@keyframes rwdcur40741 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeElEQVRoge2Zy2sTQRzHP7O7qUkb07RGrX3gE60gHhTRCiI9iQc9iDfx7N2DHsSL/4F3PXkTUehND72IFEXwAYqKptS2acRa0hhNutnseNg+Yl7tzk5qhXxgCTvZ+f1+33n8ZnYHWrQIhAhQNwwkgDhgKNS3gbnFy1ENQlVA2DLFoVuXT9zc3du5X0pp+TVgGob95OXE6N3H728DScBVCcS340US1y4evXH9yvB5I9GpZkFKzgxNDb6fmBsf+5C+A2RVzKgK6Dk22HPS6NsBvf1qFqQk9qtgDB/uPzf2If2QdRYQ3d7dESXSBeYA5KIgfYzGUBHCeUTkM9vikV4gqhiHsgALMEDAtwQkd/qbTa4LR94BIIRoCxCHesVlJhLQyUoeyhS833i4fp28AZNbA7sGHQKk8IJfFCDztldklgmQFXUMwDHBCJLFPYILqED0xRCVcQk8EW9nIRGGLuUhX4XKAlSFfJGC5Jx3U69RBXAwDtvbdbhcRosAcWwH7O76u7Bgw7PU32UhC0wtLpfRM4SEqG75kAUHFBc5H+htjnJMAxIdTTO/hH4BlRlntfKAaM9CgI9gg6vS1wPTWcgtVBXLbAFmfmpzU0lAASstKB0X6dZoUddFOko75TWhbQiJnfHa5fF275WnSQTrgXpDeCIDss6fReWXr5o0JY26qVzNcll0kPe/LN1p8dUUAcZQP9UbIhAhC3HpgF5fWq2tFY1rgr51oDyoWhu6jbmQ1Ynq/1rIfARRcuGX7b9eA/TMAQkUS5AtNHzMnc/jvvmuxeUS+iZxzsb59KOxs+4OjKG+jTSJyyKJR7CO6g1uLfybNKoRPZu5dW71cvT1wGoiJjPIqUzZc3INlVYn2Byo3LA1iEfGNlVvLzT0nP51YMFGPk5WPSViEcTmcM0qQdCzlSgPqC2EHOqp/XmoCXMleBptK8JvyvpSYFjtXlk9FoAtecgH8w7qAlbeEfd+hVcd/j6vb7JhYBo+glA8mVlCVYDjlEoOrgOxWTj9VMGEBFmiWCoV8M7LlFAVkBlPzc+d+paKUmo0Vhogwfme4ctMNglkFONQFpAeGUs+OHt8z9X4rLJv3n1M2yPPx+/hnVQqofqB3gJ2DR/uv7Cvt/O468o2vwZMUxRGX089+jwzPwqkFeMIdE5s4J1ttaPWkzaQo3G+atGixSr8AR+c/4ytvk4mAAAAAElFTkSuQmCC) 23 23, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur40741 1.3333333333333s linear infinite forwards;
}
