@keyframes rwdcur118964 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhc3Wz4scVRAH8M9MhmGcxHVZJmGIIrJCDKIIEVYCiiAEPeTkwZt4Uv8F/wQvHj2IeBEkCFExFwXBix4iGghehI2GYBaz4qqbuKxhHWY8vOrpnmZ2unsNwYLH+9Gv6vut6nr1Xku1DNCNcR9LWEUH57COPbyF8yXdMXYXGW/XILA3R6cb4HAC1zDESk2bjQjsSJ50cRxr+AAm+Z6zuIxjWC7oju8EgTG2gsAJvF0EL5D4LPpl+S8rR+/A0sVDgTfBZFJoZtspKW86dwqcFNoZoAUEJlKydtAL8vtGulUB3A0ja1JoR/iEmdAXjTwi5cxu7C3KCLfLAIvC1JeSbgkPSGG9VUF4L4DK4Jm9XtiYJmdGoCcPU/ZxJcC7UhIOcKSCwEDy8mezJ+C4/HTsYCNzph1GOzFux3gpCBwLo7CpOgIrYW9YWhtKEcjaajitU1hsSyHcwa84I0+gUaxPZeSpwuybbHAGV8LDQeg9hvfwKq5GZNpBbLNjtnB0cD3GXTwfTK9IiTUtq387GaNxkcAynsG3AbYqJSa8i1ewPfWBXksqLv1g/IWasumN6Xjozbpq8KSUJxsYd+QV7sMmVnYdbbK9KJdwnxS6cQtP4yu47H3QKpzy1syJp1Uq7+XvFupOPOq1bHo//mhlGl/7dK5C3fkiIuXva16aLrekI3IDPvflgcCazJ/zQjY8JH5BW0rCvzSQj1ycGn/R6SaqSS2kLSXDDp5tYuGmI2457GZlcdwfnNm74Hu8jndiflqqfkOpmDwc/VnYdnie8ZdxQSpoD0a/gX/mgTN7TW7jYzwR84vyi2MdP4jTAlv6tvT97p6ivQFOBvC69FTLLqa5N2/5NtyKVtzcj36zuPGG/rxL/qhUYlfxY2F932u/6tUykspvX/Lql+zDT7OeZ3JdcmBJnl8LZRGBzMCG9B7oK9zzfzo0T+e70MlapVQRIOXBVfnzapFkoNfqgFcRKHpwG7/VsHcp+qqn3lQWPcvLYby3ps3a4FUESJ43IdEIvIlkr+Oe9NsmmDxuUnyKH0j+C+N9XuZ3Vw7s+f9G/gW7DNZ5oWIhVAAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur118964 0.66666666666667s linear infinite forwards;
}
