@keyframes rwdcur101874 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhe1VMU/CQBh9VEaFiRAaBgPRhN9AQpgNk4uTixqdWEycrbOGpYPB4OTk4qJxJiT9DRINhKGBGCbR1eBA7vz6tUevktBB3sLdx/W9d1/fXdF6+5oiRhgAEKcJQwziMmHQSRwmDF5YtomkGBxtrSeWKSwR9yn4065Ho9Fc07lcTps3yQs7tx8e8ufDtCQT3WrYVzitnwQSNuymXEdfq4rX45Qvoovpf7uVNeWOAOCh8618lvMqWyUemkegC8pBOwqEZGBv/3j6Wb2U84FdiyS8WX+S4432Ge7vbnx6vgxQuP0u0tVf8cm4BwCw2q+z3+q2Zz2vD+yaNOH2u4EavouIIn3w6BOPgsm4J7smuCIZWAZiNzA3hDT9PICqV5LKFD1zGkR+AoCQEKqIhCFuIpUp+taFQdtAkCHelajigMa3YNFLSCCo/VoGOMrlipYhx+locUcycN1sTd+HLl76Q1krFUwACKxZF1Yov/YxFOJUoFQwkTXzvhoAZM08rHMrtFvaIRTiwGy3/GoVNWGAd2phAyoyXtcRpYiUARpAx+kkeCB5TTeIK6zwv/EDtUjL4sMNgGgAAAAASUVORK5CYII=) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2WsWvCQBTGv6RubQwdRBQHUVrwbxDEtdKpUJxcanFzdOlS94KLU0UnJ5cuVWcR8jdUKkoHMRSHok3Hkg4SSS7vYmIhWfwtJi9593337t1FtKeajgARASBIE6JxEZQJ0XwThAmRDfhtImRc3F+cCX4K7wh6FwSOpeyFztpSjWFZJpdFVVXHqsViMTKPGl9kA04J7ammt6eaPtAkDDQJjeYzaUBVVb32ULfk8ibHbTxzwrAsC+wAAHCTO+Gl42X8S+aykwyBgzSqAQB63RYpbhZxotBZ68OyLBRLFXIMx61XLFX07/yTLf7RvN4rbCZZ7UMa1dDrtmx63AoAwGI+gZy3i29WM0usPnrf/uYvyXjj9grnp/RcbSehGfnuda+4GzarGb5+6I3jaMAPAjfg2IRU97MNyFuScCRtuU9W++TB5tiEFMlq32aINRGOpG3v8fBsgDLEVsWtOLBnCQB6GQ6B913x/B8gm825MqQoY1djezJQf9x+YKLxBD6XC7zNl7tnmVR8d23EqZOPxfU2ZMXNoplUHNF4wmbGyHHCcxMa4sB2pov5xPYOL/4vA+ZyH/Kch6ceoBpQUcYCL36QoyNH/OYP5hHKN+cEAs0AAAAASUVORK5CYII=) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhWOYc/vLf4YBBEwMDAwMA+kIJhhjoBzBhMwZCEcwoQvQ2xEsMEaKKg8jPS2Gg4HOBWT5+vnz53gdLSkpSbS5GAq95n5EMXxbMj9cDXpo3Zzfw1CUm47V4L7JMxm62xrgenGZi+IAdEXIirHJBdkxY7WcgYGBYd2hv3j1wuRwBhVMEz4DiAXIZiCHKAMDgTQQHpv2/7NDN4b4g8k+JDlAIXcLA++BUoaVi2dh2MeCTQMMPLl3g4HfAdPyT6/voog1HLgFoR3UsIr3hXoyCHJj9ytGQYQM+JM2E7ScGPDp9V2G91+xxyJeB9ADDLgD8CZCbKkfPQHiihI+UWUUvkLuFowcwMBAIBFiAwq5WzAchO4IPlFlDHW4AMkOwOYg9FAh1nIGBiLqAkoLIRjAFvxEOQAdWFvbEeWgo0cPEWU2SQ5oqG/4z8DAwCAuJcPw8tkThuv3nsHlNJWk4GyYOLaSDx0QnQ3RLUe2VFNJikFcSgbDMTA9+ADJiRBmOQMDxKdP7t3AUINLnCIHIAc3OfK4AElpAFsCPHr0ECMucbJcNApGwYgDABVft5HsQKiOAAAAAElFTkSuQmCC) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABbUlEQVRYhWOYc/vLf4YBBEwMDAwMA+kIJhhjoBzBhMwZCEcwoQvQ2xEsMEaKKg8jPS2Gg4HOBaNgwAFZCe/58+d4042kpCTR5mJkQ3xgzu0v/+fc/vJ/6xdehq1feBn6Js/E6cDSqgaiEjdBl3rN/YjToCA7Zpz61h36i8LflsyP1S68DsBnOTkAmyNYsCkkBB5M9iFJvULuFpxyJDvgwWQfhk+v76KINRy4BaEd1LCK94V64nQESYkQm+XEgE+v7+IMNZIcQAsw4A4gORegByWuKOETVUbhK+RuoU4uQE9M2NIFn6gy3pRPkQOwOQg9VIi1nIGBwpKQFEBWSYgNWFvbEeWgo0cPEWU2SQ5oqIdUMOJSMgwvnz1huH7vGVxOU0kKzoaJr1w8i6D5RGdDdMuRLdVUkmIQl5LBcAxMDz5AciKEWc7AAPHpk3s3MNTgEqfIAcjBTY48LkBSGsCWAI8ePcSIS5wsF40CegMAMZScpOzqDUAAAAAASUVORK5CYII=) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe1VsU7CUBQ9rYxKJ0JoGEiJJv0GEuKqwcXEHwBXRhcX+gUsTJrq4uTiAjIbkn6DRgJhIDSECdLV1IE80r6+vr4nSgc5S++7fb3n9L5zW9hDz0eKUAEgTREqCdISoQYXaYhQ6cSuRWRIcH18qOySeIO0p2CPH52767rcYysUCsJ1I1PAgz30fHvo+a/eEdqdu9h9N7eWL+otrtLzh6UPAP2GppCY4LJ6wC38MvgC/Wy/oUX4YgXwyGXBE8EUwCOcdGpS5KVmjymIxJnI3QCWjxfQ6t0Q+WoxCu2x3j7X19MTZr59dYZSsxepRRBrwn5DU5LIRbBajDDp1KDVu0wPMAWwNv4W6NpSY/gXEBpDAtqAcUeSzZVDa2JEVme5JqRBO5rli2yuzHR+HKQEsATRXZEhBwT+Bdt+hAjijC3t9kqlKiTIcQZCtaUEWC3Lz+tFzGdTvI9nm7xp6Js4mH9+uk+sLzyGQfIgqWnoyOvFiBjT0GG1rMRuSZmQkAPrN52OPyJ7SN409FA3thbAK8a6J0IOSHqANqDjDBSWKUle1Ih7/G98A/tvxY1qbz0EAAAAAElFTkSuQmCC) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur101874 2.1333333333333s linear infinite forwards;
}
