@keyframes rwdcur171585 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFpklEQVRYhbWXbWxT1xnHf772vTmJr+0kTp1klJSQ8paSEShjsBetb+sqWkZGq6lqq1WrVLqpWytNq6ZOk6ZqQ/tQ9cMmTZWm0VH1jZLCVApMATqktJrpHCisSVZIoQ4hwQRjO/Hbub5v+xDCmBrT2Fof6Urnnvuc//M//+ec59wDVZoQ4huNGzpeDv0s4uq/FG7TXUs/EEK0VIrjrSZ46JYFdwc2te20H059zbPSQukwUReGF2hO/TonnttrWVbxCyMghLgt0NP2lnVvOmyHUqCYANj1aeqshTcV3pvMWZbVP188pVICwDo1VFvv+syrHb58M3WfrEC9pFN/17JnK0mFr5LIQggd8CtJDf2fHTh+CwAlraFMzUC5uHVAEEjMB7OiFHxlcWvv925dtvXfAS+KoaJkZh6PMSOkY1o8IBV8NktGk5nX5oN5XQWEEE3AUgC31e0eV7N3DJIBb+Qzvq7jkEskODXqnKutUZ+Z76Q8n0PgEWel84pb4+KqLo1fWoHwB/FqNZ/xnZocIz90Luk567lTSvmv+RLwRaV0Z18SwBQMA0dn+/Y9//xLe/f8Zi1+vnw5OUy92UGNP3QVIJseJ2tOECwsoE607ChycfZTsKfnwSnLsh/ft6/3z2UJrL7SOA3DhXj8hZPDwxMvPvTQ2WudFJRFwG7vYk23ckUKkQuU8oUZAKcOvbYJ/8YwVjj38+BA+/fFidyB/EBi28aN3+GjofEnoXcXMD0ngTzgB/R0ujO155XtNw6+z/1dNqFaCAlouP05gg2NDA0NceLTk3zabOK2t+AcswEofTWFshyKgdNoR9tRV9W2uWn3R8pxJSaEhi/wzW7gAeCluQgoBQj/HX749sTEP9YvB80a4b5bTNrDJssjJsuXLmHz5s2sWbOGmpJG8uww02+eO+H4LIwnzmOvTWIGEniNBuRIikzvGM+sfYwtW7b8HiBUH+Bb9zy1eq7gAL6FQqSAHUKIs3uee+SQqa3Qzlye5Aa/w2hakQdefyN39NiH9Pf3Pz0wMJADMDEKmYbsOw0Ti4VsiwOgJhtwTxvOt1u75aZ7N9WtX7dej8fHCN/QRFPzzT8BfjongdmGlLJ/y69ffRRYfU33MSn37JproPhI7DL2539Qe1sHHj+YfSXyl8//af/x8b92dXXt7uzs1AEUBaThlBPgf+uAlHInsLOs92xwIYKLhBsRw+OIUQMUL9lUkuA0H56R8mBfX9/Dhw8f3r5164+bMlMWmaxdFquaswCg2+vhHt2EQC5JYPoiftvGcngWIBqN7o3FYo8CTGdSJC6M7igHVNFZACCEWBl6cEnv5HcLTJ0Lo47olAo5JicHcUxjkegXv5JS/tYwjPcBirkUZ47/4b1yeBUpIIRYGtiw6B3uMCOOKKKO6ABodTrhxmXYXhun03n8SgnHNC3cYmwQ2FcOs1IFOrPR+B8DN970C0+t3mRaedRaPwBWroh2ScNT8nwMSEA5ePAIUsrtwGQ5wOueBWVZ+3wbe3p69meLOSYuJfj6ug2cGfmEI+8eud/n8x2QUsorro1ABii7DSpeAwCO4+RaW1tpMk2awxGefvIpotEoh/oOZSzLkte4pj4Pq6pdoGkasVgMTdMIBAKEQiFWrVpVDVR1BLpb3W2R4iAn392NV1HQdZ3/ql6ZVZWCyXxNi8SPB4ex0ThDQ0NEo1E0TaNUKn3xBAB0daa6XUxc4IXfbePjY4dQlMoFrSoFluvBsBUMW2Fq/BTahb+xLFK+3l/PqlLAsDxMl2b+Z4XiwXZtSnZ1Vb2qm5HP5/0gbxjNeWmcCqhmc1uDJfyag6p4bz2ftl+sBKuqQnStdS2oibUEPWuTeYVkzo2PpYrtlYyvehHO2ti0SsHV8Xm9lCgA874WAtUfx1dN9XrxeavKJPB/UKBkWWQLM7O2becvlY7/D7/gPwq0RDI4AAAAAElFTkSuQmCC) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIElEQVRYhbWWfWxT1xmHn3t97ZzYTuI4wUlKsjQfHVAgCaysC18lNEiVRqCDTlu3