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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhcVWW7bDIAgc7sbanYXsjKxs7odRCVXz6oPT1FaPMAwDLfBrI8lfxv+7C0IVJHE9CZLUtJxyQqTAfr0MIPk7BkK1H+gSkAxAFbtMxIzJdK+c40I5PAMZhJkVJzmAD2xmL9S3zmKspl4KAysA5jUdbC7E7COQniZGZ38R5awAFJhnAUhAKv0AsCyWrgvweDxR9lZbzADJr3Bvk/gKImpAVSsLrhyjTFvrKHt/LiQ5i0BTjYD8OJsmQkQkO0wMEKBABEKCkJT94/ksDOV1MUtsOWYcFVsNtFjQ0B0jQe7t90WoWyGSoELTfmjREfVm1gWDhglJruxuSxDLsX6eSECkTXODfr+KBPoRuqAC0DYQxRqcyZlz7oMvZsVn7ppW8BcGCpDyVgFNqqlF0WIiCbKXeVN82fwk9I86MSY9VC2gMayI1+9+onZtCCBMx3hWBOb7vqf2PQDqg2sNqDmzgR3K9CgDOaAHdORn+m0Aaq+3999tmzYk68j9lhUAMbiIiE96FsGtWvcsC6l3hk+XYc+pB6GfFmQPgLo58HUAGQRusDD6J30egB4csf7+mcl4CMRJFm4HjwDwRi2cGjo+6LcH1sfsH8JPGu5fNg/lAAAAAElFTkSuQmCC) 0 1, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur171654 1.4s linear infinite forwards;
}