@keyframes rwdcur77303 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYhe2VzWtcVRjGf+fceyeZSSYzk8+aIG0wGlMSsRQsunTlzj+guHDhShCkUKooQkuQFgwIARGruBAkBRe60LooFoWmFj/bGtOa5qPJTD4mk7kzk8ncO/fe87ooFKJtbdKICPmt3/M+z3keDgd22eU/Rv0bS7+IfSw3dZasyhGoAK01WmtSPRle+314k+aOGziTeF9m7QXagiSZqIUVXaCUrJI52AFAU6qZw2Mv3da1d0r4fOJzyapFCnaFqvEpUWW4flSNOaPS6DsU8i6hEaYvTm06t2MGPO0z68wT1gUVWQx7pxSA0QGLwQrFP6qEdZ8R76OdreBS4huZsCdxdRmMUA4rhPgkJc5D0kVZuyzE8nhelRHv9N/0HiiBC83nJatyFBrK7K11Y4kQE4clvUIDFjXbY0HlIZQ7isMDJPBz8qJM27MsS44WkqSiFq6oCVLSwiP+Hp6rH76v3dtK4MfMt3LWnCVmx3jGe4oJrjFr34QIXq4c2dKltjT8Q+c5mY+yrOsqShyaogTxqJnL9lUwEUfdN7ec6JYS0Gim7BskTBOD0RAzao5J6zoKxTH3rXuKv978iqAVfrCBti0yPWlSPZn7S+BS91cyzQw3ojk6rE4e9fv4TSapOjUkMhxbPX7XPWeaP5QNKqyaPF3SzhJ56HPofHwPG271nxO4sO8zuVq/QtEpM0Q/tSBgzpmjKEVUBCY0t2dPpU+IRJq6qaG1w8FggCk9QyzUJKMUL/ivqjFnVNwFl0XJUlp0723gy32nJacXKTouCZMgqdL8qsdBwFIWRkNDQ4KTbcfFUQ6hCUmoGKJC0vUUnvZYDgpgIk747yi4VWM+WKMyV+Nk5T11VwPf9X8i4/5P1AkZ0vtZ9tfIskC7biUWNpImQzEq8Rj9ZKMcA9JPVnIANJpGlvQyeVXCVjZoxRvWEemQNBumhmvWkeBWa9adxD/tf1tmonlKdgVjQtqlnT6rlxW9yj4eZk0XiatmjBgK2kWhmLCvIUqYt5ao2GXyepWa4xESkrKSeJZPd9TBilqjIhVG6h8o+MszPHdgVFyvyizLFHyXRrsBE2oSJAiikHgURymbwI/otLtYqOcYUoMsB2vslV7WqeJENjE0JVWmK8qwwioZaaLMOraxeN5/cZPmpgrKpsr1+hz98V7iupH9uo9FVaRNWkHZhAjt0kpRrdMedDIggxxafVZdTo/LE6Wn1S+J7+XJjUPb/1++PvCubPvwLrvsssv/lT8BgdqxFp5jO28AAAAASUVORK5CYII=) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhe2WW4hWVRTHf/t2jmcmxzTBIsUwuzliTiqWpcl4LTWkMnqoVyECEeymZRe0Mk0IIYLeIygLGnVApy8yyy46qWXYMCRZQhnl/Zvzfd85e6+eHBPn+jm9lP/Hc/Ze67f+e6/Ngv+71EAFWmYbxTmw2hLVxIydMYHBV13J/W8/2WMOOxDJVyRzxOqAUpZk6BXc3DiZMydOsXdzode9lwywJXlMAhneBwIZ4VjgyP4f+ePwUcpp6d8F2FGzTD6PfibksPZskwLYPOhR+a39CJqITfkXvR6xvhQAI47IDkLJPwM6auM68jzvU4yqHfis5inZGR/GV2BNsUk9myyU2xnFV9GviBfeqHzSpwtetQNGaZwbhBPDczWLJUkSnBiSJOGV09u6TL7M3imrhs2XD5du6PSsKgf21L4khbgNlSmm+9EEBJ8GZpU2Kn6/eP3yqFGstSjjGXPXRM78dbLzX1UARmlilzC1eC07XTsAK0+922XVq+oWiDGGYvk014wZzeChQzjYvLt6gO/qNsh2cxCVBZwYbGQpdXTdbmuvXiJpmtKQDicwhHAo59DxvVQ6ytUDGFHYSDOz4wZ22DaMh9XF97usfvLJEWTKs6j0VmeLpifOkofzHdIvgO+HrpMmWjFiMSrGxabbdiskK+TL5BfSNO38pnGI5GTZ+XX9AhAFNjbck05km2pFguKZ4+9cUP2a2iVircVkmlIp4+V0q1pde5+IAuM1edBsyls69/QZYN+INdLk92B9hKgMnWh8dr769cMeEY1CDOSVHI0iMTEv1j0oNtJU8hLaOzamLRcA9xlAFJjEMK80gY9UKyYoVv75nlo3/GEBg9WWrOxpLI8lU55d8U8Y5wiZ547iKLzKmJtuuuiu9Angm5HPy5ZyK9oo0DkuslTyMq+OeEiMtoSOwGypx0uZQtyGcRGSCdOLo/ASmJGu7/ZV7JsD2hPVOGbn49ji96E0RDYmS3MWyniUcjTH+3HKIhXN3cXr8BKYUnyh1+e4V4DdY56W5tIBdGQRJagEJIW5ZhwYyzZ1AGMMvuRZkN+KV8KEsz0PIf0CQHtsjWNOdiMfpF/zQDIVFSu28i1WO3zquTefggLqzzzR7wmrxw27blouLWk7NlLMDvUYD9tVG04clY6MRWYSSqDh2OqqR7ueHdAaV2spVVI+1j+gtSN05Myy9RAbbjtafeJz6jbAp+Mfl0KxHW8CiaslK+bMj26BYJh2+LUBG2a7dUAUSHIUk45kprseksC0ttcHLPE5dRmw0LBUmo5vZ3HdQpTAzINvDnjiHtUyaZIUGpZK7ysv67L+A/obVwSJFHhZXLMAAAAASUVORK5CYII=) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77303 0.26666666666667s linear infinite forwards;
}
