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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHElEQVRYhe3WPWgUURQF4O/JksJKxCJFTGdQdkGxiBCEoMFORSSm1EIQbOz9gWGKgBYi2FhYiNpo1Ch2gigiCIJImoEQUCxSpBILCRhkn8WukEze7M6CnTmwMNw9c8+Ze+/Mu2xhC/87Ql1iFosRTOMQxjCEH/iMd3iZh+bvf24gi8UobuI0cVsVLw+tFdzAbbTrGqhM2BWfQUGc7iXexTBu4X33uhYqK5DF4izuE/smyUOrHFrCJFb63Zt8qiwW47hXR7wCY3hWlb+ngSwWDTxMlzwsEy4T9hP2EKby0JpDavgmcKmfgU0t6PQ9Pk5QX+BMxaQfwFvsKMVXsLvCINIlupgQf91DHBZwJCE0jJNV4psMdMs/keBlNd7xBcwn4pO1DWAvcWhjKCzlofmhj/hf3E3EDg5ioNxD+FZTvIqbyllpIFXm7QMYSHHXBjGwlOCMZ7HYVdPA8UQslTNtIA/N74SvGylxCBdqiDck3yAfaxvo4lEilmexSD3devEnGCnF23g6qIE7hNIsxAaeZ7G4hnI7DuMVTiVyzWO5l4HkYZTF4gpxNvVfHlpr+IRVjOp891P4iX39DDQq4tcJU8SjJXE6i0jqY1XG+X7iVJxWeWi2cYLwpoZQGW2cw1wdco8Np7mKY4Srm2eiEos6K9uDmvx66O6Ds/iisySs//3SOQlnVLe0ErWX0nXYqTN4DZ2ldFGP43YLW+iHPzTviIykjXsGAAAAAElFTkSuQmCC) 15 16, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVRYhe3WP2gUQRgF8N+EI0WwCGJhcdopwgYUkQj+QcRWLPyTMqVgo7UiLFtYWNikFQuxMWohtirBwoiN2CxqQLGwSCWCWMTEjMVd8LKZu9tL0nkPpvl4896bb2Z2hyGG+N8R6hLzWDZxEUexH6P4gXd4hWdFyFa2PUAey724g/PEkR5Si7iNmSJkq9sSII/lFO4Rd9QVJMzjQhGyxS0FyGM5jfvE+t7/ZBdwqk6IZIA8lpN407vlfaXncbLfdmwwyGPZwIO0efhGuE44SNhHOEN4REgcvnisCNnVvjETAaaIswnqU1xKnfQ8locwRxxfqxVhAhaxB11vR6rFVxLmL7qZt8yy9zhNWCnCxJo57Ma5buZUOtBu/y/iaIV2vAjZfC+hNmYxVanN4Fq3CdUOHEiYL9Q0h7uJ2uFeE6oBxhOcrzXNu3FTml0DpPZ4bIAAKe7vQQIsJDiTeSx31QxwNlFLaaYDFCH7TviynhJHi5BdrmHekLxB3tYO0MbD9aEmoJBeXaf5YzQr9VU86RVgA/JYNvNYLmv9BDrHMm6iuh0n8DLBj+1Qm8KNLoIRS3iN5/jUg/fTxo7Uxojuq6o7qh+kgTG2yRB/ML1V8zWMaG1H6kykxgcc2S7zTjRxC58TpkuY02p5Y1Dh2o/SDuzUepQ2tB6lH/X43Q4xRD/8BSGzuqzdevYsAAAAAElFTkSuQmCC) 15 16, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur251432 0.8s linear infinite forwards;
}