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5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH9UlEQVRYheWWb2xb5RWHn/fe6+trx/fGdh07DUmbhba0DRRIiyggNtZRpI1pGoxI24QmNrGhoU1oaNIEGxtoTGMfJjQNJm2fhpDQWAaqJigMdVLGVmlS1VKgZUkaUjd1HSdxXNtxru375333IW1oGsrYHz7tfLx67zmPzu+87+8I6mMZTCdDy/fQjDp22GD03YDRUcljj0k+4hC0ClsI1ZW4msQXBcKwRMOqEs56DA4GgESIjwzAoEmcdqSXqsgBPVjaGB1yGmWXAZeRkQClPjIIjaphMSdy5KNbKZg3UDZupKLvoBndQKmUZGDAYnTUQKlVP67f6Rpf3Hfq2fU7XeO/ATBwlaSpQ1VzcLVuzmoJHHLYIo30j+HkCvT1VYEWSknOSZIa8KTnikJqwJMzh/9zAMFEcTsN6xamtU9xytxEW5jEaNDtTdITHCLpHyVBHtms4Psumzf/T+dCg7BOhGlsVcYQHg09wZzeyylzB2eMm6gbN9LWtiPsHkg4nD5tAtrFklwcA3sX++96fvrQx38w++UPOmcQlQ20sIitnSAT9LCgpVnU4nhGNq2gojRQXoyEdDCZQMWKlEpVzpzxLpTk4shsa39u6x31XUo5DwDPXRrAMDyaQQVLz5Pyt2EbvSxqDk1hVeYjGXyxhRYGuSDDOpFG+ccwyZNKVeB4Cwbf95acPNDxq9ce7JZzx6N//KAOCJQyOFN3aDa3UDP2MB69nvHolVT1DKEyiNDCllXSYZ3e9iSXBW+QFUew5BS0y/i+S3+/d6lO/KswAInutIi2ylhBni7jcophlUUtiS9MWiQINRNPcwgwUUJDD6JkRJxoZIp4pATUgXOSCMm/wbF8h7sJKMk6EYqkglNkjQxnjTSesPAx8ISFxEAaIEVAKAKkb+KIJB1qjGKxQI9Z4fisx6AKUB++G8sduM3r6SfxhlfVk0qBvkHWC4OyjC4kgQ5SagSYuCLBnJ7FtwLamsH6IE0mTJLiGAU1heNUyOeXJXlvLjTgkp5iIIh3D4Un9zw1R98NTQBOvJJwXn+8yyncoFfwQwspQGighRqhiHNW9OCZCap6nV4vTagSpIM4UXOKGCWKxQYzL3kMD0tGRrTlUkouw4hVMEZHV/CNq79SXSkOsPnTDfKjHRQWzQBDeICJKSWJ0EMIb3k2RJJ5PUFoGoRAKKJ0Bg4xNUFEFXA+WedHN7XYvl3mXvnu1l1fLR43Yoq3n1vcO/WafWAFILXJu339UGtNa3p2Nul41WYpo7fw0bClx8e8KgYVqnqCum7iCpOqniQ0+/E1jazI0CXTOMYxNJXHsSrcc4972az30M77ziIEVE6Y35t6jfcAzk6aL88csW7deLO7CmDmiMXS5WqaUKVZAqKqRVdYJCWn8YMEZd1ixsiwpFs09SQFYVLXe3H9JFnfocNMEjKBEy+djvDzw79O3W3EFKcPWT+7sI4AFe8eai595qmZFRkmX03w+uNdnH6k/VvGYzuY17uJK5drl47RKw9jhVGWdIuynqVipJnTu3FFHKkZ2GGdrF+gMyiQ5k3i/jFso4BUVcoZjyFWeYkBwi0dURtHf5h9s1XXkkoK9E45VfiJ92065BC5IE1Di2OoACHqwDS2qmNJD0Ml6Qx6SembOatnWdB78HSTmUg/NS1LO0jSrTmYwVEiIk9musKJtsvRoyuv5zkvF9NTB0jxU6XxJSA2F6chenC1DMngCuK6hxISoVr4soxSeXSjgeObxOQklpwkpQZIh5up61kW9G58zaJiDBBDwwwtoipB3JwiESmxe3eDcw+Xvkr4Pz+mePJRwfi8YqTrSsYi15ENdEJhoxOSC4rEeBPZPkNLr2KrBiKoYcQqWK05olqZRNjAxsOSPoEwUSIKIo5UKcDAUj6paECkHsC4Wg0AUHtUv3xELw52LX1zaNPizTxv7fJtsdDeFJRYL0vEvH9g67MEOZcNHT6O08