@keyframes rwdcur61189 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 22 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF3ElEQVRoge3ZUW8cVxUH8N+dnV1PN9vNyliu5UQhpG6IQqSGpEQ80TzxAA+IB/gKfIy0X6d9Q0KoQkorlKaoRRDaKg0hmMgywTiuuyzLdr07O5eHGVtuiR0TbwgC/6V5u3vv+Z9zzzn/c5cjHOH/G2HqO0YpGkgxFIymfsYuTJdAlOEULphoq/kY99AX5FM9q0J66B0iSo+3jC0JfoiraCncEr1r4oZoBQPk03Tb4baKEnRw1sQV0bcEV0UL1YoR1nBd6j2871MrvqIvKA51doUnJxDxNx0zrkh9H98VnBIVgpGoQCbIRLnEXYWfit5S96GgNw0Ch7tCxzVNLOEMiNYFa6I7El3RWZwXNBU6gotSfzawzLMmEBD1RfclbiksC/6Kuwq3jXQ1ncUlha+LOqJVbBoZTMP4bTOeHFFiYEHdomioYVXQ/dKaBk7LnZQqbFk1Y3laOfCfxV2NZ3Pw29Kq4hwMY4lcavxv/OYJ8fgrFLVwDpmRnoYHgo1/WTeWSXQEHWVfSFBgKOoqdNUf0ZWjxJpMW0cik+mhe9DGt38Sl16fM/GKGhp6aHrDph9Xd3gTx80L5tBGy5aWiYaakRl9QUdNV25DanNn/2sSnztpzlnBPFJjd9R9zDQI0MSS6GW5XPQXwdqO8XaMX8AcZk10bPqaqKFm4AV/UpbMTCKVS6RVBF9XeE1m4qToJYlMHTwQDQ+S6HsTKCVC29gliXNKjxTSXSVwrC2YrYyfx5zghJrvCFqCkeBD0e93zgpGRgYa1T5DuboWzohm5YjuqdvA8MkJvCnxAx2Jy6IzEiPRsqH1nTWJtlJKdCrjXxJcMeOcoFGRbgsWKpU6FAzU9KkIZPomciyKTglIfYDbhyPwIy2587YTOBpKdGVWwVBmrGnLLBbUfFXDFTVLGto7KRwtihoKA4VVQU9NZlNiVoGuaEMwrHJuUeFlubuiOxjsV2oeTaD01jnBTwSLComoh4929P0fNSUWrHlVzUVzznrBgmPVPd4mMNEylPlM26o5//ArTb9w2ZrteSFak+9UtgXR96QKI29quM3eM8XjqlC70viJoFDbFdKJRCFFKkilGhKJpDK+tmufRKImUZOKUhONL3h1bCDoV5QzzKJ1kLa3V6Mp0JdYVbLPlXr/9K5fjmQG6j5T00NflIuKyvPbV4hCoTAy0RcMpQbVqm00q49oiK6Jh7b0vbN/JdorAoWylP1McFHUQVPdCVFH0HXawHPWveiXWBYs4VWc97l5odrlOX0ta4654YS3sCpa9Ul1LaJEriNqSwzRE90U3DSw7ur+/eDRESjD21NzQ3RdOZRsKjSNnQctOfrV1xM9wB3cNbJpaGBLX2FVWVF+y06k+i5UZ/V0BPNq2qImeoIPDNwyq/c4rbB3DgSFaA0/F8xWydtTN++axOsKuZ5UV5AhFSsjtxQKbYXcMb+W+IhKSkddw12zQEMbmcK6RCFxR25Z+/EldH8CJfpyt9QsqWsY2zTS95qW1/XMGBrbkFRJriK55e9GjiEXfaIUHGW5nNioolci08BQ4T7WTfxObkV6sNeM/QmUUVg3cF1hsZJdy18YB+t6xkYSuWCAluf1jGSCvJINfVHXxLrGLsOuSQyNpB5U4q2hcFtm/aBi7mADTdwpl/uHNZcJWlSlt6xeQ1F/T4+WzauNOSOZhg1sPK1nmP9RrMhE2Z5DTzkQtavv8G9Ru3D4J6aHWpouqJlXMzCxYsaKMqHnjJ2ROIWWmlXcUl6RqczEh/fG8xakLokuo6Vu3cQf0FezIPgGFjAy8Z5Cz6e71OghMY1wpgrtystLooaoi6GJplLXpFWjO6b+JRFx6MMPiy3rmt4XHBfNik5TaabydW6AZYl3FN7GfYsHa1IHweFzoEzccqKauCL4psK3saiUGdel3sVvcJ/pvYsyzef18gGrjZMmXhG8KHqocFPdPaXGmfp/BU/rD45ZW9pmDJQyYvgUTnqKiMqrFZ+1IUc4whGOcIQj/Jfjn/U8QiT0wz1TAAAAAElFTkSuQmCC) 22 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 22 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 22 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
}
div.testarea{
animation:rwdcur61189 0.53333333333333s linear infinite forwards;
}
