@keyframes rwdcur183673 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhc2VsW7UQBCGPzs8A4iGBiWkn3sLlJoyVLPvQJGGOvTeDhGe4BSlpyXTE0XU8ROks5di1ufzneEQcmx+ybrzrK3/m9nZMUBiQZWwZmGIOsE6LQVR+s8JC1aiTu8/tQnulqpEnbhqExfLQPgWvMJ3gWPm3g4HeJEhLuaHcIDjDHEyP0Q5uOu24t3P2SBKgA+Pj30VAN68ng2i3It0VZgPok60beKuTXxr80zg0DUxwMB87UBX7VzzoB6aA+eXTeJHk+BmDoh6YO56SDRN4kvz5ACFfw2/A2fF9sL5ZZM+vwW+Ah+P8rOHlVQSQLQ+piIUMY6+X3jmZyOLD4nmOdwDp4cBkkhC/H9nLuIB6cxGIMpxc4CXBUf3cHr9J99e0tkIYKgIiEPYNsWO/qqsh5RUU+cdo6Hau4VcDsO41YoihIHn/iD6Fwm5Ap49wCpGQKhU0d9kPx2AARb9choqUUIMG75bUWKMTwRA3/KbVjDro6JgtvvSlAB9jd3HzRVhlauASg+3pWdT2FvObmyrNzFRLK721iepgOQjZ3S57yCIN6eMIE4CYGYMfQWttLMnhNyMOTY5wMqs8OzdMsQIZmi1dQTHe3CaHuhkezcGWlGZH79iFcZG8TQKZgX0TRcs9vMBRmcATDSKd6XiX0TDUGQD91/qF6lp8ngHc5k1AAAAAElFTkSuQmCC) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeElEQVRYhcWVMU7DMBSGv6ScAcTCglqy+xzMjDCVOyDRG8DerPQGFWJn905VMTcn6BY/BqdJ3SRugMb5JSty2vT/8r/nVwBhQMWwZGCITGApQ0HE9jJhwCQyeXg1AquhksiEhRFmw0DYElxhq8CY0OWwABcFxCw8hAUYFxCT8BCxs9uV4u47GEQM8LTdVikA3FwHg4hrd3YphIPIBGOElRE+TTETOLZODOCYLy3QwoSaB5lrDty/5MJXLvARAiJzzK02Qp4Lb3kYANfcqkzh+fcQopSUa6q8z0bW/Daqf7QR8nNYA8mo+G4H86kSUIAu7iiiNG19Nm42B7iMGK0hee/i2yBVLJD5vDWFM/+PJJ3e2suwf21QfRD9VxpQqqpCqqtqNOhIAn9Umrpt4FE/AIfRq/YanB5AgdbuXnmi6KcHavuQCTQwKB0yAdgfAdW+RT30QNUE5XuHPIap1l1OX6mTl+BR6wiKk7eL3tMD/cyBA0/fn9Hg+gHm1sEF67g8EQAAAABJRU5ErkJggg==) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABl0lEQVRYhc2VvVLCQBSFvwTewbGxcUD79S0cbS0ssMIHsLOgscaedIz4BBT2ts7twRlrMz4AXXItdsFENhNw8uOZyQLLJuebc+9uAJQWFcKcliFihbm2BRHajz4tJhHrzWOqsGwriViZpcqoHQhbgiNsFejRdDkswIGDGDUPYQF6DqLfPESY+7UuxdVHYxAhwP1q9ZMCwMlxYxDh1sw6heYgYiVNlWWqvKbuTKDsqhggZz63QLO0qfMgzpsDg3GiLBKFlyYg4py51aeSJMpTUjtAYN+Gb8BFkP1jME50eg48Aw8dt3Y36dBsQQeReO8PfeYA07svuwGud7V15iZrbtxVrK7P3OowoLNQeN+PIGsuUubvOQdyOg3gMmCP+CVrmPmuk4m3l7q7PnhXGQABjCCSmR/615ck8HetzTch3EbedZUnYF0NNobNBILkp+oDcObOTNzo8a4LQDJjuarvAYHSvZdRPT3g2f9SEEltTShFjr9UfQkKzCfGX5bKE1ibm81g4w+iqOhlVK3ORAIxthdFimv/b/QNsprAipKnVsYAAAAASUVORK5CYII=) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVRYhc2VsW7UQBCGPzs8A4iGBiVcP/cWKDVlqNbvQJGGOvTeDiU8wQnR0+LpiSLq+AnS2UOx6zvvnXN3Qj6bkVZr73r9f/vPeA1gzBg5rJgZojZY2VwQeegumNGJ2j5+aQ3u53KiNu5a43oeiJCCN4QscM7U6QgAryLE9fQQAeA8QlxMD5End10qPvyZDCIH+PT0tHEB4N3bySDynZHOhekgaqNtjfvW+NnGM4FDbWSARHwVgO7aqc6DOhUHrm4a43dj8GMKiDoRD/FoNI1x25wcIAt/w1/AZdafuLpp7Ot74Bvw+Sw+ezjMiaHh2gMiggCZ94Prs7Dzy4HJR6N5CQ/A4jgAcxLdEgpVSuc2