@keyframes rwdcur49634 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYhe2SQUgUURjHf4qHyDCQlm3XYae2nXQPi4Ie0kNIYJeg6OQh8BBdsjUi2OjkHs2Drh67ZCzU1aMHyS0Sw6VA2yBkKRDLWEOX0mnmzehMh9ndVlFcS10Cf/DBvHnvff/ffAw+n28OaKeM2A0NDdlyStiTk5PD5ZSwLcsKl1PCtiwrXE6JgoBlWeFEIjGsKMqhSVQWLwzDoLm5OT00NBQPBAKjhyFREFhfX8c0TQzDoKmpKd3X1xf3+/0HLlEJsLGxgWEYmKZZkAiFQune3t64LMvbSNx56NQ+CeTDDcMolBCCYDCYjkQicUmStkioi/BrcXOragm609Bxf88CxeFCiE3PiqKkw+Fw3OPxFEk8jcNIfHMrTwsE18DbuReBCsBeWlrqEUIghEDXdXRdR9M0NE1D13VUVWV2dlYZGRnpymQy14GX27erbYOV98BaqQJVWyeQ//KZmZlzPT0995xjHcA4ANXV1Y9VVa3fvt3KVKnBeSqBwtiTyaQyODh4QwhBXV3dgtfr/QnIMF6BM62KncP/jsJPOD09rUSj0a6JiYlAKpU6a9u20dra+tblct3ee9tLr+HKV5AuliSQTCaVaDTaNT8/f800zf5EInFB0zQaGxungFtA7R7SfRA8Dc8/wPmBUi7YsixngbxtrdvtXo3FYg8ikUg/eDcAG5QfgFSaQ+kTwOPxzBWFAyBJ0rPOzs5Rl0sWsvxoGT5lIZwG5WNpAv9OiyRJGcD2+78swGcNZl/BSbHLvcpd9kvH7XaPQb0NNwW8ScHVBfC9yG1X5aqIhj4IZaHtO1CzXx4tEEhBrciFnwB3N3hVp9zh3Lnj0LwM9hj0p8B1d78EtnLMCf427pRXdd4BNC3Dk3fQngHaDkqgxgnVx5zyqvwZtwRnBoDLBxWewxcD3yr4VJBjBxy2I6dydcQRR/z//AbhXFrveDQ3rAAAAABJRU5ErkJggg==) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur49634 1.8666666666667s linear infinite forwards;
}
