@keyframes rwdcur214699 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXUlEQVRoge1XW2xVRRRds2dKD4gCNUgAC6kIVQghGIyJH8Y/Ew1fPhJMlNZQpSVtRUlpxXpbKoGCiKAU8CqPQoMffqAGPiSiQaIogfJqsAhUabEQUCNIOfd2Zm8/bk9py+2Lgn54VjK5J/Paa+3Zs/dcIESIECFC/J+hqkrzpKcJeRVV6nYZ7852f2waAMhdvPaGgXVvzbvt5HOfnNvdsPTVtknW+W+SX7dr/Q3jbWN9EkFdO243+U62dq0PyCKvokrdjN1OJ9AX8tVLX6O0YXei6cIluuuOIfx80QoGgPqdG+hofQONunsEN124hKC/HyL6HDZJBfRGfvdHb1PT+Utm2KhxXtPZ0+cUaXO5xad1ZflQIvjmQB2gFP9xuSV+730T0zcvme+PHplmn3i5tEchbTaDkOoxoXQroDvy6yPzjCZtiJRx3ggTdxcbLp1v8l4qWWEgMOiyQkSglDJbV755wVr2ZUhaxscVhZZZ7MTxY+KPZxUnFdNRRLI70auAZOSj5QUmc9oMr672x0aCNo0Np0x2caVRShkiDUU3XB8opcDOmRcXLDEiYrYsL2lmhmVmS8PHpEfLC/ycyBrbcU3HVNrxTgwI0fICs3dH9dBoxfwrfsvV1o1LiyTmXxNnrfQEZm7/dtZKzL8mG5cWid9ytTVaMf/K3h3VQ6PlBSYgLt8fTdp6q02dnNaNAI+hmrOLK4cGHgcA0rpfjmDnEr/sICJ207KFfxNkdE5kjR+ISLau34WsC3mTPiHTO3e2wVNKGZMyqF+k2+4BgOuCSWvY1rgxKSne2HEZXrS8wOZE1thbka47bbA+Ms9Mnv6IV3+stjm7uNITEUOkwQCgEjFPKrEoIJlMgADgwLfCICROQSllNy1b6GdOnT76SvOZlqdyy/qUantC+038eVeUOpJXigwA1KyKwDqHTcd9bDruw3Hv4cmC9vnWOdSsigAAlCKTXVzp1R+rbR6RPsn7MlpxYya4GQG/f/cJzlzGoK7kmbktfgHHiRbwF5GkLRAQzBdJeJ+ZO4moqz1wIW1cpvl0VcnABfwW88wv9cf/DMiT1mB22L66HLMKI9BaQxOgKRFC7ByctYj7LR3aNbC1YOdACu3ztdaYVRjB9tXlYHYgraEUmaziSu/g/n1/3ZPx4IBOwQDAvq93X51TusooRRRcPObAfQKjgezJqYACiBTEASYlBXG/BV9s+QAAMDMrH6mDh8BZC1JA9pRUQACCwLIAIu2nQFoDDDNn0Ur6cPGrMQApAxIAwCgo6pgmKShUh+sB0jBEwEMPQERBAMRjPj7f/D5mZuUDAD7b+B6efqUIWhtQG3HU/pQgza7zngCINJyz1O+3QxcQAIgIdc0qRImjr9mzDa3xGKxtBR86kRjTGlobPDN3IVJTByPVG4xnc0ugtYE2CZ/woROwthWt8Rhq9mzDrMIIgnoSQCkFiAw8hNp2gzB3eiIoIuuY7Zavqq0xxrywYImRuG8UEZgZwgxAIAIoIhARnLOACNTUCXbrO4ustdaSNkYRmY72RBhKDTgJXa8DVaV5MrfsfWZ2JCwQiN2yvMRPz7g//VzDSTs2Y5L59fTJBkoQAQBWRAwBoAQQQETaCTKzHT9hUkawtrHhVOPsoqWeUsooRVBE2FCWP+D/Hp0WV5XmOUXEpIgFEp/28KOjDv+wL567eK1te8MYImWIiK/5MYxMG24dOxIBnHNwjsmPxckYDWaxAGxOZI39tno5+V6ad7ruyEUoGGE2IkK3vBIHqN+5gQ7WnYLRGs+9vmzA1RIAouUF9NiMKdh/pB6z33j3luwZIkSIECFChAgRIkSIECH+S/wDi1gBmXEYzc0AAAAASUVORK5CYII=) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXUlEQVRoge1XW2xVRRRds2dKD4gCNUgAC6kIVQghGIyJH8Y/Ew1fPhJMlNZQpSVtRUlpxXpbKoGCiKAU8CqPQoMffqAGPiSiQaIogfJqsAhUabEQUCNIOfd2Zm8/bk9py+2Lgn54VjK5J/Paa+3Zs/dcIESIECFC/J+hqkrzpKcJeRVV6nYZ7852f2waAMhdvPaGgXVvzbvt5HOfnNvdsPTVtknW+W+SX7dr/Q3jbWN9EkFdO243+U62dq0PyCKvokrdjN1OJ9AX8tVLX6O0YXei6cIluuuOIfx80QoGgPqdG+hofQONunsEN124hKC/HyL6HDZJBfRGfvdHb1PT+Utm2KhxXtPZ0+cUaXO5xad1ZflQIvjmQB2gFP9xuSV+730T0zcvme+PHplmn3i5tEchbTaDkOoxoXQroDvy6yPzjCZtiJRx3ggTdxcbLp1v8l4qWWEgMOiyQkSglDJbV755wVr2ZUhaxscVhZZZ7MTxY+KPZxUnFdNRRLI70auAZOSj5QUmc9oMr672x0aCNo0Np0x2caVRShkiDUU3XB8opcDOmRcXLDEiYrYsL2lmhmVmS8PHpEfLC/ycyBrbcU3HVNrxTgwI0fICs3dH9dBoxfwrfsvV1o1LiyTmXxNnrfQEZm7/dtZKzL8mG5cWid9ytTVaMf/K3h3VQ6PlBSYgLt8fTdp6q02dnNaNAI+hmrOLK4cGHgcA0rpfjmDnEr/sICJ207KFfxNkdE5kjR+ISLau34WsC3mTPiHTO3e2wVNKGZMyqF+k2+4BgOuCSWvY1rgxKSne2HEZXrS8wOZE1thbka47bbA+Ms9Mnv6IV3+stjm7uNITEUOkwQCgEjFPKrEoIJlMgADgwLfCICROQSllNy1b6GdOnT76SvOZlqdyy/qUantC+038eVeUOpJXigwA1KyKwDqHTcd9bDruw3Hv4cmC9vnWOdSsigAAlCKTXVzp1R+rbR6RPsn7MlpxYya4GQG/f/cJzlzGoK7kmbktfgHHiRbwF5GkLRAQzBdJeJ+ZO4moqz1wIW1cpvl0VcnABfwW88wv9cf/DMiT1mB22L66HLMKI9BaQxOgKRFC7ByctYj7LR3aNbC1YOdACu3ztdaYVRjB9tXlYHYgraEUmaziSu/g/n1/3ZPx4IBOwQDAvq93X51TusooRRRcPObAfQKjgezJqYACiBTEASYlBXG/BV9s+QAAMDMrH6mDh8BZC1JA9pRUQACCwLIAIu2nQFoDDDNn0Ur6cPGrMQApAxIAwCgo6pgmKShUh+sB0jBEwEMPQERBAMRjPj7f/D5mZuUDAD7b+B6efqUIWhtQG3HU/pQgza7zngCINJyz1O+3QxcQAIgIdc0qRImjr9mzDa3xGKxtBR86kRjTGlobPDN3IVJTByPVG4xnc0ugtYE2CZ/woROwthWt8Rhq9mzDrMIIgnoSQCkFiAw8hNp2gzB3eiIoIuuY7Zavqq0xxrywYImRuG8UEZgZwgxAIAIoIhARnLOACNTUCXbrO4ustdaSNkYRmY72RBhKDTgJXa8DVaV5MrfsfWZ2JCwQiN2yvMRPz7g//VzDSTs2Y5L59fTJBkoQAQBWRAwBoAQQQETaCTKzHT9hUkawtrHhVOPsoqWeUsooRVBE2FCWP+D/Hp0WV5XmOUXEpIgFEp/28KOjDv+wL567eK1te8MYImWIiK/5MYxMG24dOxIBnHNwjsmPxckYDWaxAGxOZI39tno5+V6ad7ruyEUoGGE2IkK3vBIHqN+5gQ7WnYLRGs+9vmzA1RIAouUF9NiMKdh/pB6z33j3luwZIkSIECFChAgRIkSIECH+S/wDi1gBmXEYzc0AAAAASUVORK5CYII=) 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:rwdcur214699 0.66666666666667s linear infinite forwards;
}
