@keyframes rwdcur49953 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRoge2YfUjcdRzHX965ebtfapyelw87b3aWWHk2fGDufG4ko5Yt2XJbrS1iY6wCiSgSoixi9AhSf1Rm6xFqYCMWBW3aVkEJBY1YaWNDppaNyeZu0zv10x+/Lh/uTs/zdz+3uBd8OQ6+n8/3/fk+fT6/L8T4f+BEUVpxFZwkK+NzoF6vgeM08LETxdzG1i1QUgR/DUFbOxjje+jtdQGjGowRNVaTlCj88J0g3ql26bxQXSnYrPvD8JEK1AAbAGd05c7G4eik+cmZ4v3tjxOCKUGApBDWFmA/RoMAQrxR/U1P7wWK9Angpnzh8FfBAxCv4MgWoCSoeEf2MDmrhE8+EkbOCV6P8OP3wvo6wbxCAHf0AygtFj47EFz85JiQYhEgP8BOoZ1VDmGwL9BuYlTY2iiszBJgeXQDSE5+lY31wQM4dFDIzBAgfpbVtcQbhY/fD71yfw/4V2FbdAMACxnpwlNPCKMjUwKOdQqpKaEEuAFheCh0AOIVKtwCvDyfgNmzs1DOMTCYyxdf/s7b7xhwFajXaF8feH27gA+C2JiJA0ymuT2bzWpfHSlCnfE6Qt88AHZAOHok9OyPXRRsaQLsXYygfKzWFuz2VqBiMY4CsFl/pqZK8F0KHsArL/rPQGpkA+TkNFPoEt5oFdrfEmqrhULXYQ1DKCApUdhYL/SfnhI+OiK8tE+IQ4BHInWej6tAzabTr8R77hYUZYuGQZTgvF5IWC6UFquTlJoiKOZFiQeLpZnW1wKX9dsuodzdq5l8FQPQALwAtAK7WeC2CbyFTKZkTAmBPU0mWLbMEonKOZgEDvzbNKOMynI1I05fgUf3Cjbb41oONAdZQAvQjX2loCi/Aq8DN4dnXnDLITbcIXR9rdYnD+8Ryt0+1CWPNvezwqQeZHeZWlasq/UXhgI8H54ORWlgbdlxqqsGsVmbwjNaNPcCQlWFcPK3mTvg7KCw8wF/EPt00LJgLChmdda9ntBJbvdD/iCCVblLShMgHP9p7hrp4rCQlCjAh0steDYd5N04t3h/a9ws2O0ToM++Dg9FcZCVGV7fzAz4c9AAV1IAHs9pzvSH17d/AK5Ln4yuoIVz1Z+Bq/4WAn8eqCwPngd2bF9AHshx1NG4eYJNDUKhqynKwqez7b9MvHZNsEzcwrxnV1FK2H6fcPmCMH5ZeO4ZYfWtj+kg3k8G/loo2x5BLXT7um841TPzqWNTg0RPb+QEX4rRsbN4PFP/x8fBaNRJkjY4uetO4cQvwplTwoM7hFynbi/OWuGkpuog6+u6sVp1eOaLESNy2t7soONTIYLabLFPi9pw/sIxjMZrUD/yl4i8vEL27Ormtlq9Pvw1xcCzT6sJ7+gRobioQb+BtcGExQIGA9yQC2lppRr5nRet0qsPiyWJnp41dHYN8e579YBPI98xYsSIcQXzDyC4vpf0x7PLAAAAAElFTkSuQmCC) 23 23, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEElEQVRoge2Ya2xTZRiAn7VbV1ekpWweiqWt2xLBC0pL2OaEVUMQJk68sWQhEojJWCDG8EdD4g+jkR/+MoJOVIhRw3BGTMYyJIAbyWIGg2GcTJjXoRgRnWDGtu7y+uMwutJ23VkvZyR9kpP05Jzv/Z6357u8+SBNmjRp9MSY0GgHG7cyONjFma6BhMadAENCo3V2HuXiX1cSGvOmIC8vB7fbpbfGVDGz403h6CHhqSeqtDaONoSKgT04HL/idvUC+4GKCd6fOnl5NgrywecFu/3ueMOZgPcAIf8OYcN6ofo5wecVQLBavgZy4+0kjEfL17Bh/StAZryh3iUrU6jdKYwMCBIIXl82CrmzBbv120R0lAyWAMI7O0LFx1+tLYIhQ4BNestG4gM8bmG4P3oCEhDWVAgOx3m9ZccITkpF8VO2DIwx9jZ/GfT+40yy16QJJmA05pA5iaGdlQXDw6FtdSQoceHCMU60g8jELY6fAKdzABhNrpp2VgLCgS+ij/8fuoRbzAJs01s2MhbLV9hnCS1HwuW7zwgL5gsu1yAwU2/VMTJuuLdhtR7hymUv5avUCZudDe0n4dN6uE0J0NNzH/C9HrKTxQBsRMnrxpIjmLIEl+s/4CVS+88b8HlfoKZ6hIf8O4GcFPadAO5aUMVHe4TRQaHjuLC6vF5vJW2sqzrP0NXgHNy8KeLyOC3W8oic6niRun3qsn76NPzS8/lUwpiBGQlWmywGFvuep6Z6BH/ZW2icA2tZeK+QgVpGu+YJsJVpWoWGYrG8wa0zhNdfFTo71PX//VphnlNwOFqZ5kn4yTYJba3hG9lvP6tJqF9imuJytrGlJnopsXuXcPvcGMWSnnjcwmd10RP46aw6J8Cmt+oYocuoyQRDQ9HfDgSu/0qakUZCE+j99wANjdHfbmiE+XcCXE2qVRzcQ6ZRqN8bPnxOtQk2qwDrktIv+FFPRTRxYzUK8CyZxg+pXAsVq8FshuYWqN0FBuPb9PVtjtd2HDb8y3opLITc2XDoMJw9V0Zf37F4Ay9EUZooyFdXHY/nG2BFAoRDWf7wnzQfDn7lS38I3kWCWgGklAcpKfqbOYoqoCjbib3hGSgtCR+qL28TYHkKnK9hsWy8vvxe/F0tfZ9+UvB5e4lVLBYvUcvl8QmoVac3Je6AnTmKcO67UInRQWHVI4LFsmXC1j7vXra/FkyirVUoLRFSWCWX8/hjkTe9hv1CcVHsA7DFvn2UFAlLS4WVK/rRePYab2Fmw2qN/MRqhWxT7AOw9pOVQOU1l2GtAvF+qnaaW6C/P/xJ00Ho/nG3hlia5RNDYUETlc8Ily8Fh0/dx8Jch5CMo/gkYMbt+oRZNqFsqVBYICy6X1B315uKmcADgEdnjzRptPA/efsJ7ywuU/YAAAAASUVORK5CYII=) 23 23, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur49953 1.8666666666667s linear infinite forwards;
}
