@keyframes rwdcur15752 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhcWWzXITRxSFv56RSrbXbEiMn4Alu2RHllQlKaeo+DV4At6AN7CeLhQJ2LGkkfq/TxZ3hALJAoMkd2kxUmnmfvec26cHHnDNXj1V91DFT14/E7XxIACnb34QtUGsxwc4u34unINYUCjHBTi7fiHoIRR0FyAeEeDR9aXAQStoGZAvyBcmxyj+eP5SYB82Gd16tEloSIdX4Mn8d03px28FLSMaEgwZfDqsAhfzK03pqDSKGpBp7we0imjpUayHA7iYX2k2dl6BREV3Ht14tIjIFyjtMADb4g6zvSIyEf05oCGhdUKbDM7tH+BifqUTehwOgEojKEMOtA9rtAgwJEgVerffIfy8+BZgTULv1yb9Ilj3CZD2p8D/FW+ISAUC7Y8lugtmQbQt6dqeFNh57j75vdLYKKGbwYovA8Rq3Wf7zzcD/HvgtkuITMWTyWxob1cWveuMggxgXN9kgYVMNxa1joWIFLwKAY/+Wpr/S498gvgJ6dcDPJ6/lMNRaVRsqyUKgxIigd/Q3g20t0uL3nWGgIWCgAa4rwSwg0VkCkWNRCUToQR04y3tFsFyfxXRwkOsqGn3kNH8ewOcXb/QhmRdUICMFh69G2gf1rANGl8gV0gFpQaAmzjUawdwXwvOrn8SRFC1gVqM4XJrE65lBJ9QqNDaWGhstRv1nmE2OO5nwembH6VFsJeJVfjoq1bRrn02yXOFUWo3m4xtdnAysZ2iMQdGFb4I4OT1M+l2Y90NGflsQ7WMBrPOKFbIZXfTpIcemHS4mR1Kqh3MelyrZuGXnAWzV0+lvzeQGooFfDGAIRlQ3I41JnfncH0HpxMrPu2g7wCHk6A1G8bWoO8+i649r8nzR8I5XOdQbZAbCqNVoeBmk8MCAEx//k40QZHNR8jjYVRNrUMDAEwvz0VpZmPIBpEaSMcBAJj+9kTEspulXKAdEQBGJbYQoQBHBgCY/vK9KNUgjq3AR4hfzw3imDPwH4jLc9HgHxzwN00Et4RDAAAAAElFTkSuQmCC) 31 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhcWWzU4TYRSGn2+mBXThjoXchDslXoRb41ajMcjOhVFuwUvgDvQKCldjNIICLe38fP/HxZkWJC4A2+FLpmmaSd/nvOc9Zwbu8jz7LMWdiT/fF3LkbgBefhEkQnB3ALB7KJgSgoPY9gzw/lAoANdAfQbO9gfw4MOBlEYgZmjPITQQmn4ANj+OZM2AAPgGqhNoa7DV6gEefhrJsFPJyUA9ATfTy9cMVim+tafiKUMA/ZgdQXMOzQSiWx3A1t5I1kv9ngCfgepM7W8mmoEUVwMwFzdo35NAGwxMj6Cdgqt0EoxZPsDW3kg2SuiKxws02YANMP2l9rsZJAtmuNwQXhUH7X8VgckxNGO92gqCB9LyHPiXeARchuQMjL9BPQY7g+RABCQvx4F5z8srv6cMVTJw/rurfAK+7dawB/h/gMuBWwijlTfR0FoD4+86AbaCaCG6xb3/1YLLS0bQwImoeJ0MlTNwdgSzY60+1BDsJVK5PcDmx5EYozYn/S9sNlQRQjDQtjD5AWffYXaio+ctSFr0n/KWY/jgw4GIgE+63Hzu5txGmP2G6bEuG1uBnWr/o1PR+TFq3c0B3h9KnYQaSMkoQTOGyU+d8/miCa2KRr8IHGYApkurKW/Rgt1Dwavd2FrHanYM9ak+ZNop+FrFc1dtMc95AcMB5A1ICYy5YQtefRXaCbhWhaoT8JVutupUH7OuhhQurB6s63gUQ1jrpJKA6abAFNcEeL4vGqRGF0lotL/Nub5c+EpnO12MF8UaFKWKD9Y7oAhr93RMRIDyGgDPPgv1ifYxOBV3+jKBr7twdfeagYarLGF4H8oBlEMFmT+aclaHJEJR/rU/ln8evRAwCiWpK6LVAoKFwfqKAQAevxYkQ4qaj9BoK6ODougBAGB7R8ihc8BqYJMHkZ4AAJ6+E4K9gEgecu4RANSJaC+yQJ8OzM+TN0KKCiF9O7CAeKuZ6DUDV8/2jiCZP2NG4d2FYynxAAAAAElFTkSuQmCC) 31 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur15752 2.6666666666667s linear infinite forwards;
}
