Стрижем себя сами. Что может быть проще!
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1b0rXV3T2rKTFzmIk9UNKkKVU7hfTKdUqGMmKWLZJBcjqXKGiLZMfTGUONh4X5EY3HaDcr/tvzHUgtyB8nUU1qXRzClJ9CmdLNNx9F8nV1CgpjUFNVBqRSxgNV4rk9A5B2HQ4Iy8SR8DW3llU2V5CL27cOi+GIyygdmfbeMl3KO1jnaJN9LdItRKaqMTOqFplTQ7iyhCnw/1qMhaPEiS5w9U1Q6oHam/RljYnNaQ12J+iGfktxFuhPYKnyJu+3U6RPet3WVJhnavmHhzb27ezKjgbl4/P4TFuNtym0pXvwN/Nkz7oNeH2bLb+BWZVOJTuIG+29c96ynTL5Sc8ceLycFscG9X214k7rcihfLYzf5H/ALgi320PZG8YokZu5RsyP3Xnpf2lfesNmS4LInbkIqnGSfgTklTo3/Fvs8dqdQwi84+CPS5nEYYpB9QknU+ZZPZvmZOLVpfzCMV8trNC8AmO/sRGW2I3qSMCsl1yITZ0+fCH2Ps29tYyF4Q6Ze8rus2iTXieZcKrn0TbgHvgjwW9BjNiGzzhzpuqGpKAuVvvkuKac7jshFfctVraYuMBjt+m9Yo5zZdzsu1JH37ACzqGe7mSnN3Q9MS6uH3QhHhsY0cey0NOAIj9QpUwnXgxJwKpTC6Co6qx7JnTn+4c3s3bVpj0RNmxOO3aZOpMkShA3QHVyFcDZoD2X49H/MrF+7boHQunDymasc1ZUxdkGLVFUFPAnLv6nUzUVYilDGSqCeKpAK2538n1jimXEnEQs3d0K9+CWXQxttVklPlAAVmyJFcAwGkSuVAGxP08zUJgUi5WJv6aiqZhbnel0ji8RGe7dvVec9pbu8EANY9a2VelRmnVLPZ7EbT7TPyhP1AZqKNxQvwfVrnZH81W6Rp+iumsbkAQeofxJfnuF4GGfQgNWutNNaXUIF0U0RpNDFaamFqeE0Shx3jn5nOCqZvVdXl71yKpOTjCP5qZWc5OjfiNgIAwujfG7cTjd3wvQatmunEg3nw5FYmNCDdKdLQo01OzAmFpbPzxMm65+ZgKzlSu3oW+wjUHtZvh9ligofyHA7D1EbxYJKHNUvGHbMM/378mGpWoHbonhVitQ6j3mLlRFXp4vlwj+ZNLU2O4atsdvWFY+QxnjyXi62ShlRyhlX94HSLu0tZKPqM0cFU8BPC2vxysqOFJWWo6cPQVM9DjvGtmrWJwNKxhF0OwfZL2mSPaPHhEjrHcVPO9LX4umaXn1a8e4AZTrQg7FuUdowV6RMXBhIjjO1L6osA+PUpbMBAjf45ozqTPei0ek/ZUGco+a1BeTjUiajgGaqHCFlRptSBqtemPD0xbqMjUmUcsB+PP3FA5OivmXw8ot/EmCoTS6mE0sN0xJnZR2jqCoxWFcvMwHslNJpiF419fYMlanQfIJb5gI29o/byLGofFp0sXXQ5NxP60ZqMpE1JIBZJbrQLRWjDp02Fr0e9H8nSqiwplIf8ADR5Xn49Z/oNRlzGgg+Yw27t29c41HRJst54RcDdhu/croO7rTM2TKZQk76ThOdJ/CXZwXLZklyxN9KRHU1PJEXXjn71ZLlTbs/u4SofB/j37z39lrPAfR0dKnBS8PHG7nTNVA63syTIX7