@keyframes rwdcur42805 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdUlEQVRYhe2WTWwbVRDHf7ter+21YxLjfBW3cT4UFKuNoFFTBJVASATKBVFVQogjXHrggBCHCiFZvSCVKxc4oVAJuKBSgUR7AQoI9YCEQlWSNKnSNk0CTlLbSezN7voth/dM3CZxnAK3jPRk7+68mf/M/Gfe02hQ/GxaB6w6Ko6WnXEatVcVYxe6zUAMEICtlq6Wp2z99wD8bBogCcRr9JOACSwDJfXOqfnfsOgN6MSVM6Ge9wGHgWEgA6SqtvxsOvx/ADDVbxg4AXwEvAkcAvqBHiCBzIDhZ9O7KWvDHLCAwZtF472uFs/C1KEsrBrHcSQPoLGgdgXAUw70ALZFMgJBDeadfio4wA3gt9oNijdV20LLzgi2kUYA2AqEHQwgna8LaDFgXRxkRQhgGphCZkOwUbYqIAHYWwFpBIAAFoEX25NBiGqQsaA3ArEAfDg/SNk/rpxeRnZCkXs7QkdyaFOXNFIvD8n8V3ksCsea4HAU2oJyd08IJBfake0ZVs8mG3MCZJdsCrhuBlQtm4FmWgKDtAchaUIoDtigudAaxPbKybChNQNPAH8pux5wFVmW4n3vGwOgnIcBm3wFPB/CJlCRa8GBDpPwATPjzTpJQ9cuqUyYyqmO5IaOLOXc/Q62LYFKV3WwGPgs0B8GArC2CuOrcK0E0QCkQ/gE2sqeP4gswzBwANiPnBV9QHorP/U4UP3WhqzpKp6Qgdxah1sOrFTg/DKMlwg+ZRHpDg2uOqIHeWYYal8nso1TQNLPpq2tnGwHQCgjSSDGuA0TBShWQNPA1GHJwy/3QFcIeiM4whwuu35JRXwMeAEYQHLAAuK1ZKwHQCAJ1AzECWodJIPQFYb9IbnaTEgYVNqPwJU1xK+9JBJCn12LHCy5fvWULKoAkior1ZbcEYCjvi8CJVx/kqmyrPu+EHQGYcWFeAA9P4PID2H3PU/x8fcJPH3amC5EBvO2WADGVPQpNo7rf/xuC0DLzqAimESO28+ZdWHOge/uwlgJVnzIuej5X/CaUlRMC99zibV20HL0DeN6wRrJlUT1tFxlYxDZjWSgCsBUG6Ynf1/Dn+yHqXXIebDkgutjH3oLp32AQPFPvHATdiROINXPQN+QcT1vnbhT9GLIKQlQqr057TQHkmyc97O3CxW6My8RvDoGIR3hHCXXM8wXn37sLS7fNmIhWCrBV38UOPJIlIQFTSHDcPSHR84+I04jz4N7xvG2ANQdMFyjE1t1BIHpyxDXIeeSb32U0c8+sZu8udfOPNtyDVnjubM/F+yJ5TX8bFqVssAH32/tp14GqnPcRvZxn6aBH0ngL3aznHqOny6ec/TyzVdOXSpcOPXN8iYDikd1pR4JPRVRdXbbbgXszAiLB47z48VzTiqSe/ftJ1u+3dHLgwBQMsvGZdMpuzBfcvj6/KjTFsy9M9QZGuUBbsK1ou2koLiQABJnfrg7EX2o1+4yb79+MhO9gCSVt4OJurLjfUDdYhaBW1cKnVN3FiZePpmJfolsp3/lfE/2ZE8A/gZ6cJSCcrbpZwAAAABJRU5ErkJggg==) 9 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
}
div.testarea{
animation:rwdcur42805 2.6666666666667s linear infinite forwards;
}
