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0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe2Vv2saYRjHP3dtlkgytOAQRIWAhC7BjJl0jeQCkr0dCj1D/oBM/eHUqdORXMEhf4AIOUngpjiIQwYlS5FCUMOR4UpCsRgKYt4OxiN6Z6x1CJT7bPfePc/zfb4897zg4+PjMwOaitBUxJMV79qG6NrGTCLkWUQ0yuYs4QA89zoMRhJOR3arJI2+79Vz4u5FkLmTTeJf4CxrAIrY1XF9OymXS0AwkhDbB6cAXJ3fUtFTwiuwUTYJNwW1FWWsE8FIQqyrxyytzgOQzyRdueTRgEHxcQy6j7U1LqMK8TrE2hrvsgaTZmH74HTIkSEBo8Xvu/e0DSBQsAg3Db5/s8YWtFslqaKnuDq/HStCnqb4oPvlfUEnHeK6ukYnHSJQsJg72fR0YZIIzyGcxGVUAeDXUYjejyKNRZNYW/uXVH0H7FZJymeSzuHS6jzr6vGQVZqKM/mBgsXda1jYsljeF8Ta2lgXRgcRIJ9JOu46M/A3IgDCTYOfuRoLWxYv16o0Pyh0N4rU3nx2dTep+JAALxEP2dWRvr5XuNjpx3bSIS52JKKfjP4+ONyju1FEvrHx2gdexcFjBu5FPLo8GmWTQCFOY9HkurpH/DfwKgTUXLkqeurRXFPz8A7gUIjwxyPnuVfPTX0nTP0X9O1VBEA3awAS8o0NwLOVt7N3OA1Peh37+Pj8N/wBTDAn8Wvf75oAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe2VsUvjYBjGfwk3HA7l4KCDQttJ3Eo3EbSdugji7iLIQWj6Bzgd2foPpFA4D27pWrBghyxWBdfiIiVwYAt1CBxIRTmQ8jrE5nI9E3N+a35TCN/zPm+e7/veQEpKSooCs+GRzIZHolLjg4r45/VARa6GbSBPXleevK7YBu9O4Z8EsvlKUMwb9bUoYX1d4KtGtWry/ZMAkUtja/7VwKC1Jd9ypwDcXj1y2dqWqCbcTB2qJgC/PnZjzTeME5aLSwB8GZelZJwHNfWw+creWWShRVanNgCO02Rc2EmsW9k7Y9DaChLRw+bWhf/y5etjt6A0/POcu4lOwBv1tcvWNrdXjwBYFwtNZPMV8e5FvHuRWk9kt/Eg4T17jVpPJGcdi20gbscUfvjaOE02X5HdxoPUehL4ZfMV0eNEcYRjj0vgLXRv1Ncm7XLwYrm4xIZxwlspzE0dp8nn3/FnYPEgAkzaZbxRX9MBSsa5NmmXsTaTNzEu7FB9uQWDteTm1qZvPr8JwRbMm0hKOHY3U0+sC5vDK9Mj6SAqHYoc3PmDaHVqw74WuTZpzf9iPordjqk0ipVwO6Z/DRVQ+hs6TlNFnpKSkgLAM2+X45b/48BTAAAAAElFTkSuQmCC) 15 15, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur208398 2.1s linear infinite forwards;
}