@keyframes rwdcur76600 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2XTWwTRxSAvzjBjYGCRempJLYoFw5FRqKHSlVkFCE4Iah7BrlXJKSo4UpbQIgmFQi19FAJgVSpahU2dRUgaVEwJFEPVpBXbZEJbhPj+IcQkiyx7Ji16+Wws2GBtbNGBC6Z08ybN+99++bNvFlYaW+4NbzsQkmT3IDbJFICDQHltQBImuQHfMB2ASEDUUAONAQS9dhqegnnXiAIHDCJ9wJJ4AvgYj32HPUCAH7D+dTEFF2BLkPeCgQF4PIAiH0PGuOe4z3EI3FyszlD1Ia+NcsDIIy3AahFlbE/x5hNzRLqCpl19gvQVwsgjO43xtd+uEY2ngVA/l1G0zRj6gDgfeUA6Nl+2BiM/DyCVtGdZsYyRH6LmHX9ywGwz+jEI3FSsdTihLqgMvD9gFm3w24y2gIwHT0Aek/1UlAKz+gk/04ynZw2hq3YTEa7EfAB2wDySp6EnHhBQbmvcOnEJbMoaCcZlwR4PvlC3SEeTDyw1I2NxCipJWO4FxtRsBMBL+Li0TSNaH+0qmI2nmXw/KBZtOSRtAPgNzq3rtwifSddVbFSrjD807BZdJhnC1Z9ACL5Oozx1W+voi6oi/OfBKDzCOzY8XTN5O1JxqPjlh9QNwD6HrYCzKRmSP6TXJw4exa+Owenvm5A6oXOTl2en8sjnZTMNmomY9Vq+MK9f6KHucwcAP0DsGf3KmAz0EhrS4Hu7gSuNXD8K5iITlCYL7B63Wp4Wh9uWPmpFQEfeiZTLpWJDccASCRhz+73gC1AETAK0VaOfengm9Mw9d8UfWf6bEWhFsBOoxO+GCZzN4OmgaflfaARSPOYx+RwUmEaSANb+LyjiethGO0bNduqWh8sAQTt4hm++eNN/i9VAA8aBXI08m/5Q36ZPkp/+SThRwd5SAsqM4CXnf4mpAtp5D9ks1lLgGo54DYW3B+7R3RokhIe5tlELL+VVFM7zrecrH1XV360vp0h2lEf3uPjjZdxswHfB6OMz182f4flFtR6kikAq7KDjG/axm3HpzhcHlgDzioLnBs9RDhEsVjE1zyMy3GF2dwCrrddVZ3UApCBtnf8nxHDcq+GgF8F6HZMpbq5uZk77IKPdiFc/wUk6gFQgDB62PYB64Q8CYSEY9l4hkuaFALOoF86QcSr6TlQS4Cqz3KRiF4B4RZQCZZ4/4vb0/zPoIg1lgArbaU9AcvBVjl5DercAAAAAElFTkSuQmCC) 16 6, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 16 6, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 16 6, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 16 6, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 16 6, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 16 6, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 16 6, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 16 6, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 16 6, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur76600 0.55s linear infinite forwards;
}