@keyframes rwdcur224576 {
0%,47.268421052632%,100% {cursor:url(data:image/png;base64,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) 11 6, auto;}
47.368421052632%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI1UlEQVR4nO3aUWxb1RkH8L9NcnccgXfMWnPv1sW+6hbHQTRxxpK62+QkG6LNhFpPQgswaUKwBxRtz6u6OVyLaWjSHtGkNYgHtK0vY0iTaB+gCdtoBysx3aAmk8BJBNjNaH1qSnNqGp89uEmb0tKGOkkD/9+Lr2/uvTnX9zvnnvOdA1yn2OguL/122rS/kDax0V3e9V6PVpd/YaNt706vbe/OZT/AyYefHcmPAeagyTa2aLRq2vbu9NK1tEm/nTZrXRZaXU0AgALw+p551mAiIqLPj5tW4qLtT6a9DVvi/e//7c3xlbg+NY7/6ocsFQnC/PXxITOcti87ZEy/nTbxB5EBgPZfpJkXWI+ultCJhS1zZHS3OXHiXTP/6tPmsQddb3hHwgOA2J5dXvsLadP+I/Dhr0exPfXM3icdM5y2vc5Wy2zvCZsjo7vNkdHdZv7Vp838iRPmyOjuJQFBNzbfwkZsdJfXMeDLIFr/fuyXJjv5q2dHrnRiIiq8Wq2WibsCD+wYBAA4G9z6Z7wbsOOwpYPn9g7jwMvjWQB44i+lK16P1obvcjtje3Z56Acmv3flAACAuC28YLCWcR2Bga5uHHxtAiEpkLA7AAE4jg1ng4tEogOI1oPkqcfuzeamjjEYbhCXDYDlSEaFV7NqmYCUmFMKAS0ghIAUAIQGAIRCLhxbwRYuur+ZhBPvhr11AKWpIp567J5ssSTxxP4cA2INXHcADHYJ792TtUxIAnMQUAqYnKn4hnckvEIxj7ICTp6sZRK2ACQALaCgIIVAyBEYSGyDuykOp/8BFMf+gAMv7WNArKLrDgAASNjwrKC12ArMzlazBYXLPsD7t0ovVwKKJYWtreGMFICCAgDIUP1V0n1HEgBw58O/bkj56Moa9gN3hmGEHURICBRLCrdvbsn+cUxdUy0eTtteuaiRL2m89Z7OiGp9f/cWC8cr/mxuSrM1WCENC4DhHQnvH2+8kXFsCa0VCiWB6dmKD6g/4IHENgBAGSGEUEYZIXRvsjGBAJz3j0FrjTJCQLkAhFyEUEbky7GME+/GxN//jHt+vo+twQpo6I8at4UXtGoZ1xUolIFqpbpYeyPhoDn0lycBO77kHFs69b4BACjUt+tvBJRUEbbKoSQTsFUO9zz0k+xzr7E1aKSG16pY2DJSAq4jkC9oHJ2p+oALQ8aHdmxbrOEL8oUcAKCo5lBW9ZGDKmtAS2itIYQAhILrxDGRO4qXZxtf7s+rpkZfcHK26uuVllFzAiGpEVEw0xX4BpISz796Bk/uP4SAOATbcaCKxfpJWi6erzUwpysoKaDl1kpWSqBFVCGdr+B3+4+O7NoSNpidbXSxP7dWpCYNdAnvwzP1BFGhqHHn5tuzT+zPjUTCQQMAQgDQGkIAX7rVnxWojwCu1mlMRoX3RSuYOfDfWbYAN7pY0DK9bZbpS0VMLGwZAIhHpdfZaplYa9DEwtbi/muVjAqvNwyuW2ygZU8HX6vJStUHDYi5ObhRiYEu4eWn6jVcQANCQENgsEssmTQaaL/8NDMAaC0QEMEr/s+hniCDY5lWLAAAYPPmlmxZKciAxodnahmg/o4XUkAKDQGNQmnpOWWl8ZtU5GMPMi6FV6upjDi/nYwuDZxHUjEzOePnwtZlWpEVQQv+M6XHg83NfnHTRylno0Czz+ff0hZ4EeYLKR80mpqAcvls6tTZC2sHSqf1+Ptnff6+DmusudnnD6Gp/2d3f2Psrq1uqi10GxKJViTv3JRKRDelPvrgzKPN8/P+e3s3j/1zejqbe+c0h4jLtCqdqd5Wy7i2AALAvhcrvu09YSMDGmqunjVcGCpeLC6FF2sNZgbjHThYmEB+qgKlgXIFCFlA3A7iB8lu5FQZz40dxXSVQ8NPY0VfAQtenqn6lNaACCHZLrxTlUo2JAVkKABH1rOIl54jhMBgvAPPHJ7AvlcqaGkR2ekKfG44iOkqfNPVava3+w/BEQLxaHg1buMzaVUCAABOVf1Z6DK6YsEM6rkehMQcAGCikP/Y8Vtjt2UO5o/hwEwFna0WDp/PKCpVAQAICPhb/NmDuTy2xV24kkvQPo1VC4DDb+qRfL4CaAeRiJUpKw1HBiAdBwsBsSAZFZ4jJXJTCgNRmT06U/UlbOnZtvSS/RGErfpQMF/SI8dKFRSVQtiqL0Sl5VnRTuCljn8Ir7n5lF/efFOqIxqCkC706SLKRZNyQj7/O+rceMKWnt9fzdwSCGBiahavn9B9AKCb0H/g8Z9mum+7GRvtD/Cnl473AcAtzfDHN21I6dMfYeP5aySjwvuqbOp/R50bX837W4/WrOPUGYYZvq8PCsDE4QkAQEnVVxIppWHbwOHXKpC2Ba0BNyqxLR7AsdwcQi5wcExBSECpKgYTMUzkJ+HYYSiN+mokAM/+mxnDG5prSy/744h55O5OMxCVi+9wV8Ib6gma3tYLmUIp4G3vCZuhVNB0hi8kfGwJL7uz18SCy8sqUl3DJ4OWo1BSI8dnXeTzb2X8/gvdEVdKQNXQ7bqYrUx6thRQGjjwyqwvEjw/udRue2WlEQtbmaLWKFaqa3gndN0ubgGA+rTyUE/QPJKKmYVOHwBcXPu3twbN73/YZ2JBy1yaGaRrs6qdwE9SUHr84u+dG2/xz/7vVMrZuAHfv+NrqJTffdSah//k3NlUuBn++74VGxuIt+GZwxMo6TN4/fi5vrUp+fp2wwTApeK27Ifxp/715ntoOvcBvpvowl3f/npqIBHFd7qiqdLpcxjL5fH8TAX3b41h/uy8v3R6aRDROjXYbnt9beHFpt6V8CIWTCxomUiw/hm2sKTZH+oJmk+aSaR1IhkV3tCW8GV79HF55b8BwNCWsJGCGcHPtL5Wzvk30qqlghsl7jprXYTPlHUXAOVy+eoHERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERFds/8D2b4utbjzQOUAAAAASUVORK5CYII=) 11 6, auto;}
}
div.testarea{
animation:rwdcur224576 0.31666666666667s linear infinite forwards;
}
