@keyframes rwdcur162754 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 26, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 26, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 26, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe2WvUrDUBzFT0Wkpa128wOHIjoITlaqDjqoi+gbtK8ggukDODroIA7i5NBkq5uDSN1ETPADH0EoJKCLtrQhUK6Lt1xrmntvmmiHniUJJP2dc+6/yY0gZOmqQuj5Yv4oEjbvF5yKNcJqIEx4NncY1s/z4S8X+4Q2wB7b7w28AV1VSDSWBABEY0kYWgFeTQQ6FCwcAOxGtQU3tEK4Q8jWzNbvNYCBw1mg17qz6noGKMDQCqBHmaq7WhO3Nafw9uSdTPk2QAHRWBJ2o+oK0VWF8NrwZcAruaykZ4Ct1m5UO8Lvi3tCky/lOsjkVMINiCYHxNMDgg3oqkLGxyZb16ZVCeytxm2ATW5aFS78tngj9dbzNECTs+l58OxCSspERwN+kmfWZ9CMTyAxNS9swtWAn+RLm8uwayl8OnE46QRe11aFTAy6wem5aVW4cAA4eDCRSdfxNjyCrSHg9MnB7Ggd54bF4/9swG0bJTLtl8f5yGPpCtPvNXwAWJlr4rl0jfJJTvyf4vZJFX74W9u7Kjm7c8jGjib//Q9qAyELb1X07/v3PwX2DLyvvnpBXyccUDSjek6SAAAAAElFTkSuQmCC) 0 26, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 26, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 26, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2WO0vDUBzFT8QhpRRKu/hCOjjo0kGkUocinUQ/gqKzdHBIP4Cjg24+thoxHYVu1iLWCg4JPvAjCIUEXLSFthb0Ot1yW2/SJk20Q8+SBML9nXPun+QK8FiqIhF6v7hxIHjN+wWnYo2wGvESHlvf92r57vCXi11CG2Cvne+63oCqSET0BQAAoi8ALZuGVROuDgULB4BGvdqCa9m0t0PI1szWbzWArsNZoNW+s+p7BihAy6ZBr3aq7mtPeHtO4Z3JzUw5NkABoi+ARr3KhaiKRLq14ciAVXK7sj0DbLWNetUS3sv023LtZnKqnhuwk5zVvbxj2UJP7lVFIuNjU61n3Si79lXr2gCbXDfKjuC3p1emLVgaoMnZ9HbhxUyexBaCpiZMDbiRvJjJk2gigi//BMTpKNcE14AbyUtygcRXl9CshVBp+vE9E8RrMoGSXGgzMcqD03vdKDuCA8Deg475yQreQmGsCcDJUxNz4QpkzWh7r60B3jHK6bRfHm4Jj7lrRIx3fACIz37iOXeD4vEmfz3eL9UJuFMrKZkc3dXI8vaZ9XpeHiCSqXPT9Vp1/Pv5/U+BAwMfaqhB0A9m+U+mdZPUVQAAAABJRU5ErkJggg==) 0 26, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 26, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 26, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
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}
div.testarea{
animation:rwdcur162754 2.6666666666667s linear infinite forwards;
}
