@keyframes rwdcur166664 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe3WTYhNYRgH8B8K+RhGGhplYTHG12IojY1slIViLClhCoUpWUjKgpIFU0SSUBZ2TCkrG9mYMpk08jGsTCTy2Ywyyli859575rj3nnPmjt3863Tf85zn/f//9znnfd6XCUxgAmNDAzpwDwP4FV0DUawjyhl31OF8JDaScv2KcuuqEU7KIb4aXVhcj0NowSLMiBJ+4h16cQ5DIfwWbXhSi4FW3MesA9iB+irJH7AX09EXQoPYiO6xGFiIp2g4ja0pk4axC7+FKvTgeMlXS/RbxJQMBq6g9Qi2Z3B8Em8i8SVoFirxiFloxJ14fhpfE14tx03MTEm+jU5cwJpYfAg78TzcLkV/4dnkFM7d0J5BvA+ncCwhLprbnuDMamADrExJ+oJ9kcjmCjkxjvV5DDRRvaP8wR6sFZZmJcQ4mvMYmAvTqiQcFj6kzhSiqaXhqMaUZuAboaWVwwU8xrUMRMOl4Y88BvrhY5kHd3EdVzEvhSTB8TKPgQfwLBHswRmcwIoM4gmOh3kM3CCUOOrrXgudbRO2ZRQfijjinAWkdcLPaPrEqtmYj6NCSzubYTJhW7wpvDLcEt5aEVn3gl4sbMV3XMaCjOJdqu8Faa+gMLENg91YZ9SSqoivuFQSH8SWpDg1nAcORoFGpTY9hPfCxn8xMmGczgMF1Aktf79YIV6USVxWGs6RWPu1GChgJH5TzkDCREXNsRooGqkkXg4xQ0XdLB9hRfG8E2Jmi4fXPBX4RzDPv0+iUI2sBkZqFaxkIpeB/4G/eF+C/xwUOQUAAAAASUVORK5CYII=) 16 18, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEUlEQVRYhe3WT4hNYRgG8B8KMU2GGtMoC4sx/myG0tjIRlkoxpISplhgSjb+lAUlG1NEklAWY4VSVjayMWUyaTQYViaShX/NVUMZi+8b98zpzj3nzIzdfep07nnP+z7P03fP934vNdRQw9TQiC48xDBG4zUcY10xZ8ZRj4tRbCzjGo259dUIZxUQX4f7WN6AI2jDMiyICT/xAf24gFIIv0cHnk/HQDseoe4QdqOhSvInHMB8DITQCLagdyoGmvACjeewI6PoF/bit7AKfThV9tUW7/8wJ4eBa2g/hl05HJ/Buyi+Aq3CSjylDs24l8zP4mvBm9W4jYUZyXfRjUtYn4iXsAeD4XElhsbfzc7g3AedOcQHcBYnUuJibWeKM6+BzbA2I+kLDkaRbZPkJDg2FTHQQvWO8gf7sUHYmpMhwdFaxMAimFcl4ajwIXWn4qtSz3PLPyc0piwD3wgtrRIu4RlupIjS4oTtGfGjiIEh+FzhxQPcxHUszhBPcbwuYuAxvEwF+3Aep7GmQtGrCrEEx5MiBm4Rljj2dW+FzrYVO3OKlyJHkjOvgSH0DOKOcKqcxBIcr1KU/BvGYm1sQj0STYj8Z0E/mtrxHVexNEfhmHB8VjsLslZgvLADI73YaMKWmhRfcaUsPoLtaXGmMQ8cjoFm5TZdwkfh4L8cTciYB4pixieiqSLPvPdfZsIaaphx/AWjIIG6AAsQIwAAAABJRU5ErkJggg==) 16 18, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur166664 2s linear infinite forwards;
}