@keyframes rwdcur22994 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAElEQVRYhe2WX0xbVRzHf/fc29v23vbSP4SWFm9axgqDwWhBpCOMbhpChDFNzF402YMPJmbL4pIl7A2ffDBGzR7cEh9MjMYQ/7xMl8xNu7EhMNg6aAkbjlQsrEuhfy63f7h/fV2AotKSmLjv6zm/8/38zvn9zjkAz/U/ESo2gO+18fnW9yv6XQPWueRcLS9ySQCQ9xTgcttlIvyER0Nt5zxd7JE2EidaGafxrAEZzevZdCwlpNaenU+UyRddYi8xa+YcmRMx15sdL/ftc9eaQQ+H/YMdtbHISkEtQKFebc1dePAuAgClnADkKdfbDQRr8AiF9NHuTm+njMlU3WG3JR1ZJ9UNIJyeagVdxb9TsDz/rHk5AFCz2evRWajXXF73qUBTj0nKykJmmRMmPrt/jSJpn8ZIOGYfhB/xQob/OfQjv3mBkneAJrW8RiSjWq0WbSRFlHnIk08jiYtcPiMpdkVHu/WVaBIfM0rWaBCC0ub4UotQtWVtvN8SyOJrZJjENT0ICGSools0nHbBfZQ9sby4kvhtZmxMmE5fC0JQ3rxA0f78p5qGaalzvnnRnLGM5+9vnBHTIk8AQdkOVp02WCkCZOCqFMf1A28c2JJ9WQAAAAIQkHpnO2NKGkL5xY33RFHM6Ws1CtCAfh37ZbwgZ2Mnvz2pbBdbrjYEDDBF/V2N3WoOQSqaOrtRkf0ot5KT7PrqUU1CEorHlVkjoCKufaQmosz4OGXVk13N/fRN7Ms52NR+/0a7OSbkt/hrvFavBwDInSbuuAODMEjFTE/rKJ2Bux2/Ed0NCPxN5kUBXoF3CDdLthgs9Osgwh822XlraP7Mo11A7KiiRdjHeg1mtsLjadv/lp7SE49HoxeutN8sDEz1LJUToNj5oqQxoYsJS92OpmqTwWRg2Eb2AxJpfTda79bsOcBwYBhVUXY24D/WKfOKwM3zEqZipN6t/VjCZd/Vljtlg9geIDhMRPGFYzImUVxsXXgym/hUVRWerCAp4yHqYsGY7/jk0OeuYvElA5zrGnLUNzWQ+7pcpvjdxDiXzyjpOe5rDUaQ5gaGqXzR/GEMltp9Fr+jVIgtRdjY2EhKSHIBoXSnwpyO0Zh8qg0oxxGbj7bqJdyIUPbPrLSOJesAU2ZKMd8WIIAHKEY02fv7BlqggCEdXah019rbH04sxBM8cDdvBydrtDWjfIJfvLc2EYUSbrjtAAgw6XSMje5fno0LzgY7TIUnwyiEj4Ue30s5iReuoywRX41zwlfLX3ClmgNsvYgQTdMH+/Yff/Ulp79ekyZ/SEqrnF7WL12Z+n6lN9ArDQeHt31WywUAAEAyDMOebjjPazElNzIxUohApOhrtpcqy1/huf7z+gvR54y3Ye5ExQAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur22994 0.5s linear infinite forwards;
}
