@keyframes rwdcur39648 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhcWXPU4DMRCFP0dUVNwCCYkiW7INoiQNd8g9UuQeOUZ6GtrkADQ5Ag20Q5HMxo7t3bExykibldfz896Mx3Z4vOcTeKZMJPGU2gHgAOk7fj52LIB3q6MF62GwZeX7K7FxOiF9xze2TIja+A/jWfB1xB/PVONut77tO7YWED4ToziPcZSlgIkhE0km2NdCkDHHRW0AvrpVbk0IgMg5jnMuGqdYesHZskJEVPeI6KV/CJicuiNycIwvo+8x9qrn68rb65McDgdLGgMHfuBLpyMZCMGemA7B58u61WwAz8l3oBvVygew30TzAvku8Hvb6jO7cWSMRH9GdpxhaoKMTebLoCznGiYeBag2E+UEYDaloMh9ZwvWER0dq95+g7OwLk1L7gxA+7vU500hgEAqtuRIJkvw31IMwE/7NQDUtVJDAM2lCkDLMtQAaFqG6hK0Xow1UnsjaiOJo7Uq+F+7QC+Zbr6sc1AFIHfKWU6/JtISwNU3opKeTrFzBfNJsRzH0X8BGO7/oWKsox+yQEwlsARPfb+0S9pY4hfaFen/Ajl/Ix1yp2USAAAAAElFTkSuQmCC) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur39648 0.66666666666667s linear infinite forwards;
}
