@keyframes rwdcur129054 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRoge2YMU/7RhjGf0F8BFiY7K/ACFNuR0JiBCHVXqqODIghsCTDf+qCVFoJpwLyz4focFnqrFX5AvbEghSJBYkQ+zrE51wcO7FDWjVSHsny+XyJn+d9n/fubHZ2dv4CfgO2WFOo5HhgTUWo/f39tRahOp2Oenx8XFsRqtvtKqWUenh4WEsRqtvtqjiO1cfHh7q/v187Earb7arhcKje39/V29uburu7WxsRWwBxHBNFEVEUEccxJycn3N7eApwDv/M/FrENpORNEcfHx3x+fnJxcXGejP0BiIv+yMFSAG6m30vObcLaqslDIkApRRRFjEaj9IiiiKOjI4bDIVdXV4UiiohruOnZUof/gog0A6PRiMFgQLPZjJ+envIscw78DfwMxcTtush9UNCT+IYIf0WCtmFcA4PBgMvLy9j3/RHQZdYuMSA1eZeJPeYRN++bIg4Jay91RwU9yVeE1AB1c3PD8/Nz7Pv+6PX19Qj4o+gHJnkd/Xnkg57M7TczYdcFe732UiJqjKdLdnd3h18lH/RkGmkTdl2Aa4MXTIlahYgaoMqQ1wJ02xSgCRWRbyR9LhPBpggdmGWsVAN+Ap6BPxeRz0a/CuyXPgBSBsizU1qJWE3awVKtJbKwBfyyDPk832f77LqYKnQAIWxcv0/DtrHrAt/Iqi7yqgIqo4h8UcHCOPLpWBuk9FJrLfrveSgtIBtJk2ypbJydTl33+32EY2N3Job0KJ61irC9aMA875fpE46NLfKjKpL+l05TATQknEoPPyy/yFW20CKrzMPBwcHkQmZzOrbV97CajZbeZc4+fvpeOrW2A6Qct/stF9k4RTam7SSlREqJCKvzWGihLJaNvpQSIURqGy0KQLaDop8tRGUBZZDWTLIy05Z4gGwbeXPMSpmXz/lYSoCXabeM9txFziDdao3bUgZIxgUtMzNVGZSugezu00SerVodN60Fuy5wE5KauIYQdmItO5OVcigloIh49nGtzOyhRTQSEeZaYC5sQthT11XqbKGAolfBPAcHPTlpn41brY5Lm7DWSO4FeweTiBuQUuImNVJlU1e6BrS/s2fd1lbBiF5w5qWCbEICp4ndcjGp68gLMd43CSHg7LAsrXIWymbBS/qyxRz0JK1kA6cPgCaowGmmU2gRhBBT02sZVFrI8r4wpH3NMB1n1oJNWEjO9P2yqLT31i80pgAHS5nk/Wtr5i0t6HxHCJtGw5ubBSkl7fZ1JU5LvYc6WGrKVk3SPbxzbc3MTloAkCtCZ6YqeVhSQBYv38YC9j7H1861NTNGJCKkDGastAxxjZUKyIN3ldNnWQCE4de/C335m6dlWergV6vwvvtt+lqTXxVWkgHLmrzH9n8MZ+57V7PEVxF9WJEADVNIHlZF+j/BIjEbbLDBBhtssAHwD/MMO0BdRqnrAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAES0lEQVRoge2YT0v7SBzGP4r7DvydPIS8BY/iocxdEDyWCqGXZY+CohA8aGBvexHWXbAEre2L2MPQQ+t12X0DoYgnoeBFsLaZPSSTTNP0T9oettAHQtPpTPI83+/znT9ld3f3b+BPYJs1hYqvR9ZUhNrf319rEer5+Vk9PT2trQjVbDaVUko9Pj6upQjVbDZVGIbq6+tLPTw8rJ0I1Ww2Vb/fV5+fn+rj40Pd39+vjYhtgDAMGQ6HDIdDwjDk5OSEu7s7gFPAZ0ERlmWp1VHNxw6QkDdFHB8f8/39zdnZ2Wnc1wHCooTNtm63u7VK8hALUEoxHA4ZDAbJNRwOOTo6ot/vc3l5OVFElnS126X66/iLDv6wkr6rFJJkYDAY0Ov1uL29Dev1ep5lToF/gN/yyFe73akvevk5+l0LWZWIHYhqoNfrcXFxEXY6nQHQZNwuISDzHpIlX7siNwsQCdm7YrUZeH195fz8POx0OoP39/cj4K9pgxznZsQ2thAIYSNlgKyUAXCv0t/9m0jg20+rop1ii2i65MePH/1Z5DVxIcRIu5QSz6vG9wF2LEKjRioCgOs0Aw6W8lncTttFyAshxshDJMh1ayNtdkkkVzX7LNLa8eluOVjKbCuCLeAX4F+gPYv8OHE7uXfdGkIIgsohAAEWAF4pGhe0JIc3XZxrKxmjI58VVETANvD7NPKTYJKPvguklCPkAdxWWvfOtYVXEokoSMlnszQv5lphTXKTIKXE9q+5jrJK1bjclsTWxBseNDy8ksDBUtPsNQ925ulkV8pUiYpRF2tKPC3aKPJdvHrUJ6iM1gUNb+TeK7u4LZk8W38WwcwMtOOI1JxqzuwTRJF/e6EKSVTdmLgdCylqjyJZmCnANvyq53rzu0ZQbxC0JF4867iZ6LstCWU3bYijn0VRsXNZCAC/hkxqQYzNQAmB2O/VlsSt1MYJxSKy5E0bFcH8AiBZZSWQ1LQ/27VZYoFBftHZR6OQAA1hbIlEPaUgpSQA8NMsFC3KoigkQDiRbcxi1tOrXqVnTbd5sEtiJCtFMPdJS1opSRO67SCuAyEEQSw0bxthYln7wBwCgpakbIEQ01/34i1GZ5nowxwWOqS71e5aqubXcP1or/JWv1FSShDRwiSEDWU3ISIBUUpnqTxp2baa8VlkPzSXhbJWCCo1pB/gumVsOyba8AjqjZFxeZE128w1Bhaz1FxFnEfEKwlcO7uhswnGekaYZJVl7APMf7R7KznKbckkvW0sZZcEbksi6o1kYQv2DgqTMPdBRbfThTq3sZR+id4j2cZ+X/vYy4m2mQHz3lwnFjmZFfrDyqyFw/hlJimvXp1KXp/QslhmOi2s+K3kqKAlEwHtCTvHPKIaZvQXtY7GQoO0//da/oiIaaQ1VkkeFhSg0cZS2UxMEpG1lfb+MuRhSQFZTLKTiVUR11j5n62TDumrJr7BBhtssMEGG/wf8B+ijj36oplenwAAAABJRU5ErkJggg==) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129054 0.4s linear infinite forwards;
}
