@keyframes rwdcur229829 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhe2WT0iTcRjHP3Nz6mYN52bmBLfEqYEUYuyFDDTtUogXDdQQ8lDooS7rFBEhEkF4MAjqYlGhzC56UBCHI5B28B9qEs2DztLM4Zhu5Wj465J/htLhfYMI9rk/z/fze5/n974vJEiQ4P+mTijtkKSsPFVpPir5pdd+nz4P6DjUp6VFEjZbJllZx4hGY9y69fbILI18gd3wfbq66kROjgGzWU9+fi4WyyXgLPCFqqoiMT29TFPTyzgRBU/grgBwOt8jSTbMZj1qtZrz5zuBYRYWvIRCYQC2t2NYrSexWKwMDIxQW/t8L1e2gNN5UVRWFnLiRDrZ2WYsljvMz98jENhkfT3CykqIUOgHgUAEk0mPJOVTXJyLVptMb+/Y3khkj6CgIAuHo4jMzAYGB+8zMXGTpaUNxsf9eDw+/P5g3OHa268IgJyc46Sk7MfKFvD5vuHxzBCNTjI1tYzLNXUo9CBe7yJarZqZGTU9PRNyY+PpqOlQ/B7YM5askmi70EZsJ0bLm5Y/7oazyikun76MKd1EjBilD0tl79LeCBrLGnHYHNiddjRJGtH8qjmuqWSVRHl+ObUltRjSDBQWFKI9o2X0xajc7HiBQDjAyuYK9iE7tkwb/Tf6xdLGEgB5xjyMOiOGNAMlDSXwE/qe9jHnmmNta+3vCAx/HCZDl0FFawXllDM7PQuAUWekyF6EqdXE8pNluh91M/91nsfuU3R2PmBnAxh7plzAu+hV6bV6EbwdpMxaRk19DR9efyC6FcU35mN1aBVdsg6Pz0P/bAQ4hVq9W31dQLesPYi7hu5PbpX7k5urpVfFO987UjWpbMe28Qf9uCZdBwKqFW//kQK7xIcdxYgK6sT37xCNgtzTg8LPcSQC4bCSDgq/huvrsLWlTEAB1aK+Xoj9/wJ5KBpBMBhRUq6cc+c+/7XbIBPHvxZIoJxfzSLyJ8si49EAAAAASUVORK5CYII=) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229829 0.66666666666667s linear infinite forwards;
}
