@keyframes rwdcur82117 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe1XbUhTURh+du7d7hxNcZu2apagOUNxZmkZZBEIUtCf/vSB5J+gPwn9jL5I/1fon+hHH2DQB0EUCSUaWVA5sTJN5wdOpviBbi3d3Nm9u7cfOnVfbs5JQT5w4Nzzvud9nnPO+x7OBTbwv0MWPMBTqvT122qlKedxAESmS3nB7My4Kuc4z0qBftc/Oy9Tq1rVVcd+xq2GDo0cdr39IvEeT0BzvfksUevokUjzXC8/FDmqb0q/au69Wi0n8Xe8Dmem0G19pygzhTgpDhVC6Bpq9jqcmeGCMHrNNybLcJExpF9erYBFzLV29ASvPLjNtXZY4iaIgMUdEJ3u3GjOotOds24C/haWBJCQggjjHYNPvAIYg+5ONOdYfOIGT6nC1WyOmIDuFrPEU6pING/AnvKUqgRz7yffhL1AHJkEABBDOph0TRdbklsq57jZ1RLwlBJvk7kKABTlxQ/kHCcut7PLP+Qc5wZg4inVSLNzhQCIbFNSh5zj7Ksl9sPT0PRa6ByoAABxwn4CwLGIApYJsQNoiZd0OUS7swKiuNCfORpsX/cyJNqURhACMAREo24MtoetK55SlTjpOABJImSz5uPC0cSFaDkQIsDT1n2FHxipFa3j8yvI1IPNNtQkleRdj1fESggQ4OnsP02bzI/85H6QHXpw5XsrlaachkQLCMgBoXf4YTA5AIjD4xB6hu8nmjxEgMT7wlYFAEg+MaJtLUhIUGqx7hcGx86SFJWFMW6/q9Clxpy0AQLYjLTHQqfyJNxBry8VB3ab7mm4AK6mthue5++viWPTAMuALci6RW3jWi5DH9PlFXAE7L68SkWZyS7TJi+OybTJUBw02dnS/DPBk3lKlb4+2zw5AAg+CB194L/21cdCDoRexQIAree7pdo3OnUKEsBs1T1R7jbeDjdZHJsuEidCFyrZZ4riEuCH0mSsA1AXbTLZom0neg18jpmlQRkg06jbYxWwpqtYznFeJifjEjGkzQ9wcrB7jKK8eNeFWGMk5IlDB2z5wuDoOZKq/sGashui/UNs4J/CH9ljYIgJtYPOAAAAAElFTkSuQmCC) 15 15, auto;}
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73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur82117 1.25s linear infinite forwards;
}