@keyframes rwdcur222072 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQUlEQVRYhcWXW2xcRx3Gv5kz57b39Xrt9TV24iax47hNGgK1aEoaQcilSQHRQEtvD0W0okL0rUKINyQeKiSQUPsCQhVCtFWlXHoLBTWBpHGaW+MkduvYTrxer+317p7dPXv27LnM8FKqJHZclSb0e/3PzPc7n/5/nRlgGXX29C5XviWiNyskUm0KXPdVPRgZuO0UN9Omb2zPfnXbLjcQDP/odnlIyxY9f8/qwfu6qVn5LqEsJYdjR2yz5PzfAFRF2aoqyp0dmwZBirlNdcv6ViC1YsgszM31fvsRGuvul4Idd1C9tYeqzV2Qkx1ESrQJN5e+NQCart+tCb4lMfA1eFYNQU1tlSXp0ZpPipmRD4cL6XFenksr1blpUstOEikYo5IeInLzStBII/ELGfGFAKig3Ylkam+1VELz/XuQP/VvHmhMqonG1t0OlVKWaR6BpNTBZBmyIrn5LHFMgxBwoSXaBIknhfcZaSyfQLQxHE8kH60V5mhw7SYoyXZSvnIZajSGxlT7xlC86Ym8UT4Jps5D1hWougTuE7+YIz5cKFqUaO1rQaPNxFtIL5nGkmO4anA7BYCWvg1ll3NLDseRefd1JLY+xG1BkJ3Pe3UtipW7Hk7d++TPDoYam58BlWwoQYpATEEkoXiFvGKOnWKCCKqGG2igf8uSXksmEOlYTZJrN5P81OVgKBjaxwLRqFkuQWpeQUIbd2Pm2H5zxrBfUL/z1IrNz34zqTfv3FY+e/Quy3bPQ6J5MFmCxCgEIc7UCNGSKV+WmKjNTixKYRFAvGcDlEhCyk+NESM9zpIrVv9Q1vWkUbE8a3qSUlUHL82rtWrllem3X3sv/UE5Hmnv6tzw4K47Ii3tO3ITE4Zn22Mg8EABSLKwZ8a5Gk0g0NjKawuZ5QG0xk4qJCoVRs5KCMUQbWjeF+joayty5b3KfPo0NTJ9VNHgQ+p0Xeu4OT1aqZCY2/D4tm61uz+iVmO7MHNpfdUsjcB1p0GIBNfmejTBJSJRa2GaLwugNK8gxclLFIomQ1IdVYtsvfell9ZNFAOZwrGDf2aRxCZdVWNOvQbbqr7MmGzVps4cuvqXNzW+ILX2Prhd3/D0Y6ua1299YvbMiYpjFkfh1ityKEKZxMSNAIsaQwhChS8YJBmQFFr33enASg1+3dO4RLxSYf5XpWq1rDR2x6iit/pOdR0F6fGt7DuTJw+8eCGdmz53xUeOhmnPPQ/8pmdN3zssGN5YGT/rUD3gLd8DiS7KAiHimgYBUxUwlbBQrNt2BnZIdqWpcOn9eSHEkO34p5geuqeeS5d8yzhKuOfogWBvmHqP4OThmH/koOoOvQU3fxmyRJqSDbEnGVPbC9mpE75tWtdashuAuOCCghAKSgHGWM12Z5qcj5F8+iGMvPqHcZkbKVQXUJo0z+mJroflhTEzFgnvDMYb+iHJoJSCEB9UAMQj8N06XLvGYvGGH2uMDBaI/3OjmHt3aQABcAGAgAICgEQ9xzHav78bp64KJhO3F0DSE+StgHBCrJzu8+ultZl07k5x8TSFLCtgWghMbiCEpBjhAxqTv6Jr8uaApq1kAv2p1Rv+3rb9p0dnX/7FA/nJ4fINPSBAhE/BwSEIQAQIJfbF43nUD+xHsGtNxqvbH8Qikb2Jhvg+IzvxlPC9gUiqsxPc9iLdfY4SChmoGpdFeeGoW8z+jiVaHieJjvsy2Znts5n0i/nRoVmNYEtkyw+eX9wDtRJotIX4lkEgyQxEARjTk1bxJ3c9/ww+GvNpIH3iey2tHXuufjz8rG/MvkEDUdfOjvdy7g/pkWZowTAPJVIknGwhoUQLGAWfGz5mcseedDznDaFHfm98+I/j2uBj9/szI+dv7AFAcMD3AO5zCI+iUrbW7NuLUiugLWQ2R5uaAuVi/oxbKh4Or7qb8rr9R2rMPSdHGhVj4owT6ViLcnqUA0Cyex1ykxev/0Yj59SQe1s98Ot/BgIBvngMfY+riSYOr87hOxxezcr5jRh94QLiVw4FAIpcduq3UGRb1oO0On3RJpHkK7DNnQBQTo9+etaN5tcq99FJZ/7S+96iBDj3oEcbUJ/LeGAKhSDm7P6/cjJzgUJWUC3mR+sLs4e0ZBNTPpnremHmskSliBRsYH61sGjWl9PiBDyPM4lxqmlAzfTgObY/fsziVglwbeSzU6/BrRhN3f0cXv3TfT73z3xe8yUB+NwYqCTx1oGve5Kue/Cqtle3TF6vwirmIKj0t/Z7dlG/bl0H8L9qyX+0EBROtcKbVq7nqJvwrbLFXRtWKT8aTrZd8SyLc9/D7PBxvtT+z6PFUwCAeC4HBfU9zwMAt1YxlUAQtXLxnJmZND9Z9oXNbwqwcPFf1xlwq2pzUDi16ulbYXqtbvoyulaia73p+HXoyfbzXwpAeMdzVO4ZhFc1rnwpAPmhN/+k7/1l2eNi/lYDLHst/6+YUx42TKLR/MRh18x/5mPjtii+fpt2O879D13AaPSi39K1AAAAAElFTkSuQmCC) 8 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur222072 0.66666666666667s linear infinite forwards;
}
