@keyframes rwdcur226769 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYheWXf0icdRzHXz73nD2pU2+ePxJ306g1NhJRizAjHRQtECpGCztvpEv8Q4ThHyMhITMCwXT/LBCcZckYNNc/mwjV1S6CiCOu8g6X1qrb03bXXc61m069T388d+Omp7ip648+8IG747nn87r3vb+fz+eB/3uYlr23AenAtf+AhQLgJHAG2HWviytAGeDr7++XvXv3eoAHY5/fk1CBSsDn9/ulp6dHMJSw3UuAx4HJcDgsoVBIuru7paSkxAUUbmVhJdnrlJQUGhoacDgc1cC7Ww0BhgJPEFMgnoFAQDo6OqSgoOAsYN2KwmuaTFVVmpqacDgczwFvAtu3AgJWUSCeuq7LkSNHliwWy0kgczMLr+uYaZpGc3OzYrfbDwDtQMZmAcQ7oYJhtBePHj2ak+zCjIwMKioqlLm5uSe9Xq91YWHBCSxsFOCOGk1mZiYtLS1qfX19I9ACaBsFWLcC8cjKyqKsrMw0Ozv7tNfrTY1Go18CcrcAd9Vqc3NzOXjwoJafn38Yw8Dx+ygJua5Q77S4iKDrOp2dnTN+v/8YxtGsNGnpTVr+znJ1myVv8frVmeu/+b4gunQGOAdENg1A13V6e3txu93HgVHg7fSde14qtnds1wpKSFFMEF0qiPgv1OtjQ8/P/HD+ONALhJPdLyUBpBL4MBwOrzmKa2trIx6P5zgwBLTbXm5vLNzfiDkzh8Ub11iK/IPp/nTU9CwWr8/yx+n+qD429HF0PvI6cHPDCng8nsvA50B52o5HXijc34g5y8rVn75h5kcXNy5fRMvbwfbKZ9j2cDkPPOtQbv595ZXAV58MAeeBaLL7qhjzfwSYBn6N5Z99fX3i9/tvdUXgZ2CfSUs/u+eNYXns/e+k+NUOwTgJt/I+a6E82nlKnhq9IrvbBwQ4BaStpUAAeAdjB4g7O21wcPAtYNehQ4fi10WBqDnLWjZ3+SLBrz8l9O25Fb9o/i8dffwD0nbuIfK7D6AYY+v6JZkCCpCK0eetQB5GX7AB+wBXX1+fOJ1OATxAFTAPSFVVlZSWlq5QABBUs2i5RWKxWASYwNi6Vj2icQgtJlUGkB0DqbHZbN/bbLZJ4DBQrKrqldbWVnG5XNLW1pYcAKS2tla6uroEcAO71wJIBIlnagzEChTFMg/IUxTl9IkTJyQcDsv4+LgUFRXdVri8vFy6urpkampKBgYGBMNf2esBSKZKWuzL2TGgTOBwdXX11enpaQkGgzI6Oip1dXWSk5MjNTU1MjY2JpcuXRKv1yt2u12AAyQx4Z2AqAmZivHXHGttbV1yu90rdohQKCQ+n08aGhrmgUGMjrni2C9/MFkthJj7YynAIjA5MTFRGAgEHhIRk6IomM1mgsEgTqeTkZERhoeHPwLeA4IY4/u2wZXC3YeCYdhsjG3qNQyPpAFzwAWM1f4zjFkQIUkT2ghAIoSG4Ys8DI9EAD2h8E0MxVbERgHiEHGPJI7ixYRcNTYDYDlMPJL2/OXxL3idzhPGPoEmAAAAAElFTkSuQmCC) 3 3, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur226769 0.8s linear infinite forwards;
}
