@keyframes rwdcur98854 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgklEQVRYhe3Xz2ucVRTG8c978yYMMZm2YSJoQ6xW25HqEAZMW5VprUI3goJQpV20dtOFgnVRxD9AcCtSgn9AQSjdqCAVXIjWNrUSG0VKg9CmP6A1lHQmpJPJ5I4Ll9lkZjJTEJ/1vc/5cnk49xza00a836ZHWyrZawX5h1P+FSfD6VCx2USrFqGN8vmeAz1vhmfDXSPGkekuwJNeTIpJRt2C3bYY9k53AbY7lL6QlmMlpmFrKHvUoW4C5MMb4WksShBUQyFs00IYWwN4yYfpW2kfIqirx2Ls84QPugGQD2+H10Mu3AODogRZC0bt0mQYmwfIGQ97Qqau3h9vx5yvbXFfTpAqGTHUWhjXXD4cDzPpj+mS90wqmcBrtvvCXpNOWFIw2UmAold9L+eo1U/db4OjNjqD0U5C/LfU0+b9AnZgEHdaMUiaOp0as8cx/UbUUJC3yYA7Fky5oiEom3XZx5hff4Ctfu/9vPe5xmONWqzGaNhNQU1Zxi2Pawh+0hc/jfvx3foDpIrGHDNoVBQVFWySNafskmmJoGLWtI905AVWaww5zOG3Nr3+15pUtNtZWUes7oQZA47IOq2DnTDnXTPhTHjgsPPGncQ+z5hQct5xS3b4pRnDZhvRolsqyYFkX3Iw6U1eTp5vDDcOK3rKLhkLGn7wiQdrD2Tz3/HfLphUxaLN5sL+cM0Gc6Kac26658tm7FoZSK7Eb+JXZmUtoyJoYF7WDRdR7TQAl5zyqwE9/h3KEqnLaq77rFmrVofSP+K5eNWyjBWsyJh2FX92C2DeWRMuGvKIumuy7jrVolfLyjhoKnwbrttpStc3I6pm/OwvQ264oMnwrZdKdlrWxnb8D5Q5sx+0PMgGAAAAAElFTkSuQmCC) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYhe3XQWucVRTG8d978ya81nRSwlTEhlittiOaUAaM1cqYqtCNqCBYaRctRehCQbsQ8QO4cKlQgh+gIBQRVAQVQZDYpiqxWrSmmzQNBUOIMRPiJJncceEym8w7mRHEZ33vc/5cHs49h9a0C6+26NGSKkZtoPTvlD/iXLgQqvYYy2sRWihf6nqx6/nwQJgzYARZZwHu8VhSTjJ1yx61124vdRbggBPpw+lSrMY07AtL7nCikwCl8Fy4DysSBLUwHPbLEcZ8AIedTV9IexBBXT2WY4+7vdYJgFI4Fp4JxbAAdooSFCwbdEiTYWweoGgkPBGyuvqOeCsWfWKvPxUFqYoB/fnCuOXy4fVwPf0mXfWKCRVjeNoB7xs14Q2rhk20E6DsKV8pOm3zU+/Q57RdPsRgOyH+W+pq8f4wHsRO/J7HIGnqdOqgUWfcZtC6aFhJn4I5SyZd0xAsmXHFW1jcfoB9fu5+r/uhxp2NtViLdUW3pGqqMrPuEqXG9cR34lF8sf0AqbIhZ/QaEFGyX59ef1j2qykJqmZd9aa2vMBmHUQR8/ixRa//tSWVHfalfqds7oSZXqcUXNDGTlj0suvho7DqpItGnMOT7jem4qKzVg35rhnDZhvRimnV5FhyJDmedCePJ0ON3Y2Tyu51SKaq4Wtv+2vrgWz+O15wyYQaVuwxH46GaX3mRWvGzVrwQTN2eQaSa/HT+LEZBeuoChpYVHDTZdTaDcD3zvtBry7/DGWJ1BVrbni3Wau8Q+nVOB6nrMtsYEPmJ1P4pVMAiz435rJ+t6ubVjDnfE6v3MocNxk+Czc8YlLHNyNqfvOtGf1uuqTJ8G2XKp61roXt+G/jV7NGLGMVKAAAAABJRU5ErkJggg==) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98854 1.0666666666667s linear infinite forwards;
}
