@keyframes rwdcur196816 {
0%,1.5666666666667%,100% {cursor:url(data:image/png;base64,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) 13 8, auto;}
1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
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18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
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26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 13 8, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRoge2YTUgjZxjHf74Zx4Aiy2JzKEaKeGgLlbCKVA8tW8pKwcOKKJqg9VC6VQqxVKQHPQRZl/2y2E0pYisUelCohyhSJHQDXcKGULvLKv2AapqhkJasbuNH60cybw8TC6WXbpwYhflBLsnw/v/P/J/3eTMDFhYWFhYFogJ4DhAF9pETl4A1YAP4ELAX1s7T8zUgVVXNABngNqAU1tLTEQak3+9/YLfbDzGKuM4ZKiIMyPX19cDCwkKopqZmHzgEbgJqYa39P8KAjMViAV3XP19cXAw5nc59jCRucgaSCAMyGo1+JaW8rev65Pz8fMjpdB5iJHHq2ykMyGAwGJRSviOlfEXX9cmZmZn72SJObGObJbBaVFQ029bWpuzt7Yne3t56YADYA0YA3SSd/2DmHXqoKIra3d2t22w2fXh4uD4ejw8B28AN8lSE2RFHhRCis7NTSCnp6elpAEaBA2DcZC0gPz0aURQFj8ejSynFyMjIBU3TrmW1bmFyEvnaZBEhhO52u4UQQvd6vQ2bm5tXMczfMlMon1MiqiiK6Orq0tPptBgaGqpPJpNXs7+NY1IS+R5zEZvNpns8HpFKpdTR0dHajY2Naxj/YG+YIXASh020uLjY3tfXJw4PD4XP56vd2dkZxRixHx138ZM6Lb9RVVUZGBhAURR9bGysNplMXgf+BD49zsInedzfVRRF9Pf3i0wmw+DgoAu4g5HEF7kuelJPUwIoBzRVVX/1er2PxsfHHzocDhX4BKjNdeF8J1ADvAhUAc/oul4ej8ftmqZVpFIpoapqGigDqoFHuQjko4Ay4DygYZi/GAgEKpeXlysjkUiFpmllsVhMOTg4EBij9DsgkquYmQUI4ALwBrAFfAx8CzSGQqGqiYmJmux1m8D3QBS4D9zNfpez6HERgAN4K51Od4XD4eellFUYbfMbEGtvb/+5pKREzxp9FbgIvA98yTHMH4kflxeA91ZXVxuvXLnymtvtfn1lZeU80ITRIhGXy/W4tbX1MXAOeBlIm6ALmFDA1tbWOb/fX9/R0XFpenq6StM0ZWlpqRp4CWPy/FhaWvpHS0vLL1m9NzkFr2FCgPT5fCuNjY1PAAnsA/eAfZfLtZtIJGallJ1Symop5QeJRGKurq7uL4xHzoYCegfgMwzTR5+fgMsYd3YZkHNzc2Ep5aSU8s7u7u5sMBi853K5trPX9xbI9z9UA0vAD8AwRm8f8TYgm5ubk2tra4GpqakHTU1N2+Xl5RkM83GMDX5qqQB+V1VVOhyOff6d0jDG+9RTz7vAEyCFkdRljAPuTPEsUFloExYWFhYWFhb55G+KLnEE9+R/UAAAAABJRU5ErkJggg==) 13 8, auto;}
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43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRoge2YTUgjZxjHf74Zx4Aiy2JzKEaKeGgLlbCKVA8tW8pKwcOKKJqg9VC6VQqxVKQHPQRZl/2y2E0pYisUelCohyhSJHQDXcKGULvLKv2AapqhkJasbuNH60cybw8TC6WXbpwYhflBLsnw/v/P/J/3eTMDFhYWFhYFogJ4DhAF9pETl4A1YAP4ELAX1s7T8zUgVVXNABngNqAU1tLTEQak3+9/YLfbDzGKuM4ZKiIMyPX19cDCwkKopqZmHzgEbgJqYa39P8KAjMViAV3XP19cXAw5nc59jCRucgaSCAMyGo1+JaW8rev65Pz8fMjpdB5iJHHq2ykMyGAwGJRSviOlfEXX9cmZmZn72SJObGObJbBaVFQ029bWpuzt7Yne3t56YADYA0YA3SSd/2DmHXqoKIra3d2t22w2fXh4uD4ejw8B28AN8lSE2RFHhRCis7NTSCnp6elpAEaBA2DcZC0gPz0aURQFj8ejSynFyMjIBU3TrmW1bmFyEvnaZBEhhO52u4UQQvd6vQ2bm5tXMczfMlMon1MiqiiK6Orq0tPptBgaGqpPJpNXs7+NY1IS+R5zEZvNpns8HpFKpdTR0dHajY2Naxj/YG+YIXASh020uLjY3tfXJw4PD4XP56vd2dkZxRixHx138ZM6Lb9RVVUZGBhAURR9bGysNplMXgf+BD49zsInedzfVRRF9Pf3i0wmw+DgoAu4g5HEF7kuelJPUwIoBzRVVX/1er2PxsfHHzocDhX4BKjNdeF8J1ADvAhUAc/oul4ej8ftmqZVpFIpoapqGigDqoFHuQjko4Ay4DygYZi/GAgEKpeXlysjkUiFpmllsVhMOTg4EBij9DsgkquYmQUI4ALwBrAFfAx8CzSGQqGqiYmJmux1m8D3QBS4D9zNfpez6HERgAN4K51Od4XD4eellFUYbfMbEGtvb/+5pKREzxp9FbgIvA98yTHMH4kflxeA91ZXVxuvXLnymtvtfn1lZeU80ITRIhGXy/W4tbX1MXAOeBlIm6ALmFDA1tbWOb/fX9/R0XFpenq6StM0ZWlpqRp4CWPy/FhaWvpHS0vLL1m9NzkFr2FCgPT5fCuNjY1PAAnsA/eAfZfLtZtIJGallJ1Symop5QeJRGKurq7uL4xHzoYCegfgMwzTR5+fgMsYd3YZkHNzc2Ep5aSU8s7u7u5sMBi853K5trPX9xbI9z9UA0vAD8AwRm8f8TYgm5ubk2tra4GpqakHTU1N2+Xl5RkM83GMDX5qqQB+V1VVOhyOff6d0jDG+9RTz7vAEyCFkdRljAPuTPEsUFloExYWFhYWFhb55G+KLnEE9+R/UAAAAABJRU5ErkJggg==) 13 8, auto;}
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55%,56.566666666667% {cursor:url(data:image/png;base64,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) 13 8, auto;}
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}
div.testarea{
animation:rwdcur196816 2s linear infinite forwards;
}
