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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe2UXWgcVRiG3+87Z05md7NJaDfRlbZKUrwoJrRUg6KtmqY2xNLeSOiV2oLQm0IpLEUwSilCQ0CL+HNtFQSvFEIigqHW1ipKU6kVETYWfzA/TbdlZmdnZs+Z450Uuj+ld8I8t+97vvfl45wDpKSkpPzfeO7U9mwzrTR/qKnWDHm3xvHTwwUd6MlgtXYBwKeNPL3dxfGX5kafjj194pOJs9fvZi61M+yZ3u4y01ETmVe9pfBadCvedunDctLIe3B2D6SSC3Ud9Qdr0VQc6Lc+e+VieE8Fdr+5jUF4kZlOJgYbwkoEfzl8fuGj8myrgS9/OTrGzHP1qkZ1LfwrrupJgM7MHPm+YemGBXad2DpGjCkSNEQExL5BsBqeTyye7ezrgNuj4GQEWAiwIgjJkBkBJysgpQBJ+spau7N2PUa1EsJEyc/WojR37IcvWhYYeWNoK4imiTEqJAOCQHUBb9VHPTBQnRLZ9R1QeQmpGCQE2CEISWDFUFkJx5GQ0kGxqx+LS1fhL4cIbkbQNQMTmXlrUPr61JVLdxTYUXpkjMh+bkGKBUBMEMJB6IXwV0LoUMPtUsgWOqDyDoTDYMlgQSBBkIqhsgqOKwFhIYREHEao/O6jsujBW6oh9OoQknW+mNl/+ePF2Ts28OihzVviMJlK6mYvLAAimNgguBGhuuInUagTRzGU64AdARCBmMEOw8076N6UQ/fGHDI9ihNt+UbZw3fv/Xp7xAyA4wB+aXkHNo8Wdxptp61Jho22CNZ8rP1W+xbAk7f7RI4AAjp7FXoH1qHwcDdyRRdC8jfe38FTF9/9L/xHACUAZxvlNWRgVxEP7uib2DBcKN83mLeqT1gA+9qdG3/7sb3PvDZoNz7RawGUARxo5W/7D/SP3K90nBxO6mYyqScrqlMNXju33PBJ7fvgcY59/dPylcoDC2fKJwG8DyBuNZ/bFVicX4r/OL/yTqanYyBXyMy4Xc5EM6+OzAv+P7XZW39WBwCcbhd+TwweeMhtpo28PtRUS0lJSUlpxr8iPyIPFnLVswAAAABJRU5ErkJggg==) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur217064 0.4s linear infinite forwards;
}
