@keyframes rwdcur87724 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVRYhe2VwW4jRRCGv+rumbE9SewkkLCAEByQuHPlwJl34DX2IfZ9EC/CZU8rkCJwwJvYzmQ8464uDu1EkYidrLkgkf8y1thd9dVf1WX4v0v2PXgNxhjkG+CwRgo4+rn54HhhXwAAPgM5qqEO4PYL8a8ckO9q5KNN8gD+y+r++/rN5bNi7+2AfF/jPgnIxyW2UqTy+8XZF2DxQ22MAv6LEg48FJKfS4VGwfLvnnJipwPN6zO7+/ww0PxbzFpwR5AWiiSQSQAF1naf/DnaCvAw+T8kwLwhhRppyRXfKnJa5OTCPcRdnG1ObLWneX1mDB2IwDyS/uyxBaAROamwpWKXETkAOQ/IpIResYUixx6pfT77QI9B7B7CBIwcnJVIp9j7DoYBBKQGxmCzButqHGAroANQCB4Z7Iz+DIAuwWGAXsF5GAWkADrFFhGGAffVGEpg4JGkWBvBBWTk8vXsUi6keNzsrQD1m0tZ/jg23kfc2GcIyE0LICcBKo8UIMcBnEDnSYP8jpiyiVeKHGzefbADEeQQKAU5KXACNtdcbQkMPXLiYejBC9wornDggTaRlor9pdi04+inx9f07gW6mWS7NTBDPq1wXw8ztiNfOyc5+SDPBgKUHlsptLlV9nuzNcVOB0xBZLPhRh7OS0jgjgu4WsNKIVom1ZT7DVCAVB5bawaqa+BxiN0taCPWeuTQ5y0XATW4WGERJAALzU7c9tkxD8wS6UqxfjMfcXuK3Q7MAadIRa44rXPFlUNcwlZgNwrTHmvBvfIgHqJCVGQIRLB9AQDQSPoDmClu4pGzcnPKISlhQLqIUEASkCoPKYC1PPlvsxugAOuANiKnIc/BQPKdFss9X2lePgXYMsLdMlKgj/l82hdgvXkaSAW21Hw1zwNEI0170ruIXTdIqDNEDzTZERqwaQOzPQHstwZ5BQzqvGZXil0pMuuxHtIvcyZvkesxxufAorkHRsEugOnOEp9w4Fewa+C0gVWdl1KV25LeNUze5g5P5sj8BqMHZDN0V08nf9GLXvSi/4T+BkMyUhAaP6N9AAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur87724 4s linear infinite forwards;
}
