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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 4 13, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVR4nO3dy00bURhA4YNFOkApgOxTWCLRQNZpAIn0xZIFFBBRQoSzIA4PG/s+5z7mfFIUEZgZy/+ZsccouiBJPF493bR+DFre5vUXRrA+m/f/YATrshcAGMGaHAwAjGAtPgwAjGANjgYARjC7kwGAEcwsKAAwglkFBwBGMKOoAMAIZhMdABjBTJICACOYRXIAYAQzOBnAxfXm27HvG8HYgq4ARjCv4JcAI5hT1HsAI5hP9JtAI5hL0l2AEcwj+TbQCOaQ9TmAEYwvKwAwgtFlBwBGMLIiAYARjKpYAGAEIyoaABjBaIoHAEYwkioBgBGMoloAYAQjqBoAGEHvqgcARtCzRQIAI+jVYgGAEfRo0QDACHqzeABgBD1pEgAYQS+aBQBG0IOmAYARtNY8ADCClroIAIyglW4CACNooasAwAiW1l0AYARL6jIAMIKldBsAGMESug4AjKC27gMAI6hpiADACGoZJgAwghqGCgCMoLThAgAjKGnIAMAIShk2ADCCEoYOAIwg13nNnT9ePf2quf9Qj1dPNxfXm++tH0ePql0Behn+jleCw6oE0Nvwd4xgX/EAeh3+jhG8VTSA3oe/YwQvigUwyvB3jOBZkbuAU8P3HXi/sq8ADn9suSuGOPzB5awZ5PAnkLpqmMOfRMq6gQ5/IrErhzr8ycSsHVxy+Jf//t5G/nm9rQoI+hygwpl/F3rsd7bAH+BTwrY64OQVoODwL3k5k3M+gDp/tR+vBplyVwwJHf5X4D7nWB+4/7dvJcpZMyjmzL9NPU6AW7wSJEtdNSzmNb/Gmd/iGFNKWTfQW72JRL0ZS7jVuwv5wd9sfxz7/mfOfgbsZgt8AR5CjqlnwQEknPkPp/Z/avDvfy4gBIcfKXT18JTL/vbYN0OHH7nN0WNq38kAfM2f29EAag0/5ewvsa32fRiAZ/46HAzA4a/HXgAOf13eBODw1+d/AA5/nYb/7+HKYwAr1ySAwM/2i2+rfTUDOKu4bxXS7CUg5UwO2MboIi3xhJ38BU2hXweDAUTrIoBCHH4C7wJWbqmzpvZVwLM/0ZJPXK0IHH6GpZ+80hE4/Ewtn8CcGBx8IT08kTEh9PB4JUmSJEmSJEmSJEmSJEmSJEmSJEmSmvkLti1nHeTBWksAAAAASUVORK5CYII=) 4 13, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
}
div.testarea{
animation:rwdcur139113 1.5s linear infinite forwards;
}