@keyframes rwdcur70887 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 19, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKUlEQVRYhe2WbWhWZRjHf/d9znnOeV72vO0xN3Ubs7FAzFxJBYUSCEVJiUjQKkkIvyT0ggV+SsgoIQgJeoMKJSdG5RIhA/GlIpshNRvmaqFL3ebci5vu2fOct6sPs+UItmdNv+3/5XDu+3/f1/++XrgumMUsZjGL6aCmTm70lbpk5vK7BMOEhQtuqIjSBDzzmBBzoMKBXBoW3zhPqCkZq1YITgRcDyIW5DLQ1Tv2/Xjv1OengDnp7rNrhLNdoBVkUxgPLMdZUE++7UfS96/mchCI7Ng3IxGThyARA8eGdBnUVRNbch/J7GKcRQ2Ut92OeeeymdgGpvLAyd+h7zL09KHXrCRiZNCi8Q8cZXi4i6i0481QwH890PiwJHd//m+S6TGKEc+SCNKMqitobSLioWSM5uz8QHj8wf+VmBMEqI9eF2IOOp67jqGu6bDRKkKIj9I2oXIpSgiAiAd+gN76wrRFjIeg8sSf0t2yExbdSiSIsfqTT6V5/VPjCSaGFgkCDMumsO1NVbi2HtmwTpRhQH0NODaVrZ3SfUdNyYlpAiR+OCyumYeYhSrLUMgUKBxby9w9NdLXcxBJRdFac9k6jz86Qm7fcVl2eAl/1CqMaqFL74e6KsQDPHjoxYIceNspSYQuf+Nl8bvO4Ob7UXYMudhPMNhNPqZxiiaxuqWkGh5BGQ7Df7UQFIfQmORTGrtT4Ud87EQtZqIcp34JzukkjgGrNxVKCofpHj9Jof8S3j1XsCqrcS/1YjppDC3E1XwKRg7ta4bOtBNGAuzqeUT8HINGQM5UnKOIZZajyuJE0rWUH40y6Cmy7pHSQhAoMFrbUffejXij4AqWG6ez9T2KHSPky1yIQ5gcQFVVEFUpRpp3EZ62GdEhQ0N57OeexClbhHM1SWZI0Xf2M45+9XRpIch/+Y0Cjb//CHa8Agb68RjErXTB1Witx8rtljno4QJW0UaPJT+BIYTRsZ8EczELCXram7AxSno9XN8LGleJk51HsaEGK7CY0x1w4dXN4/vGjm2ikzkytSvoXVo3vp7a/Jo4axuxJUr+i2Yqf47y64H106sCAJr2K3/jBtGHWgjtGKPZyonEiirMRA4/4k98gakY3bsHTzuYfmxaxid64B80rhLDjmNYNiujHzKcgp5HC1zwjmFF5xLTacrOVuG3+VinFD21b6HEwsBgYOumaTemSQ/ctrEoFQ6cbwgZWNxBNMwQ91K43zoYBcUcP6Bli33zuuFw27tEA8E/YZIJ52Nh4R9y8E4IkXrIdzTPxPbUAjxf6GzdzkI3RA0aOG6SVEdAXSbkyne78IPw5gro+/4lJaI498t23EQBESGZgovtuxEUv+1+YsYT0ZQz4enDryiAq03v4xpX6T3VBEDXO+tmbBxKmQmvIfn8FrFTZWR/ytL+9fRKbTL8DQ6Kh8od6nrNAAAAAElFTkSuQmCC) 11 19, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 11 19, auto;}
}
div.testarea{
animation:rwdcur70887 0.83333333333333s linear infinite forwards;
}
