@keyframes rwdcur143058 {
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,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhc2XoW/bQBTGf54G9jcMBWWnoaIpIZFZg6bAwoMHzWYVGVUeMzxoGBgNpcwqqVU0VF2LiooHw24gvovtOI3dNtqeZMn3fL7v8/feO7+Df2zBKRcPpbL18UQIf38mBBeLefDxlOB6oQEYhTCPFKUxnsjv6v6tBCwdKo6nM6sXGrVSW0AjWGcRsCPi1HgLARtKRZHrThLOilwHBQCZPROCdTZnHin//MMxkOrqtHpM2yYWUOTaj9M4CpzsgA/HMbNxmnWRsKFUNk4zWyXa3nP3XjsR4zSzmz87/zEFKI0hlIo2iBzlSBEhR/ke6VDuEu754b5RDaUxPBW7yUcJAKwzjVmxR8IlWR3crLbznV2e3yFHOePpbE+NPmbNanu1QmFDqfxV98dp5t8B7Hg6s+PpzPvMqhmWPhuRDaViIgSlMT6xqrAANHyteX798XTmQR9vb7z/1WVY5JqqDHvNr4PWrZcC0Pw6aJZg3VdXqc/6fZLQL+J2MAeeqMgD18n1Be9LAGBP6kRFJDrzJA7NezcCLgQv2USIRnK+KwGAZFNysYoojfFfn+hsO66eDbVBBPJkyVkJF5XMic6A7fhTsqQsB+P3JhAUuWYpFYcirIHlrix7NzqD94FlFeMJkMYRcZp532tsSEvmd7KuRGtl/+sUOLRd1oEnQpDG+8nmSA0tQ0+g3sMBfP+5JVMnIkc5hrRTgYkQiE1MMQi+IuDA3e/1+eGey/M7AK6Y2YpEIJONjdPDi8lkAwM77b0qKHIdPN7eBPmT5Or6G5fnd43QuO3YSV3kumsbHk5gFDZ/MEWug89fvrbnB/UYd9wPPmd4AvNIkaiIqvHwJK6uv/Hrx41Twbbi7wG72rbeBNonljqJtgpdctf7/KHWKMN5pFhncxYhQGY74hqkceTIua8PilzbounrbQHgv7gOuM60717VSlHk+iTnyABguVrblw4NpwL/L+wvZHaMtG1+/uwAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1ElEQVRYhe2WoW/bQBTGf54G+jcMFWWnoaIpIZZZg6bAQENDs0VFRlXGDA8eDLSGUmaFxCoamrygoOHCsBtw7npO7NhuO7R9kmX73d1737337t2Dfx3e31IchJF2/8dC2O8bIZjPph7A+1fa0TRsIggjLWcSgOsApnFEUZaWyI/j92sJ6CCMyJWskRhNfC1nkiiLKoOlYJ3GwDMR1xtdBIwbG0M1FoK8ZWGuKg/k4EGqb4RgnU6ZxlFt3rsOAiyWqUvEEgvCStHxXRsXM7sOgOUi9ly3F853F3QQRvqYUK4RrZIrXWbV+3SsZQ2LZaoPT2g3QTs9ALBOJWVWKXflJs6u8TKr5hu4xoqyZJ/XF3QSkDPJPgdVpjW52oe1t5WXKfu8WgcQXitGE1+fHkuDriT0xKyK91hU8T5mfRNsXkRZRK4ko4nP/QN8/7oBNu6YTeoXH8NcSUOodc5uu/EAvnzz9bNM1k5Un0qoodr9WIhaQTFwZUVZuqQ69fdJQqvEFBFjPIlia9gl19d4XwIAZ65OophEppZE27w3I2BCcAljIUxhensCAMmhYJ7FFGVpd5/ItPo/jg3FIAIqWXFTwPzo5kRWtWGuJFfJiqIYbL83AS9XklUY0RZhCayej2XvPmNwHVgdYzwGlouYxTK1spfgjOlo4haNjTtu5U2JdpL9L+u0gjDSZYZ9RhNfO4R0EEZ6sUzNLVd72m7ALtgQmDbK3HC/f/3k7vYRgHt8vdtuCK8VJctGD4yFQBwWrQ1KGxqTMFfS2203ntqH3D985u72kdHEJ0wOF5Udxwe5v0bgOqjX+FxJ78PHT7UFphzblkvJpjI8HCaGhydMnC1GE9/mBHCWB87/YFgPnPbtLgnjhd12cxp/6+6m3rAPzurANI5Yp1NmAUCqT13b5G4blqHWcXZgduwqX6fS9nBOJ9PUql9s33sRWGVrfal1dtuo/3hL/AEuRH8AGovWvwAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143058 0.66666666666667s linear infinite forwards;
}
