@keyframes rwdcur232167 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2VXWgcVRTHfzOz6eqYTZs01EwfumKxUXxJGwmJSlEU/IRY1Pei1CJN6EtfQkANPkgwIGFdaShsF0RBfHDz0iCkWAWbWElSiZAPSyWbNNOGQovrrvsxd44PmcBk3cgO7Papf7jMnTNn7v835x7uaASUsDKqET19iuNjwHvAZWASGIqTdIOuFwpgHAP6vPmzGtHOUxw/ALwMPA18AGhBAfQqzTNb5p6OCCszcZKvAMv+3AH6MzUH0IhGNKJa2egEiJNsB4q+9MYB+mM1AVhhWl9hWvyjUl6cZLgs1FcpLzAA8KFvXozSveMex0luezZA/2gtAF70rstRusu/8v80+wmx0wHyK8sr+0SQdwbonwEYZnCsqhcarEbbsMyuHQDGAKYYnwkCMczgxDCDFfulXLqOQUQin1aCiNJ90jM/EsB8ic2z4XKVALDw4+zRJ5zHRsshphgfDWheAA55t5NVAWii6W372pi8cKG7q3Q45ofooXdbI6VI7FhWr+S7fKGhqqgftHbb8pcrsqpk46Itr7W8OuOHmGI8NsW4bAGkSBSqWrhKaWGryc5fu9tGTuAu3P79Ju+/23f1u/D3J5Wdu+JBZHrojfgqsPwG77SfY6RSf/x9gjORagF0Fxd0gQYNHoDWgw9z9otYx7HCS2Nbleiht3zBQykSEyc40wnM+uKfBzEHILT/IVuKrkjWFbmtRFaUqLmC3PpmVd5qOTbn344UCT1FYihF4mdvO8YAzjFS1alXUYZl2uKISEFEMiJqoySla3kpXM3JevL6fyBqLsMybVFKxBFR/ygp3SlK4UZecssZyUzdkT+/WpK3m9+sG8Tmv0DXcUWhNBdluDi7HJywQu0Wmh7dw8dnP+p4rtgTrweEDuC6Li6C6zo4KBythGpwKYVLlBoVkWgTI+eHnzqoDnxWa4DQFoBSCiUua7fW2NfcioPDI8+0XwoR0rNazgHAqLU9mz2Qz+clm83K4h9LYlhm9stvv5b1tRtiWOZFwzJfr4PtdgC/uWGZXYZlzqfTaZn+9RcxLHO+nv46wOr6Gk8ePZwDnvdOv/TM/Bx797QApOtaBa/MWX+He1VYWFxclB9+uiSGZf5WL/+QsnMvlAeVnbtiWOZ1e+Pm463NewGcegHsKMMy9xuWuWBY5nnDMjvuOcB93de90r8OU5MbOGZqrQAAAABJRU5ErkJggg==) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232167 0.53333333333333s linear infinite forwards;
}
