@keyframes rwdcur82650 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFV0lEQVRYhc3Xb4xVxRkG8N+ce7i9kg3Zki0ljRLaIKJdrVX+JIS2YkrQEBPNSqjFJqI2Dam2Vm3li02UbNXWQJAPpNaamNYC0cqfSP9tNZVQY4XQzXaNlCC6BJpFiGzXdb1799yZfriroSxswbVp3y8nZ87M8zzzvDPnnWEcUawYmj+e8ZCNgzzH94oVQ03jEZCPY+zVuBFVfOOjgnxkB/AKfoP7x4Fx9gKKO2uTijtrXz2paQqmYfaHfZYNtRTLhr78XxGAZvy6/ujwD2JH0RMWZn9Ga/hseCp2FD3154qfYhsWfCwC6qtqN9dX1coQO4oFYWH2ECalo+nbWK3PJkj/1IXVumKzzPzw+XBD7Cju/QCnWFK9dSwBYQwBZdyv7DVzswfQnX4fYXK+vrywWDF0BJ9BgWsNasV1YV7WFy4Nk9ObqTttq7+OznxH5eVzdqD0cLmm7DU1G3XGXXbF5fn6chu+P9KlPPLMR3AK3JNeqC+Lz8f29FK8Qzkszu7KXxnLgTMKiB3FAnOzBzR50oBbcaS+qna73tRXzKne7h0VfejDobTEwbTHQJqObQ7EDn1pZ7guq2DdWAJGpaD+YG0Sml2ePSRXsTMuxxFMTu+jK+4zYJYm1FDBIAqHNWuWa5KpYkX4Zl4VbUzriotQ5C9V/nE2DszF33TGr9sTlR4uV3Ffeh8vR2pmaQ1CW4kZQVhaYkFGi/P1aVIFr+Y7KpvS2kJaV1TQg/tO58AoAaUflv9oSmhXDocwuf5gbXZ6I/1JV9yngvODcGFozLoPvUn4VOBzGU0jbvTbMAJ3k0ynmeHFsKTUflYpgNhR9GB1tih/Aoo51dvxM60N8rQlNmadjUyhOzI1CBcE6bcRdua7K1+B+vYiV/Z0KFmfLcp3nco1qhbU1wzPSO+qqLq0vmb4CMrpzVTRHYUrMwawIGu48MHoT2bSUUwJXBboSvOLOdVjkFYXa8OSrDe+5zKMEhBGSO/FF0baLkfryZ1ST2JPZEZo2D4jCBedZF6VtLHO9EB/4u3T+WoAW096X5nvrgyM3gVrhm/U7ClVXapmI089ie7YWHC9SXpPw4GToNPuKMzLpL9H9qSTIXeaFsqq6WC+o7L8VL7Ri/DuCc+GC8LxcGH4Oa7FYofTYwZJbyQmhkbOj6dGIR4g/TXSEojYn6Abi7FY2dLwrdLm7K58w6lcpxUAadjv0jGLNGnVZKZDaaPCYV2xkY6pQTrasD3tjjQH3knSXyL94On0birSe+kSg27RnW7DqH8Ap1uEjw+3OJxaMR8tuCd8tzTdodSctkT2ReFLGS1BejsI8zIKUm/irSQNJfpdrOJXuCINpUfSE8VxzMLB/ygAl2CHSaEs16eautFuamiyIGNvlHbExmrvT42c70/0a5APIrrKoCnZLaUDolp8rr4W00/nwBmr4UhJXZJOaFdLHRoZfzW9EDfoTitNMt+gXAU13WqeTsfSxaKrNA4qj2aPTzgRStqyRfmVZ+I5owCoP1+s1+8OMe3EhtLNEzZ9+O3J4WMGtKigYnG8uyhwwERTsAz3hqWlvdk1WVu2KH/rTBxjH0r70uvYrjlUlFXrW4vrcVPp+nxZuGCU9stwRfa10gFXZydSR9ybnqnvqj9Tr41FceYT0S+Hb0Vn+HS4IXzCfmzEFsys/6HIsXak6050mqiMn6Rkcyhpy67J2vAIVo4lYMwU/JugrcU09Mi8GM5zHL34Dl5JyWad6bb442Iq1k44ft6Pzhb3XO4FBR6Ta8dMDcsHcDAEe3wxbNfYatPPAXN8ETuKX4wXYzwXk48l/ucCxhWxoxjXxfT/Iv4F6uQ2Am8SDWgAAAAASUVORK5CYII=) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82650 1.6s linear infinite forwards;
}
