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10%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH00lEQVRYha2X328cVxXHP+fOndnZjb1eb113k4ZQWhSSKkI1Ek1FkRC0fkG8ISEhFXgoQiCE+idU4k8ACQnEA0UV8MKvZ1cURIvaititmjpp2jhuYjuRs5jxZnd2dvbOPTzMrLNxQosqjrRazb13zvnec7/ne+7I0i8ufD9s1s561Xx0c3AlbNjM3RptpBf658eNejfCp3F80ne7F/31Xz7B/9tsNB8/KYF5IpwNG/F99T3vdU+gT2hfHW73N1x3uDNM397qfKHTP/1sNwrqJkNNH7CAB9zKUiv/2AAIhGA2bITtxiLooo4KZ4y4mUfanVpndtMN8p2iN9oOQiXd7vWiubhn4mgL9HwQBt7UjF9eS6KVpVb/YwHoX0neap5eOKXKYq3dsKgaPy6iKAw+azN3SgpN1Wvind81obF43xv9q786vLrfmv3MQuw9b0bNaO/pc71YjHeVXweSgU7iuJWl1r0B2HqQBqFxxSDP5P5GAzHGOE80WzMciaz3GmtetAXzsAhmPBjtBLPatIszbVVao27/xPDaeDOaq2+ZI+HV+uKR1IS2DWqAfgkGlteSDMhXllr+DgDp+/vr0fyRdTsfHyvyohFEAYgghcWEFhk7o8GYqF2ntgD7F/WYCq34Pk4Uo6IbtuqLRRxtFc69pf3xm/pA0EJMDNpD/TqwCzSAFkg2AQKkK0strO8VV8e94Qe2Veu6Xn4sWKgbPERzFgnAO4tLA/L9nFHikNAQzddj17BWeqOmH7rjwHGf+Zn60eaTxggYSfDaRYwFfQNVW+5XYyADIsAAfdt+qtMLwrBmDH1y5zT3Rp03jaNQjCHdhsZxwY8jBptjEEAhCALMbEwRFU68NgnMY6K6q6pdgccRiVE9CbIOmlUZN4gYVD1gl9eSyLZOPZD1N/du+pHvaqGZ5i4CoX8N7Ax4hVvvDZDYeowYVFCvXlVzQYwEJhMLQRieUO9jFAPSBvVAiuoCsHVw6GXwAwqYlaVW3+1nr433h++Pb+UbRe6h8OT/HjC8OaJIhwSNI2heAHhbrxNEdYuaVJWeIL3A2oWwWUdEkEAWgRxlFfRl0N5UwLv0IgAwR7/ZKwaj2bBVO2ob9lO2GYdiTZlrhbARUgzHoqrjaC4KTCgUQyda6LYIgoj6USFRuzFfjFwOdFH/E5QLILcoBcsj0meqNoGRATj9vTP2vqX7F8J6SDHyPXWFxwggnkIJYqgtNBAJTNYdZAQQd+qNsFE/I4FkqG6o+PU8SctdCgkiJxAog0tcnX2zqgioFLRiJ8ejVr3vRkUm6pNi5BYDkQqr4guwsxDOxdbWsb4AY0EkYLjDDVQviUoL1RugD4PuotoHjlU6sINqXDE/qvQgoRoA2LMzNYcrdt1wvINTh1Mo1EgQYusc/CIBN4DhDmTXU0TYxMg1VLdQ7aN6EdWNKnAb9CGEHEgQSYAEcMtriYWyoQAkQc2+dOu9vST+RKvt5zUzENl6A/Ue70GLEm6vC9n1wRaeS4j0EJOKLxIEB/IQ0EW4jOKACJGo2n16uAIAZ28/aNZ4cKan3icuHXVNZBpOB4gxFtegf8UjgcENBv9A9YYIF1F/BUwf8KgmCE1gFyVBNa44kIH4O7l3J4oDi482s3Srd7NIx1u+HnYkMF4Ll6c3hrEokfriPKpbBLKB6gcIXbTIELmKSI7XDeDE5JxRMuDGlBBNm5sG4AAbzcVZtnPrhh+5rSJzJ209bPtCE4p8F2tiVV6RwHTKV7SDV4/IP1GNUTzoTrXjGcrSi/YvnU+uv/Tnx7LubkdEfG1hcfehbzy7+venT94BIAWaQBq24l03Kt4XI2eCOO6QjZr5/vBFN9JX41atKTWZEXwpyUKGqkHwKO3Kzx7oLsCbP37ui8nb574Vzs1n4dz8Nt6TvLN69toLP/0y8FvgogVYWWr55bWkh4i3s7UWZnzZWLPhBmnknb8qwnZYD7wY2YViBiS5TShpo+whuFKGmaFUvL2bf3yhA7w8hr/WTn+uM7qwugv0gK8B3wGeP+BA1ad7j794eTVciLqqHlWeMoFgGuGDqGwYSxfkUYQFVHJEQHWnPBFNKud39Hvg88CXRhdWJ13w58AfgLPAKXtoMW8884h/+tx+Xww9DrRbmqAziACsgrYrmXYlf3Sydjp4VB3JB8CfgB3gu8AZ4FI13zccsuW1xIjRqFyk74L2wV+mZDOVwq0jcr4cY3INSw/7euL3r/8G+FkVvAM8Ur3zaUoR3LkrA0B1adC0TJVECBYlQjGI7KGag1oQV7ZdSUHdYUevff3sJCMd4DngXWAT+AHwNyC7FwBTpbIPNKpU25L2ZKhmCHlZdrgSsB4+d7iz9X4beA/4C/Aj4Fy5uUNCVNnEmaMklaXscBFKDDRRdeU6dYi46nnaHLePpAl8AvgV8AzwNvC7ycJ7AcgpCTLtrI/SKcenrlcQoZpRNpgDUVtZak0DmvDsK8CDwCvTwe4CsLLUctXNNT4YLHt5Vt71D5z6CmwK2JWl1r3klgrcu8CTUxu6C91hEBklB8ordJniHuiknfaq/0ma75XJibWBTwLvANeAr05P/tcXqzROPioibt9k7trFR9hiFefXlI3qhxxU2ocjn7aPCvhh85vANvB8Fe/1SXCoaut/seW1JGaaF7fNryy1evcYn7YIeJSSM+vTE/8Bh4oA/bOve4YAAAAASUVORK5CYII=) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIDklEQVRYhaWXT4wcRxXGf6+6uqd3dnZ2Ml7bm2QDqyg4xoocOaAo4ByQ0V4CSCCBFCEEAi5EUTggcYVLbpzhwIEDXBAoAnGIEy1SEikocUSYKMFOstnY6/V6M16PJ+3x/Onpqa7HoXs349hLIuVJre7pqn7v1fe+91WNHHv6P4+bGftgUAut66VXsm665Tqj7UDCrUl1prN06nAWL9brGJ+ZQJiy4eqJRsZnNGuq4YOVA/Fj9o5KVRZnd/KJb/ux2/HDbGd8bXTBDdLIDSJrKnbb5/5lWxMHFqC60krc6omG/0wJzC7Xl+xcuBAeqB4S5V7N8iwf5z1y36kua2KMZHnqOmKlMdruHZp0xq+Fi7XuzKHqUFRiYDjtcKWVWKAKGD4FSlbwQ0ESURbDhaph4iPv8oV86BY0yzNRMpkz3oQSRQfnIu/54mCje3awfnU7PljrnDx9uVdpxENTifoiuQXqwC4qzZVW0lk90ejtm8