attBDhIhEqWOEcEbVAlGZ6TNvcTKlFEBZt0mgiRUzp6GGI8AKWOuSadarrT+1Hdjxcy+y4uwbAjrtr/P6uvqHa3vAtenwXTQUYSrKeZSsGycGDkuFhj2KxRRjWaZn1657hhaF758mPxvl7Mr6/NhiWESKJrrYRUSZCTxCjoF0MkNnWfnjrHfX3rokGWz9fhxkjjR362EriSOAwK9M8PCyBgIMHW/T11XM/ju0ZurdK9zUtrn+gwhVj/m6ywWGyQQFHSkzZR1Rcg6l2rQFwy/r+hYnoqm/lsSgM+HkMXCIygKrkE1ffsvG2xjMdaX8PQnAhyGxZvJQfjaMUVCZNFirmPjrU37DVX7DUOAYtpOwC7dr3saywf2Cve/LWJ2ZZd0WbsX0Ob/2hs/Lui42vE4Zg8Fb/F5IPbduz+LUtty8y8bLN+D77N1MH7PtWUihF7sbmnf27l365cCr64uR37O+z8bRBJpFAd9OYqgdkL4jsJTwz7N9wc/PJeFf42bmS+UTld7Vf0Nd2AGg75V0PytrtT8+snN7/rW4OPb1OcPEicH5vHBnRGB7QYKdBbdqiU0uA7kCYuMROr+en/8odKAClgaVB0YV5OE6g6R2rjy/XXWu753eC87sjSDrnA1jXAqsKcWPNDKxJLMTygHGwBRMthjZ4tZPm/ndesPGbgndesKnnzf0X2+wakGUYCTsD6Pcg48Jk4wPrrwqluHAVz13VvH/bnbW3c1c17//wSc7nWpvv/zf+CWoir8AZaj20AAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHoklEQVRYheWWXYxcVR3Af+fcO3fu3J2vHWZmd4dtWVa2FLqUSkslJHyED00EiUEqH/qA4gNEbNQno5jYCE9+vIgYRRRCDKYrjRg0ICEUIgkBirXZLWVp1+l0drqd3c7Ozs7cnblz7jk+dFm69EMI8uQ/uS/nnP///7vn/3UEjQNZnGSWdjdA2g0SYZPdhxS7d2t27NB8wiJol9cRmlF8qemKMmE4Q9OtEx4L2LBBARohPjEAmyU8OpFB6qIPKODKA/ToEiYxB/iMjSmM+cQgbOq2y6LooxJdj23Wkg4zKJnlhVSS/cpF3fI6ud1vYYz6IMSXnz68ceeXztv38QB8o1myoC6T+LKfdyOFvl/LHw9+pkVqtEvx5R6WHtg6efQ+NmOMz0khWZq36h/HOYBgsnIxTfdaSvJ6/u2s63uC0S8+Pk3/pR0AjIFXHsyx7++JXbXfle9kZOR/mhcSwgYRSiTMHPOWM/iZpRXnAELAVd+fRczKWyGe5MgRB5AY81+Nf+7nlfs3fb3Wf3aAqG4SCysk9LsI46eHuqcesiDiaThur8fEMszMuOzZY2PMGUF6cl2vcHn7F32j7dvODmDbAUrVcMMiw91i8WXvlEPNYxZaCbDlJny1DsjT2+vBhM0ZbqM1G/F33rqm5/nvFh4+O0ChEBD3GsR0mQ2dN3zHar7yUBYdvu/86bsGqd4oixTta5iPXEnLWU802c90Ok6xeMaQtGYj/tmcA9iAxkq2ibbncFXx6L1ql/946uZ9o+lMxNNoJaiORtpEiFOMXowREktFyQqPaGQKLzIDNIAAYzQIzUfITxuAfhQzuoFnyuS7hxZusv7BBdGNzEfyhDgIbJrE0TZooQiFQncdkiJNjzlApVKm4NSYOBawwSjMh6+SEzewe7fmp1feNhLpPKQd9KHLxTgxrWgKjbZAa4nCwRdxqlaerqvoSJsBlSEbpullnLKZIpmsUSz6DA0FJ3VPCZxxpljs2MHAgV89uXFL83vXP1h1R65rxoJd0fOWFu2g41mgTBQtBFKCbQwIQUe4tGSKlsygTYKIcXBCg22FRCNdGg3N5FOG+Rjs3y+XfZ22XASY9MhNi/N3PVtaWTQanrh+iMNXOyXmZRYlHBw0cRUgRJuukBgUEaPIhFUGg4OsVZOk1DvEzCQRVcb3GwRBm7ExDegbYvc+Y0VN5vnvDFwDQp0cgk3nbl1aTSUhu77DYcv2cUWbLpKEDjg/qGNTo27FaVgOvnCoW2lCZ4iulORFlpzOkLTHkaZI0q1x991+6v78Bet+Mn1zTz7knWcTtxRfZNfJAHun34itAjAa5g5E4argIAddhxYQNW1yYYVeXaKr4sxZLkftLC3LZclKUxYODWsQv5sm303S46QJmSTpzSz8pj41+WTibzJq0sUX23/5QAigsMV/aui61h1XfPs4YSB45cEch3udP9VuDBq8HdvErNWPZ3w+3RpnUO/BDaO0LJc5K0/NzlC1+vGFh5Y2ibBBvlsmpcpk+Bded5yEXcYJ6+Tz7eWEXKkSG6DypnfnwnTwwuzbzs+0Eo1Dfc4P+ebCQWat6+hTWZrSwzYKIRpAiYRp4OoA26RJqUF6rRHmrTzHrQKB5XA0MsSCzNNRafplEkftRYsipVKNTsdn796VN8bqYj3RzSTVqkdTFPDlFUxbN/J2dCNGaDYsvU5OPcNAWMREm6iuQ1dn8OUgHXuYuhihYeU5bvWjhIOn25yriuTCCaJmHE9NYZsZlGqyZk0AaHt19okTEAsLAZFUg0U5RyyskgzrdKWNYxRC+DS6dbTdIAPIsIZ0q3hLJaLOFOlwmIz9KRZFnkWZoSmz2FyEF6bQMk063M85sQrM1GE6WA1wQnTuG2u+mh/oPOb2hrTrNhO3h7uwQpuM8XEDRcIOaGYD8migTaXSJgwbxMUcnikR1VOk5RDz8kIQcdoySSDjQJIe49Hp7kcGJTq5+qkAgrWD9yw99oVHKwgBrVkLtg/cOrEjeIRM6CONwjaageVkAs2rr2q2bQtOBtnymPWtgaGla5tHbV76rP0IwsQRIo1lLiJiHIQVJ0b5FIDMcHDL6B0LK628JxfipkNIqTYJ3UUaTcQAe4DNejlsq0HGFhkYalx72T11WlWLQ7/tj5e+0t6DEGtIahtHr8ERcdD9pwDUpiJvVsejDN/QWsnLdt2CTDiLFAGWVrCgYTNcyjAwtUL7HgjP1ZtHr6ZVtZjYmeL4gHyUHuNjUcA1g1ici9Y5pBw4zcgyjHx+ceL8G1oX913SZvyPKQ4P2T+oPdA8gArBZh8/ysa31lr/zG3oMDsRZeIPqQtbtcjkqmrahjfcamw/1hfb1fp9pMSRIx7ZeBzLz+CYAuhBEPkzzEwDmCtSlwRbFq4Sz/HLmTkgc2IvMbfxa+Klmx6uXOb0GIKW4K/3Fd7a92Tv5lPNLM+fsTHJtmEJm20WSi4pGQcrCWH8dFXAcoN8bWEfr4GRsFZCJYBZYDaw7OGkXNaUNliOSZ7ezAdDgyY1q+CcNrh18M7g/3R/YnbKE58htTa4bOv2OXP7nw+brdvnTM9AsOnD2zEsP2Yl5s0PCXCy8vsLNil1NZiPYOQ91dPZ+3+V/wDbXJk+9jaDEQAAAABJRU5ErkJggg==) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiklEQVRYheWWXYxcZRnHf+97zpw5Mzs7Ozs7nf3oAtstW8qugcUilIZIES6ARAOJjV81kpAYbdILTPSCKKSJHzHeNBITY/SCC6OhAfUCNEHjmrgoaAV0W9ptWWdnh/3udPbszJmZ8/E+Xmy7LHRpapArn+S9OMl5n+f/Pv//875/hXemgJMt0AoDtO3RGdeZeCtiYsJw7JjhQw5Fq7KHWD6Crw2hqhDHi9TdGvFSwNhYBBiU+tAA2DRJ004MUlO9wACuPkOHKSOdq4DPiRMRIh8aCE3NdllWvZSSe6k4d7FqH6Bq3cLZ7Cjfae9HPpZhYsJG5IrNn3+x5HxQADa+GJoW1HQWX/exZOUGn7Me16uSzw01WXy2j0ah/6nGQb6LiGELJW+/kgo+KADF9PwodfcgZX0fs86NAy/J3js/U3VuObwGQNRWPH94J29K6kt8b/aXjIz8T3WhIfZIUKZTVjHa2J5sFgewk8JDTy8y7AXPQCbL3JwD6O0oeW/c9bWV8RvuqeurA0iaOql4nk5zjqSpde+6sqsdvRHNqgWGISSVZ3HR5eRJG5GrAtnzyfVnBvY1b7kaABvbDmhGVVyrxK52aeHHKaK2wk6+k7jy1xTOUOyx7uxHwikcSnR3V+FUC8bed0qeuXf41qsV3+jAwEBAJu2RMhV2xOca98uZ5w/vpL5kIQJzf0nxwpF+Zm9LVCjZ93AxcYCGs5dkto+3cxlKpWumZPsOgMHKtki2VnGjUuOB4OU3X0g57S8ODjerFomCsHSH47NOkVISRGmsKElBpUkmZkgnFgEPCDamRBn+C33aAPQRsWg80lIhH83y0XBqpsPVrOkiIQ4KhzoaY4NREbGKMKFDVuXokDPMz1cYcKqcWgoYkwi59inZ6MDEhOG3dw/2zrcfaw2SXxuTiJSJqCtDZIExmggHX2VYtoqEbkRb2/RHeQpxjm6mqMgM2WyVUslnaCjYogsNvO+bYnHsGB1v/OTh3dL8w8GvrN46cr2/x/9pam+111pFdJJIkhil0BpsEVCKtnJp6C4aOo+RThLi4MSCbcUkEyGeZ5j+hXAxBadPXx7DbUWiAHY/4MnnfjOH5Wz8E9Q1zx/eydnxVJmqLhApBwdDJgpQqkWoNEJEQiLy8TKDwXmuj6bpis6SkmkSUQXf9wiCFidOGMB8XI4csWzJ/fHJvm+/hwLJpvK1zeIATsYgRkFXXMNXGUI0nSZgV1DDpkrNyuBZDr5yqFk5YmeIUGuKqsAOkydrT6GlRNat8uijPqoSDM00nnY6hFePh8cb1UR9CwDlNasecaDe1QGlBfrCMutWhgaQlBY74nm6TZkwyrBquSzYBRqWS9PKUVEOnjWIH+Yohlk6nBwx02TTixinXvqTddSyJLe1+CYFXTe0H+7f1/rVnUcvEAeKV37Yw7lPq2+xM9zFm6lxVqw+0uJzW2OKQXMSN07SsFxWrSJVO8+y1Yev0hht0xl7FMMKXVGFPG+QDqfotCs4cY1isXVJkJtTYgOszSZ/vTYrN134t/3V2NZ+9QtygnvX06xYn6A3KlDXaWyJUMoDynSKh2sCbMnRFQ3SbY1w0SpywRogsBwWEkOs6SLtKEefzuJEr2NUiXK5Srvt8/rrm7envaUZ0yv/kMcBzfJymroawKVMLrqJtBUgyqCkRWhWESlh2XWyoUPKnMc15+mWYfLxCJ5V5ILVR6hdqvYwKTRO7JKUDGlnhkxikf3761y6uGzeRYgCEVhbC0h0eWipkIqXycY1Qm3jSIRSPl5Yw9geeUDHVbS7TLpZJunMkIuHydu7WVdF1nWeui5gczPpuAujc+Ti0/Sk5mGxBm8H7wawEYYnhofGc96/7IQ4NW1Nn38keBXfypIXHzeI6LQD6oWAIgZoMT/fIo49MmqVtJRJmhlyeoi62k2oc7R0lkBngCwdkqYdnkYHZdo7alcCUOixz9bPPnh8AadDWHjN3SM/73He+nLwIvnYR0uELYb+S2ICw+Sk4dChYCuQ0efsfSM9zSMLF5zTr96nfk9IDqVyWHIzCXFQVoYUle3Mwt7r7/ZxOjZGsv+2Ft2+GaIvqNMZh3SKIWuAk2yq+dAhA0RMTra47joPxyyP9DSfGH+0xtid9VEW7LMUo5MUowpZY3DMdSTVOI7cvh0FpZVTyc2PoKGIYhWRkotoFWCZCNYM7IOXtmgH2PSMk5Nm5dzBF8t/Tj9UnkzDI8Hv6JAcFgO4MojFTozZgdb92z5Zg3c1vtE33vr+jtE25ck0px6TB7m/mSaKweafvJat3v6z8JVMb3xjY8k6/7cf9YyBesdKXfYGtzdHOZ6a4W5gbi5NIZPB8vM4MgBmEFRxu/qXs6Q5EI5SPecgszlkdnhjVbNDn/KePHr+rDwlU3L03LQM3bf+ze1TyMZ69lmN/N1GxKU2m0PmBpH5UWTuju0ouNxXn0lOg2igDvMBrAArgS0jXba7cUrbNdhJ6d4+xXuoAUPXSgQ9LXBrkLavzTWIACcuCfaQQZE+8PXVix29kdNYsoOXf1DoBuVfWx5gwyMAJ6/qmK/cfIXvk8y1J9i67f3y/T/GfwBIBKUIA+AMkQAAAABJRU5ErkJggg==) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur56281 2s linear infinite forwards;
}
