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0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe2VT4iVZRTGf+d8372TtYmIYRimWbYISiPKyHAYXEpeoUX2x0hpoS1qIa1b1SoI2gx3p9JCEIORVCIl0QQVF1dJg0AYCURCokUOc+99z3laXBPNZiZmbtjCB97F+77nnOf3vX++Fx60pnYee+RB+tvUjqNfSPr01N7NN5cLXrdutga9A0xJ1jPjSKfTOrwaAMdsshoZmZnedeLJZcwdtA/YDXbZjGvge9au/ebDVQGYO0iTZLand50YXTxUW4FnwF7rdFqfdzqtzyTbI/n0s88dWxJ+SQApUQSKnECaWRzCXpTsZKfT+vUOkuoLqeqmVK0cwMwxM4RQxIRKaU+//+19EBI/mXH67rHI+mll/VtmdWPFAIPiQplIArNxSe2NO46O3R148WJrf6fT+voeqPSNqerMlcubfl8lQGJmoL8K57i7z0zvOjG2VHKqejSiurJScwBXJmAM3IUisLrG6nocqT2189iiEJnV9VTjiVUBRClIeefrQWSU230b80azvWn3yfF/Spb8bMrnVgWQUciIgZ8GFJF9Sn8BBGY+FlFmpnYcuQ8iqa9HVi89NdlZ4vouA0DlyIzMJDNQJo1qhLoeASXKQBFjYO2N7x2ZuDv56s8vpcGPmFZzCOUiiegRpUeU/u0tGTSVPkRB0qiUMxvePXwPxNzVF+Z+ufZ8b+UAElmCTBFAKim9LqX0By0KJYN+6VGijEaUmfVvHppYtvK/BYh+F7JggLtjdQO8opRCZCCJyCAzUSZmNlrXdXvD9tnJYQDUZj4g8QoMsnRRQqMxQlU3BlFpSDG4Gal5SafNvTkcgKrGvIIIsl8QiVc1OKQCw6nMkbhk7rORveNnvtq6MAzzAYD5nT+hVzWScKvJTGCw7MrSy8yPzx/YtuLTvpi80WgChswwrzGv0gwcR5lE6ZIZTTPfMmxzAO/3uoCQ8ka3N99e6N5qzS/cujK/8AcZQbOxhmbzMSqvX1//9iEfNkAdpfs9+Fm8On/hwDYAXn7r4EE3/wSzwQtJgPsYGa8Cp4YKcO7Ati//PthorDnuVfUR8LikwXOtnMN86Ctgi028sn32AzN7w736TuLwD/s2Xxq2OUC92ERk2Q/sPbd/y/x/YfxQD/VQ/xv9Cb290zRC0DRuAAAAAElFTkSuQmCC) 0 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
}
div.testarea{
animation:rwdcur163054 0.66666666666667s linear infinite forwards;
}
