@keyframes rwdcur255851 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFL0lEQVRYhbWXX2wUVRTGf9tu1+kG6gBl2UohLm2IW7ckaKtCguiCIgOFBBKCpKIBQ0QxMUp8kReJL5oaTaxKYkIM9oFIUv4IFa20IT5sUGlFShebNqgtdFmgHbf/btpt14e5d2e6sWHX4ElO9s6dnXu++53vnLnjIjfzALMyHGA4w8ezXTAvRwB5gAbogM8wjAvhp8IXAD8wF/DmumauANwySBHgNwyDQCCAA8AsLJb+VwCaDOYzNhhq3smAO5d1cwGQh82ADiwIFJsEVgUAFgHFWMwoEPccgNr9LBms1HHvDaBEAvOSQxpyAeDBzv88YCfA0c+Osn3vdgBfBoCs1s4WQJ4DgA74vj7yPseON9PxSweh6hDYOijCYiqrNORnCaBALlwClAGVBZPXll7tvMgjZQUMdF7gz96Rh0SSduA2YAJj5NAPZjK187nAMmAb8OGOTWUpzU0q1ftaKtUeTukaqRcNXwr4CtgDPIHFiMZdWM6kSSldBfZgl91iYIn0tM1Z0eK8XAwEgAQwJZ8fxWJiXM4l5W8agBKMh+lBNWzR+YAHgSBQ3tjUQ0P9OgAGI+E0EF3jSVNgyiAe+awpQQjp4w6fcjsCOft7kcN1rNw/CJRrOqGWiNWACis/RXdr1Bz0cqDdT90qE4RYhp22XmBAMqLc+c4YdWGrV3mx3PF8OS7WNdIt73HDD8D5lhgAjz0zm67WCQBqDno59uZAOh+m4CwQxxLmLcd4QLkLKMduLH5gkabxdkNDPQAv1+6zqI7WceLsJQ41N3O+JUZLxODdd9pYvNYS+u+tE3S1TiCGBYPX6pkT2MdmYzk1294CoLa2FpHkA8lKDOgDbruACmPD5iv1h74EIFA6mN5BYeESxqJ16es5wf0IzRqvDvtZHS7Bs6Y/fb9ulZkGAHDiTBvPv3KYsbGx9H9ipgBgz+6X+ObUyYddQAXg1zTtnK7rjLinKCr1keiLAxAqTACwe63Ovi9iaG6dYBUEq6GiGkSNSC9+Zr5Ge9Kkbm+AI99bz0eHNYoWzgMgcf0O+X9PMiJGmEhOrAFibiyFJoQQm2OxmB9YONQXL51d6ttVuiLE8kQbh8+ZAOxaoyMqoPFzC4DT2nYXULJpktCwj0s9I/zWM8ILz/oYuq+M6PEIwGFJ+3WZggRShD4stWcKcYG859fcbFSBdryuAxJEFZQ8MDkNSFPjUHoskpyWweLATTIECCRcWGXnLEVV+6oE5wILsRpQua7poWAVbH0VOn+GwkctEfafyqf/VD4RYXYCXcAf2GVoYpfhKLIEAaFSMC4nTexG5HWA6cMqo4QpTAL3B0MHdkZp+GgLhRebqPsWIt1TiORQF/ArcFkCuOEIqprRtK7olgP10hDY7djZFVU3QwIKbVkXZOtzQcI1Tawsh0g3AN1AFLgqAcQzgk5rw/Dvr8wpxwMKjJK6F6tB0fhdFID962HrJ7CiHFqv0ifZ+kvuXrXlaUGd5prpRoZ5sIRZDlQBT+/YENwI0N9zDbAYEEnxHhCRDNxwAJ/Rsj2QJOViCSxRxRLupSTcS2ntFtyqNhBJ0YjUCVa6Zty107I9PKq0jGLRGv/hzEnaegf5af1K4pejYOVbvWxUvu9quZwJFYAEcEckOQLgqwwS70gDUGJVKr+nAFQahrEaSl/z6RP4KoOQ5GOgPwNAVpb1+R37NKPScDPefx3txyhYDec2dv6zoj9XAGCzMAB4ox0daj4m51TwrOj/rwCUDmLRKx1o+V4ngJy+jCH7PqDsnn+e/wNO+etkWYSgWgAAAABJRU5ErkJggg==) 16 15, auto;}
}
div.testarea{
animation:rwdcur255851 0.26666666666667s linear infinite forwards;
}