QkUxuD4fFgd4nXH2AIvvh3SjuDNEWLfOBpEwX5WDqXyx/7WLo2xfCwUtfOEpXRkgVPFecWU5uOwAwHFhVfVMoQYiVzq8L7Cqsmy5TDa1exL+S6gmTXtT3vv4zPDSURwIVm8N9coAFBdr4TQAXjsM1jLxRjqaYf2RACTpkB6JlC5ciwsp2opxaiCqacyExjEtfJjzHi2WgyvHcWCr8HYKQhVJi2Idx3/ne6IUrJ8HH62uXLkpRoFsuXsajpKCQsk661WJu42hW/0pAAC8arI7AYruDGDvv2C8SCG6wtRnxf+L+AvjUfTc6rBrHgAAAABJRU5ErkJggg==) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhcWVMU7DQBBFX0zOAKKhQQT6zTWoKaHa3AEJbgC9t4UbpKCn9vQJiBqfgM4eirVD7GyIQJv1lyyP1xn9p/neDYAyoDKYMzBEqTDXoSAyf5sw4CRKvXmsFZZDTaJUnmvlfhgIH8EJPgXOSB2HBzhqIO7TQ3iAswZikh4i6zy1UVx9JIPIAG6/vn6mAHB+mgwi21hpp5AOolTqWlnWymvdnAnsuiIDdMznHui5TnUelF1z4PqhUhaVwksKiLJj7vWpVJXyVKUB6Jp7raZw9zcINUY7l7W/9o68+eVo89WnUh3CO3Bx0Px2h7m1CgIYAByCNdYbzWbB/nHYHOB4xMFC4W2X748MIAaM8bUTX6eQFoWqFtqVXyusVS3yYBSbB9F/ZQzt6AHcdLr2UhAnwbZxNABpDWQNqCltjji3Z4COgaw4ZDbD2HxrW7wIRFi5tlHIWk04gojfQOvRN/I7wRDeDfEiaCA8Qw9iS/5RAdY9pV85B9YG+3aebn9RbszGXre5XbGETsOoEfTTNyaw2FO8jxBwIlsn+st/wf4kAoIwdS5q1FH1Dfz5+YQFK4nsAAAAAElFTkSuQmCC) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhcWUPU7DQBCFvzicAURDgwj0cw5qSqhyCCS4AfSkJTdIQU/N9AmIOj5BOnsodp3sxgkJP7t+kmV57eR9+2ZnAIwOVcCEjiFKg4l1BVG424AOkyjt5rE2mHWVRGmMa+O+GwhXghNcFTgjdzkcwJGHuM8P4QDOPMQgP0QRPTWluPrMBlEA3C4WqxQAzk+zQRStlSaFfBClUdfGrDZeaz8T2HX9M0BkPnFA4zrXPChjc+D6oTKmlcFLDogyMneaG1VlPFd5AGJzp2UKdz+HsKGYiZgNm2u49fc9Z37Za7+aG9UhfAAXff/tfuYggLoFDcxUW/9xsNkc4LhHf2rwvo/vUgrI0lVANH7ZBvhOF3vtOpRENLrJM1J7EP1Z4naqzYa1eeRNpHUWdiTwG2kcg0qcypoSJMCq1u5AhKG0lCCBNQ7vKhIupgRYGgjKaLW85TQmTECRoCHD9bQAPmr1XSDBCQxLkg6gMRE/DwPD0eZJmEB+Eu8aQpCgDbXpt7Xm3zYLfjxq99GTiMW7V0aaxuvP+gL6gdVjhb97mAAAAABJRU5ErkJggg==) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhcWVMXLUQBBF34o7QEZC2ZCPrwEpoYlGd6AK3wDyUYpvsIFzYndumyK2TuBMaoKeWWlWUMK1w6irdrVqjfRf/x71AigbRgN7NoboFfa6FURjh3M2dKLXT99GhfutnOiV61G52gbCWvAa6wJn1G6HAbyKEFf1IQzgLEKc14dosrPUio+/qkE0AJ+fniYXAN6+qQbRLDLJhXoQvTKOyv2o/BjjTGDtUxggE98b0PVYax70uThw+XVQ7gaFmxoQfSZu8agMg/J9qAOQi1scXPjyPAj1XtV71RBUb4Oqqqp3f71/Z+Lvd8tLj8rwEn4C717EteviIICbkiEAAm1ngl2XPWfloXcKD8CH1bWpSpGYcOASiPcgIGIQFzOI1ar+JRYW+4C0bYRINA4RsYRMEMtBdErIMrXrxIoUMZijNQUBrMrDWfA44NY7nas6l+2Qwg4kgK4FQHDTPoghkptQDiD563xUApeAJH2JOTBzqhxAKiu9BnHHL64fOVIIIPZfhHwOHO24mROFAcTEQyCrsJPjVbYHZukiAPaqCVy0NnScm0DkD+/m/N4SACnUzQbSoSWRI+YEoU2zoTQAQHBOZ/XTxd8SeTqR5/wXnAhy6ILQyv/TOil+AwGcCRFDmJm0AAAAAElFTkSuQmCC) 0 0, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur183673 4s linear infinite forwards;
}
