@keyframes rwdcur217169 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhcWVW2hcRRjHfz09m+zmsm42ixs0Jho3okEKhVrRBx98MpXagiApaCmIbUN8sAhCiCjFeqkixFIJtFIvwUJEH6SQ2FtCq7ax1tpLYqs2iewu22xuu+5mz/2c8eGkoT5oA3v7w8cMfMP8f/MN8w2UW0JIgXL6S+A8Z6m8XDYCIdguBPbv4zxfDn/p5ujz8enRQZ4pOYCtu5NQPbIkMTBwmCdLCqDrgA0+v0QwiNdx+PbzQ6wvGYBpgKYCOITvhOpqamyHoUOf8HBJACwbDB0wIVTfRrAOKjwEdY3jB/poKTqA44BpgaJApS9MfQiqa0CWaTAMTvbt566iAlgWmAYYJmjKT9QF1hHwg88LwL2axvF9vYSKB2CCaYKug6YphO/uorYWqqqgshKEoE1VGPrwffxFATAt9woMA1QN0nPDrOIeZI8L4PGAEKxTVI68uwdvwQEsCywLdA1UFaLRr5idi5HJgG2D7IGKChCCJxSVb3a/iVxQAMNwT29akMlALKZzZQwuXoJr1yC1AI4AeTU4DhtyOfp7upc7aN6SLcudWBZkMzA2DidOwolhWLMGWiPQEAa/HywbdI0OTSUD7CgEgKQbcDPiCRg55ZoDXL7sVmV2FiYmYXISppOQ/pvtL73I3kIAyIYBCPcZjo3D0WPLuZ7NmxhubiZimrQmk0QSCR4wTSK1tQTu8PPatq2kPvuC9/IBkKylF5CccUu/pH3AO20PciHgZ6aygis+L91nR3nk/C/UCUG9ovKYohDv6iSYD4Cs624rvnoVzv0MwNcbn2bX2rU8XlPNwOIijUJAYyPO22/RK0m82t3DAjC6FHlJ1jSYn4czZwE4DbwQDhNCcCRxgz9mZnnW52U6cj9bW1rYncsRA3rzNV4GWFyEqb9geITfgE2A5pHZOZ3EG4+zcfA75pbW7klEV9134Vexq5AA0vwCTE6RANqBNEDfAXpVleZbzAEQQh5JpWjq6ixcR5RSKTKmQTsQvTXR/+W/zQEW5lsf+vM66UQCrVAAvPH6ytbFph7tONxPbkM7HxXMfKWajjccPDa0WmzpYKSpiaqSmkcneOrH01Wiq5NXwuHC/QEr1ugPHPxgL+PF2v+2J4rGqLk+wbliAdz2b0/c4GNh59/x/kv/W4G+/azPZvnestlcFoBslvPpNFuAwWIB/AMvz3ltU+chYAAAAABJRU5ErkJggg==) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur217169 0.66666666666667s linear infinite forwards;
}
