@keyframes rwdcur29804 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxElEQVRYhe2UQQqDMBBFn9FF6aaHKD1Bj9D7n8BLlFIkiEoXmamQilaYuJoHQReR/zJ+rUiEbC0xZcuECgjcxvGv3W19ASLQWwmsnTgPvwKnXc+YCbT1Xfbp6M1eQfMj0NYP5jFPwCD3nVwHq3AVyInAE3hL2CTBKlVcoJfwl4QWaf+agI49yirKUgF17Oan3RZIbe+ZC1ic5huUvvNAanvkIIFKJM6kn4w2vsO47WsCQSR0GsNR4Tlmv1fHcRzHcRxnDx9WGT2YmJGgigAAAABJRU5ErkJggg==) 1 1, auto;}
}
div.testarea{
animation:rwdcur29804 3.3333333333333s linear infinite forwards;
}
