@keyframes rwdcur254981 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRogdVZPWgbSRT+JiitS0nmjFGTwnCocnNEhX0QkBodCBcSLE444jYYDDZ2eh8nMOzVBpM7BLtFcKHGqnwudJ1IsY2LNCZc0E+ZNse9K0ZvdmZ/tCtpFXwfLFrNzO5+72/mvRkBDU7FIr5v9TsC/wPkAJ94s76t9xHw+AXJ8U2zvg23O0Dc/8eKnFOxiMkGtE1Ti9BjtsITAMCr1ko/UhVlqooyJY+cH09W8dIovHxexiqEyLX6HYEGqHl9ATSgPhDjVo8TTsUip2IRTcbyatvEbRm8nvgaHpxl7ko5QJsqNQuk1DyPjxtLw4MzAMD65fnCJFcForZN1LZZw6F+p2LR8OCMhgdnK7NCJkFMbRuIEGJnaxMAcHf/SbVlbYlFBCBI7RoLXUAI5Tp6P03GAICbYSmzGWkhC9BkjOb1BQDECnF3/0ldAIBXLYh8AVVRXo5xAItOkcTaBAC3caTyKBZoZ2sTxWd5jD5OlNvQZKyEuBmWUFt/QI+8pabpXPKQaIh8QblE8/oCbuNI3psJIYrP8qC2jdHHCUS+sATVaCwVxEyIf4PkdbAgANAjD7X1h0xiYR4BSLtAk7FyCadizSRvxMnUaj3yIIrdRTgbmMsC1LbhVCwAUuuK/DSgo8Dk3e5AJo3vHABQ71nWCkkCGFp3uwM069vq40rz7xxJLpDV8vi9y9cAYMQArxHLYlYQE/ssk2G0+h3ofQCAdw7E8SEAX7t7l6/xj/YMt+vgWKitgxaZkWbOQqxBwAxQp2Ipsrog1LY5g5UCQGr+6daOihfuywqzBBCtfieqVpYWGNXloOKhancqluybkn26tYOv93fGs/5zfkqxjBWSYkC0+h2lbR3u3poixFdQu0Hyq0CqWYhdIw2i/Pzr/Z2afQBf+NONXfTIW2pdSLMSC3F8qAKardF8/8Ugw0Ha6new83YzpP0oBZRL38EpWep5UfTm4T4X1HR6urFLpxu7BIBoVOeqTf73awOjFuDxwffwOL0aBLCSDQA63dglmozVB6OIcykaJKuT1osb/VLl7FSItMTSuJCReTavL9SCdLqxi/M3P6k+cXyoplXeFGi+/wJ3bw3ew2e8qf2gv9fYg+KbWuEFaFRHbf1hoXUhUgBoGtLcAWDLtG3VzhrWraG7lnZFfqcqykSjemo3Sith8GWR2mPoyZ3bHeD3v2RwptAoATDqBUYW1gj6OH9QFve+76rgrIoyUdtmbc4TmMS7ebxxwBYJWmYeqQjwV1sjheYkjud6PambJnpu40hf6ELfnSoAgIyDm19/lvcnVyEiPfJEVZSpR56YSwBq20aghshqhOMQEGRmOl4rvAAAKcz+rWybuhW71EIVmdsd+AuTtsIqRLUFyDsVK3LVDuJmWAL2b1XxczMsGf3zBoYyc1IVFnIjyGk2ivSsggj/HqhbUezKZPCPH1E7uUKPPDFvUS8wFSK4C6EL43YHgJaKz8JM8jpp+JksIN2qdnJFi7iQAKQ2o/KbuLY47SeBRvVw7bx/q2Jimbk1cv4PBmjwv44k7QMwXEhfFwAZyFnu/atpFoARrHFIEkCfTrF/G7kRluUJjfHiJHdJo/0eeSJqHdCR+RGT9/A5cUwSebdxpHb6WAh3bw0vn4f3VbM+PiJAZqmMX/7+07BGGvLN+jbE8aHixiepAELHXplbgMmff3Bx/sFV7c3rC2MPNQnTDBbA7NOihTd346CT1jey1OZvmpkHMCygC7Nq+OXhqB6qtIKXeijQ5lQsCpLWMmEDWVpAncqM3v4G4HsAXcFWYHIiX/A1qwmh901dxhewbdO3OPKN03JIa3GWiMOs497MF7Jv8B0D/wFq/LUEjSWgiAAAAABJRU5ErkJggg==) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur254981 1.0666666666667s linear infinite forwards;
}
