@keyframes rwdcur59579 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 22 19, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 22 19, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 22 19, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 22 19, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 22 19, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 22 19, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 22 19, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 22 19, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 22 19, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 22 19, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 22 19, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 22 19, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 22 19, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhe2WTWgTQRTHf34dRCihB2kphAVBaJE2FpQ1BSlFMBehisIepYXQo1ipe5CGiIf1EPAYAoF6KxRsaS/rrQiNQUESD40XIS6U5FSkWKoIroedme5uN19V8OIfht2ZeW/ef968efPgP/7jH+NUh/kYcB44AXw/xvod9U92WEADvgCTYrFe8af6TAGuaDOin+hysZjQkfqJ4xBIAG46NyYX8ZNpRSQm5mZCulNRBk50IBDDc99qOjemBgvzVfl7G9gEvoblAaSOkL8MVDrYa0liGp8HMmtJN182ZH+aQ08k5HxmLen3mF/mWJBunUK4NkRCxscjOSfGH9F9zPREJoqEauncmIuuiLU1fvpvMMqsJY+OmUmyVqlImV2CcRJApyAMIxCUgxfOMTgQB2CobyQguLO3TaPpkLVKUG4dgJ0SURhaO+Nnnl5V36G+EW++DMA4LY6iHYEYEBdfGYQ3gIBx8HYL8HPxnSIhkS8bAEVB/ghaxYD/Ps+KsSJ4d9tvPExiaNHzgOz70B9lqJUHNGDVNmxpuGjqJuDtvh129rapP1hqK+NHlAdieGfGqyuPyRgywt946USg0XQiPdEroghoQFGm0dfWr0jFwYE4H7ZqjE8MM6cvA955v33ovTkvS6Ya65VAP8DHlbMA3DRPelcphEbTETm+GjA+HE9QcypYhs2B8VSR64WAwui9A7JWlfwLbxdz+jKNz/uA5/6N7ZSS9QedJHH3YoqN7RS3RhZ7JzB674DCime80XTUeGG+CjpASRELo+ZUGI4n2Nlb8uvu9kSgsFIlYyb5sFUDYHximHRun8J80CNw9JylB64B2ekSwDPgW5SdlonI1mx+WNeVcbUT3fs0mg62YfPJ+qSIaAvr1JwKNaeCtrDOnL6MuL5PgEtEZMMoArsAm/VNrLLFnffP0V7cF2d/aFyiXqkfIaEtrJOdLqmCROSTVVpkwzACBYipm8HnVvc1MS9l0rkx/1Mc1bquCxUJUzdd27Bd27BdwM2XDTdfNlSfUKWEHiSFV5T0UsxGk/AbyawlA6Q67LztrrsuSv2D8l2Y1CZJLafCOrNAXfzviv/IYqQbApKExuFrpiFexuMYDOM3oIeKs99KpFcAAAAASUVORK5CYII=) 22 19, auto;}
}
div.testarea{
animation:rwdcur59579 1.4s linear infinite forwards;
}
