@keyframes rwdcur47816 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhe2XPW/TUBSGHydOYofGihI3IIUOlUAVEipDxVBQ2ViZWPgPbEgwoRz+CVsY2WBiggFViILUbl2QAgQcpSS0ivPhy2CQosRJ/BHUJe90ZV3f+5z3nHOvrRFTNaeu/o2f2Q+0uOtEfnF840nFAVkqQByQVFSAZSuxAyISOA7rQiIHRARKGVjPTQGElR52YmDkVQN2SnBwAhd0OB0C0WpgJkCYYsPQ4ZoF/RG8biIikTshMAWLNhcRyKehakJah+PfseyHAAdCRQ5QyfkpSCs48xARRGTm+7OcmXoYtEBgdHs2bBiwuwH7DXj5DTqDhU5MgoQuQsCv+LwO3QGkgd2LgAE3bfjpwqtmIMA8qHBtWDXhtg3bRSjocMkENHCH+CQV2KuA7bcjV9eglIXLZnSAwFytG6CnwM5CMQND5buRs4BNwIJCHrbW/No4G4H1F7Scje7AFMRBGz624Z0DX3vwvedvQhdoAA7gQd+DTArKWXD68KkNrf7c4Bb27POnj1UzlaOghlwZ/EKhcbf7Bu2ODZ0+bObhfQuUBgNF+8SmMGpxZGxT8E5xUzlePLkXvgvCqObUlYj49XDLhg9tcFwgON/zDqdEl5GIwE4ReiM47J7TZfS5A41e7DWSfw9ct+CG5adjTGFP1MgA49aKiN/zZgYG3sx58xTtJAzSDxdcD3re4rn/A6D11qQ8/BKrABOp5tSVeriljh/dVzWnrkLfohNKRLqsf4OVVlrpXPUHWO7Y1uBqF/IAAAAASUVORK5CYII=) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8ElEQVRYhe2WwUobURSGv0niDUlK7eCAxQhCWyiULlzUTUUFt30CX8O1kJN1wQfospu8QXaFrtrSQgstQhdaWiHBRUCDYpKJk+kiJk7izcxkru7y72aYc/7vnnPuvWNxByo1Kn7wuezsWHFjY38YZTquuBCJAKLMp4FIJQEAEBFEJGn4UFNXoNSo+Dpj3bt7rcBNhsRjND2AtvdKD3AvQxgECGtD2dmx4m7NSICwiRcRXKuAUi3o9BARrXkYRCaJeXD1ajMPB13ouJHAOpkNYT4NP5twdRtQ1yIdXGgLglvuVtJHc9D2oNMD3ZqzqWFbghpvw8QKjO/3kUSFDCznIJ8BJwtqLM2WA2+WoJAOWV4EwFD5NLycH33nenDqgufDkwdgK3h4PU4bDmwvwqoNK4WRMN0QRgM8n4fHudEvuz7U2/3y/zoDtwfWde7f5/3WNLtQa4WaQ8gMDAZG3r8FW3H5A/5kn/J3bgGAV61DPCtNMXWE34aaesY/tYjtXfBi7Rhqbb6crPIht8yelCf6xD4HdPtbRPCxsPAnXkxRJ6LxdSxf30G1PgSKazyQ8WX0/eNKYnMw+COCfiXW9j/xbfd1InMwqMCgDZnAKTSteT/eQCIC2RSfWU9kDnfxQ1LMGYUbAYgI1ca6EcBMM800038tRsL1ewkNkgAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7klEQVRYhe2WvW/TUBTFf45j0rSEqqpbipAAISQkEAtIhSIRMSAG/oP+D6yIMbcjAwM7zB7ZEAKJIQtj6cTAhFD6FQ8VUEdJC4/BipX46/k5YvORnmy/r3vuPefp2cIQHd9T8b4td9Ma92+5m5bJfkaT04JnoSiRmgkBExQl+98IFEVFYGYTikjq+xg6M9ZNA8aDn1hNHDXIm5aLTAmKuti5mD+u2ye1AnmlTpT590lifVyWju+pLCm0JhSRTJ1FhC+jO5nBUwnHkOsB3WIRgaUzEEx8z9vQtOFUwfFp+MxBogKJ8q/NwUojPfi9ZTgfG1uw4cIcLNZhNblOS2CsVZR9w4L7LtxaigJHY70AVEza/ig83NdaYOtPeaYHoiBXW3DzXNjG/a06PF4DpwajP7Acy/RgCN+PQellTCUw5di9Abw/gI/7fG3epnv2IT8DF779gv4Q2iuw6rAzv87nhQd8aD1i9+gS2BY/+le4/Go7l4C2RnFPTN798voFPL8Bb3vwaT8zW9N/hELo+J5ST68rtfNEqTd3Vcf3omayT6nLKKqACLzrwfZRNGaarTGByQxFBIK/plvMRmAKiw5suOGTclrPRqBRC4M75T1mTGAqy8Mh7AUwKC9D7l2gJeF7qv2yS/dZuzSBChUqVPgHjgO/OGbHaioAAAAASUVORK5CYII=) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhe2WMW/TUBSFPzt5idOEpEOiiNIBKVVFEWGDCbEg0YmZ5ncUZr906N5f4RkJiQHRqRNTBwRsICGkAhYIUGvaNH4dSkIS2/F7SdoB5UyWfe89516dd/0sDOD6nop73662LJM6g9BOTCKfVoQ9SdIsMbMJjEJ3Ihc2AV3BqQJc31Ou76lpjDYOiUV1O5BSIqVMjUtqIHYCJuTU8loCkjC9BxolrbCkprK6gUkIXncp/H0enITuVCICTJFRnVgyXTFjBYwmRoo2y+RKQtuIcUj0wFDBZQequf67/jfbgqNONN4CSllw0i2WHrFWhns1uF35R3TVgQd1cLKwUgIxUkYBf7pwEpoLiJzXRvGc8FiBsM4zVsvQrEA9D0UBqzEnoSIgnT/eA+1qy8L3lJQSXn2FN7/gc8C+uAsCGnsfufLjAJaLcGcJgpCjdxneFm5QO/3Joe1w8/oHOt+zvCjfj29snIBeQpvosWxXW5bbE5cBcODaAgvhJ54/XR8u8migoQQY7/dBQXJ7Cx7W4TiEl1+GjKj77zDaA5EldRLCooDdb31y05/WdKs4Z8PvLgh79nsgDX3CgwAKmUnLmAmIjNcGbi1CLT+xgIkuGUNGfLYDwSlyYzNe5EXC9T31/slj1bs1XRrxHHPM8V/hDBtAr51K3duKAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur47816 2.6666666666667s linear infinite forwards;
}
