@keyframes rwdcur96968 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRYhc2WW0zbVRzHP/2XcusF6BgNhYeugVW8FGIbMpHEDBxBBHVkaEx8kDA12YPRkGl8GSaLUWJQDPMWshnjg8kCDiHZhMW5LHObo2UMFhgJidxbbgNGKS20pz4AC64wKdDE7+O5/H6f8z2/nN+B/7WEyEWIOoRQhStFxCOS5wE5wDAgwgWwscqEmXuiESF+Cncq6eGB6DKfFI04regPlD44txASIjwmBAGYHFWYHFWknO6BjwEhUoFWIDccAEE1oFj8BADNdSVpnrns/sGc9/maFlQMIUQBsB9JOrVbAEEOrKnsiJuK8pn9T3TeeWPv454ldPiAaCAdIV5FCE1YAQ4VFFFamsah/JakPZrZb+NS5ou4zB3ADvwA5OwGxKYAAEZjGsePl/Ok6STRyc4a4C+gDogFfgaKwwogl8tJTNzDZ59X8s4zXRpt0+1EWlk7dTwrV7Ijbf4QrUqhUGA0GjlcMo+ydYIvm7twRppBAaRSgt/vRCa7CbwJNCBJA6EAPNKB9crMzKSwUMfRhB6Sjw2gurAMS7wCHAaSgCrAGEpy2IID6/WU2YwmTkNH74fczavFG69j2SdFoiD2wSIhIgEJSfJsJeaWHViTXp9C/alaXrhxFlVtH1yhmJWCXIN4G6jZaryQHICVmtDpdBwrLSD1/ADf/OHVDi9kaQGwBirRy/TASNgAACRJIiMjgyWvF353UPNdFHMqE8uZUtHqkvACrCkzK4vIqChGR9r4bSie8ZlE5pUKkG09xo4AAEwmEx99EM9gxXt43q1mXm+AuDAD+Hw+zp1rwOEYBWDBtcDgUAdLk/WoIl7DFTDvPkB3923Uag0Gwz4CgQCdnTYutn3RBLT7fOCcBL//UyTyAfp3DWB5eZmRkWGam38hOzsHg2Hf+ukWm50z/9pw+fmt5gb+4x3w+/1MT0+LEycq7/3adHLK7/e5vV4vAAnxWtLSi1VWCzv6sMofHtDrkQFvFb1YoV9cXOSr2urhqSlnyf25v+vcizERLtfCAbM5C7M5C5lMbrlxvUk55uDSdgE2vYKLbedJ3Ku7dvXq99VAl83OEpyZTE/PQCaToVZriIhQJLHSB7atTR3o67vSf6vjQr3NztkxB/7VuZi09GfVMTGxj2m1WuRyOSmpT3tGR1rcej13xxy78H23WpCsFn60WjiyyXzeyy89F5iYGA8IIQJ2e3vAaqHbalnXkEJQUBHa7AigHGjYTsBQFXQFAGMOAmOOjTfo9UwrlamXpqZmcnW65ASDwcjBg6+rbrb3FKpVg7fGHGyyc2OF3I5tdu47nX9ea2yscrtc8yiVSpKSdLEyOMDKNy0kbbcXCKBtYmJc1dvbY5idncHjdW8rUAh9K1hWC/XA0XVD+TZ7aG/CP1m4ZHi42kvJAAAAAElFTkSuQmCC) 4 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur96968 2.6666666666667s linear infinite forwards;
}
