@keyframes rwdcur245632 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhd1XPU8CQRB9nCYmdvwFEyCGykI6Y4ExNEdhCdpwnYX/YBv4D3bQGFsaGnO5xlws/AV8xBgTSyobGhKGYrPHcp5h5/YE40s23M7Ozns7s7fsARagRY9o0SObGFbkIx808rF9EYqcpn2iaX+7IiLyjybRG6KWVoTDJR8HLQDAePIIOhDy+V2Oj4MWuCL2Oc45p5VTBEqIQumiF/lwYrIysImASw4wMxDHZNixmQ4AYCtWiNc6zer/BFiqZyHWVn14Juf/ZM9UgCJxPdkfdNfH43aOCGMB1SLo5U62ahE0C2VLspvGNXoN9YAPr/K3XZOrdj35rI/F51gLACRRIb/qV+oC7Zokr9RFZC/kV+UwgVGdZiHI9YCne7HZGUDttoNBN8N9oNd6Hgi6PgUREc0D8a2v7w2T2KwS6Bm4qeTglBtwyo2oD0ifXymBEgEA/vMw0e/y/BgA71VknwO6kDj0s8G0/uxNsqm2mR9A/x47/ztOdSHR74a6LY0I9pVMR6nYROmkbxOCL0BPPe0dAV9XiWOmYJUgKfUKyp62FCwRIx+0+BSZfJhkImKn34c7IddF2JIvAVfiPNv8fdORAAAAAElFTkSuQmCC) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhdVXv0/CQBT+qCYmbvwLJpQYJge7GQeM6QKDI+hCNwf/g1vgf3CDxbiysJimiyEO/gX8iDEmjkwuXUh4DJcrR63hXik0fsmlvXfv3vf1vev1Cvxn0KJHtOhRbuRjHzT2sX8RipxmfaJZf78iIvKvJtEHopZWhMUlnwQtAMBk+gw6EvL+U45Pgha4Ig45zgWrVVAESohC+aoX+XBisjKwiYBLDjAzEMd01NlmOgCArVghXus0T88WEA6xRnp8Ief/Zc9UgCKpebI/6K6Px+0cEcYCqjbo7UG2qg0Kh7Il2U3jGr0FesCnd3ltu/Kpa56818fic7YWAEiiUnHVd+oCbVeSO3UR2UvFVTlMYFSncAiqecDLo9jsDMC972DQzXAd6LWeB4Juz0FERPNA/Orra8MkNqsEegbunAKsSgNWpRH1AemzkxIoEQDgv44S/a4vTwHwXkX2PqALiUPfG0zrz14km2qb+Qa0a+T+MUr1OdZPRrotjQj2gURH2W6ifNbfJgRfgJ56OjgBfm4Sx0zBKkFS6hWUPW0pWCLGPmjxLTI5lmciIte/o1zIdRG5kWeFJZb1PNvWgBw6AAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur245632 0.93333333333333s linear infinite forwards;
}