@keyframes rwdcur232116 {
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,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe2VT28SURTFf2BtGkDjF9DMwlUXauKflgGEukMT07QfgBWrsmk14oSwagiOCTUmw8qNXXaBISYtO6EFhrrRysI18RuoMKmNARfziBPDMAxxV07y8t7cnNxz8ua+e2GGGc47PG7ICco+4DGwtMvqZsqn7wEPgG/ACbAPHGiGfPrfDSQorwHbwKII6bushlI+/RC4b6G2NUO+OWle7wTC3gRlFShZxAHkBOW6ZshRoGaJ3wDI+DvPM/6OY35HAvAM2AK6wA/AAPpihROUq5ohrwANwT8T+zaQd0ruqgackPLpLWBZM2RPxt/5CQSA9VxPeufawDpvFoCPmFd6BswDeolkyMFEUzPkUMbf+Q5cBr4Cd3M9yRjFH/cLHgpxhPixkziAZshDzpzYFzFfzkiMM/DIcm6USAadxP/BguW8NI2BW2KvlUhGXIpboed60uY0Bq4BRyWSK3HU6hTCXqCR60mhQmCwN42BDyWS0ThqHYhNYaCW60mRQmBwiNktR2LsM4yjNgEZ6FdIX3DroBAYVDHNf3rS9dwexZkbFRTir4T4VCgEBnUgLD5P7Hi2BjB7wBATDxch3gKWLaF9O+64GniP2UQAfgPEUJoTiDeF+LAlt4EDO75TDaxhDqFuhfSlGMoAOK6Rd9sTbOE4C+KoKrBVIX0xhvILsys2auQjQTaGRdYX9FPM2/JiNqJsi+KLcfknmYYKkBXnebGHYyjVFsXhFPSK5cPs/wFgB3jplNzVNIyhfOHvfAA4qpGPBtkYPlcw6ybbomg7Aa1w9bYlIm+Bz0APGADXJSJ3GuzEr3LvCvAaeNqi2HaTd4YZzjf+AF6CrgxN5jiVAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2VT0sbURTFf0mtJHHajyBZu2gLpWgSrdpdKhRihe6ynE2y0UCthKwkpFOIburGZXbCtAFB3ZlRk4ndFOuia+k3aJs/Uymmi/dChzLJZNLumgPDe/M43HOYue8eGGGE/x0+L+Q4Wgh4Bkwfsb66EtjdA54AX4AL4AA41C3V+ucG4mjLwCYwJY/MI9ZjK4HdE+CxjXqpW+r9Qev6BxD2x9E04J1NHCAaRzvTLXUeMGzn9wCSwfKrZLDsWt+VALwE1oAG8A1oATfymY2jVXRLXQSqkn8t102g4FbcUw+4YSWwWwdmdEv1JYPl74ACPC+1E+89G1hgIwB8QHzSa2AcMA0KMRcTNd1SY8lg+StwF/gMPCq1Ey0nfr9f8FSKI8XP3cQBdEvtcsbkOoW4OY7oZ2DJtq8aFCJu4n8gYNtPD2PggVwNg8KcR3E7zFI7sTqMgUng1KCwGCFVGULYD1RL7UQsHTL3hjFwbFCYj5A6AxaGMGCU2om5dMg8QUxLR/S9hhFSNSAK3NTZueXVQTpkVhDmP75tRR86ccacDqX4thQfCumQeQbMyteLXryeBhAzoIuBw0WK14EZ29FBL26/HthHDBGAnwBFpVMbQLwmxbsj+RI47MV364FlRAg16uzcKSqdDnCeafi8zoSecM2CCCkNWKuzc7uodH4gpmI10/DNZSeuuk12I+kW4mv5EYMol2+GX/erP0gabgA5uR+X62xR6VTyzXA3Bf3yCSHmvwJsAW/cintKw6LS+cTvfAA4zTR889mJq+51BdE3uXwz3DMB/8ZAABFSS4hRPQkcZxq+F9mJq23EzdnPN8OOyTfCCCM44ResmrVBJryjNAAAAABJRU5ErkJggg==) 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:rwdcur232116 0.53333333333333s linear infinite forwards;
}
