@keyframes rwdcur78247 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhbWXz2sTURDHPy+tNaSlrkVERKSo1G6xIilKEHsQPIgnEf8BPYgexB8nEaqI+OPoRUHvehRB8KCooChFtHixoxXFg4hGpSKxFJtmPLy3yWa7oclm/cKyy5t5b75vZmfmPUgIjUIYBFChV4VVSddt2jhQ97gxVMipkHXfmcXWWlQhATKhdU+pUIhTUgEV8i0TUFU1xuA2bMemx7l00qClKQUGjM+ME10BXjRYKgf0JvZAQEJVWT9cYPky4Pt1gANVHZ8Z41OJnW9Jfm7ZcBD/KLYOo1qZVxV66vSFIRXOq9AXt15nywwcwmEwxrjBDManFFH9AWSBjApDQL/xuRcIE4dAVTHGWCLFu1w80VDVA7YBBaAf2JTUZmC4mnqjI/Z97ii6d1ctFev0hT0qHFIhHxpbp8JmAJOEQNXlC2WYiNC5fQ3w2vgU3dhhbFhuJP4Hwrh6BubKwPQzVPCMz69AZnwmVfgK/A1NeQT0GJ+ZVAg8HodyBY55BfhWMx7CQeALcMuRmkpsLK4MB48W76gKpxfMseU5drPp/gPzs5iObKzQ9YX9QAl4jq2Ev1MJQRWZpWGDHrYsB6W4E1gJ9AL7gNXAy7Y8EC1EQRY4dz8EJoAxYAVQxNadMjYDcsCR1DwwOlL7Nj5lFXYCnvEpqTAGvAEqjsgEtkJ2/fc6AKBCF7CFWqN6YHxuq+C1RWBjP3TnYGLSycp/4H33EmCD8XkbIZEBBoEB4CM2BPm2QvDuU2Tg532A7cbnSVTXteVJFcrYH7ET6Es9DZnKdjQ6A0C1DPcBl927dQI0KkQxzSiGgBccWlXItUUg6IbNEFBhR7gjBmjrUPr01QIzqDDQQN3Dxr49hI9k1O88uB/kVVgLED2epYKo4RgiOONZFW42akJtE4giSsCRSP/e0awHmkU6h9LKHNfOJl0pmfG69LtwHNX52ZZ3nwqB3aO2HiRxPyS8mBhjTNXg3DTMfIjtgs3gHzt15MhXj9NQAAAAAElFTkSuQmCC) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78247 2.6666666666667s linear infinite forwards;
}
