@keyframes rwdcur19377 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2WwUrDQBCGP2MbgpQirYdaRUEUvBbxLJ58jj6C7+K9+AQ+Q88eii8hPaRtKEVLiMXDzjrb2KRpKXgwP4Qk+09m/53ZmSyUKPHfsZfDeXJVnOdF6vJSlx1PnOetBHiAD3yu4E6AuTifZPAfYhOvE1HJERAA0GvqaHcE0Aam4jyLD4EIjcTGAirAQcqxxSkwxKxQORVyIfdYbJJtBGgEFE+YVdXR1d0DZ8CzY9cSfix+cpFnYDhdvSvW3Yik7AJ0465FVgTsJA/AJXAsYyNM/vtABxOFKfAI2BzMKJD7dQIWmPyNgXdxikz2Qq8J3dEAuBUbnPtUnm2l5CKrDH2gBhwBDUxYbX3HwKtMbnuBj4bdCg9FeLyNgIoIcOv8Bs2774zHwJvz3sFswghNRyayNor3w2l51TCl6aOhVTFqF8iY+sjBJmXYl/sdptMlwGDFty3hZmK3AwF2dabUGjJBssQp2jJxoT6QV4bpPmBRX3L+m6+x4z5wDZxj8ho54jy0E14Bhyy330J9YD9nvCoCq8AXGlb7o7HlVcVU0xzTqIaY3jFB90omsiKQyMehvEdim4gI+zf0HVuXD4tMDuvPAwGm9AL0wDFHu5zdrGm+8Hngz09EJUqU+HN8A0UtpTk38s1MAAAAAElFTkSuQmCC) 13 13, auto;}
}
div.testarea{
animation:rwdcur19377 0.53333333333333s linear infinite forwards;
}
