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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 0 24, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 24, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 0 24, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhe2WzWtcVRjGf+97zv3IzHQ6TWMJoVipbVpqKUpLdCMVcSV0Z7oQBCkERNwUVEQXVijo3o1QDbhxYRC78A+wCwuFagVFVBRa0bSmaT4mk5k7d+49r4sZbbUlaSPiJg9cOJx73uf53XPOPRzY1KY2talNbep/lqw3wGZoAKNAHYiBAmgBczLJ3H8GYDOMAAeB3cAYsP0WgCbwG3AZ+E4m+eVuA61LTRJaawLYDPuBCeARYBy4Hxi5BWAJ+BX4CbgEXJRJLq4TjCS3998GYDMcAJ4AHgeOAHvW8J0FvgK+YBffygSfrQVxJ+k/wseAx4Cj01dOPbNOOPSX5kngKFcYt3Mc+VcA9Nf8MDBx4qVT/i49KvShDzPHHjtHbUMAg68fBw4AD9yLCdAY1I0zd2+1t87AGLBrrfB3s7Nree0e1I9tFKABDAMjHBv0HLv58q2rH3B9+fpaXnVghG3s3ChAOngq8xemAZi/MM38jn57buUGCyvLALz8zTuc/PLUnfxSeYrpewH46zcsP+bp33d+8rbvNQ8KpiOPnmDq9Gm6wUgqNQyjWqvjmwssq6fIuwQLfHjoDQBem32f0jl8L2drkvD6i8+ve8oCyNQrr1q3swqAj1Occ4TqNqJ0CBUHIqjzeO9xUcxqcwkREIRggcWrl5EQGN17CJ+ktBYXKHtdzuzYEv0taXx80Pgcrj8UOH489Gfg/Pl06tOznT8hYheRlz1a3Yy8CKiP8GlCkqSo9kHSOKHb61EWJQhETnHOEfuIdrtNQcCrx4ocFYjUEcURIlAdqlFNa9QqVU5OPSee7QyfeeHZfVPvffQDwL6xUUwEJ0oIJd5HiCqdrEur3aG12sayNvnKKjcWFxmub6HVzVnpZFSGUkQdgUARYOuWOnHsWV1eIiuMNI5oxRk+yYn84mAP/HxpAtFRkFFU6mAVkCGCdVBrU0pAzKMKEDAKCGDqEQuYKJgi4hFTRCICYFYiFvW3mQQs9BApUM0JNku3+zX7j3zvKXrzeI2RaAeGB3EIq0AOChpSRKpgAF2UHBOPUMWkQAwgxqyGSQUtY9QHjACkmChKQdAWajlGgVhB5OoAnpDPkQ9lJGUTdXXKUMEkoywLcB7VOmIpJoFQtnAOTIaRMILIEla2CK6Gyl5gGNRj1sYsgNQxYgI5wgJIDpSILkGI+wDXehmJFjRchkidxOqoNilcgVkFQ0FANMNsDjUIQTEHITTx7hr0YiQCaPTDbHBRsVFEUwgZ4mYpQsBJAycF+OGb58DkpPLmpIf7YjJSsigjTQNuJaZWrRGnMYUWdFf7F4mhuI5pTN7J0bxFFimRaxAnMWUZ8NYfV2oNZx6NC0padDKoRCkiSgiBBx/+8Q9Pxo7DDRqO7gAAAABJRU5ErkJggg==) 0 24, auto;}
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28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 24, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 0 24, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 24, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 0 24, auto;}
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57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 0 24, auto;}
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}
div.testarea{
animation:rwdcur190204 3.15s linear infinite forwards;
}
