@keyframes rwdcur204427 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 5 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 5 5, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 5 5, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 5 5, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 5 5, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 5 5, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 5 5, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 5 5, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfklEQVRYhcWXS0wbVxSGP0JXQWArItRkAAtMrfJyImdBHsiRGkRUCdGuSlTvooDjLRJr1DVStsZQZWcpZEVTRAEFiVppCAqgdniEIgZk4QkGLIQhZIfownOH8fi5afKvwDNz/v/899x7zi06Pz/nS+IrgJ5HP+V90e/zXgM8QCvgAuqBCu3xPrAJyMA8EA4EQx/yxRx59iIpIA9xI9AN/BhVY67d3X0O4occHR1zevoJgJKSyzVWa1nN1fIr31VWVlAl2WS/zzsGjAaCobVc8YvOz88zOuD3eQGeAD2KEnFPv3qdT2sKOtrbcDjsS8AIMBQIhtLeyeqA3+e1Af2JxEnfyuoG8vI6AFWSjcrKCq6WX8FqLaOk5DIAp6efODo65iB+yO7uPlE1xvSr17j24u7mJmfAYin9xu/zDgaCoVheBzTyX1Q11vtyfEb//UGHh7ra6oKy39reYWo6rP/f1XkfSbINAwNGESPPXnDJlDlAv5H89i03vY8fFkwOUFdbTe/jh9y+5Qbg5fgMqhrrBfo1Dh2XTN8+SSRO+gT5PU8rN643UFxcXDC5QHFxMTeuN3DP06qLSCRO+kjWVboArdp7VlY3gGTmjQ31GYNH1RjvFmQmJmeZmJzl3YJMVE1bXgAaG+p1J7TYPRoXQEoRditKxC0KrqXZmRZMUSJk2g2RiKr/rVV/yvOWZidzb5eQl9exfV3udjjs3cAAaEW4NP/bNeCPQDDkgswF99ebxYy7AUipfgBXy7fcvXMz5XtjYfp9Xhn43t36wwfhgCeqxlwiuJlcUSI6eSZxdruUQqJlmuJEXW01VZKNqBojqsZcVZLNAzwXNdC6u7sPQGVlBWYI2/Ntxbraah50eFK+MULE1rha4aIIXQfxQwDdVgFhayZnsomokmwp3woYl4xkP9EF1B8dHQMwMTlLIBjSCyuXM9lgylSH1VoGgMZVbxRQIRqL+eVszuSCKVMdxqMbrZOaD6LPDiFgX6gTEEuSLZtcyOaaoX1DcobQBWwKy81Bsq1nLmSrG5GUxrVpFCCb1Yogxore2t7JS761vZOyc4wwOSMbBcyb1RoJO9rbAJiaDucUYTztxDeZktK45uGiF4SrJJuMtjcFNpUI9hoJh8OOay+OvLzO1HS4oKPY3A9MzshAWHdAGyDHzKoVJSI6GHfv3NSzytUNO9rb0vrA2dmZ2ZkxMbQau+Gow2HvdO3F9Y4IsLL6LwDNTU4cDjt+h52oGkMMp5BcU20YTbMdYHllw+jMEjAqnukCAsHQmt/nHWlucgaMAo6PP/JmbpG9/Tj1Drt+1GYjM2Pt/SZzb5f0JIAR46RsPoiGLJbSp12d99MCKUqEqekwv4/PsLC4nJf47OyMv/95z5/heSA5F1ospU+BIeN7KQK00XlQkmzDmUTAxfrnwtb2DsO/PtczNwylg+bxPG0sDwRDMb/POyBJto8/P+xKGcuNSCROco7lkFzz5ianyLywsVzgc11MsgowCCnkaobVWmbcDTKQ92pWkACDkP/lclr0pa/n/wHbgHo/GIRl2QAAAABJRU5ErkJggg==) 5 5, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 5 5, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 5 5, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 5 5, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 5 5, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 5 5, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 5 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 5 5, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur204427 1.0666666666667s linear infinite forwards;
}
