@keyframes rwdcur109892 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVRYhc3Xz2scZRzH8fc888zPnTU42TQ5+id46EFP0iI9+KOXeuktgv4BRfBgZVEMeInaNgqCjY1INxBR2hxKKcVLlB4qghfRUw4KYjY2yezsbJ7M7nx72DYk2S1tym7W72nmeZ6Z72s+z8Aw8D+r48DLI2u+sor80UTeOseVUQCqv6fIPUH+EeTtd44eUf1pFflLECPIvyNAVJfvIr/dQ0Telc4IENWrt5Ef/0REchF578gR1cvLyPc/I2maSrfODx2h9p7kOSSbsLa29mBkBsV5KsDMLNPDQOwDFB3ImrC+vk5RFEeCsPccv/TKGU7kBiJ1hnK5TBRFD6ZOYtEmYIUXTvH8Vspzv97h+iAA6uBAnkOSJNTr9QMzw0lifwJvcGJnBwJ5Ha01cRzj+/6eJYNPogeQ74DXeRWlFFEUEcfxgUsGi+jZAoCiKMiyjHq9jjGmz4rBbccjE7AsC601pVKJsbGxPpcOJom+AL94DaUUWms8z6NcLuO67lAQfQEhp9FaEwQBQRBgjKHRaJBlGQCe5/UgfFZ48SkQut+gUgrXdQnDENu2SZIEYwztdnt3WyqVChMTE4RhCMxgU/AsH/PRLNMIfPUpbz41wLZtfN8niiIcx8EYQ57nuymICJ7nEccxk5OTTE1NMT7+PjY5zzDLB58wXRQwf+HxiB6AZXUBD+N3HIeiKHDcDrn7HfVmjbQBnQ1wN6C0BmN/w/gEHJuC8Uko2XDuQ6bnL3AVuH0ogG2z+/QPXzxLGXb8eZAlok4XabZBBLaz7jfEtCBtwNYmVI7Bxn8AbB4qAUuBrbuAMAyxLIt2kZKqOXJniU4Dlr5m4dY1Vh93Y+AG8MuhAMoCx4UoivA8DyEjkYu01CImg8XLLNy69mQv15PWPoCtwbHpPr3aZks+I7NqtJqwMMfC8uJgm/cAtAOeD65XkDBHkxpZ2m1+vTb45j0A14UghJbzOS2rRtYYbvMegK27KTSp0UrgyqXhNu8LAEi34Jsvht/8YB3/8gfk25vI6bOj+TWDEf+cjqTuA1Qkd9qPRAs2AAAAAElFTkSuQmCC) 4 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhc2Xv08TURzAP/f7ehwhFrAsJDqoi4makBgdNERlMeoAatxQdxPDrIl7URTZiLKoA8QUB8OAMYFEFv8BJwabqFwVuLYH1+vdcyip0jYRtEf9Tve+ee++n/f5vtzlwX8WfcD51hU/tSw4WxT03n3eCoD7nCkILgjBOSHoHdkTCHnbKHAgBDTgSHp4LyBqAHIQrHLnyt5BKL89n2X/9X4klXePO9ksw9InYN/AcYLCAdyl2TgAthsIvYqFcpHR2zByldhNbAcQAZTXWFlZASB9M36IGoAQwiK5XI4oivYEouYMDPYjfAbPyLS3t2PbNgADJ6Dgx3Mm5LpMFOC6Lo7jbEunb8HIEE03UWNgqB9R4tIpgaqqJJNJTNOsTojDRL0BoFQqsb6+XmcBmm+iIUAURXieh+M4+L4fK0TDFlw8GSJJEqqq0tbWRkdHR93CZrWjoQGoWNjY2CCXy1EoFBrOaYaJhgYunwZVVUkkEiQSCXzfJ5/P43keAIZhVBf9qwm1UVKWZXRdx7IsFEXBdV1836dcLlfb0tXVRXd3N5Zlkb4FkYBHM8Dh9DAI+Pzw5l8DKIqCaZrYto2mafi+TxAEVQtCCAzDIJlMkkql6Onp4d61TsolGJ8FDo0OIyLIjv0RogGAhKIoVf2aphFFEZuBzsv3OtPzRQjzIFZBXgVlBdQsaN1g9ICeAlmBgw+GyY69AOZ3ByD92r2u6wDkPZnJOZPMogAlBCSINgFR+YOKEKKNClh5DbT9EHwHWNulARkkFdM0sSwLSZL44UY8zchkPmgg8vD12RROZvlPLwbeAh93ByBJgI5t2xiGwVoBHs8IZhZliDz4MjmFk9nR4dpp1ACoIClYloXryYxNC2YWJQiLkB2f4turphavB0ADxWQzMJh4A9MLQFjYKv6y6cWh9kso66BYTMxqTC9IsReHhi3QtnbuQvZJrMXrAeStYbgO2YnYi9dGH0dfC47NCVI3WnI1q0C08HLakvgJ3RJdoJLzGqkAAAAASUVORK5CYII=) 4 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur109892 1.3333333333333s linear infinite forwards;
}
