@keyframes rwdcur150676 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACP0lEQVRYhe2UT0gUcRTHP6tLrQ7r0IKZEbGBUhudugVls0Ei/T1ojFAEFXjM/lwCDy7kpWsI0SGILhFdIiis1FmDGtBQhFRiKTyYZehus7uzGs7u6yBbIruma52az/Udvp/fe7/3wMXlf8ezWjHWFmip2VJ5yF/hve6JTDor6xIJbosOT+5xsuSOPuN1KQJlxQqmjmal4o/nrMzlr4n5tgLh3vkfuTuqX+mrUhh42URDKQJFwwd1JBVD4n2KjF9Q5d1ZjiwL95nNSuPste0SH0dS0YC8bUFeHV+/RNERmDpaORihLsjFVMoG/EzNpk6H7llPFzp2GoDmrQUraPHhvkU6zeHGnvWPYdU/kJfYGwHPaA3TfYukF7KdAf+mzh11FWWOz2EkOk0yWVr4msiPI/1ekW8PAjJ6TpHvw4rM9CMTF1XpPfl7NKWwageWS+QcDA+w74ZCxrb51A3JDOGm50Q3IlB0C/JIJOizUkumoS5+hQug+jcSvQYBiQSr0vPO3WpVMUI3wTMW4GM3BNth9xUoB8PU0SQS/DcCLwYn98emEufrr8LCDIw9jOcWHdqnuqGiUqH+kkJtoNrI5iQmkeDWvyrQcwxNVTB2ddjYS23P2TZh7Qm3sxAeu2Wz2e+lOgwi1MU+Jw+WIlCQ3lNo5hkkMYF8MZA3zWRXXjpTRxtqRTIjqiQMRYZaEVNHW29W0S3oP0GDz4chArZNuNCemzqa14MB4AjhA482thEFJf50400drZSXu7i4uLi45PkJNQT2sy6ysNAAAAAASUVORK5CYII=) 12 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPUlEQVRYhe2UT0iTcRjHP5tze7fXfDOcmWgTO2qQ3eyg74pCTOqQ9a6MLl2kQxQWRVB49ZIEXTp0CTrsXJOh1auBvaGBmKBZWXqa+Gdm7lVazl+HscCayzZvvp/r74Hvh+f5PQ9YWOx0bJke37VyVHIqUrWvqNvWMZW2pvck9QDHQ7zORsC+2YOhoRZIystdbmdoaSXeKToqj/xZ09NIvUdCl9309zQmRbYFQ0Md1BDLHxEL/Yj3l2Qx2eY9Jzoqf9dMXPZe+NrmTUTHENExxJsWRKob/0PaDtQF6UuAf/wuOMvAF3DgVVzB6VnzIsDijfKuQtnx1Ofz2OOz8OEexGI0ZDOGjH/A0FDzQK++LWMfLWQ0FCGe4Gaejc6aq4pd7tvN25FpYjEaToSz+wMZBTZI3JJZmDSp+FTFj6pVvpVG+PIQvq/gb+ymL5vwLQmkJNbX0As8MgdrilktiTMSiuQcDuDYStHSMpR7FSqurRGdmWfqCbhcMiVuHGDmkr/5GqYIN6EWetAPtEjYxj1MPDYpu2JyuLaU2mP7e+fby+7kIpBxBIPnlea9Rc5nxachZpvj8yPWfya47nHx4FBgH/mjLsi3Mze72l7SFbmfi8hfhJuStyCm7xHzzxUxcIZE6tgYGupQIHknojpiuBVhaKjbFv7iFKpxFrE4jojobAhPkZJYGZbFwgBiKJCdxKYjeNVMvSShCwGmiT/dnhsaqsOGDrAm8NcFc9uItBL/uvGGhrqt7bewsLCw2HH8AiXO2bFaiX+ZAAAAAElFTkSuQmCC) 12 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
}
div.testarea{
animation:rwdcur150676 2.6666666666667s linear infinite forwards;
}
