@keyframes rwdcur213910 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcElEQVRYhcWWS2gTURSGP0IIQUMJxUWpoKJVtIi4kKIiLsRNXFgQlIotWqqtiCAounHppm4KceGzWkWQSny0VKxSfC8qlC7EF10EWqVRaYwhHYYwvT1x0ck0iSkNZiZz4HDvHM7M/809c89ccNumYgTd1PcAB6ZinHQTAMkQ/jVJsysAkrFAen58Z2/lAQRM94pwf3KCXW4BAPhF6J+I0uAKgOkBEQajY2ysOIBS1rxaKYa+fmR1xQCy4kpZ8xoRXnwYpdZRgBxBSzzHVynF0MgwyxwHyPUCmHqlGHz3iqqKARjGP7EtSjEw9Ay/YwBFRPN9lp1K8XCgD6+tAIYxL14IYcVnrNgepbgb6Z1r4XaYV6m5idmI8ntCpugOaRIhBXTYAVB8BWZNX7g07XducdEOAK8xkx/IacvnRXgpQp1SrDXHdeYYFOHczev8aWunsyyAYiUALo2P0wls9fkwamuJNO7jU/amnm6qReZgrl2muuMEif8GMIz5C1P8QSxGGBgFNvt8EFgK0TH6vF4OrVyD3nqUBPDe9LLM+gbMWr/VdQ6L8BgIAiG/n+VVVbT6fOxOJrlSrmChWSUAvng8NCYSbAc2AdtOnbbe8PbYZwLJJOFIL2f2NxG3CyDbiGIihA42kwTWA0aOOACJBK9T03g0jTq7xLMAKRFCLUf4ZsYeARsKE3Wdek0DXeennQDcuLp4zsgwK54/5XdPN29sFQc8x44vnqQUZ3UdJUKL7QClJKXTNKTTPGlrt8pUWYDUNLqmEbBbHCjt16pp9KfTLHECoKQViMe5JwLhLgcOJCXm7QAugPOn5AUt3EWNE8/9C6xQrK2OpwB8AAAAAElFTkSuQmCC) 1 3, auto;}
}
div.testarea{
animation:rwdcur213910 0.66666666666667s linear infinite forwards;
}