@keyframes rwdcur47812 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2Wv0sjWxTHP3eSkGTILwTjGi0irxXBxT9hmy38G0QeioViay0IYhV5uoiNuIh/g5VFChEtjI0iIQZRUiQ4cTI4yThm7iuyDnkIOrMGm7dfmGJmzpzzuWfOuefCH/2RP8lfV8+k+Am+u7vL8vLyC8inA1CtVimXy72K7R8gFAoxNDTUU4CgH+Px8XFqtdrLrQTERwF8ZaDRaBCPx7sffbgWfAFsbm66NZDL5ZiamnqB+O3u8AUwPz/P6ekpAOfn5xwdHQGwtrbGzMxMN0zPASRANBplcHAQgJ2dHYrFIgCVSoXHx0cAZmdnXfuPArxKbTAYJJvNvjLM5XKcnZ0BoGkao6OjniHe7ILJyUni8Tj7+/sdWkXBNE3m5ubQdZ16vc7BwQGAm4Hr62tM0+xexJud8tZLubS0hGEYQKcA9/b2aDabOI5DvV7n/v4eXdc5OTmhr6+PcDhMpVLh9vYWTdO8xHjzF4jV1VVSqRSBQADotGEkEiEWixGPx5FSsr29TaFQ4PDwEMMwcBzHtfei94pQrKysIERnEZqmYRgGhmFQLBbdtLvOFIVkMkk6nXa/fw/A007YbreZnp6m0Whg27a7wpubGyYmJrAsi0QiQSaTodVqoeu6F7cdaA82YmNjAykld3d3qKqKpmmk02nGxsYYGBjANE1s28ayLAKBAK1WyzOA51kQiUSwLAspJdFolOfnZy4uLmg2m5RKJUqlEgD9/f3d8+Jded2IxNbWFqqqcnl5STKZxDRNhBCEQqH/GHYF9zSofE3DWCyGbdtcXV3x9PREIpGgWq36cfFKfmaBWF9fR1EUYrEYqqqiKAoPDw+fBgCA4zhY1j9uPSSTSYaHhz8PQFF+kE5DKPQTRVEYGRkhm73j2zf4/t0183xQ8XOikQsLC0gpKZc3yGRmCAQCSCl/td4PCoWvRCKRlzHd+yIEEELw5cvfqKoKwPHxMUIIarW/SKUEUvo7l3jNgFxcXAQ6IzkcDpPP53EcByGEu1W3222CwSBCCPL5vCf/ngE82v2u//+x/gVDNjvJgzrFnAAAAABJRU5ErkJggg==) 11 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhe2WP0sjURTFfxNnMpM/YiYMBommEAsDgiIuTOEKIoiolVhpa7VfYi3XD2C1RZoFK+sggkRBiCAKQQNpAoKNCIYVI5nEZLZQh80m4HtJuvXCa+6cOffcc+e9N/AZnyEX7tvqWfhkiqfTaWzb/ltI12JkBHBzc0M2m+22ZucCSqVSu3RXLigCGNECyhtWhNMLKQc+iI6c6KUDnXALOfAh0cbGBisrKyL1OhLgzXVpaaktQFEU6vU6AHNzcz0T0LLPV1dX2wJN0+Tl5QUAXdcZGxt7f78rAayvr79b6wLk8/kWzOjoKLlcDsuyALAsC7/fL1L7YwH9/f0Eg0E2NzcBuLy8bMEUi0Wq1SqO47C1tcXe3l5boZ0IUFKpFIODg15HIyMjTQDbtllbW6PRaHB8fMz19bVwYREBAMru7i6VSgWASCTS9HB2dhZd1zFNk+HhYYaGhlhcXGRiYqJnAgCoVqvMzMxwcnLi5ebn59E0jb6+Pg4ODnAch7u7O8rlMoFAoKcClP39faanp4nFYl7y6uoKwzC4vb0FoFAo8Pj4SL1ex3XFzy5VFGiaZlNnU1NTHB0d4TgO0WiUcDhMqVSiXC5TLBahhychgLKzs8PT05OXODw8BGBgYIBYLEYgEMCyLAzDEO0JkHAAaJntw8MD4+PjRKNRFOW14efnZykBUlcn/5xuCwsLhMNhfD4foVCIfD7PxcWFFK/0dWzbNpOTr9a7ruvtBF3/hc8nf7tLjQAgkciSSECh8JtIJI6qqtRqKZJJ0LRzzs/l+GRG4C4vLxOPxwkGf1KrfaPRaKBpGqFQiPv7H+RyX/D7/ZyengpzSzmQTCZRVRXD+E6tVsNxHM7Ozt4+wK9ARYYOYZWAu7293ZTIZDK4rusteP0veF+ZTEaIX1iAIK5T/v84/gDE4dSoX7VO2AAAAABJRU5ErkJggg==) 11 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
}
div.testarea{
animation:rwdcur47812 2.6666666666667s linear infinite forwards;
}
