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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsUlEQVRYhc2XX0hTYRjGn28zCoWywRg7HLI0IUoKRZeoF5UVkZi5Akm6Kygo6LKLvDyVIEGRF12kRNDJHKgUqRW1EdpCrSWaWEOqtT+GaLNwmOGeLtaRnEEGO5vP3Tnfy/f8zve+38t7hKrIBIDte39g286JDAARIQAAaKmXuLlwHqExIypPBX+/TawMAFBWasMG6TQ8LvMMgKPaYs35YIYwRJG/1QYNVBeAcGgQ4bG3yM46hwc3JIe2KAQin0dWITLjQcXxE/pAkFgz5DbT+ziLPqedqiKThIGMwZHAp3cmTnl3c3LkKhMOQQIkCu7VS/w5B06OlvNll4UkDmsxXc1WDrdm0+e0c2zIpEsqNJgtD29aGXhxiG3XpEVGqiLT57Szq9maUADDnw9CYLTiZEhMCTf218hwti41+xo0JtIffy0sElL7dYk+VzVVRab29XoUYVp6ZhT9TywMvjei6kzsrguBIBAUqtLPutl2AIALlxPtDQAwRMIGFOwCyu21cDRI7L5lJQmTFjDr80SNgujp7UNtnT/hzUgAgOOKRFuJAYa5IqzPzYH72R1MfDQiL3t1LGjTN6yeTsfAwHzCIRY2UxWZmmGmdQcAoKe3DwBw7II/19EgeYuLihN+Eos2ii+yeCNVkVlWatMtHctSR6Ok241Yth7dtqYeQs/e8N8Q4751KYZwVbOzyUoShSmB6GiUOP7qIJ+3WVKfjhVREymFGOkzM+CuXDJZJU0kpLuXYs3K3WkhCXtSATSpikx/T9WSySqp8g6a6HPa+dppJomNSQcgkacqMr+8OcDoPEhibXxMmp4AQmAY8IuWtCj3pe/B047RaUCfP6x/akVcUfWixO+B4oVBF4gbSJKhziYrz364j/wcC44ESpLcJACEQ0bM+jxRt7M7CqTgBIDFo98vCR572yB2+CEAAAAASUVORK5CYII=) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur49442 2.6666666666667s linear infinite forwards;
}
