@keyframes rwdcur160188 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACv0lEQVRYhe2WW0iTYRjHf9+2bPOwllSWqOVqnqY2ddrBY0EnjaJuihAVooIs8EKR8KaoKOmiE2EHI5CQyKsgLyQyzCwDh3TywAhRyGVJalMsHb5daOl01ponpH7w3Tyn//PxPu/DC3OM3MU8Bb6rzqKPvc/Q0GKs3VXA0HQ29nsM8WaOnRGUvRJknxYY4s2zJw4ajCmC2t7RLyZZABpXislcyLFhGxxnGRy2j6LGx+8W4XECXWQNSMbJik02AxpiksoIXluKJPXQ3Vk7xjeA97IUWppXsVAJ966BpbWSz5biEb8SvbGXhB3RZOaC/2p/Gk2H6bOWA+3O/aMxuZzrFYKaHsG+bIEkGSbEKNwyiFj3CIVbxjhPKkk77Y/oZLFAF1HtSMrxEXguSiViPcjlsHErrAzeMyHGNlDCm5dbsA2U2DukELSh9iZtGKg8EhxJOT4CmdzKh5ZtSBLcvQQNdXuBfoexE/nO1+4jpB6ABW7DltIr8Lr2Jn3Wh07WACTJgDb0FLDE+aQRfPyuog0TZOYKEtMEeqMA1A5l/rq48xiAJKAJeAp8m0Etp1AD3nMhHMSa8C5kMoFcLtBFCCD6p3P8LVADymkUV7PUt5nEVA2PLVDZAWnp4KUxAcvtQyM3ZHGoQJCeIwjQpUxTA0eJ3SR4YbXfC9v3CyTZOQDFr1BdeCEHTwyv1U/tF2gzx05ZXuEWRVgMSONmXW+ERtNmWs1jGjC/zef2+Tv090JTfd6UxQFsA/U0mEAI+ybe1UHb+0pHKTMxA4KsPMGTDkFVpyCnUOClEUyYgZnD/hYERdrdgtlkzvbAfCUq3siurBt4aDznpoH8yz1UfxHszipyuUbuRe2fQiZ/lq8IUND5MY76Z8extFlcauB5RZdLefODwBB3CooeEBjiPpUyrjzLh1F5KFGq/FB5TOfm/M8/yA9AQN89XY4cGAAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtUlEQVRYhe2VTUgUYRjHfzuum5+47K6rq7mt36jlB+LXKmpqtEmm1SHtVohQeapAIZMOdYtComN46xIVQh0KVJSgsEvSqUiiD9QVF1c2zS49HSaz3VbZZkUp/MEwM8/7Pv/3P8888w7soBW9wUR5Qy96g2l7DHRd9vF4SujqWwxHRtGcubLsZX4WVr56wzEQDgbSslyAYZ3xFEpr72BKqtUm33B0L52XbqOtSgquduHepHC6R4izONefuB4Z+ecoqT5LarpDg4HdpOdBWia4OiAn75QGDRQcuVlaEgE4eGKKM1cEV7sAyZp1wsROOI2+w/+D3uCkrmWJ+iNCnKl5q5c3UFonPHonPPkgVDQKYFwd9O/QnoE2uq/WbLKBSoqdYEmGBDPUtUCEfkursGEFtga9wUntYd929YBmYoAstmEns2BNGQUEnU6IjhV0uosatTJY/3cdFIU9OW6qDgj3XwvPvMLAkJBoE9CdD1lFpyvEkSuUNwj2bMFm7w81tRlLsjDqFl58WTsGhtRKhPo6HLnC3Qk1d2xeKHIKUB5saqBgIfsqITrWP1paByvLAI7fokagnj8/qQysqZCRr97tioJDHWC0toZi4DPT70HEP+r+tHo1C4A1dZB44wIlNaPEGxewpg76acx8hG8ra5G3k+CdexnMQCAmEszChevCc59awpFZobJJSEwZVS1HdFNQJgxPq+PDM0JBmaBEdP9Ssdn7KXIKvbeEY51CcfUSf9GMDSSYhdwiYX+rYE4S7NluwAJAYdUSNx/698iNB0JhlS9Apxyj9RrQttHi+iCxERY9ZhY9Lt5M2oFXeNxPge9qBZQY9AFpkZGgKHEBOhN45yZCferQiYzqo6JRGPeoTz/uUff3yKi+zV8sOAppmWPY7ELTccFmF9Iyx9iGHTMHOPnz/O/yA3eg4twNoZihAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClklEQVRYhe2X30tTYRjHP/slllPGkElORo4pbGratrSMSZZRidRlgoqLsLpQmpRFBIGFlEFIdFFeCJF/QNhdaEkFKqR1YZnSSPBCEgqtDGc6ni4W2OaP9Lgmgl84F+d5z/N9Puec933ec2BLm1YOl5EbD1/jcBnXY6NWnDn9/ReBmXFmfgbWA7Dh0vw357z9bqovjrDDomFo4OVyl638Cupv2xQDWGw1lFXpsToaFHusSwkGPcer7+P0ODcGYLMochIaAR0wG2sQJ5m7BI1GUKsFW84kkBmLwmoglUTDAKUV8HwCusbBc8yAyTwCJEWx1val/VTqmxwtF/qmF47eH8KeYgHORaW0JeMAVfVCzVUhd5/37yE1FlsJWe4IKBU4XKDR7Y4KgN15h7PX4PQVsGU3hwOM+bt43x+eIAJDAxCcexsVgA9vLtB6Hdpugf/d5cjhVBINgq9ZePFF6J4QTl0STGYB9FEBCCmeFeZUxCrIjtkqiJSR6M78fyqyEc0QakLxQAmoyoAA8DmWUElkuYWiMsHbIFgdQkraPQU+yVjtjahUeWtLS0lrpdK30BO6J0IQsJZdLZn8g8LdDqG8Vki3+5a7cPH3gMl8hiMnF863JYCnFFAVrbq81V5HxXkoOAR1TbAzs2X1ALOBHj4NhcdGhwEZDotp47xk53eijfMu8hgdfkxvJwSDMNgH3yafrBoeVG5S0oTGNuFRj1DpExwuITQxQ3K4uimvFR48DT1ih+vZIpt0u4/iE4KzqAMwrAHgD0RGzityCgSTuZXwpakntzB878gtVNy0tEuHpZ+Pg55lc7S68IgubgWvlaXkv2CK4Lyf9hYY80N7C8zP+YEpJQBKpcWc3sTew18xpzeh8O63BPAbqmbLW6twX70AAAAASUVORK5CYII=) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 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,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) 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,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) 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;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur160188 2s linear infinite forwards;
}