c48Piv9y3h8o4/qWxuMUBaj32KMTtz5lGq8O29bDprPNfgrTcEIpZScPoc/JlSpG+XlVAnOUiwhlcVv2cNuf6vLaa4HKKaNKmD8J2yN31K+f7vkoGfzCZKVOnsGhGqKxKtGzVrj8HnAoOkV4OGzM4Qoxsh2qhpExxrXO3Kld+QpemCzKoZQpwYeti0KezTbG7pZA68SJYG6ZxY4p90u/i5+xdulq8J5OTfHJ+IpA2XqOkyoxqzwFPwrMV8zgkXp5c5vJWjRxOgAs6kLoDHwX1D/ALPutDWqi6fd445gWVaULoHqFobqmTwsO0tQiBgVRFVFxKQVDtS0NSAhS6cBW6y5KlAgOOMFqnv80Be3Je3eW1TZ0/XunZJ+ynz6aqulx2nFfFGztEyUcvTNIV9BbzaRLNPbso6xKHFxG8QvOzBMWkTAWgHC7/lVdmtrCoBM8y9HYiQ9cuiNPuWi3dpiMEyaqo37PZwW53Pq3TCeHx6F17TKdpECMuxu9HwXUbzvE93GoKadpv8AUzQLLXLwY5do/IPB+VJm8eD6zAY2pvpXVDOI+odOW3dBXqqna08RthvRspGumWumjAySant3Blu1G0/Vbb/iIQLDdKQRf8SdY20OAfLvwzWyiHDNMN3WFrUFJZ0hKkyJs7HSW6EcU2ctOkGRFCsF6XWw58oB2KfqERlA2wCNYwhJ5Q6S0arILM7muFbcOb3ZWXEW8sltNa3WDf7Tg76CHZ/CVc0sGfQPBx67ylHm6KhdDD7iv9CqZn9rHC1C8d0Q6aFasIasJ/G/UtSN61DRBupOdkREOiUwWyzvqHz9vzSkl6ICG8JF5jAXgkmEppwbG6J2A4FCmUDhqDibzxbtx2wyVh2n1ZszTKS+HvuZkedNcT6ez4FF8KfVu3PRVe/dbqT9wiKi+v8AokmqdI1BJoJkJYVwZaD2pV01K9kyFZDg0TKUqYq4JHlZHnmEtHUnvDibDi5ApwtjfgoJSp0Nq0VqBm1o2pNNl0JqDIKL1cJnciqCmqyMUqiKLQsFXs+boe8uOzHYWFWsSJheRs255i/6c4gUPnacGs8ufThvS76Waw1/3OXummkGp8h8dplXdZgEXIIgKZp9I1lSFUUlqIETtDql2kQs7zfMhmaicEq5hxnJT3cUHgGJOADQIxNwF0N0BDKGCXp9NjtFtquOpmoANUhmR+lagBHQBH0QmDKodYe2E4LEAwnAXcq2y60zrfZTRxy5Kt4tZ3wpS/esFVOC5NkbZ4X4C5EZcj3BxYlRIhKTeeb8xd8W9iKtqcxkLx6UX4nKBvWm53O9kyJElx7ES1J7I35qcRUQLjObztz/ADWHsvtT1CWIR2/ZGKSaXOgNo60ieulLb1tP8zPbz5HOmrpYbYLfxbFsKlkgwziE40bOKXxHC7q+6A2mZXMGUhnNnT8a2d5U7bexdl9jzW70Anf1Cm4oIBiyDPeyYSXPNfJ7/BbaGIbOugE9tMDJzSRKR0k+RJ9KduvTsHFPbRbbfZ4xFLs2c5joNSt96vTvtDQhmRKkdYtCOF4L4L71tT4SmxCYNJ/nDzbO5Uwg5Itokh7ULxgByVpi3Tpqq88+eeCxz+4F3lNuhKdXIZKaeHHwU2qTvQ6WafM1ny2Zc8rfnbzMmmPHpwBr+NbVZtAK033uNtozSbVzyHQAhYbkInuulYmWX639QdTBFIVnWlQJQGmoMnB/+qbTswJiXr+kBCKihO08MvUj1r6X8iY2a6XQmSw11wAF22+ET6ibwABkNkYkr092LW459CCKVNqBXbNkyH0wWpLToLUBGlGjp1DABEo0UFVCtYJ/v3U4FWcBtmymksktAbe0Q25AXc0EvTnnivxTudyDRmWU1ln6q6ilJDhm6p8jT1J0u1VH6UXRlHqFMVgVUvtU9kYhnTy/Spm3nVNSEIDDvHJaK9V1AZTbxcPtv3qw/W3UlOSLMEyisGM2qXQ9pkfy1RETIcUIThicEfkVkqbM/IcScyLfVYoZ/s+XKHdu3JK6orCRpVpXUGoFVzn+ZkD9OlYNWqvqgekhApDIYUgfjz31dbZNJFY3CJcMSBkMzADlNwVUj3/Kcbdy9u5RQldCqArfXHUYW3m6i6mQAABblceoQahXOawQuYN9dnalPq8Il/wTisQ1ycGUg4SSBdEwvvF8IGEbrom++OQyJAliIVRP7TrWWbXWo9J6MU0+RwNoxr2pqtw1dxYPazMclVj4EpoCkPFyvBZx+PUsuRTvqn/4RnkCTDfc0GOblvlsdPntYAYGBP1A7zzBd3QjT1/NaobWVuJBB3CoGqrEcYQLSgULm3Jjs5K8q9fD47JnyrVJtMWtieFtwF1wjHYc3ErpWg6LImD3CPO6/PEQv9W4JsZtJNxVKI3aSPPNmlRFWjWPzMVoxI8XUOMsFkVE2nAeMc8N12CuVFBJqLiL+fv3KVFhc4VU+nNTSZuAGGaKp6n3WGWMMnKmqMThgsAQhnY/I+TTpEA0wEBsy/2NwS9P+I080xxPPu/eml0G7366WHGQbWJlPfUm45qmoQ1pz8Nd64ELy4pbqHxT5W+teGnGPVD9gXBvmX+lM6hlF0s+QX5c3/WOXUr3e11Gfqt/WZ2vpn9XuW5p2zxqZJuIw3mI+FD4XwrdW/LEPcyhGPNsguJ//Uqv3Pajfh+nH/fTFkWvPJ38jsa7YfuWuP8AQtiFtXSp0rfbr7v/AJFsNm+s2yWHJZTJnK2w2TNeSGMkhXqgXTlz6AyHl+h/B872V6mjMq+2W9MbXh14wIXz69++oWYolNp+es9uzbuagKulxcUy7NMm/rzPhNtdLXexdkLbNyMSmF58uJVHFVcufUJufO3DdvI6oaCvkQ1YR44LYXObxGJwR6qo/Y82zthvREpkdgtKtQgkmfhqhHOxtQ86vyQbAIEM8aofuteoXiULWyRLTK72RE3Mh3btyv8Av2bDMpSOkBWparkPxBqodIqgV2CKIjFh0yVNIHqsxC5DtTARMfBjbJFVPg2JN/grsqmc+aMxxC2KjesrntDMZ0xuJ8+nyNKjxTs5ikf4MiHgoi/jQEXshajPiYA3+G5dS+O0kx0sEYw3bt6HE4ytU0iLCm3s/tzTvNGhN0iZfWY9fH69VOj7J82bEX+oJz0qneHxyj3b1EgFemNCtQw+qjR6sia5doJqumXLTHjzNPcCmF4IRsKfO4HBwwz3hMUyncQBimkctQ+nlZydTaQJv3+nWoYrmgxqq5cGqHNUvQQl379t84Bpi30lBNRc5xAcOf6I0lp7NHOdCtw+GkE6V2MfmZOBFsFqJBe7d4I98e1EU7YO5OzYV6SqqGNNmIFRTC85T9zwralJmE3OECjbL2jYpIE1IyCMibOnyJzbnbVy16waEOEqJtTrKA1BiDf4bwiUlsYqThtRwqVSSJSZLdjJqEqtQOmzbq/tCZXpjKP/AFId6Rj9+2xpWn+w/jdcCY/WG/lKxOBuJ3o3D64ZKm+azpG+b+iYV3f4dnisxTKYO9NulD5lOXXYhKp3kNOe0o7txpEMcMdRnNU04VqkZTVQZF+swdRpTOQ9KmBJv6vGgeerbb+MBe0Am+4xheIRgDiMRvAiDghtfJiIYHwWMTUVD957tKyeUbWdCUdpZWuVaRalEs1A6naa1CmSmaQqvk1cF6AQ5UaiXaiMt+RWx+OHgi8N255G+/aMN0cIKjIp3B4jjbehpp9XWqHc1KVxIqqRVp+mCGoC1AKctRdKnKBd0bWVVoZrGqULhP8A5hVvqpTR0upHLodVPbEvfc2BJi4mF5yuAMYCAgYC8wgSYCCsVekcd7brD9ytjo7VYOcHjCUx3lU8wKHlMM5Uoxf5dtEFP+ZIZjbYJ3FfBa6Sm/EMDee/6qQvyzKZLXdPYcWIaeS2qJVsaaWeYXQttUNcHZcmZP5Trn3xXE3eC0iMFjgfLvhCC03ZMbN5E6cwnb/Zim/livktoqiHNOY8EyUstwcHDOF/SgrXAVofGz5ErzDxx6J8vsoVdOXu5fsm+lfwt4Th9vsq3yoR7p/U2N3OHZK6gWRq18XSq8UbH5YIJKF1RL5R2/cKwHR02NISmSypMifJb86xKezZYvIhekytpnEx2fbenjZJJwklJk7c/e1yWwWoTIkkG6+Khtdhs9pN5umfiTx8FtZZEJgp5gltgfSqFtS6Pnhqlq2hZyIJkkiua0+Twt+WmE9+16j1AN8juboGzlVhlAZrYbfHauV3YdFQNId6vQOu62MyXNIDdSOWAqgWcUq/Vaf1JFVnRyFM4VYBEpztezIcCcysWDWTQ/jHFxsAF5EPM13FDO5pEN8cRApmt6DMmkubiOS/D9wzQDO0NOrB4TJv5zA8acle0BWpyjTo9l66DCQ/0FTHzdbTplWGPg7LoF27dgt0zRHhkW2w/csOkOkTKrXU6haapqpKaozRKi6z1K1q1DGn1f1BqbUWpVVGg2mtV9kTX+7aI0zePqpk7SzPMqnVMsTC8mHlhDIAQyAAERCEYwdGF3Fy35Fop9wgDE9v+JWwd3yi6fAAi7xJGXhsgHCROJ+JUaIK5zlacP1kO9IfgbS1afUicI5+G7NLlRKfNjDFAWv9Sm9W1bXFc5WQfyaCP9n6fplzFgtTVEZFBQ4dRC/piFvFPOgSXZIjp0p0jzfpty7EMa2pk1r13gqO0BHPH7AZpk7p1dSanGNIYOoTAlTWpCCFup+/q7h22tzaYPPBsttXiVTe42IGOCZLva64ANGdNqtqgEshuNp4UQpagGzZLntRGEREJ3LG5ejrVnU5dMDGZ3DdtJ3DE7olXZWjTJl4w5v8y+a/R3R2rtbdVpL2VIcT5zlfhFXTq+GxFjd4LGtc1VraF1I0xcTGIy6Ey6bobpU4Phf9x+5XtUtocyoMcLFNZK78cg53C7rBUSNuVTZsXRC6bptK6WyIzHYN661XUpIasxk/Bb+c2zB2vNVhl2ahuLwYy3ozNyGfjut4rTe0zvWTIY63+4bOiIB25wnH0yHLXr/O/wAdtDMygp+O63ionVFKxlzxjtjIfSSMFdtsL6GRD+tQ6Q9nO7X6KvbSkcW2NrjsVKup3T2EZWG1ATKK1wn6ue15/wDV1j877F78r+rnN/gwznItuGhdZx/+2/8Abe1G/hhCzEm//WX/AJHvQujHL