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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaUlEQVRYhe3U30tTYRzH8fees/ZDDiot8UybmE0ZaSbdKF3oKpBgLpK8ji7sLrz1rlsvQvwTuuh+mpDJZCFC1IZYjc0fmW7TpQ4sdbLpfnjWRe6iUFx1EcF53R2ec77fz3O+PA9oNBqN5j9UBwwAU0BK0uszkiSNAg+O136LrsT3WoC7wH29Xt/WZreLy1Yrr+bmeOrxkDk4UCMLCyLg8/FmcvID8AyYBoJ/GkAAtwA30KNYLA0dDge2qiq1urIS2WwmmU4TNJnEw8FBdDqdWvxwe3OT6NISoUBAvPZ4ol8TiTFgFJg5K0A50COEcOklqftGc/OFa01NXKqpURWLhTKzGZPJhNFgwGg0ElxeZrGiQtzu66NQKPwUougwnSa+uspqOCz8Pt/uu6mpYphpIFkMMGAwGl1NNpvzTnu74Yrdrl6srqZCltHpTp+QPxQiXlsrOt3uUwP8antri5VQiOfDw+JLJDKWzWRG9cBYNpNhPZFIr+3u3rPs7QlZltUygwGD0XhqMSEEqWSy+Hhi86OjI3LZLPs7O2zGYnwOh8XM+LgaWVwMCCH8QPCkLXYCvVWy7HR1dLRddTiot9lURVE4JwQABeBTLIb32zfR299PLpdT89ksuVyOXCZDan+fjWiU+MqKmJ+dJeT3p/P5/ATwEvACG8VmZ52COsAJ9NYqitPV1VXZ0tCg1isKBkni0ciIeDw0hCSEurO9zdb6OpH5efHW6+UglVoDJoAX/Jj54Rm9StIKPAHet1qthfOyXOhyuwt1jY2F4x/z8Xj9eqkFS70HTlIOdAM3gTAwDsT/op5Go9Fo/o3v5OriHyjssY4AAAAASUVORK5CYII=) 16 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur59350 1s linear infinite forwards;
}
