@keyframes rwdcur19847 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhcXXXYhVVRQH8N8+3gaZRFKGXhSTPsQkiooeDAwJhJkkGpBIFMKHzFTKopoIq8HKB0Hwg2wmsEjBEkwoMowktDCNCpTIMssY+3gTC5mmO3fuObuHc/2YyTveewZswXo6a6/1X//932vvw5gs1ry4JWMDYC6OjRVEQYtbiKeIPcSFRbMUYCDOIP6E0o6v9W077A7cSWy7AgBiF77A8u1fmZFGWRZl+AG3FgFQarDwZOzF6bcO+z4Eq9Os9ilRxg04k2shNAWgAQbiIpxEz9ZDWrMoSzMu9p792jG78YYu2ChwYwm7MK33gHIyTqVe5KNzbMBMvEYYaAZAHQbiPfgDR3o+czYGlZFdn/eUzft043gzhc/ZJRiIW3Dfxk+cLl2l/3IJYpQ8fq83MUB4r1kANQZiQpxJPInSpk/1hXH663Y9wjEPvzdbnAuimYgjeHH9xx5IU9VGE6SpFvyC00UAnNPAWXkX5WfafVRNJdUGu3+2wya5XgoxUAMQMsJBfIkzXR0OdLVbW80YzYdSCW6s5SkXATBChJF8Wx7BBFRw/OUPdCeJSow54BBkMUpipvRSp914H7/mQEKlmYFUJyqW0IrHcDX+xHX48YVdlr36oA3yPV9di3tDzsBfaEOffFu/y5sIdTV1GZixhBbcIhfq9FrhazAeyzCAV3Dtczs9tW6hHtyMU5iEv9Gbx/0XSBOD+xytsQUZpqGza6cFIVENQRZJzodlSuseskY+IVvQj62oXly2uZtjGBgrMPnpd80LQTZa9PqF1mIOfsNRwjdjBTAeD+Psk+9Y1tCKKNm02F45E0dxiJAVfZJNxZQVb1tVTWnE00y2cpv5cu3sk2uq+euzZm24Po0qWdr4ot4ljsuFe5v8lBR+lE7FvqGMRnywYkLvEtNRJtxEOJEPv0IMxFZUFr/u+WqWdzGabV9qP1ZiQW3aDrOiDMzascKaoZR6XhnSsn2pibgdUy5VnGIaqGBS50bdlfTSDOxeaRs2YDlh52jJChzDCJ246/7N7h72JUr2rDIgn5TzCWcul63AFgRyBZ8sDxo/WGWwyodPWLtnlVnYT5jdSHGKH8Nv0fFPKkmi5PMuJ9CD2YSfC+Zs1uKi2m/Zqdo78kpbRDxGnPs/FB8GYkwZ/gWpf5kmGzMNiwAAAABJRU5ErkJggg==) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur19847 1.1666666666667s linear infinite forwards;
}