/NzL7VnK7rlzvu9+zy7NlvrV/oXw6MUEK6KSWsucs7g8vi9uw6b6yFh2xVP94TU2QKbGZO+8zIaK7T9D3F+LgsE1Oo4mX32CK0cwveGZnvh2qjbv41yLqo8fJNZ+HWsnQ+v6ew3xNOSJRTApU/PvSPksvtkl8YJ1oZIewOJ8pxHT2wVctOMIzZE5Lp8cW0TxL4r+C1qmZ7oLjgFfqqz37hn2Q3BOz3ZtHJLshOrOoGTfslhCLRo0dNMfnVRRRQ5WKLcCpk6HtSr3GSbrjBENNpDOuxbEfQw371aXppqEZF0DX8l3IzZ5WK1kKZuXTrAP3n1WThSN2el7c3rKl/AY5/bcugyaVgmtJxiLYoFNCudU4Lk4zLybfnTR06dR4lypETbbntdUuJO3wXUfj9IPbvxh3b1z5CC3UZ7qfIREiruKcXjsuzJgN2SZdLkN4o/qjh9N62SJqnyLXcmnrBZP30mPxsboF49eWozJgHlONvqj02QCNhXeoSrmVNj59MlcAd0/IqRaorp30gFhcHjdfa60k3YhaKrRw5peLrD9yPlPTZLMefp8g9nvqZI5d2fJtXfofSl/DsRbb/ZBBibkuVFOZBIGItt3qIlXZmn0SRNe5tJSCNHOEhjOMranX6f+KItvtylNbP6bTuC9hdQzt4skqMfz2fyZq79DT87pC1CRNaTwm2KJShiunKp94VmTpM1XEhF+TQu8fHaVUxsjAWu71JOaIwChamWXOwtTF5EPFDyW9UdVxggmFuTer7JIcL7dKKwega/mLJ3tVvpE9dvNcf4reBWut4IXqMiXhl4IYTO7M8psyFMyZx4rTTetKOrSvtPhlQFAICsux5UyZDisn/u9CJguvhxtvJq3XCFwMbXdGXOVQppLcP1eK4b8a81QO19pzyBdSN6NH1pWbSlW1S8/fmaeo4oFDBypfJESnwhuplL+VGTu17jLiWkXRQbTNYFa6Drf8IULFac1no0anPgcnUIsGcUotP9mKar/A9pqiDCggbTYr9d+09PIsBDvN+G0dOcXRgM8IDHkGHUMAmGZKDmAgQJwzRgSudSpcCTBlqSCDbGvblr0hmPTIYwJzcIq08a6dEOx+Y/eVrYJxvVyRMbUeQ+rrUwY6q1isvclft/xVzhPD5EtjjOaOU2jMnt4s7b96mI6vpr+XInyp0iLdrzvLIczt5cQ+7JVZcktMTcs72tZ326bIkQTmuK4YXe1ajNkA3n62KuscYY3oaVO1GVJLnTpUlec+lbLbpV8VoILgQTehJRVZvNH6hZ4vEdmXLrbH0LjtfkkiKHmQx5jmrV9Pq2kVIH37ObjsRHnOKTmcU9u14NcUt+21jsLwpizf4qW8kzZ230r37Z4HKGcJcQD5lX13kNMmRGe8MtfPqPRMLhmsYqnHfCwarlupr2269qYtMq/cA5IQ+g2b0oJppIlCVZLOxGZZg05yvpkLjHupaxQ6m7gDRl3ciJ1EpkwRI8xUCm00kkVgmieZbXNcSt6dFKqcFqT5/tXAqhMawMPFguzSelTKSVGzps6ewZj3Q4rWpMY66QeqonoYXBPZ6XZg0qeZjYOxx5bhuXL/kDGlzjC+/tTsaiVHNofT+mmZpRQIzqCfHORQRy1i/qXYsPoUJTgKzTQUpnANdme7euW6dKE/mjbpVcVC6hyFpRkbaSHDiQpUkV0/bNuf8Aacjm5oL2rRUin1mPdT/hZD4lYu/TmyhG3WitQwS7m2wTO6eiJOi+nBJ4WPY7V7UOoKiLVqca8/xpKsFQ0YFiL0u5IHo7MfvKwSZXlrb8TbYt+lyhNmCPpJh0jtVY/eRqM1rZXDGhAcmfPp+i3RFriW0cvek4cabPFYTM1FwcYEcVr8OZdV0rS5TpV4iIbxkN6tE7oPdbYaT0hILk2X1gMtEdvFdR6v8ADxwjahqVW8M82O37QWloa0+W4JgqhBb6ZuYeecelXw/c22VxOJcSMbblfZWcGGFtyGFdU9Oktmc7cYjY0d4a61gzdy2+ww2+6hEwfI3c+ROncyci1dLibukQ/tp1FbHu7lPx2LifBV0CJsyHmCQ92OwrnCQxtPGV93s1YkadxF+K1NkMBjkoVkHIzjf7jkx+D8l834obI/Ztj8Cbjnzd6kJMPFfVMYdbpXk6b9u927yW+9nehfmFK/qC2SSnWWpJLVs75O+9H2/YhwcNh8z1lEG+lUQd5mtXpArPZD49Ic0RU+cV2+/YROfxJhkENfxHDxVb1T0SaroBTDMhJf76nRKABLp07h1KV92PM7AKiWX8ngmOnqBLbdbFRqj9FCdQVgLpiUmAktlzUqTuUeFpxOC1qfOaxtu5XaaoNRMbwiN9sgnrLTgoqULpKnoDxgVrlQlq1+bkVPchbmWvzfceS3auo/HmvY0R3di/ShSfOchZ01633wWn8LhcXtImIGTG2+yPMmCEMl06hpi1wfuEevbuUQ5c566SO4cN4xwjqPFxQuW+w974uTjRxZLhgR3QUtpyg5xbez35TcSXMXbtqrRR/D4Nlg06vuI25fTcrcjTjCH6vHeiDL0jGStwsqfP38cW0xV0fd4I2X6isbx4RsNyO09BFsBbHet1zpmzlS5zEdiG/O/RsX4bo38VvPvst4K6+gcb8rb12h7g0Eb5Mshvg/ShTZy1xw9lDxcVoKlouFuhDpmkOfeMbb1OGx5k5FPRhCRh52KxfNnfR/i2xz22uWYsgsHRnSfNC+37lx0nPmriRJdyYo22LcliDYC5T8n2SB+kW2KW08eb4iRJhuFu2rx8UdttTieFX5lK1mN4tvTf0LKGkJUiSn2hzF3wbOG7ijak6RxOQx9S9pvvNtyYsKHZtpe6Xfz/AJL73i22KS6RvFbvVPVa0vaABn3blM0GDpvIncy387CccYwS19tL5brdKX5M5zjA4pOO8BpS9lHdOylNnuzVEJWdQn6qUlUFUsKREVCYpVQweqC4kJ2lqDIkUT0sQ/mikPQrB6TT/ZcIXNMbYnYs+848q801q3TPWihApOmzMh/Oqun8/aCyboWwPmadDlVDF6pyiHUee2vT9PMy7B2YNxuuNxKYtK1P8ZoDscOXDcUKNRNEaUoyZP1GmTq6YSQrrNXXZl2p3o6Jk0YFB9OTcaeU7Upz1jttsnTfLF0eZVq+SZroNthvXKo56GrMdInj5L5gTHIjWqhh1rkR8NUWVdMCS4jgOWHGi/L84239G8Ji0DVW6cAHXh13UNhsFkdtZzVJM5Ob8Tn3F8O1LZpZ3sNvTLJa2oAhebcm5cNyZ3S7mckeHDXZgvtW8VOo8ZvthuV8UDmxMLrb0PmdaThZ2cl7aF137vhtsjfFUa9nuNAFsERKgplnVVPLOlyd/ObtPkiXDuHh2W9GBCH07DIJzChWiWqlQUMdnUkbSfPZtuatHLngHceyGxLWWzoGBFylRK4m8QvVmgOspJlnJnyZ0jcYX4t8TtYE0HJLk+mc4nhHJaK1KnkjSg+dvp0jGYXhaJzz92w2teIeY3+CIUsgsmRxAh1x7FWRqnTWVFHcncrIwyQXC+C2ikcBHgNrQTnRuAAJ2DqgoqKassOs5Z3n28Oa+K/y2Iys4Ja1Cd+NIMN/fvR30QpylCBh5WNcM/8A5X0u7IHyrZyURitSkIwEUt9N9OopEsvzVYxT0ofeRcLbVw75RqhdMI2m2SQXUnW153otctUta5jyQ4pkJRPK0/pVqlVYHUGmRxevw1GiRdI6cQXOzupR5Muy9eA00s70shzoiVF1wMBsAJJxugBHcIxhBc+eHMhx3AnG7cFw9GqpzFxSUmpaSIUzOpUrUVPugTprgCEQ8AvS+yAKmlD5cHH/APfX1hlfP9oht0IZcjTsyjDlTnolAagbYw6Yb+dTSoapJ1zUXZmmnrie9Iu1aCuaehLlXjsr6rN4hwx85+y6Bpemup38TsvtDNPfoT3TaLoOUyJEJOPqD0p47c8/iQ4r/sWDyGNlnaj8+tEkBtupOpLFbqX9p9H+Mw9X+LZauqCgZAXJxk6dNk+yHuWxAKKEHQOYTJ0lJK824Ua+8nFbUweVbv7k2ONvohO9DSmDyTupUhZw51i+dJdfx8aLa8wDYvX9ybC63QoEVFyWkycza7+fIwvNYp6YP4/FbML7lrfMbwwCjm4m7iF2+j8lT4G9ht8cLSH1VXjMdy+iCv6jwDecu+uRrFY+4icN9vvx9zIL8wpX9QWyVUWvOoU6bMeypU5Z/Oo+1esOBbD5nrKIt9Kr0KUqtSPEeEJE9eLFeLYqqkIQsu+4EwwDW7Ghb8zSxo0Hb5JW/eONtyXx923n2xtXkVLhcMLbkHam5DOlVeABKyHz0lzs+Tap6wVE6KuWOR3WWNbqPZlEC662S6j8X0ps97Y43XWKHDTkPZvL8zBx8kdQTmV6pHjtzGfOM55cV3Wg0OXLp233df8AxLrMpWE57MesHGH5o6isU9kLLD3GF96ahKaDFdWW7FyXMidKkq4JtYtMK1SPGqwilqD3xMTgiLAWAQxCI46aTjJ3ozcYiLvmqwwXBwWCTpEAY+lHZFQyJLb7HcjGFlc2kLOk7+e5aXunPuxWwOfTQMRh4b0ckVJDYG2O5SyeynLGfL38iTdD9z3bDjMbkrTKgOMIX23KDFpU+T5/0iS2y7nTpUj+/fbz7zEQluaW3YKP72VKVd19ocO7uOPB5bGGegcnXesz4PF9xK9VmedZz983bT4cSx2Lt4I32IMKATqAPMMrb1yyKz/t0mG+916vGkdkbaJZiCMghkqvM88AONtm1G3RHVKbyiEkY6nYec2d4V2128EVutfls4sMUTZQMnjjAt9VZdTB3MJUmbOXf+D0H3r7apdWOIW7Ev1tFxcnhvXXGlkxEmTMn7+Q49FcrH3L/Da62rPCLdixQ6U2YTbt3rj1YOk1KFPgFmuFkmQNQinfO9ucdD8a/O9tFRU+3cMD9ty9S9MDhEXm29U+hafqrViVTNAU08/Vr3tu7hl4zQwnhRQB+8yUogX9VfDnYFUL9X+thL3w2uaTWe67gmAm+BEYE3wuMLiIxBIIwiCCQQOqSjTOgzE27E+uh2s1M94TTR69KjZAGs6UeEqA1e092rRmogboYyKjC8FUnWIgjxWt65QfisBhiAeY85GUMbiCDeCt2kV5rbib7+jmG