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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhe3Wv24cVRQG8N+982fXaycxZhXiJCAhgaBAIBCiQbQUSOEVKCipaWhWLqjhLXgAhIRSwAuAENCgKEKAgIXExM7GrPfPzFyKGSdWgh0TJESRI01z5875vvvdc74zwRGRtjbhIl5B2S2v40Xs4luap4nPk6aEDdKC8AlpQvgBNw6l3A2j8bW7cfKjCHTv8gPwenvyUcgzsihEUpPEfo6MfqQXuLkkhDfToqZJwlr/NXSgKU9bm2UYjRcnJdBghgp5iFG8hCpRJGESudIjoswoA6F9H55r+DqDl/BpmyMc4J2MQBiNm7S1OcEPOC8G6dNcKDJCIgbWA6uRsz2mFfNIQfoqScuF2Mu/aw+SZh2B6m6ceIwCOgWu4mpcX31XariAlch6jkQRmdXkob2KONdM5+LpwSX8hOkh8MXdAMcSCKNxgwl+w5VUNawl6sCjBedKepHJkt/n7DXUUYiB9u4nXaoFboTR+B6M+ylwQGKGG6mqWUkUyALDkh6KwBxNIiXyHGnYAW+H0Xg7jMb3yH8iAmlrM3b7roDVmnMNs4ZFzTyxU5Gwuc/5mqbRtWV0fKHfn8ChPdNsePrV5nLNhTm/L/h+2t7/RsYysZKkLxvxzOAd/EToI+885YEJHESOWXxk7a30WcEgsdO0CvQyHs34phRWe5e1pfoEnsI5d4zsgQhUHfiG1gmrsFJedjOyWXIqUmSsFAwyeBmv4xnSAKdx/igVTkLgIMlZ0kW8QBrayDhVMChaT6hTmy0PG3iWtN61n06BwT8m0BXgenf6SFi0ycJ5+4n9pn12K+Z1+9GpjH5Yw/MYot+l+9tivJ8C/Y7AgYX+SvpRU59TBK7P2V2yFtu2zENr1VXQqpaGHfk+pg9CILpTQDnWmlv7H3imZq9q2y3hZtXac46dJVXzBbbxeAc+eVAfmB3aN6yv7X4S30gscbY7aU5714F9nMGyell752PS1aNOf18CHetdrN3ee6Zis2KvbifgpGGWmFQsa1ZLzvbhWcKThMbfDKGTKkA7UCaYSYmy4ZcZj4U2barbIvyzm5BZpGoQ9ro2LN2ZCfce8gQEpK3N9ern6ztCEPKMPBcHPaHIpGUt9LJ2DsTAas60adUo8w/xfhiNt4/KfaxPH4qpJsnfw63Q2u7egj8KYa3mm37rAy9MmS8pkuZzYpl/fBz4iRWAxdsxxcGKtFgKZUFK0mJJSrL1UxSZeucWVU2W0TTyC8Osm6b/ngC3f1RLbWstwmg869aH3Xqpmxm4dvf/338Sx02+h/EwHsbD+F/GX1jddxkFDMP3AAAAAElFTkSuQmCC) 16 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2Wv29bVRTHP/e+H3lxbMcpIYlDVLWoZaCRVak7aoXYGBhg6NQBBpD4DxgsM8I/wMrAxMzIUCQGGFGBiLZICLUukJjaSe334957GO4zGMdOncz5Sm94571zz/ece+73XMUMSKepgUr5qoEqcAXkNVB30HIFpwD2QRpoCQk15NIDfgD1E/AzcA94ADxV7e7RrFjhLGMZdAwHpObR/l21nBDUEwhDwMJSuE4gUI/AOQjDC/TsTTkY3pTcoteqt8pE9ufEmUtgGrkYS/hBBnsh9B0YoKehUS4RhaAVrAeoJYt7+G/CT4H0tATcMYsIxSeGoGHR9RiWNWzH/ukb+D2FQkEuMLRgHcAe8Kdqd+dmpmcZVbvrgHzSFl3aqgHoty2sBCDAQQE9B5nyOTZTuJphD1OCzcYNoHJS8LkEShL5NAlEYMWCGF+BSgADA08yWLZQc7BRIHkx9mhIp1mZXnshAhMkjoAhMEQECg1FCLUIdpahFsBm7HsicdAowMnCMZ7bhGUJHUD+robfEggtFM7vtQCPMrho4NJo7DV2H5YJnJ3AJKKLmzX5Pj1UayH8kUNSJpcLHFhYMRQfCdHlZpPynDyvB05FAEhUZekzRuZ9tPZNaIHQwCtgPo6ILr+wotrd4aILqpM+SqcZAjF+Hx2wBbRAWig6vBjDXxns5rhvDHqt+ga+7PdUuztYhMDcBpFOMwGSiX8a+IppkJcQUvoGROO+tei16p2J/65Lp9mQTjM+E4Ey8+ntSbxNYlCa3CbUC6jn6DfBDUafA9dBWsDrQAvYlk6zemoCM4JPkFDG9Ufvsevg7wCyJbifoNcT0HwK6jZe/xsliY2ymqciMAs50LAHh1/qdyxULTjlT8JhDKsxrEdgXQskwffLFrAB7MyrxDwCx2cBxJLmXwe3Yq/5vRAiA1a87j+z0C/gWoHrDz8sfUz5aKA+qyfmETBT73XgLRUF8GPstf9x4OU4GMKqAZPDjWfwcooYB346PCj9x9PwmCyfNIzGTmU55THGQSuDXwV2M69xrzrICqgp+EVNHuw9/lPCcULH4j1PBwC2gR3bO/oOBKUUYh0qDlFRgGQGtRyhAo0djFAoVBIhhUWvVq7h7wNjHE3rw4lKqNpdpNNMKQdRcBtAfMmPAAzKKbiv4OqIoF7AkoWHGveVBS9iYxhmzIVFpHgAXJC8wH4RINaBsaDF34AAyYaouxoxBhFQwQAVhkDtSblGCgzKrf1/kgsQGKviOr4fUvwdLy1tg3Jsn+Mc5zjHOc6EfwBtzH7kvNnGMwAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
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}