thtrNamlYpXQpo2t2j8VbO2mrt2kbY0qJgr9gC6slFa0XdcO+kEogcA8D2MDSRwcO4mDP2L7xr723R9JK5YmkJrllY50zz3n/O7znvue874SN2BCCNm8ZO7uTHPsgYyIokRKkD5WfpN0BV9QVfXsTDQMuX78ibXl4qfbtuxc0GB9+NwyL4n6NHK9EfkWZbk+ZPi6rGX+rsW0wVkD2NiY//TXvtn22LLmH2Fx+egcAGO4ENHjQJhtRalAvDYViu+7no6cK4BB4S4x9jg26XWWKflU/VPD9C8bclRByRNQKa8VQqyfNQBV5ffOTtBjW6mp3sfSSIrMQAQAXddB0k2A6bqO5ApwtC+bt7joK1vGYle4dKaCRU0tHPN6iMgZEuEh4qMDyP3yfk3T/nMtHSVXACBsLy4Z7HfVOC4MhHhv9C1cXMYSrkArTs1YRMr3+ZYCW6cYu5SsquoBWoBfA+cnT1j8pbI16xtq3nvtxFm85RqlCxtQCgSRIR/J3gGn7JLbVFXtuSbBx6qq708m9e8NDur5Pt93Jg3/8bdPe/Ttj70aBBZNXmsuK1pT8WijXvnMMr1iW5Oet9KiG5uNMSHE80KIHwohJut9fgeCqqp3AUPpNKOSFLYoigvADnQePlwbPm0rz8+zcrz7zZ6Tbz65GRgFaG1t3RW2pVa6N3kdmfw4UlbBfLCabDStRrt9pzY2rr1t+Yq18ul/nzrhdnt+fvToO/6pdlFSVVX/tNMHpCeeq4Ao8MaePRzqUijsf5/i2EtEkqAYoPlbO6mev4gfvPMz0EFbFcVwyYraEUHKM7A61E9lxQI2fvtRRgxWDh5+m1de2S1NBpBPwskgEATmAnUTzQSUAk2Njdh9+/jxnTJtC4tYNy9NlS3NkOcMbrebxEchKNfRCkZIFJ1nfkEF7VufRFTewaoaBx+8vJXSiIfVq2+f8hcoXmjzwlcBauApeXz3P7PhmhrsS5psjnlFSsnNDxJ44zgOhyHxt3cPdH/04qupgrtq12j1o+iyitl9C/etv48CawG6GmNs9DihpJFYPA7WqWNA+b4QAeDQRP/QFHNuXfGNx1//RbCs9g7TMXSjLfGTfW9tBsn58Jrsa3/o8WA7VIdxRSWZXo3tL2/n3pvgtoo0oxOnUbZX033i3JEpAabm+h9buqr+9tpUKtHzu3cHNru9H0ZVVfUKIVafjjqW3p0KMvLJBQLdxajJGBWGrNcqqD/rV7Ca4Ga7jqWihvb2Rw7kCnD8V0+tfxA4ATg/fWlumrvFvdmKMy4o7LJScsaFlJZwD8u7Ns4fe75uDpiNULn8CTq7znqBo7kCeCcaAEKIu8WCsoN5D5hJftmL1bmQbL2Z3vurUelD2s0zFwfpvrWcpkCynsiYma4zpzqu1rjacklG5yRF3qkWB1IWzzyMHit6fgat4AqGQiu2RfPY320c9iWatLzFD2UPn3I929Gx95fTiX3hZKRp2rDqD/8jv6/MIvtNK8nTUTSBMV5E2jVG5n3t2bgvdL+jqa3UfyXq3Lv3uUcAbTq9z10MM7UdO3acbm1tbTrw1wP09vs45vrEmYmq67KRsWFVVTXGf68MXDMz5ZoNRWVlZWFdXR2NixuJXIkQ8wT/DASumjOt1/8PgG0tLS21R44cwe/3IwXcAOsAwfgN/txMhXKuB5xOJ5FIhMv9PsbCXdyzhA0nL9s3yIpJu+gPyMCfZqKTa0UUkWX5nmAwaDn3wQvYLRBTIaoV4zCnZd9IopNpzv1kyzkIAUpKSh5qaGho93g81Jv7GUlYMBgLGRpN0T8Umgv4r6eRc1EKEAqF/hLovUBzeYqUBom0Qjz9xXy6IQAga6evo9A0yJwCsJoiRBMJ0lrmbcaDcfYBPrzIve4g3YUCHAUgZ8MEr4SPMVE5zTYAAFGV3SkNDDJYzaXcVGL/LpPqiunsRspyAHlDAy+ZDGySJBgdgzmWLFFVH2aWL6LPAGSJTdY8cA9aCKcLMUgZNTAy2M4MY+BGARgeHff8/LCMyaiSSmu7gD0zXf9fFQd5MYEXti4AAAAASUVORK5CYII=) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur171585 0.4s linear infinite forwards;
}
