@keyframes rwdcur174700 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 1 17, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 1 17, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9klEQVR4nO2YP0scQRiHnw2JEIJViDmuMAmIIoZwhRuQNBE0kkIS9IOY4EewFmJhLNKm0UIEwXB6cnaSOwPXiFEsEkG9MwRJkeaaTaFvzpm7c929fzH7PtXO7OzMzv5++868A4qiKEp0cVr9Aq7rekHaZ7PZur7zzXp2FgbPCzT/utP0D9Df32/MeHJy0ri/t7cHwP7+PgBdXV1GGTCe39raqskRN2p5+H+gaTHgfkeHB/BiZAQoKbu8vAxAsVi89Pm2tjYAent7jfrVZBKAwslJqLmoAxo9gK38zs4O4K+4H7YjVpNJHMchXygEmlPkHdC0VSCo8q7rGuVsNmuUpR/pNyzqALkYGhryALa3t40Gx8fHTd0tPuzsBODD0hIArwcGGjqeOkCUX1tbq9ggHo8bO6+wjpAd3/T0NFA9FixtbgKQds6G+XZwULGdrAKjo6MAvJ+dDfNa6oCyVSCdTgMwODgIwNHREQC7u7tSH8oRssfPZDJGfSKRACB3eHg2/rnyb+Pxiv2Mj48b5S/W6hAUdYBdIcqLE+KWElJ/oX0gR4iThFwuZ5RP5ucBmD93hrCwsACUssJfp6eXDXNlIu+Av2pVWw2qOUGc0tfXZ9TLPsJ2guQE72ZmgNK/byNKd3d3G/UrKytGWRzw+TymaDYYEt9cQJSem5sDYGpqCigpf9Wdoyj0ZmLCiBl+jrCR/N/uNyyRd0DZ16sWC4aHhwHo6ekBYHFxEag9V5DYcFVqVdym5afCjtPak3nfDyDKj42NASXlX7m3ANjI3fEAvh78DjWToCc49UZjQLUbEgts5VOplAPw8uk9D+DZ43YAPqYKQHgntIrIO8A3BtjrvPAp80OU9gCeJ+5ysXxdnBB5B/iqJLFA/v1qXNeYoA6od4fihAex2wBs5H4C/64T1AGN6vi6xAR1QKMHsJ2Q/v7IuL++vq65QCtpeDosO8Zi+xMPys8TWk3kHdC0/y8Wi1U8+cnn8xoDFEVRFEVRFEVRFEVRmskfXOkg/BpxDMkAAAAASUVORK5CYII=) 1 17, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 1 17, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 1 17, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 1 17, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 1 17, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 1 17, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 1 17, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 1 17, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 1 17, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 1 17, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVR4nO2YP08UQRiHnzVKYgyVOfYCCWpCIARjrkAbG0lAYkEkhI+gNSZ8BFoKKZDG0gYKGhLMwZGj9VgTKAAhFEoC3EEMsbC5Zi3k5Zg9l71d7o+XfZ9mb2ZnZ3bv95v3nRlQFEVR4ovV6Bfo7+93w7R3HKeq73yrmp01I7frPaBX8cnJSeP+/v4+AAcHBwB0dXUZZcB4/qaOiL0D6hYD7LY2F+Dl8DBQUnZpaQmAYrF47fMtLS0A9Pb2GvUr6TQAhdPTSN+iDqj1AEnbdl3XvVR+Z2cHKCm+eXQEQKqjo6L+LOvvK3sdsZJOY1kW+UIh1DfF3gF1ywK7u7tA+Vx3LpQUJwhBjpB+pN+oqAPkx+DgoAuwvb1tNDg5OalpnHiTSBjlj2dnQMkRb0dHAdjY2KjJ+LF3gCXKr66u/rNBe3u7UQ7rCMkC72dmAJiengaC877wsLMTgIRtA+A4DlDKAiMjIwB8mJ3VLBCFsiyQzWYBGBgYAOD4+BiAvb09qTfW4pU6Qtb4uVzOqE+lUtc+9/3w0LiOj48b97/eMDaoA7wVorw4wRsDpP5K+1COECcIW1tbRnl+fh4od8bCwgJQ2hX+Oj+/bpiKib0DLtXyywZ+ThCn9PX1GfWyjvA6QXaDkg385r4o3d3dbdQvLy8bZXHAl4uYorvBiATuBUTpubk5AKampoCS8pWuHEWhdxMTRswIcoQX2f97+41K3Y/EZDvrLftd/dpV7X28FX6xYGhoCICenh4AFhcXgZvvFZK2HepUOOxKLwiNAUENRPmxsTGgpPzrp3cAWN+85wJ8O/wdSZlqKxqW2DvA99+XWOBVPpPJWACvniVcgOePWwH4lCkA0Z3QKGLvgMAY4M3zwufcmSjtArxI3edquVmcEHsHBKoksUDmvh/NGhPUAdXuUJzwIHkXgPXNn8D/6wR1QK06bpaYoA6o9QBeJ2R/PDLur62t6V6gkdT8QERWjMXWJy6Unyc0mtg7oG7zL5lM/vPkJ5/PawxQFEVRFEVRFEVRFEWpJ38A0+EvGUGzfC0AAAAASUVORK5CYII=) 1 17, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 1 17, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 1 17, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 1 17, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 1 17, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 1 17, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 1 17, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 1 17, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 1 17, auto;}
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68.75%,71.775% {cursor:url(data:image/png;base64,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) 1 17, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 1 17, auto;}
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78.125%,81.15% {cursor:url(data:image/png;base64,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) 1 17, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 1 17, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 1 17, auto;}
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90.625%,93.65% {cursor:url(data:image/png;base64,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) 1 17, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 1 17, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 1 17, auto;}
}
div.testarea{
animation:rwdcur174700 2.1333333333333s linear infinite forwards;
}