@keyframes rwdcur124497 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEX0lEQVRYhe2Wb2iWVRjGf/d532SMNWaUlllGVKj5oSwsrD5kplPR/DOniUFUEEiaaRgIBiIWZTMEC7IPflCxlpJo2TKbISUVCmJlNkQlNHPMMYaMoc+5rz68z7M9ex0SIfRlF5z3vM95zjnXdV/3+fPAAP5n2PWY5HGp2sULMWF6Enk0SaiMETzSFp3mKA5Ep/H0rdZ+TQHTpOEB6g1uCXAR2LXL7OS1yCdIMyN8HOHm6BATSBJIIrhDjBAdotOdOO9FZ83Z2+1yHwFTpBBgXQEWBagI0AVcMqgCHtppdqKcuFYqOjQ4LIlAVpJUQEbssfQ/8Z76kIsp54ZbJ0BIf1YXYFmAQQVYHuDGAEMDvBagrpx8ulQZYI/BEkujyEoogAUw6y1Yn+fxZnw+7KwCQHGa9HABVhZKQlbtNFuf49pUL43Lk8+SiLDdoLaHFFDqgBmEAAolBzAIBk5OhJgALAXWFwO8XCiNIcDW8mgbzX7OPxs0BJjhOeIsl+mCOmPQaIELIXBZzlPAVDMGmaV9SvWa285qazHAyJScAN3lAvKYK73usCzLnfoSJwZrDN766QZLcsM2junQMHfeMWOhBTAHRCXwfDFATWZjgDeA5eXEC6QKwboIr2R9nT65bzWYc9Ds+/6E/1pjf41q13NEKg1m58ZNttnStwWYUKAnn80GW4AWoAYY7fCiYKRTynOW77T8GeHpr81aruUewH1tuimJnI5OtQui02ZzpPkF2J5LA/TainIlppFnQiKciDBlr9mZiaXFOSnCYwmE5AoXo9N8pMKO5UXcfUGro/OmC6JoN4B66YMCLMrszZ9OeQFlDjRHmLPbrKNWGpLAtggTM2euJD3nwL4k4Zlfqq07FVAdnXMuqqLoygJeDLybclyFfs7rD4HJu806pkmjgSPAxP7GSUwSvJ+1nRpqncDBNLruPnMvkO4KsMBgOjASqBaE1IGTDvsibP7M7DDADGlshK8iDEnSyHvqpPcoThI8idz7+2A7BTDivFZGsdbFjzZbqi1CU6NdHedCqRKoEnRuM+uzRWdKdRE2R6jKLcjGBN6O0JIkvBSdDdnd4M7y44NLh9yI85oaxZcuNhYFbQ7f1EuvNpodz5NsNeuidC/0YK5UjLDWYUWuuQ1YfMDsk6xh3BXtlbNBKp1+Enfk+remC+tI+NzssKBBcGCe1PCsdOdVVqSolyYJfhOsyC3Oo4IH9+fIASTGpHWp9G4wBB3p2ENFgJ1mTXXSkw6fAkvnS0cNvgD+ACoE9wtmRLhHvZMg2C+Ytc/sUrlYiVkZuTtIVOXedQOtQEsxa9xhdrxOesLhIyt9E4zNKe6zFR26BBsFq5qs927P8EiimiRhvnvvXQEUc106BU3nh1ufRnaYdQDz6qS1BnOB8YIHgKKgXdDi8INg0x6zv8uJM7hT684gpapTF1pzDlRJbClXlRdyDDjW37t/A3dGpbbjnqYAzvUIKAX03X+dfwADGMAAriv+AY66N41yDcatAAAAAElFTkSuQmCC) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur124497 0.8s linear infinite forwards;
}
