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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADj0lEQVRYhe2UzWtcVRiHf+fz3rlz5yaZJDMhwUok2lBqW0IIwaVCFtIiCOLHHxCUSqHoWsWNuNHiQq1dhIBaaikYsPZTF5OFm1bTdhGQ+NUmExpMJpn0TnLn3HNeF6EQi3Wcpu7mWd3F4Xkfzrm8QIsWLVrsgFMfuq5Tx1w7ALz7KkkA+OUs8WYcTR2+l4EBekNm8cq5T6l97Bma+OpjN/LbCr0NABdP2vDaeXegkUPuJOCdz6+AiEqvv7QGVSRc6/mjhwi3AKBSjkc6svVDAGb+t4B4owaiFIn/HhaqKE+bXZBSAAD8qUOji7p9sZGjqYCrJ7/sGXx894BXLLzMfB8XSkujB/Z1FGTuozPJ4q973rRm7xwtH/0eE/BzoUyqKxcbOVkzAZc/Oz7U98ijV/v374PO5xFvpMiEPjY2bsOZOqDb4Am9ypN6beXGjVDmom8yQsyDbZ7WLHNF7X1yZwFnp6YCT8pYGSDfFkA7h6BYQK49AhcS2gsgfB+MM5iNGoTnA8Ygmb+FykL56K6xsWP3Opt6giCbhfA4fJlBwjlW4xhmYRE0X0ayXkV1eRlBFAHOAUTI5HJYr1RQN+bOz9evl/7J2dxPSATuBBhjYACk1hBKoV5PwIMAGSG2vqWGkBI158BzOeSz2fNvjY//+MABEydORHGttmehXH6xv78fnHMQEUAEay2cI1hnQUQQQkIoBWctnLUAY6B/cTcM+GJy8tlqtXo6NSaoxTHIOQAAYwycc3Ciu5cDm6Zw5EBEYIzBWgulNZSU9114DTehSdOJtWo1AGMIlQKBwRiDNE1h3dYw5xystSAAjADOt7TWWnDGkKbp899dunT8p1JpoOkApfX7SikYY3BncxNutQK+baBN061BnENKCelpcKXApYSUElpraCFQr9fHN33xw+zs7N/Wc8MnyHjeB719fTMg+iRJ3RO/Ly8ju7aGYhQhE2RAQkIyhtQ51JIEzjlIsbUNu8IQvW1toFwEpySkVF1gbBLA/rv+/7wHLpz7Vi8t/XmwM9/xAgOezoZhwfc8eFpDOQK3FgkjZMEghYBRGlIpkOeBcYHUGTjr5ojw2uDg7stNB2znyOHD7UNDQ0Fcqx3s7u4uOOeeKxSLMMY8Zq3NK+2DM4Y4Xk97e3tnKqvrN9ui4IwT7uvR4adq210PFHA/RoaHC0EYhlEUoauzE3Nzc2lpevrmw5zRokWLh85fFBeE41Gt41UAAAAASUVORK5CYII=) 15 18, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
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75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur103725 0.4s linear infinite forwards;
}
