@keyframes rwdcur169529 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGH0lEQVRYhe2XTW/bVhaGH19+mKHMiGYiWyDSuBXqOkgHDZxVF+ns55/0T3gxm/6drNtlEcC7FC0MOaqNAI4FQjBjghYlmuLlvZrFle2ktuMGs5w5ACFQEPk+9z3nnnO1xGfGfGdHXN789JMGWFLqc19zGUt/S/DFC0GaCsrSiJ+eXv3AdTVZBoNBw8uXnw10K8B8PofdXZvjYxfwSFOPVstjOnUvQZTSaF2SZTVFUeE4FXt7Da9eNX8X4kaA+c6OYHvbRsoVYA3LekQUPQa6OM4qUrqApigmlGVKmg5J04TBYERR5BwdlQwGDaDvArGvif/8s02eu2gdEYY92u3vcN1tHKeHEBHgo7WNEJowbKiqMVE0pN1+g+P8znD4BikTNjYm/PJLNbesT0J8BDDf2RHkuQvEtNtPCMMf8LzneN4TougRjgOWBb4PZQlKgZSQJD3gayyrB+wCr+n3D4njjCSpPwVhXYrP55DnDktLD1ld/Qdh+C98/3vW1v7Jgwf3sW2Yz+H83IhLCbYNrgurq/d48GCN8/OApaUHVFXDbFZwfl6yvCwZj/W/5/P5px3Y3TU5D8MeYfgDvv+cOP4e14WqMpeU5rqIsgTHAc+DVgu2tx+jlE1Zak5PK46PS6Dh+Di/zQX70npT7Wu029/hec/pdIx4UUCem6soYDYz1lsWLC9DGEIQXH0+exZTFA1xnDEcjjg4GBNFFVlW3gRhHHjxQpDnHpb1CNfdxvOe0GrBdAppCkkCWaaZTjVaXwEIAe/fQxQJlBIIYZyI4zWy7Ant9iFB8I7ZbEyWVYC+OQVpagCePn2M4/R4+PARAFkGx8dwdKTJ8watNUppLOsKwnGgKGyUsrEsQasFW1sew2FMp/MN+/u/UdcJMF4A6OsAZSlotTygixARlgV1bQCGQ81wWFPXDdCgNQhhnACB40BZNgjhEoYu6+tisVNW8LwujrOG1v5Cq77mwGVvn05dHGcV8LEsI57nmtGo4fS0RsoaaLAsLlehlBHzPMHysqYoBGdnLp2O+S4I7iNliJQeIP4qfuXA6SlYlkBKF61tfB+KQlNVkGUNRVGjdYVSzbU8WpagqgS+D1XlURSajQ1TE1J6KHVvofMJgKvQCKEpSwgCgdYm72VZI6UBsCzNh5Vs7LZRSgCaIBCUJZdOWZbAcW4UNzlcjFSUMr19NmtQymwp3xcsL4OUDdNpRVGU5HlJUUwWc2BCVZVIWdFqmWeCwBRoWZrClVIi5bXq/9gB19VUVUlZplTVGKVMcwlDiGNBkgimU42UNUpdFNLF6myiyCWObYJA4HmmgPO84exswnQ6WTxzI4RYUsoUXJbVpOmQohgyHGYA9HqCrS2bzU2fTsfF88B1G6DGshp8X7O+brO15fPVVz5x7AGwv9+QJBVJcoLWGXBjD7hyYDBoiKKKNE1ot98AX7O+HhEEsLXlIqVPu/2QoyNBmtrMZjXLyxDHPhsbIZub99ncXCEMTfM6OKh5+3bEaPSOojhBygnQ3A7w8qXmxx8rBoMRjvM7ltVjb+8+29uP6XbB8zw6HUGv55LnIZZVA4Iocokijy+/XCEIjPW//lqxvz/m8PCQLBug1AlVVS4AbumEAHt7Db6fMxy+AXZRKkIpm2fPYsIQwtClqlyKYoXRqKbbtQkCG8+4znRqxPv9Cf1+nyT5g7L8EylP7kzBklLMX71q2NoqkTIBXjObeZSl2YLr6102Nz0cBzodwcaGd3keqCqTwoODmv39Mf1+n6Oj12TZb0ynQ6QcYzrg7dPwEmIwaNjYmNDvH9LtmpGapu+J46ckSZdWawUh7MUeN+O4KBqOjyvevh1xeHhIkvyxED9crL68TRz+ciacmxcL4tglikI8zwyUdvtbOp1v8LwuQXAfpVzA7Jyzs5IkOWE0ekeWDSjLPxcrvxC/dfXXAD6C+OILl3Z7haoKCYI1tDaDRcoQpe4tWrdkOp2gdUZRnKDUCVKeUFXjhfidB9ObT8UXEKbSPVotn7r20dpfDBYbxxFIqRdNpkLKyaLaq4tV3yV+K8CNIKZe7A/uL+JixjdcbbU7hf8WwAcQFyB3xX/9V+3/8b8X/wFsIGw5zMDblQAAAABJRU5ErkJggg==) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur169529 0.26666666666667s linear infinite forwards;
}
