@keyframes rwdcur98427 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYElEQVRYhe2Va1ATVxiGT3Y3mw0EgiCiqMgIIkSUkAbQAIFBjCh2igiKFaL0MvVWp9rpWJwy2KlaK61TB6VSK1apoo7IRVEjohahXBQroBSBykVBwi1AYrL37S+dGu2w2PYfz6/d78z7ve/5zu4coN3wmfb4pdrqjSn7vpb5BcrBv0CIiqAgtWb+jvSjh9JzSiv4iYQolJlbUljWgnP5lY8Ne7LyC6NitbF20gkSvsYurm6O8es2aw+fKyspbTQa82p6ucStuzP4aAUAALA0NjEmbf+x3P6BAZpiWFQggNjux21NVTcunSnTnT/b1vzg0evEPvOUsrdXvZcUHBEd4+jsMpOmKLarR0/3G0bYzJ3rFzXX19TwCiB1cJQcL75d4eTs4mkYGqEtBAFgCEYgBEHNJmNv/Z3yq7d0+Wfqb98qF4vFaGDoovAlyxPXyOSBakxs60CQOMnQDK3vHwADQ0a088/G8gMpyYtpimRHCwADAACBW8hJU6Y5ygNCIgUCjmIYBpAkyTIMy4jEYuk091mKKW4eXl3trfU+cxU+H25N2zVHHqCGIBghCIuFY1lWPzAIevsHgVAoEpac+2lXW1PdPd5HAAAAHt6+Mw+fuVEBI0IJyzCsyYJDw8PD5oY75ddLL+Qef3C38iZJ4DgAAEjspZIFYVFRmph31/opg1UDQyPo095+FoIgxDQy1Jm+bfWCYUPfEJ8AL5F+tCCnoh2nbraYnhXWdD6eJZMrR9MogiM1GUUNhoyLD4yHda1Mwqa03WM2fs6SuJWaDoKiOgma2Z2VfYSvbl/+zeJrPWbmYueI0cs/UPbGATAMQ08X6vKr6lpa5Aqlgq8uMDQiKjuvpOPTtG+yxuoJ/f0Fx3Gy5MrlCw+bW+/fr7/3ykfk6T3Xy2Wau5t1vf5OVdnT7p5H5aVX88Ya4BWmTnd3VUdEqa3rqrBI5Y3fO1oOntLVTnKd4W69HqTWaGztpPZj9UOsCzRFkTiBm6zrHIAwE87Y29o5IBiGodbrBEGOcCxDjzXAKyR9sEV7LK80XwC9dDpAIICAj79K7SlTBFprUEyM7coq+FWhWhj+r8xRVATlXq4urm3HB2b7yn356uYFhWuydX9YNn7xPe8/5zkvbdMvQKX0muM/HxGJbKJjk9bwbRKiWbGW5QDw9ldFTXX3cn/jAHHaDWthoVBCkjQdEb0iznnK9FGbefoqFbK3giNJiiIxW/vJ8xe+kzCWAPDzhxkes1237Nj7rQCChSzDskYLaecpD45zmuQ63Ths6Bse7Ot5IYIRIFMsUMW/v21HXPInqSJMbE9SFMdxHDfBefLU6tKiExSJU3wCvLgLPtqWtmXT9p3fWcykuVvfB7p7+gAEwxAsFGIkQZBtD+vLik/9kOo40dlhufbjVHdPWaAAEiAkQeAMw7AWggAEQQIEFaG/HEhdXaHLK+A9AYm9FEvZk7nfViJ16nqqZ7v1fUAAQRAsFKIMTVu62ptr7lVcO9vaeLfmmXHYAMMwmODk7Gxr5+AoEEAoy7IsDEEcx3GAYTmhjURqV3296DTHcfwmsGhZfGT6kbOF7Z3ddE/fIAIjCGoaGepuvPvbpcprhTlNdVVV1ne72FaCzgtQh4QtXZns7RcUKbaRTKQogjSbcRanSPJASnJoW1NdI68Ah05eyZklVyW2dz4x67s67tfeupJbWVp0Tv+k7QmfMbp5eHuGLV2VoAxdHO/k4upFMRx29fzP+3IPfrl9VPGKpPUxJ3QNDZt3ZuYoQjQasY0E42P6OuwdnCTh0Qmxn+8/mf9Vtq6al2jvjwUZ4csSYt/U9J+IXr1+3X/dc5xxxhnnf+EvZBhd5i4QbjYAAAAASUVORK5CYII=) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur98427 1.0666666666667s linear infinite forwards;
}
