@keyframes rwdcur67201 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEm0lEQVRYhcWXf0hbVxTHP69L123QtAU3MpKumbI4R3+8Bw5HV5QOhYrChIlhLXY6EAVBxTJZi2P0n7UIsyp09Y92uootcYOmUFdHSstkSN1k79WpGWETpSkLtEONEOhWuPsjvmde8qLRje77j/fdezzne77n3Jt7kWVZyLIs+J9gAzjg/RQ4LQA0TZOeOgtZlsUHZ64JIYR42orY9MFz7+dSc9aPqqoAKIrydBWRZVnUz82IpvZzIhHpFNHX/23cLVaT9Y0fG2NVVVFVlUQiQgihKAqKoiDWQCYEjBJomiZRcVQU+K9Ax1d4S0vx3bwJQM1Zv2GjB1eBupgdRVHSOk9HQpIko6y25MWFUcHOlbG3tJTni+q55zttCp4fs1MHjJS/x0G5OCXAmHaL8MSMJTm9xwwyyQayLAtP6yA7715mcfYeoUjEaESdwKN3ai0D7yo0uxvuCRCemEFEx6mL2Zl4IYqqqiYFLHtg5EY/wLrB58NTpv9bnnWavsuaShiIbqUuZifafsEqVCoBTdOk7FCAH8e+s9yCevChiz3sce01rY2uEE/E97FJhuQCdhVKeFoHeevMkKk3LBXQiehjPfttVSeN4F/v22+ynw9PEQ2HDRWS1YB4iYLahGluix4gXfBkDF3s4VrpESrL/zTNP3gU4dKLbn6/OwJg/B2SC0x2eXK+mYAQQngHZtJumUSMj9zG7rBTUb4NXPmMabeAePbnHts4lPWskWFQm2BhNNWlfHSfqQw2SZIkIYRI7Mx0cOW/sfrhzCEavgNyPPvKhtcAuNT7F9dW5Pd1HmOHpyTFT5xkVVwBMB8Ma+GgXEw0HDa+l2q3Y3O5uF+yBM4ccOZQ2fAqT1Zs6mJ2Sz+JZUg5iHSkU6VGiiE1XuePw/k4mr0MEgG8qwbOHHxhHzvWSMQow9+LIoWAXpvdJ3osSZx8Xaa73RnPOAGR7lFevhOvv91h50h5Dc901BI93o3dkapEUJsAW5VZASGE2H2iB4D7nzdZlubN5Rg/ffMAR2U820j3KI5KJ47mQkTediLBZXKDIXYVSgz3BNbQIY60JbDCmHaLg3Ixx8eHeVh9HoDC3Lfpnt7Otx/1URZbMLK/2tZHdijAfVVlh7fN2uGTJTMBfUfo42R7Z5aD+fAUwYcPWVq9uHC4d5r9h96lYupX5kLjhDoDZJP6w5ORApnuCD04wEsfnmfyy0ZjPpPAOtIexZkEVwc+A8CnzLO4uMjVomO43e417wj/CQG7yxUnUX2KWU8JSvUpAEqvn9+wr00RcGY5DJmPlNcwm3TarafC1bY+lnwdSFt3ShntAr05E38Rmz/pYtZTgmfFpqWlxbD3++NXOEVR1u2HTffA5A/XLef9fj9zc3N4Wgct17Urv8SzX2n2jAlIkiSpqsrjoTMA5PZ/QXYowMiNfrJDAbq6uvj5twUuHCgDINR5DFVVaZgPGmf/wqhIuQ9sGPpbIfHdUFFRIernZow3RPK74ujtJVF1edpYS/S34RLoSiTilb1F9O7JS7HVG3GmtYj58FTKhRQ2eBQnktDHyRm53W5jnHIF38Ahtyls5rn2D89hZjchYWUGAAAAAElFTkSuQmCC) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur67201 1.0666666666667s linear infinite forwards;
}