D42uisicMj+cgtRxATGhMEQlCxaK6Rz/LIZznqxYf1+GETmCU7V3nAZ/mOTvJOdm1wZfLhoB3OxVths9q3MzYToQ/srnxhpZX09yuVTV678oY8Gt5fjcOjeeriIAxAFYyAEWNCi2Bg4g2RWIJoOQrNoh+7oRtM2uryHZSOVz3vR5OLudHzNo5qoNuAK+NUgf5tE5g/1kwq82EUhCbzgwnBfFAA6D1iAwhAxwqiIIKdjUxQDWM/zqNwzjfweiQfjntZL22aODwqyOvADiILqL5ZJrEvD+yBk/ccV68PY6Sqzjt1PlLnEQEJAvBa0CkIEAEUj8eLGCQU7yd5KmGQBXFUAwFjDmKki2oMHALO70fElVZirImCJZ95AI/g1OVWrDGIQXOPTjzVwzMM2yMUPKqA2NmlKulOjp8MEoW2rUYElaCGyCLKhXLVKdC+TeC9TrHAJkbaeN/QXE2e+djGIWJAncIkp9KEqDlDegVDAPWF3eIG5KOgRq5OrFgJDIgsIZKQT9aAtY+Tb6WVGKC2VwJU/63OZ5PB+DsmtMdFJzVmoxgAA1Gzhs9BAogWKEoDhMDQgXpdF2sSCcySCB7o4PN+Cf1NGlFafBMHgPWgYvrXzlxx4cJcv7JYa9qmXzTGGia5V8XUgmLF3SswfxdMKHiqDoJKdFzz/Ajq14FNVE9TkLAJ3K7/zccTiIFhYMONSS+9VDk408kH2aIR0MybSTbwH7xbMSayRA3Iyw8ViJogJmLSI85HoyXQ86AxXmNgcaV1fQd0CJh9dWA3o3Cx1s02um2gr+M804qPEAHvfT7OXKVpo9k7CiS8hzyFdAfsbFEWDF1y30c1LX3XgfuAzbL2UMi2A6ISxI/gqN873yNz2/kg20Q1U6cG51HEg09RyByMExh3wDsILGSJ4oaDDbxP0BJyoUZBNAtSLSJIBNwFNMqxOmANUyIR1aPt0QeDs6Od4fl87JwqXp1PNNdeenXM9XfSbNR2TPqgGbgUfDoagoDXdUSGoF2UGJF+mUwEEoPWygXHBTckA2K7eqKRlX0ZhYtz3ezC9bZmro3Xo+o9Ps+HeNnRfLxhrMSqPtZ8Eo8GmqE6pJBYWxBDryFiUM1Q9UBU6MZNzDfF/KJUFmD1RGO40kpc/d6mS7dudIIoGI67o3ZYj6ydCWNVH6nqOiZ4VCAl99tlgD6BrON5AOiAJiiGQgHriJzrb7xX775xZjm92j6EiI8PLnbuPPXNV8NavQRoylZaie2/333EzEbfU6/Hg0pYC6qhN4Fpm0pwNKjMHPGTySaav4ayhMgbRTPKMuq3gB2QMer7iHD5+b+Z9kvPfsmE4dBWa5cAxt2r92RJNzn0lVPP3Pejp9aCqeAxUPWACYJ5E5hAhL6JrBfYNKE5pnkuoO+gvoXqBeC/BaTqgQ+BaqlUCaqj7dW/3xXV599e/u5PXggqlZ0DD331zTu/9thz199+czY511pZ+PLJV4IyuAFmAYwNRpq7RIzJ7Ew4j+oa6LoEwQ0Rk6J6EWUb6COyAcyXkKcFH7RTVFrOXT79zOH0avv+a6//65HB1oUjV148/VA+Hr3/hZ/+4pXt55/5uuvf2LYlALt3TGi8rcWbJsi3FVnHB1UCk4nIJt4vISwh0kNYR4lR7SG8BdIAMpQM6KG6ORncOOaz8Xt3nvrGc/d86/tbZ37++A97a2eP5sPBuhv07dVXX2zLFPw3aTRgELMMNFCqCA4lQkgpBCVDZIj6z5Wt7FCa5XMb4bzPMm+iCIC13/+mfvF3Tz8BFFINTwK/3F35rTIpAqoGaBaB1CESg1aBBMUVpacDYgtlwJRXF8WbMARVtp7966HNP/32x8C7wAbwBPASkO51wUorqXPzRlEFaiBLCL5sryEifVQbRb3JitVojb2TsPjyOLZnL3z74Z+5i2s7wD+Bp4DXgb8A3k7N65dOdt9FgEPYLHu+sEJYTKF6eFQdkJQXJRKu9ONav3oydhfX7gb+APwAeAv48667vQTK3apfdsTeJoXqx5EBEQ/UUd2V8Wy3TFNngN2xci/gFHA38PK0q2kEphPJVlpJVo6nU04AqZZkTMqx3UTNPuf/hKL2J8vfbnrQ3DL9I0un7gXcIgaIQPuo9sr3/fJyK60kuo2fJvB54CxwCXjsUyWweqLh9gIXSSQofdA2RRu523x2C6IUImWBPwL/AA4z1fK3+2A6iYyiHOU8TblVLz7JNoDLwK/LeGf4CN2bN6NPspKg9f8zZb8/oxFwjIKY56YH/ge6cCsGV6/11gAAAABJRU5ErkJggg==) 0 0, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHjElEQVRYhbWXQWwcZxXHf++bb2Zn12tnHTl2SEOatkEtFVXrCxVtiiqBK+DCpVScAAnErahXDohLxY0johd6QIIiKqDiUAGmIGihbdrGaVqlaWiTKGwWZ+NsN5v1eHbnm/c4zMZx7IRewpNGmtlZzf/3vfef976Re58++nVX9/dHzdiHQX5h3MvbYW2jE0ncLhr1tQTN9n7xbpK9OuMiAegvL7aUWxTe1f398a7al5I9aVMWGt0wKjthOG4XvY3z0svbUpTdcvyRL7OpnIbPXcRwaaV/8lZB+KgZ+2RP2kxvmzmA2UG/XuS6K+3ZQrOjpfZQ6xMR8u6VdrKrlkaNZFyO9XefeurIUZcn+v4zD9wUZGmlD+Anl2F5sbUTANPLUc0PBXG1vU0P0iizcaNcH+8vsyK3wgbOkYl3uNilAqEcl4emDtWeGx4fHLv9qSNrM/vq2dzhg/h6uSm0tNJPgXQbULa82BpfB5A042BB1zQvxhbUiYiLap4ojrBdaapBU1svECdOxGGhzP1Uenj63oV5i/xyORx1tMg7g3fOdWq3Tffq81PDpZW+Au4GSWksrfR1ebEVNgHEsaZj7epYBzoKqYsjBAFVpBa5KIkg9eiVgJ+qUwzWUy3GLQ16KN3bbOoo7ZR52S7Hxduj7sa7puXZqf2zXoQMGN8IAhhsAsTTtW6xXnStTNbK9TDv99awUQnOIa5ahJWKeAjrG0gkxLNpIvVoTvp5q+jn+83sgJXSkFicDouhoANwLSCbHFt9cl1mvJZ6RAu9x4KulRtFboWmJM6JCaiBAAb4CPEoqqiZOh9pbVfDxY1aMvooc9KqH4ynknlXi+5Dol8AKUIfQ8HWtq56a7jm7bMaT8W5QG6lDstRAWPFihJEsFGJFYqNQnUECwQLUppDJBcneZT4blSLMiv1NMbQTD2glTiAzAHJRPO6sjjgoXRheo+v+9SJZJoFrDRsVKIbBThRQFGhvtBwBEssWA5OXeRbvl7fGyXRGDgmsTuD8Ab4G9W/MSlFth3Au5ofIQwQchtrsEJBwQqrYEDjZp1kFmbva+Braau+p5GKc7g4xqfJvKvF5wl2VLwL4uwAzilIMll5mAgPtvcCD+C8WxMnQzMyLcqhYS3xzmFg5pQQiOYmVgBm747wQLY7ZnAyO41IL0q9Sj0+IJG0gIBqCzh5bcXSW17ctdMDVVqs53y0aiF0rdS+5gVgiKAUBaam5QbYqIKoAXUgTcA3GneKs6bzUZBIWphVxhMAdoNNTGjJDvXJgo5jNqdBV/OL65eT3VMtzcM+m6olQDA1MCFugMUwNcnpCIgAPw1l5rpgd2DcCbyNWRcnbcw6wLmJVrK9/lczcBo4HjfjY/03Vl/Ju+vHw3rRD3mhVpQBYwymxTqkvnLWmCoTIyYncBCRMbAGchdCUv1una1iSyv9Hd3RT6ZaBnDouy+dzS+sf+inklUZjFpuuuYFghlro0tXhpdt+h4E0jkwB+OLMO5lAchR3Q12BgCz02AnqMy3GTeaoH7rRe6iNelm55K5+ul4JrlToGFKjqEGa8UgzzDrF31aOJRST4N1EJdizCCimA3B2lzf/QDy7eI7ANrPPDq44zt/bVNaF8hqs9MzYSPsDlfWO0DPQnEEcSo+2o+WJ3DSQ9mHWR9hN2YZZv8EUbAm4K98eLLZfvH5ufazP25OZDrAsauA1wEA+CRul3l4y9f8Y+PBhkoUOfFRg9LUSvu7eEuAPuBQPQgMMctx7g1Mj0+eOQCykz/50eFLx15bEpGs/sDnzmwce3UMPAJ8FXgOOBltB5h/4nuhudCcQSwXAUxzSnvThBOCvCrORFSngX0T4S5ml6qaSx+RFLgISPvF5x9JWrOn9n/la79Jds1ednOfeHXjX+/+AWgBXwZe3pGBfYc/ScjHHc3LZR2HM+LkLold05m7IJGBuDnMErAPwHLM3sfsHJAjTlH1YCmAn2om+aXug2eff/ZhLYpsdPE/Dvgp8FvgQeCeHQBRGnlXq2fSYtVMEVzPEMSZIigwrNLOoBo2OgTLQcCsudVsLqnltdm58wcf/9af5z77+VMvf+OxJ8pzH3wGOEXVF4Y7AIAq9SK5SJRjBKn6RQ4MUB0gXMJYpZp4awAYDqxfHVV8+skfvCBRVeXuP17aP15t3wGcAA5RPbOzozEsL7byibF0Itqn2t2sVq8Yb4L8CawLdhTsFJWzj1dluTYFxTkwo3fs9bnTv3zm23qh/R5wFvgm8Dcgv1EGWF5sdZdW+hlmAZEeRg4oSAALmIHIKczCRDCf9PrGpEQNrs1/zvz6Z18tN9bfA/4CPAm8ReWDG24cr0IMgQ5mPbCsqrNd62yV+GB5sZVPRuzVlV/1SR8YXFp5LWTts3NRfeoF4HHgHeBXk//dHGACEbhJBwOyrbN9cj7ccl+BUOYZ4wudcOWVPz4K3EY1ojfjfwJMHlyZrwKZpJv+1q31NuA+bO6Is/mHvtDWC/9+D3iYa5uTzZCPA7gFsRv4PvAhMDOBePrqzY/NwC2Iear2/HPg98ACW76YbvgW3OI4C5wHfjjRe52b++r/FgnwAHDv9hv/BVM0CrLKm2uWAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur207649 2s linear infinite forwards;
}
