@keyframes rwdcur21090 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 3, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhdVXMXaDMAz95PUAbGXMFsaO3ZKhB+jQoUfgSIwdO3TgAB3I1pGRbIxm4wbqYBuMCVjiheb1v+dHkIUkS/K3A4xBZmyFif2dO1nmG7o2MD4mi6QyB1HVR7jZoEr7skFExjmOz5sseBbnH+CUDe93y4CL2YkbIujjz3dBFFDm6HGcztoJGfazIQmE9S3H4LWScDMX1H9gBAAAyN6A9xf9+5SBZoz2ZPb5DeRfXOth9NvU20ajMaOzCFFNuYTlkEzQvrS7iSrg0uiXw36YcGXR0yrbYedlDqoLw2hEVBc63b5MQmi7sMoAN/1RNF2glUnOFW6adP0T/XIxQpvuUVnM3Fnx+oCdgWMC4EOPAwCltNxuO6WMc6Njgw1BVAIXaaq7PUn0M03X2VlVAuwXNBv94Jbgf/JA0KiAB0I94FMtC87F0x1XwToN194ZOaWQNaEgCG4f3L0JRTyQMMmFqycOQCmg7ZZ12m5gSQ7E27Auxsewj0sDpK982+wrmYVdXRwDj/EgbzugE64eWNGEwPgvlQ9P52ZMKLmei67yvxD2EEHgSQXzAAAAAElFTkSuQmCC) 16 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
}
div.testarea{
animation:rwdcur21090 1s linear infinite forwards;
}