@keyframes rwdcur250415 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhElEQVRYhc1Xu3KDMBBcMqqAnpre5K8oycfEpf+KuPe4dG8z4+pSyAI9TkJgiLIVw8HtcjqkvQxdSeBwvGfs/bXw8AgAyL8Pxs3h5wIAtIkQRdwWyJva5Pk6SwEWMdQLL9BqEV1JWp4xvy5EGMHTw00iE/Ai1Nf5Ym3B5hzayyhCOFE3GbEizK/jY6eHm8/qBQFYpecFTSIU2gL4vMnkfUVOjCPXoDiFRRAjQkKRq2spQmKGXH/GXYKQiOPdH9cFrUJXEvqKvPvCFpjl2FNEdO49RCzOqV7YCgHyj81IVuI9AV25Q78sKP+VnnSlZ5yARQ0YIVKRjyJiKsGISN4DLpIuwVIRsU0YII8/CzhsYNv+cQ8k2YqTHkZJj+O/IPdwxf8FlsV2HNBSS/aCcBKHyHWL3VdkmFI9FrLy1jNyMmpqvzP2W+xps+JiMyLypsaAM7MEdh/4LLZyytO1G7OtPINRQN7UGFqmCqH1DJU4YPfZ0UwPGGPaO9utXiVmOAWALPV4/gslYEBa3MmkOAAAAABJRU5ErkJggg==) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur250415 1.6666666666667s linear infinite forwards;
}