@keyframes rwdcur174557 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 42 38, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 42 38, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 42 38, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 42 38, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 42 38, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 42 38, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVR4nO3YzUpCQRjG8b8R3kG1kxYiuHOht1ArQfAWal3gdQi1yK5Bt66yK/AjyJUoEn0QdGoRbd2cNg42U+oxwYnO89vN+Zo5vA8zZw6IiIiIiIiIiIiIiIiISBwkfA/Alc/nw1Wu7/V6a73D1jo3/wfbvgfgVrxSqVjnR6MRAOPxGIB0Om21Aev+VRMR+wR4mwP2dndDgIPDQ2BW2WazCcBkMll4fzKZBCCbzVrHW1dXAASvr5HeTQnYdIdu5QeDAbC84su4ibhutQB4CYKF7xj7BHhbBdzKh+Hi5b9QKADQ7Xat44lEwnqOeW5USoDvAcxz+/xsH5i2j0slAN6CAICHp6e1+lECfHVsvviq1SoA7bs763xvOqsf7ewAsJ9KAXA/Zw4wq0CxWATgslaLNA4lwFfH5hu/0+kAs1Ugl8v9eP394+OPx8vlstW+cRKyjBLgewDD4dBq9/t9q12v14HvyWg0GsBsV/jx/v6r/pWATXdodmm1i4sQIJPJALMKu4kwc4Xry/8AS3s6p2g3GJG3OcBU6PTkxNoEnJ2fA/NXA5fZ/7vPjSr2Cfhzf4XN/4KoVq24K/YJEBERERGRePoEonyVx5PsD4YAAAAASUVORK5CYII=) 42 38, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 42 38, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 42 38, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 42 38, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 42 38, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVR4nO3YP2vCQBzG8W9L8R0UC4J0EMEti2+hToLga+hswdch1CFOfQO6Otl3UEPBTRSHIggVB+nqYpce6V2pxlq80jyfJeTP5S78Hu6SgIiIiIiIiIiIiIiIiIikwZnvAbjK5fL2kOujKDrqGc6PafwfXPgegFvxZrNpnZ9OpwDMZjMACoWCtQ9Y7Q9NROoT4G0OuMpmtwA3lQoQV7bf7wOw2Wx2ts9kMgCUSiXr+ONgAMDrcpno2ZSAU3foVn48HgP7K76Pm4ikSUh9ArytAm7lR4vFzuuDXG7neXMfc9+klADfAzC+q/DDagXECbmt1QCIouhX+k19ArytAvftNgCtVgtIvgpc5/MAXGazQJwEswpUq1UAOmEIaBXYy9scYN7xh8OhdTwIgp3tXuZza1uv163zzwfODUqA7wFMJhNrfzQaWfvdbhf4moxerwfEX4Vv6/WP+lcCTt2hmZU7YbgFKBaLQFxhNxFmrnB9+h9gefqYU/Q1mJC3OcBU6K7RsP7omPeDfauBYb763PsmlfoE/Lm/wuZNMalDK+5KfQJERERERCSd3gFZopPrPBHobgAAAABJRU5ErkJggg==) 42 38, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 42 38, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 42 38, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 42 38, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 42 38, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 42 38, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 42 38, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 42 38, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABs0lEQVR4nO3YsWrCQBzH8a+l+AbSgpuI4OYS+gZ1cvIVulvwNRzqoEufQCfByb5BTQt1URSHIgiVDtLVxQ71sBdRo4JXmt9nu5jcXfj/vCQHIiIiIiIiIiIiIiIiIhIFMdcTCPI8b3nI+b7vn3QPF6dc/B9cup5AsOLlctn6fTQaATAejwFIp9NWG7CuPzQRkU+AszXg+upqCXCbzwPryrbbbQAWi8XO6+PxOADZbNY6/tTpAPAxm4W6NyXg3AMGK9/v94H9FQ96m06t9k0qBawTETYJkU+As6fAYDAAjq/8y2oNuEskAIit+jH9hqUEuJ7APp7nAfDYagGblT+VEuBqYPPGV6lUgO1rwedsBkAumdzZn3kvKBQKANRrtVDzUAJcDWze8bvdrnU8l8tZ7ffJZGc/xWIRgFjs53H/6vsHzUMJcD0BkwSj1+tZ7UajAWwmo9lsAuuvwq/5/KjxlYBzD2jezeu12hIgk8kA6woPh0Pr/GBCjF/7AZbn1Zqir8GQnK0BpkL3pZK1o/NQrQKb//ltzFdfsN+wIp+AP7crbPYLwjq04kGRT4CIiIiIiETTNwfRi0lInC3qAAAAAElFTkSuQmCC) 42 38, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 42 38, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 42 38, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 42 38, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 42 38, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 42 38, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 42 38, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 42 38, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 42 38, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 42 38, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 42 38, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 42 38, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 42 38, auto;}
}
div.testarea{
animation:rwdcur174557 2.1333333333333s linear infinite forwards;
}