@keyframes rwdcur79464 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIUlEQVRYhbXXcWyVVxnH8c97b1ux19KyAqFdV7BuuKSkoNMZNRBJzBKiS0PW1RkRjRNMHLVoNPtX/9AYRWbtYpbOhfiPSxrYUhcSmCZAwA3jCLJBzJDV0iGFrhS8k+5e2ntf/zjvbS+h4AJ3v+RN73vOec7zPec8z3PeRjFfRq2gcZzDp3ABr6ANKXMaiZhSIVXhKFYhlwB8Dp2CkwuYxOJkfK6SziGKw+pakIt62y7+PHvNV/PrTGUyXlu50pUFC1QXi1JxbOv27VElnZcAVuHBl7qanjvT8CWDH/6z5iIb7u317e3byec9/eyzes48NWfVN1wxkCimY//GphOLr33SZG2tNzKvqnngSdCQy1k9MuLofffJp9N+1tMDxnrbKgcRU/ubzS3xoY0b45if7N/YFMdJUMbhKZ2/JmK9beGpkKoipr5Tm9ZUCIlw6cUxzVxtQnMyaDU+jvewNF/wu2fOLkEqoninABFhpViIBcu5uDPpTKNayMX12Ifi1lY7B0bbMR4xcacAVbMUZJFdlbzfgzpkhPzck/wuU60KqLzAiFn2EOoTsqtJ+4N4uGQwMFoanq0oQEwN7konAHVCQ5Q8HVgnlMn1nIq4UlEASUC1CjMX8SH8p2xABx7Fm5KMmINP3W5aXJfLMctw/8scuIJGfFQIxirkcQmj6ElszrNESNWiEJg37Ex8i4y5oZgkpbnhcS7VYYtwHFfx32RMvbAz38JD+BXtSdcMTkdzc1UJZb5WuEPORWHMzQHg0e8uj1tmYlUDo9bh7mQX8kl/jUB5Bn8psyvgpcTT+ZDBK4VyMikk00QULrxZXZcFJS0ucPe7n/cL2g+FFfpn0ledGOWTpW3Bp9HY2Sl65BEPdHeDrUwLR3oXViRmN/ibF2AiHf7+YGvrqV/SflI4838L1SpjrghcS9p+PzTkqT17wBe6u9WF7klce25T8x7hOCbfF8DB6siF6moXqyJ7OXUiOaofl81QivqcEIE/Td4HBwcVhBj5Icef3NL64rsz6yztXXE8Crz/H+AdKTsWHfGV3571r/5+Q8RjROP4kZCG7wnHUdInsLt84q4uC7FkuiiXSnk4u958l9i8APqGo6G+YaP9/bZt22a0DOJNPI7LWJ6svnGeKRoLBVmcr0kZ/8gR5zMHLFq70KLda66DmB8AnUStPT3+GM0lSsl4bXe3r+EI3sAJHL/FynYOjLancPlw1uXD2et24qYAJYgSSGdvWzBOtL672168ipP4A7rKbMfTadNm747c3qdH0qW+/nu/Pzuu6lYA5SD6hkuvMdQXi5Z3duq4etWyqSnR0qWqamosLBY1zsyYiiIvowHNvDVGVHJcn8+Lw7fIzC134GY6PDjo2O4Qcv+orfVKY6OP5XLun57WNj2tvlDQNDNjNc4mNqW7Y9sTT+gYGSF87r+/HSjX2Fz1jP82NOQeIbc+I9SDsbKx5cFZjbd6euyfmDDV1GQNp28LoBzk4O418eWuv0fwDDq+tyLe/M5njT3/PMLFRfi4+SY2D6yQef2S4WxWTEvEuds6gpJKzkt6PUo5W1Mjs2mT03gtae/G13e1yUxs5cABxXSa5JPzjgDmU3/DYTG++Nhjlidti7u6vPCnnJNvv+2vGzbYt2sXjFQeoG84ao+LWqKDmvN53cnFdCyTcbSu2mRDg2M7dughKt2KFf9XC379jZY4UyBbWOvkggV2LTwElvQNGw/OZ/WBAMSkNmxbUdiXLtvgUEc+EH93pP8B1wGqKbYz1PYAAAAASUVORK5CYII=) 4 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur79464 2.6666666666667s linear infinite forwards;
}
