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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe2WT2ibdRjHP8/7ZnFNOyupg7aE9iIeigcJBSkb7aYiSMsQ2aGHWZhQlNqaFttbaRg9lCEdFpdKmQeH7jARmYfJQFLo9DDF9iATxHbpIUnNmzfVbk2apCa/nwcbzUpNWtleQfY9/X7P73m+z+d93j+88Eg7sizrF9u2Tzjd1ygtTNNszOVy19fX1190GgKAVCql+/r6dCwWy9i23fOfALS3t+ve3l4djUYzlmW94kRfY3dgZWWFsbExTy6Xu2JZ1quOA+yC+PhhQ+wJABCJRBgdHS1N4ozjAACrq6sMDw8fzmazc5Zl9TkOABCNRhkZGfFkMpkPEonE644DlENks9n3k8nkgOMAAPF4nEAg4Emn0+8mEom3HQcAWFtbIxAIeDY3N8/H4/FBxwEA6uvryefzSmt99kEAuA6S7Pf7mZiYSNfU1Jz1er2fOQpQV1fH+Ph4zufzHSnFgkFt2HcXTouWtzQ8C2xr5CcRdelofdcn586Jqua771vQ3d2tgGulfX//9y574+ZVtFzV0Ak8Djwp6ONouWzfvfnF4OB1dzXf+yYwNDSUa2tryxmGQSQScYfDYc/i4iJaazo6OtK1tbWXS7mHPJnzwGngVxF5p5jjmmHkDXE/dkprPY2mR5l108BQJQApLWKxWNjtdn/lcrm+UUptA/6tra2x5eXlxsnJSU8oFLrX1NR0zOv13h4cnPcp07zDnxN8bnama6ncdCCw4Ae+BSiKq3XuvWNrVSfg8/le2HX2ndb6QxEJTU1NnUmn0yilGoHbRdPoFHAL8nlopnNpVx2zM11LA4GFL4FThi68BHxUFWAviUhBa/2GUqrN5XI9IyJpANHSjIAWtfLPxfyMBoEnKvWo+hCKCC0tLSebm5uPNjQ03ALQSBIAxdPlucHg/F8XpDVP7TikKvnv6zUUkUL5Xh0ybpiF4j0RfiiPJ38z3xwY/npeFfVhQfcAhd/Nwo1K3gf+EgLMTR9Pqry0hmZOBO8zE15GF68Ypg4DLkRfuHTh+YoTkEqHB1Ew+KPb3kitA3U71p8axc3XLl7s3q5U968msJfsjaT/7+ak9tP8gQLMzpy8hWm2Av0a5pV55KH9xj3S/0t/AIakWpkW24hgAAAAAElFTkSuQmCC) 2 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe2UX0hUWRzHv+fc2zVHW2k00JCFEHxwexrmRaKMpQhWiaVeXAjBIFynGe8MOvQigvgQIbIMNZoP+7DsLrXQQ0Uug2Uw1sPCrrIPyz6s7hjMHZvraFTOnzt27/n1UBNms6OR3n3x+3Q4f76/z/md3+8Au3orXdefplKp43bH5YWBJEm1hmFMrKysnLAbAgCwvLxMHR0dpGlaJpVKtf0vAG63m9rb2ykej2d0Xf/ajrh848T8/DyCwaDDMIyfdV0/YzvABogfdxqiKAAAxGIx9PX1FTJxznYAAFhYWIDf79+by+XGdV3vsB0AAOLxOAKBgCOTyYwlk8nztgOsh8jlcleXlpY8tgMAQCKRgKqqjnQ6PZxMJntsBwCAxcVFqKrqWF1dvZJIJLy2AwBAVVUV8vm8IKLO7QCQP2azy+XCwMBAury8vNPpdN6yFaCyshL9/f1GfX39vo1rXv/0CUF0A4ACYBaMxg5UtdwaHGRiM98tP0Fra6sAcLvYmljLzwJwAvgMwHEQ+yX1PHrH651QNvN9LwM+n89oamoyOOeIxWLK1NSUY2ZmBkSE5ubmdEVFxQ/FTEZHTz5T1YfVjJXxV7BOE9EIwNoE33cZQG8pAFYYaJo2pSjKfVmWHwsh1gC4stlscG5urnZoaMgRDodf1tXVHXE6nX9duPCH4+DBcnNw8Iu1Yqbf+qZdnNPvAExm8kPh8NHFTQGKiYhkTdPCmqad45ybDQ0NZ2tqah54eqZHwKhNAIHroZZfi531qNE7AE4T2DdjoWM3/ytGySJkjJlE1CWEaJJl+TBjLO0JTDdCkBeAwoEJT080YjGrezz05ZMNV/sHBHCI+lIxNi1CxhgikcipycnJuurq6t9ANLIO/G+LrOAHwQGA0AgAgvhSKf8ttWFXV1cWAHp7I468Ja7Aom4hSf8CaJS49EGlX/Q/chOJrwCsSYKKPtG7C24FoJgu9kS/IwY/gGVGdMncI98re5WDycraABrGm7a8Nhpq8ZXy+aifcL1q9lvB1AvpcxDOEGPfS6YFkykAqLDlLrfSJVsQ+IQMFOTxR9sZoZMANwCFwP5kwPho6OhP22C/q13tvF4DiWthPTXeCnIAAAAASUVORK5CYII=) 2 2, auto;}
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}
div.testarea{
animation:rwdcur139143 2.8s linear infinite forwards;
}
