@keyframes rwdcur231972 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe2WwW4SURiFP7A2MKCP0LgkTVCTxlQHECs7m0wCG8MDlA2rdiGyYNUF4sKu2MADNF0oCUm7o9AC07rA1JIYlsQ3UBFqY8DFvcSJGZiBdCcnmdzLzeE/J8N/zw8ssMD/DsdM7KKqABqwzpa+7S5FDoDnwFfgAjgEjgbRytXNGyiqMWAXWJUnOlt6wF2KnABPDczLQbTywG5Zpw1hJ0U1B7w3iAOoFNX6IFoJAzXD+X0ARddeK7pmWd/aALwCdoAe8B3oA0P5BCmq1UG0sgE0JP9arrtA1kb9m4O7FDlzlyIjAEXXfii6NlJ0LTbtO5N7ILfmAj4iXuk1sAzopFoBCxPNQbQSUHTtG3AX+AI86qvlvhl/2k/wQoojxc+txAEG0cqYsyTXVcTNMcU0A5uGfYNU64mV+D9wGfbr8xh4KNcaqVZoRnEj9L5a3p7HwApwSqq1QdpfnUPYCTT6ajng6cYP5jFwTKoVJu2vA8/mMFDrq+WQpxs/QaSlKaYnYdrfBFRgSLZ9a1YHnm68ijD/6ee9/TUzzpLZoRTfk+JzwdON14Gg/HgxiTfZgMiAMWwPFyl+Bjw2HB1O4k7rgTIiRAB+A5D0NW2IN6X4OJIvgaNJfKseiCGGUI9s+w5J3wg4J9+ZNRMmwnocp/05YIds+zZJ3y9EKjbId0LeUWLcZEPJvkK8LSciiDI9R+HNtPJ2pmEayMj9slyDJH3VnqMwnoJO+SiI/PcC74C3VsVn+0eU9H3m73wAOCXfCXtHifF1BdE3mZ6j8MFOyVkNuBBDahMR1SvAMfnOS+8osYe4OeWeo2A6+RZYYAEz/AEOsK+ZYgO7FgAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur231972 0.53333333333333s linear infinite forwards;
}
