OclGA7VRdhGhNT7eQEUYASGU8Uk3MUKhwtnSV0KsbvbBC25zLPIh/8HpEOSDC8ypSf4UurV5FqLq9Pnslzk5ZfbgSlVSo1x189mzg6urGyTkP5UROEJD+06JxxTLwsm6wRin/jjePPjAC2uN6lQsrZdst0+kkYAlr5SMNFMCIVtpKu8MCXfJ3AbddRjAEH3dLCXZlkCghU1KCIkcHcrFZghMpBi62VL9+OYMG7rvQFf50/7tn8XredPpEOSPC9xRw/AnOoKcLSft59T6GQeIS5KbeMFL5bfyXjcrM0gkYSCbQEKFWphspogk9MYiO3ACSSjK8KJk9oUIIYRqa9+qr29/rv9ByefjcsFEGTD30GsXJo3EcX19e2vrBWWcRmfniByM4d1EZbLDXAm3vFGNdCQUddHqZhI6hbJhkFBP2vy2HOFLH4FdTujpZkm41BKqbWSmJIRc6+arprT0zf3q5l2TD/zq5l3zDxQLRyf60UDyvRsjntrj6CzbBzc7rw+QYAnmvRsjPxpIemfPVecNwweTrtpoz5jHBx96+ryuXr166gv+QP+SnU9+eP1P2wc3PTVG5tQXvPlT+NXNuy19c7p/8mDUy+Gtbs4KYkUGSaAxPp5E0izbEs6u4q3x8YZApH1clCThUktoR4SZtvzmTGLZxRlwEdmBF1HbpOFr4qXxFWWuniyOb92aWV628CV7p9KMvrm0oREqkUrCiofWJBLS2pRWkXCXTJrNmZkS71xTfmh1szTFNNaG6IHsrzyJ07AcbXx7qXbkv/THC27/Hd7rV2un3z+z6nkFG6cm+VPTkJxUPEft2bfx/MA3FnN9qZLcvNTNAhOhwlH6p6HMCJsSmCZ5JE1xdDCTKTLNRGqzWlnk6JCdBBIs8o7++wgJKVDEsrqZqQ+wdxQx9/SVwerqxveeaJddy+ZCeXUTMfdQ22SuG3un0owGC4+2YraJcnwhpFIygVIekaebjSaG3qUSVFYqe/J1syT0xiK1oZZLQm6lUJkXqBztC8JSGvq2iOwoZN+flAP7vcxrHeZiFc6H0BGnl+zDqEWObnbUnv1ZP7Szp5idPQ69wEvdLE7xwrpihBU5OiTr5tzKXS4FG6m0tQlY5x365QUoqWEELyKKs6jfvrq6oUz+M9nhDyvmuiF0hM9o8SM8Yu55mJqp25OH7pe4tq7SoUVIxTeVSYTUHpa1AiEm6WoXnAtY8hiS8kOpm8UBOhQINDKz+eF1ufp00izbEi5KHTpLKeNbsrgjKeOPV8y+zvPa/+1CcW5N3WzT6+RDXrWj++NPCs2ZGVuxcyVZX/U+vjlfN+ecDnm6WXZdONPNob/9vW+hNmVHc/+8UegPhmF69u79N1k0/+Y3jNEne671bh/cVEWtnfqCf3zwYXP/fDGNVqAbkdbcP09/MenRGe2gjHvzJwbOEgJNunr1Kv3FJG4bhJik25x+NJA0aU6ejovlTW5Ul5JsSyZlJUt2kM/te6LMZnGNTU3sz+KGI53hwwu2o7Uvr/3fBOrmvaOO15T80c128GG9wtESgT/rJzZNKkk+j9+6ubj+5trat/7TFxsQmKiLeSXa/v5J5b4k/+srvSZfhWMzfEa3c5a8vK5yCiRhOw9EpElIYVVp8zhldJsTIbHggB1sqk9/nqkjneHDkosjae51l3ShOL1OsHZnkqfhW/ZjDHzQqY7uT8+C50P60H27C0clKXLqp27WxDdnKhap45vtrOjJ29Qd/Gwellm1mDe7zs4RZcWMs2cHTboNrvvmfwCodrAgIZ5YOT8RUimZQJOQwipCTNKulZPQnAD72NxNwx//k9OW43VLc6SbPfV/u3tJ8Pqpubj/Xptk/yl4/Z7jNLrJh/WTtkm7argk+3z5qZvV9TSy+lhVT2NXlF20/NZYjMWa7//5txEoqaHl5JR+Y5qYmFfu9ldf397fP4lMX/dPTpXGhakVOiREyi6t54YYErbzQPm3hYR9WDDy2Orz/lJGaMd6QsLTAZvYfAED3Wznw94NpO661RbUzfaj3r0eqZx+vw8eB/uuupIM477q5kz5OQwW0AihTOHPTCAcFtCW3yp7TP/+VywhC9NEoY1nUClmvC323NwK/qvRGIG3SinJWra2P/iwPGQHecggpFIyItIkeW4mxCRtcyIkgASwic1sJB/e01xkH/qwRZ8jr5t39rjWzd6lmpHpAre/EOe1NHQR3ed1NJT99onXw32mXPcLvHVrBou/hmcT4DRSoQ3S0O4F2Np6YXV1Q/6A0RiBi2aUBO1gQciKv9xLSdjOAyObRFRJNWwVsbqZkOYE2MRmd/PhsbrQMV6PFU6v2jup4e511NOn5k53ev0CZv+Svfbvurj5no7qTt9z/J/1ylU3Ly8/kCUgBCmqUAVpqERza+sFbb053fV9rL9LlTil7TyE7CAttzdyGh6BJqGsMYTk3mmzcAgJswFsYrNt+1D0zYUOI8d5ifFOx7tTwJ7qZndNwusXMEfTmacDu4voPk8HT6f9y3/XTLnqZoSQXA7iv3xsWHV4a6IM0lCK5sOHzxtVaNYdI/aOljhYVjVYkLCpNVLkWZMjUrElvhWvtYmsmwlBZQkhjnDADvaLD/gQ7+hiXdvrxuZU+nhnD4G6mUCTkMNH4Oko6qIxeHpznC5Z+J9CU8a6WY7WfeSt8VLbQhDKIA2VaFYGZqjQdoPepdIn4akGC0IUGB5liBKp+I2CtEQ3nNtRkv2cdFG1H6JiWgBz7LdtH5qcC9Hg9eKGU+njnT3uFFXvkofZ5+5M8rqmpyM3kKdxPi6WBD1d1XH6vPyvvlrGullODfz+8V7wG8nIQRr2RTPSSyshIShCKXRIKKaBwVMUUSIVm0RaotveUdSzQNBdIvM1DLCDo7btQxKeUx1GlPMSeWmPu4nD0+H0zIyblwSvR3hHrdTT9QoX/cXT6dhp4/R/Li5j3dzfP5nRzYcugG6WwUEajkQz0mt5JCS9KT2C5IhCAkUqNom0RLcjPDozQ5BuVlaGIec1DLCDo7bt9UrCySnHAWxe902nMWzeuejcKTxPpQ+BJjlN9fPOjeV6JPTu7dTpxfpfib+MdfPc3IosDUuu8HxmZlW/YfUuob2jjkUz0hsjSPDGKcc7ckQhDiUkxx6UvVGkJbod4UtZj0WLsjn5kD0GFBFH8bteBxO7+H6vl5KdDtfeiU
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  Pol ( Дилетант )
01 июн 2016 01:33:53