/6oIarMKs05rIbWgvUQ8J0/cVSNFHwNcAUO6Yhv1jKGC1hrRVuoqpU9fg0ppBLMjwfG3/x18xsO0uogeEiLi4X3xGRGyBiCboxaIERcDNXjIEWnLu7uncFNAxyk9RaVGVXQ59hVdJ1A1zQWTGOsdfsW6F0LTVdONMSwgh0YQIgQRiDE4xBiDgUzfFNZNQ5ocYi7n+jdyFp0VOlcufI9HnrfFODYq7PBZZZSl9+ItvXUnVAbLDt1sku9ZSnstwj1pPcb75Vt9y66xM7UPpWGcL8bfZTrSnVOdKmT6fN4dura5XLqHsjaNfkh9dKEt0G4eCy6mAJJV7JMtJHnsX8r2kdqJw8dtbnxvgvAY1EfSvUwmFmZYQmz0w3NYX+FOK6FoJ8Mlj8SOJt9U1zerWRWWk3GSEk3utsYXJ4VikLU6uaSbrYLLKcsKAmrFPzjU3eph0eYVGmGj5fet5pXkY3ojJMASg2IABqflzu159gwGN4u8NiroQ4NkTq2YaT1X4RCStdcXMLRc6EB0oJd5jWV7Vcun6TpqTgKbYLhafCDGt70bFVMVV/zJlHrOzbIliYwWyiVzKdof5kwki89Gf8AEN6WHT/TipXxCkw1I6TyNWDI+tKe1JTItQE011QpqjtOeVWWpdXlKSMLyuQpzkqvKaEFRF6JLBWl3EQ0mubOLuJzmv4TDhF5Jugb2waQ4xN8Nhilz5NpIoz5AIEiMY7r8XX4Qw5VAWs+rmA7Szk1BUE/tNqrpUNr6qxzjlYCoA1RViVNZMpdLlN9pKEENKizHb03a1W0DJkwhpDhEwIjffcccwI3on8Vqi0BpxELYK0HuxU0Ap5kyJbhu/MufWbnbHwKtufV787ZLqFNME28bPpaIVktMOWfnnkr7cQ9KcrdjFu/csJkTRxRwGa8VlGHjiFsN6lLibJmzN9Nnfevk47ZVJRpxKktZs7+R4E8loouC8aNE3SRn3fJk8ey/wANvDIcIVb8Zu231QrqUbJnPcbKlb6cmY4rC8Pupa4CoJA22+qG55hvm+/3CpObpzXZds6J41t7AAXl8yN6gUZPwt9uOD5X7uzjthVfdPuQz+y//9k=" alt="" />Сделать ее можно буквально за считанные минуты, да и особых навыков вам не
потребуется.
- Найдите спереди длину наиболее коротких волос, которые и будут служить максимальной длиной для стрижки
Каскад
.
- Заколите волосы в два или один пучок.
- Начинайте отчесывать отдельные пряди так, чтобы они располагались параллельно линии роста волос.
- Оттяните пряди параллельно и состригите их на желаемом уровне.
- Двигайтесь спереди, переходя постепенно к затылку.
- Отрезайте пряди на одном уровне.
- Остается сделать только филировку (пряди различной длины), которая придаст волосам необходимую форму.
Стрижка
Лесенка
