@keyframes rwdcur33650 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjUlEQVRYhe1WW07DMBCcRD2YOQAfXAeqdEDAdfrRA3Q5ArdBItLy4bh+xM6raT5QR1o18WNnPLa3AVL8/ijYaK/9Rqh75A4bifACQvINRdRF8o1E1IPkG4jY4ePzVrknoYrenBtOFN+qdMLaqMeH3AXcBfxzAfbqTYmFEBElqQBcRLCF6OU5bl2hOImIdr/gYQ8c9gAAvr4ryUt9sQ9sNBKRCphRkBwxABhjAG0BOfkB5hGodp7bkzTebjY+lkOhreJ8tOG3INySRIVz4rpSbEUnK+fXN4wx1hWPTP7MysNDRFJJamh1QByvOl49MjnHQdIm0bYfga29vhEBAxZYiIhe7NI26UwOVandvT88Fbl2JWIRAYCKpDJM3JtQ6JNTLKKAnoBOBIwx138LOBEDmEKiOB/jFmupRdqXIhw7ndMiKqHlA6VjkZTiWbUlnBAmW5oDc3KsQR66WBI0TJ5JMBsikhauy3P2FnRY7Yu4u1GTF5EbuMj+EFOdLBFdvQ1OROY/pEdUnLyGCCSL+QP8XFbfRtf2WAAAAABJRU5ErkJggg==) 4 9, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur33650 0.4s linear infinite forwards;
}