@keyframes rwdcur203414 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhe2VTWhcVRTHf/e8N6+TmXzMG2KbFPphTUuIpImRSHGh4EKe+lZxFURqFkqLgrgQCy66UkFEMCpEENxYu5Ea6iAjRiyohQqR0CS06UeaNpnYwZKXzkzSSea9+1xkQkLbBDrNwsX8N5fHPYf/75x737mKTZRO2a1AG2ACU8CY43qLm+U8qNR9TKPAG0BvIiFmwpaCKHQup2PefJgI/HAQOOm43vktB0in7BeB3vb2SFNN7NlJpSLLYRjolV1fh2Egfmlk5/nRXFvgh587rjewZQDplH2ktk6OtrYevGgYe+ZAa9A6DEsAugwAoMPwdnR6erQzezMYclzv+EMDpFP2c7G4fNbe/tLfSm0rhoSacLkMELAC4+u1boBIzMpmf+mauub/4LjeJ5UCSHl9pa2t64qSBh9liUIJypJSabzp1r9DbZmZX7uWir+3QNFaNVeqIdq88/BUbZ30pVP27koBjHTKPrRrl9Fn28/fAMJyV2Tmxqn2SxPeJc/T3+fz4c/ZrF7IZmd7duyI5w2zRcR4JC6SrEnaS8ZsJrPt2++Kf1QCYAIvbN++bw4lohAh1PpOcXBvJhP86Ljeh+tih9Ipe/LqlQsfPN7uTookoqioFa3pQclffemU/bHjenojo40kQJdpHSwoIgKmoMQcHV1oAj69O9hxvdPz83ow8K/uRkWTQAJl1e5vMQD2VdIBARpFkj7KFKUiEuqF2sAPJx3XK26QM611LgbUAzEgGo/XUP5+YJlAgdC3UHUrRJIESG6SkxSjEUCXC6C4VAQoVAIgwGQQZGIKJUpFTCUNurXVjKZT9mt3B6dT9l7DVH0Rq3v1rDWgr18PAGYqATCB30rLw29HrCcLgKBMko1v3ayt638vnbLrgVPAPPAM0Nvd/bLPuuq1npPFBX2m0jfCBE6Pjc8d735qaU5J3FcYoiSpO554f+ZO4ZvDmdl/jubzoRw4EPPjde8siySXWZsfLOa/EOBkJeawNgmPdHZGX6+tPzYLIihTFIa5+leUQWXdKoAEpQnz7J8DPzmu926lAALguN7AyEgxtVj4ugn0yiREQIncJ0cDBP60nDv3lQmcqNQc7n0NjzU3G68++tibtwxjj18GuKfyxXx/bHj42hnghON6Z7cMoAzRo0R91NERL1rWoWUz0qqV2ASlC1apNG5evjxh5W7rLx3X638Y4w0ByhDCyq1/GtgPJIAxYBRIO66X2wrzqqqqqqqqqvpf6D/EkmfcFznVQQAAAABJRU5ErkJggg==) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203414 0.53333333333333s linear infinite forwards;
}
