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15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36.842105263158%,47.268421052632% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhe2Wv2sTURzAP7kcRzhCOM5SQnHqcBZaShAp4nBEUnBzEJ38H251cBZxdBDHTDrUQdGtGJQMPekgIRhTbxDqIGJDc17D5Tgu9xx6iYE2PxorLvnALe/e+34/PPh+3xfmzJnzn0nNcCYDZAEVkIbWY8AHOkDwrwSWgGvAdWAD0BOJGDgEdoF3wA7wI1k/N4E14C5wS5blpVwupyqKMriBMAxjz/P8KIq+A6+AF0ANiM5DYA24D2xqmrZQKBQolUoYhoGiKIRhiOM4VCoVarUaruu2gPfAI+AjU9zEOJaAh8BBPp8XlmUJ27ZFu90W3W538LXbbWHbtrAsS+TzeQEcJAKLf5M8A9wGvmiaJizLEs1mU/R6PXEavV5PNJtNYVmW0DRNAA1gE5BnFVgAnsiyfFQsFoVt2yOTD0vYti1M0xSyLB8Bj5M4pyKN+pGgAhu5XE4tlUqsrKwgSeOPSJKEYRiYpkk2m1U5rhp1VgEJ0BVFkQzDIJPJTNieWKsqq6urZDIZiT+lOpPAYI+iKFMl7zMkOzbHNAIxQBiGZxIIgkEzHFuCkwRi4DAMw9hxnOGgY/F9n0ajQRAE/Q45UmKSgA/sep7nVyoV9vb2iOPxPSWOYxzHoVqt0ul0fOBDEudU0hMEYkCJ43jDdd0L6XSa5eVldF0nlTrZRPvJy+Uy29vb+L7/FXgKfAZ6swhEgAtoQRBc2t/fV7vdLrquo6oqqVSKKIqIogjP86jX65TLZba2tmi1Wi3gOfAS+DUqwTRvgQRcBu4BRU3TFtbX1zFNs19qBEFAo9GgWq1Sr9f7b8Fb4AHwaVzwaR8jGSgAd4CbsixfzGazalLnAARBEHc6HT+Kom/Aa+DZpORnEYDjm1gErgA3gKucnAd2gDdAHfg5TdBZJiIFyDF6InKZMAPMmTNnmN/GuVIh9HKwYgAAAABJRU5ErkJggg==) 16 16, auto;}
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}
div.testarea{
animation:rwdcur112875 0.95s linear infinite forwards;
}
