@keyframes rwdcur252771 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACP0lEQVRYhe1XsW7bMBB9Erq3TgbJa9F+gQGvQbcu3ZP2M6RVipOs8mc4yQd0yFZ0DeAvcJHRooZK6dhF14E8mpKp2KSTAgX6AAMHmu/e85E80sC/jjrL6BB+8FziR1dXXrnCQ8XfzGZbZlzg5bpeKPHTGYIwBLUtHm+lkaMvbpVwNtAXZ/iacDJQr5T42654x8SDMvF+PxPuFVAm7o6Bs9GlHr9pcnz8CSdxLwMAkJRCb7gijpCKSn83H8dOOb1OwXwcB1gCWKoBFbuK7zTA5bbh5Jv89GPXPIMGeLc/Rd4HzOd8exngyaN3cpOZa86YosUU7VZsgnmcx2bi1Za46mijz5J0dwzgN5B8FcRlnqJFVMSoUqF5URFDYE336jd9/wDNP1P5muscdZaR2bY7FeiLA92jZqJKBaJirMTHHTMmTD7nNdu2dqLFL+2CdhCCIARRC5cT3eQ5AHmBdVhDJlJRAcvNTuf15goAQJWWAIDOEkxknxgSB3pLwIPNda7HbpocNsg9UGrxqIit80w+5915ddeLjOpFRkRE9Soj2ykQyZpEsiYiIo77c5JSUL1SeVTO/hzrMeTbrPkhHds63D1CXW4zNsE8zmO7JQcbEU92uViseRR/6Ire6gM2sg18zj8ZMebuebwuo6QUhAmAiRpQsW2v7MJB74HT1xcIwgDUEm5/nb/8e2DzIrqQ5HBDp1b++MeHcycT3m9Cs10z9Dl/qTfhUyZ8xL0NAN223W+vf8WAacJX/Flw6H/D//gDzfdBSiZv0fkAAAAASUVORK5CYII=) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur252771 1.3333333333333s linear infinite forwards;
}
