@keyframes rwdcur229729 {
0%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEElEQVRoge2XMS8EURSFv0VFoRCVZKuNFaJRiUQi0VAIu8UWhFKj8AckFP6AhEZpY4ttEIWNRCKRCM02QpCtJCpRKFDJKGYveW/2GWFG8sb7mpncmTuZnHPnvDcpNJo7Bjy9BvD2WE01qv+277c0xfnwv6BFTrJTEx7A8844AOmjbgCeTi8AuF7Dg6CionzP4iwA7UP9ANyN3gLQljvwAG5292Nxwn4HwpQXMsNdADQf5pVZfxs+V+6TvjR1J3b8ejZHLE7Y74BeeFxfA6B2cq/Us695AAqdc0q9fOgfr0+KSj1T9R1jdDySFzWRHAfacgfAFzPaqs7+zNgdAOW68Ho63exWgc/Zj4vkOGBSvrd11YPg7GcG5wEoVCoAlB98pa9eljQn/OdK2kWN9Q6EZrI4sDc7AsB2Ja1cX14ZA6BvYRoIOhA31jvQIgqbuNwoAVA7G2l4vXa2CUCh03dGvgUTUTtkvwNyIikj+S4pIwrL7JcfttQnVNS+5cHS9/oiwnoHPubRlPeCKKjP8E/7oiI5Dgim3JcZnyweK/eH3Rf3umC9A4H/AUFSaAY1TURxQVde+ihOR/qiJpLjQDBNSg0b9G/AlD5SN+1So8J6B1K68jLLgr6Shq0DppU8rlSy3oFACun7/bCVVOofu9D63oj6n1rcJMcB027xuzMbcOKPsN4Bh8PhcDgcDofD8X95B85W4zcFVcbyAAAAAElFTkSuQmCC) 13 18, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRoge3WvUvDQBjH8W+tIOrgoOLWqRhwdFGcBBF0EK2r1LH/gotO9V9wESdLHRx8QcGgCI5O3SwoTl0cxKHgCw5Sh/NSUgy5amLb8/ksIbmQPDy/XO4SGEoOjte+u/7xVEqYPiMOXa18eRRCu+csLdQAXg7nARjIvwNQ3egB4GFoB2hdEh2fQHfQQGPnU5ejamBKHarcxVyaGXsTCFKZUZ3vz5xFXsxP/J8EGjufPJ9QA70H0VfVBHsTuD06SQA4GXwr8OnIGgDF4RQA+WdJ4FdC54D+1o+z0wCkJ3NqwHUBcN6WAShTiqG8cPYnoHmdbzP2JjDWt1kDuNnaUxdms+p4UfDdp+fGYkHdX35d/9Ndqb0JaPfX2wCkyfnOtaKbiqEsc/Yn4HX467/fbuxPYGWuAtTXAT0HdDL7j7tx1WbE/gSCOq/V14GraCszZH8CQZ33vn13NfqqmmB/Aq1eacN0fAKBO0e9G22W7EaFEEIIIYQQwtAnzIRfjLC1RwgAAAAASUVORK5CYII=) 13 18, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
}
div.testarea{
animation:rwdcur229729 1.3333333333333s linear infinite forwards;
}
