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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERklEQVRYhcVXy2rbWhRdcowyye2o+YkOPA4ZBhKKZ4VASqEU8gOGepJJ6Dh0UALNJAnBlzu5k4JN4t57kw+w/8AtaOiRVEsy1ePoPLTuwI/YTfzoI3TD4ViWtPc6S/vsszawpJEsSylvoij6KoQwQggqpSiEoBDCRFH0VUp5Q7K8rM+lLM/zoyRJMtd1Tb1e58HBAUulEgEwTVMCYKlU4sHBAev1Ol3XNUmSZHmeH/1UYJJPtdYqDENWq1UCuDNGAL4d1WqVURRRCKFI7syLU7jvT6XUcZIkzYuLi+Lq6ipc1wUAVCoVNJtNOI6T+76fF4tF+L6fO46TN5tNVCoVAMDa2hosy8L5+XkxSZJ/lFLHS688y7IPnudxd3eXANhut9ntdsfUaq0vSe6TfELy8XDe11pfjj5Vv99nrVYjAO7u7tLzPGZZ9mFhcKXUsed53NraIgBubW2x0+mYLMsUyee3T5KDAU78Ht7hcyGE6nQ6ZtKP53mcywTJp3Ecm9HK9/b2GAQBsyy7nPXGLYB7mbwMgoB7e3tjJuI4NjNzQgih3r9/P0YcBAG11m9n8zUfAABord8GQTBm9OzsjEopdefBPM+PoihiHMes1Woj2mesfHkAwICJTqdj2u020zRlGIa8s0WTJMlev37Nw8ND9vt9CiHuovxBAEMQqtvt8uXLl6xWq0ySJJtww7LrugbDPey6rplOuJ8HQPLFPTEGFVNKeVOv1wmAlUplGt0vAgAMWK5UKgTARqNBKeUNABSklBvtdhsAsLOzA9u2r5cKD2tqXmS2bV9vb28DAFqtFqSUGwAAIYQZ1XbHcQzJ/cXBB1R6HMzD6/nvkPuO4xgMzw4hhBkBGNdw3/cNySfLBh+NZUCQfNLr9cZ5MIyL4srKCkSaAgBWisUCABdznFkAvOHdxxbwhYNra/RFZtv6o0ePCuko1srKEJkQo1pKPjQDvn+HgQKAHKXS4CHfB4CNeY4swCKA9WHurVsDjxYWZuNGEIYAgFKpBFhWDgAFap2gPNiS1ufPBRjzbIGjKRBLBofJ82efOp8KAFAul6GNSQCgANtuY2O46OtrUMq5AuIWBKfmRSal3Ln+718AwObmJlZte7D3SZZz1zXjPHioSuh5t5XQ88aVsGhZ1sc8STSqVRtfvgBSFoyUfwH4e6mlLWFZlv25atuFN2/eIIoi/LG2pi3L+niLMM+PGIakEGy3Wg9yGtZqNcZxzCiKmJN3BavWWp2enj6oHjg5OWGapveftL9dEQGzNeFQXr+YDj5TE77IsuxeTai1fjcz+ATyKVVcq9XY7/e/SxV3u122Wq3vV8WTTMRxbE5OThjHMQ8PD8d64erqio7jmF6vZ5RS7PV6xnEcc3V1xdF5/+rVKwoheHZ2xjiOzXf1BRNU7qRpqqIo+qHOKAxDKqUWdkYLbbI3bDQac3vDRqPx63rDb+23dccPbf8DsAbTUtMarP4AAAAASUVORK5CYII=) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur133616 1s linear infinite forwards;
}