Немного дополню. По всей РФ.
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  ulena ( Практикант )
01 июн 2016 03:21:57

Объясните, плиз, как так получается. Кол-во предприятий растёт, а ВВП, обрабатывающие и промышленное производство падает?
Свежие данные по ВВП- падение на 1,1% в годовом выражении.
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  Explorer-2000 ( Дилетант )
01 июн 2016 04:32:13

Так предприятия то не только открываются, но и закрываются, причём открыться могут 2 маленьких, а закрыться одно большое, объём выпуска на предприятии может снизиться, что сейчас и происходит в России, потому что снижается платёжеспособный спрос, в результате, кругом кричат о импортозамешении, но в целом производство падаетГрустный 
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  Страшный Кубаноид ( Специалист )
01 июн 2016 15:08:11

1. Заметная доля ВВП - нефть, газ и т.н. комоды (металлы, руды, лес и прочее). Всё это либо дешевеет в цене на "мировых рынках" последние годы, либо цена стагнирует. Т.е. даже продавая больше в тоннах - выручка меньше.
2. Мясомолочка, зерновые, некоторые виды овощей: из-за насыщения рынка цены также падают либо, в лучшем случае, стоят. Опять производим больше, а ВВП меньше.
3. Резко просела торговля импортом. Особенно розница. Масса народу очнулась и перестала покупать тряпки и гаджеты ради покупки. Тоже снижение ВВП.
4. Компетентные органы ударно выполняют планы по посадкам мэров и губеров. Это приводит к снижению стоимости закупок всякого (от ремонта дороги во дворе дома №13 на улице Сусанина до аэропортов и стадионов). Тоже прямое снижение ВВП
Можно продолжать в таком же духе. И как мы видим несмотря на снижение такого архиважного (и крайне разрекламированного) показателя "ВВП" - всё это идёт на пользу экономике и благосостоянию граждан. Большинству граждан, а не отдельных фридманов.
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  ulena ( Практикант )
01 июн 2016 23:36:14

Те борьба с коррупцией снижает ВВП?Улыбающийся вы это серьёзно?Улыбающийся
.
Странно, а по моему благосостоянию и благосостоянию моих знакомых кризис и снижение ВВП ударило мощно. Те моё окрудение- это отдельные фридманы? Осталось понять, какой % в России фридманов, а каков % у кого благосостояние выросло
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  Удаленный пользователь
01 июн 2016 23:44:54
Сообщение удалено
lariam
02 июн 2016 03:45:39
Отредактировано: lariam - 02 июн 2016 03:45:39

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  rat1111 ( Профессионал )
02 июн 2016 00:08:12

От израильского (или таки брайтонского?) тролля прикольно такое слышать...
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  Удаленный пользователь
02 июн 2016 00:11:50
Сообщение удалено
lariam
02 июн 2016 01:15:39
Отредактировано: lariam - 02 июн 2016 01:15:39

  • +0.06