@keyframes rwdcur27189 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKLElEQVRYhZVWW3BV1Rn+1tprX84+l5xzEk4uJCFAoEAoBonQANG0kZBQQHREGSpWx9oHp4I8dBzrg9ppZzp1HG/T0WltfdCWllikajkaUTMFAVNAmgokhEuaBAiHk5z7Pvu++pCcGKNQuh727P3vtf7vW/9lrY/gBkdra6saYfF7LFufp8meX7777jENALZtbG6o8g+9ktGssbPxWT+IHjgQv1GfAEBvdGJQSNfPDZ96vUQ69TOSF5oL9uKAMD/klxtk4dJKCIJSsN/ZujKycc2qiv/ll13rx4YNy9RMxk+7urqyAJDNK+eZWB6XpaGSgJ28d0PLypgkWGVFSu5Bl1MYti9JALuwfmll7DcKjd1au3XpU0NW7W87OjrcGyawcW1jbQSjL6tCQmtubv5hV1dX1lWg6LYYl0S5JKL23xfBua2EOCybEJDhLgSQyKzAuY6tbTf9dUaAqyXe0xs5tySmu+xa4Nck4KXO4vKiZJsqpCDrcB/e8K0xv3x8k6WnIy4HKAF1uUM5Bzh3wDlACJdUcWi1Xx5aLTNA0wEmhobPDIfevBY4AAjfZPTPqB4oVu3FKosvUMXEIo84uowSwzs5gUxbQMZNlACCALAJr5SAam7w2PHeS30A8MjdK1ojs2eP9vcP6tclMDw8bNfW1IQC4uX1BTACgEy8m07oUsasejdplH2QNmcc0qySHnAZsqiXyKIryCKgSIAi21J5UXptXW1delOjb+fSWf/+9dJKYREn9e+dGhgwv5KCu1rqH+HEkbIksLsI5oKI5+yTBUBCAMeVtJRRs2fMKHo7l1P+Mb3dmpoal1fkyPN1ZbF6KpuqLAHjRLLhhkDPy4rksNIQQc50fKLXnsQlAHBH662V84tjJx1rLKAbxohHshQmaMGJMMKwS84PZ2bv2N35z/emR6u5ubkkTJI/qpIv7pT41UjYIyPrAhUVDoJBG5IIeCTA6wES2ry39pwoe/TNPQdGCusZAKRMmkzpQpePSRtVKVEmUAtTwc9l5m37W+fhQ18DX/2dZqT7nw0WWQ1LKwguJ0PoulgFEwwNHhULlYPwqeORkBiQyooDU8Ena2BgYMCMzG7Yk8q4g8y9vF6SQCgADlkbzC14aM8Hn300Hbylccl25Hpf5fboHLg5FHtMnMnMQyZQjauJNCIz56LWq0L1XIQiA7JIMSPE5qv+b0crZlahvXlpuVJUnp7MRTQaNTfcdpMvp3NqWON5N1H11u79Xw17Y2OjIrvaY3b25DMEtiQzoMoPjGYsZDJpjNIUEoYDbuYhsTBGYkEsXDALqq8cwfDMkvvb07uYG4/Mqa1T/rS/fxtrbV0ZIXmBOrKsSdbZtQBg2eMEEjz89nRwxR57xc33PVCqAjYHNGs8xGGfiNKiQZSMOTBKBSygJ9DbP4DDsfLzT92yvCYUKaayJKDUtRcbOY4rg/shmbkVzG+MvCLSWLNryWkByUrOx8FsHhrWiXpwKgHZ1R6T7L4HmARUBgCvBAgCQ0VQgigGoeUvYUHxf5C3AOoAHqkonnVmPjR4afg50Rm4mTtjgN2LvuHi3adHIh09o+UfM4ZkPSXZMEU2XABnAoFLZ3R17e+abLXmxiXbBf3kM9VBD+aFTWScWRgyy0GZDz6SgMccRn8c8MuAbgsYyArIkarXuo4c7VpfX9czQx66mSANSgT7cH/lsy/+5dBRAGAJOm+zCLPe4yY2ixhoowQI+mVokC8VwL/btLxV1E4+Y7u2NKoxzAkHcM6ZizgXoRAVSV85IuCwrqRxejQLRQEMHj6VIaHnACCh2VpeT4MQQBQcpshmyWQbdn7y2XEAx9tuW5Yuky63+VUVRT4FRo4W+rxS0np+x2guCAIwriOZNcBlCiYwuI6DsVQaKd6HeC4LVwBMl2k5Wv3kgYnDynYINGP80GECsKwmvuPFnyytOX/Vc3SyCyRZjpUWl7lMYFSSPaB55gMAxU7cxzBWXaYAggfIWYAoADW4gIu8HIZBUEKHodM0ir3AVVPSM3zRox8d6N47WTyOUanpAOcApUDQN9C2sHKgrSxUeoqtbWoq8yrZ24NS7F7HpTSdy4NzDSlNnd/U1LSohv5rpzcACBRQ2PhlU1xUDTgX4cufhS14kM/ncCQFCCKQc+e9ED34+R8K2CtWrAgEPP312fxEcbuSfiWpjvmVfDCpB7tZUIo/4SWnt1saEMvLsGwDnAMc8nLF1HZRTzpC5TkYccvhFzlqvZdBmA8XEhb6ruQQ9uQgCIBDAI0vfAH+6qeAk5ObrwjQekL0YDY/3tppvbS7Z6TmXgiO5GpSmqUdz6eCg+02Dw9yiGlZGF3MmBceWQoU29klRSSMfnc20lCQlf0IsiDKzYMIy4DIKOKmC0oAky58ifpqHo9Go+bU1i2Wr+y0bS3gOONRTOme3j0fTLkL8gjsA29odxWxm5lCTWVJ4ICqSCp3TWRTceQNwJZkENuBYRhIOQZUO42+McBwACrImikseDyus1ePRaP2VPBN32vYElROrNMnKElMsC3X+9nUOdOlBX585027iDWyRdPGYNoW/BIFPI24YvvA4GIOHUKY9aJ3FLisz+jlnuonPjpwbO90P+tuW3F7tf/M6145UVnQEkVeIOiXtZF05TvdI3Mf6uzs1L4iyTbX1UlXx/KmgisQGUXIRxHwupBwGL5cGfwkj8vpBLLMF8+QmteoFHi+88Ch2HTwTWsatkTEM88qLFHpuuOV73J/3HIF2zBTZRKJ3y7kK1QAXxJoaWmJONb5133ChXWSSOBXZciiCQICm7gQPZdgWcAYL+9JWLMe/uTgke7pwHeuabx1hhLb4RFOrCfElsDHd+5yWRvKLnxQy6tHFwYSWwghakHQTKZg1apVvirlYkdIGWjL2nPfcqn38zLvhZ+KNBvk4JNyjHM1nXeKewzL25u3pT4AUAVtKYgd9rDYSoFqAdctzB3XFFf0JTve3Nfz0nTCX6uBdWtWNajI30yCc1/r6Ohw72675a7Z/t43CDIqmaINCyKUY/zBAbjul9+TIpUCjAJJY+7u8/r8bdM7BJgmy/d9+OlRAEeB4wCAlCMdEaSZmmuNqK6bhEC/3Fnh4uKFnUwwIhSwnEAsa0feD/ukMlm82iqb5+7x2KE/AnjnugSmj4iobaTQS5I5HUlzyZOqbIdUllnula6uBAyGQmo4AEJdzl2qW4H4YLpuw96PD3e3t7cHVteUvaFSLZJPk8Fvwrgmgc2b6ySas0tyWkLPWDPf+fOHd/0KeNptaWkJ31Lq+VzXY9UJLbw355b8nhOuVwa1B72sd2syR824KZwBgGg0mkZ7+zZKTRrdfzD5fxHo6DhpAvjF91tX7rUJvwQ87QKAh2sKJWbQdQmuGsFd+z7pfg8A7r9jRTAU8G0VhVSZV7LnYCKP0Wg0fb0oXzcFAPD3zkNfTP02BIqcwY5ajjyHQ548UpNx9v6IMPvnMVM8SeXQF1/39M3jv3cLczSRytydAAAAAElFTkSuQmCC) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur27189 0.5s linear infinite forwards;
}
