@keyframes rwdcur211507 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqklEQVRYhe2WXUhTYRjHf6/GmrALvQj8nDRBLzI/cGbQxZTMYNMbkbqJ6rKv++iDIpPAuy4KvQzvQhiR6cVcbLsJLT92QIMVLDZZEwWVOOBHzNPF2TkaaztnFnSzP7ycs/f89/x/e7bnZYIjaP89iv7ibhsAc3NFAJzhk8in1rF8zNLXlAKgOIBAsbqpqCwKCqtNu9yW7ygAL6MvTIEUmQ0fH99WABodxt5gDXhKPIqx0yTAwwcTCsCX8F5Wz2rTLj7ZRbAGamej6d1eQwhDAC1cCvsBWNJqd6XU6/ACc/MHZbTwyW1BJT4qseSEMASQ0kuDyNYFn+zi23c1fGpHDQewVzfkrJ8ToO/WhMLm7yBS2J/RhdWmXYI16tbizjQV+LBXN+jh985dydoFc1OweXArlYH0aoo3g259736Zi9rZKIs709ir1NDGUy5OyFuGpXMCVKzFM/aS2AF4/GiKJ4Nu6Eqx0W3FVtXAtdpLuk/IW6zbSv8OIPXjcyZU+rq2BjcvjzLy+gZ9A88B2Dj0PiHMnUemDyK9nfIHAAIxiXgigqd1lJHFMF7vHmMBvw75TwAOf4frtlKWlkMAxBMRWq0XkF2dlIdmAOjvtzAWVr1J7KYBDMdw3VZKICaxtBwinojo4bEOB882Qzjb9nXv0HU3zQBlh5aBDDE7qhqVeCICQJIe3FZ1ok5WOrganVEBhhf0kfR695DCfoQQ+vnxdqg3a45hB7KF99hCf/TXt1hobukGoDm9cskQIMlPkeQinhL1hxU/W4cQAiEE7U4lfQ8iWIwQgtN16jMN4mmOT28KQNU7ARDrcNC5Aj22EOXScfXR8HyGu77FYio8DwCY3J4UnSvGPu2YHhiwmhqDvP69aPpIuwLgdO5ndKDo/NFqFlRQQQUVVNB/0y+hYeua5tSz8wAAAABJRU5ErkJggg==) 16 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpUlEQVRYhe2WQUhTcRzHP89yA3nEPCimzNEOCiX6iq0uwViohHqahKcggkAPdQ2EggoEzx1cdIk8mSBEGLLEORDCHPhGFkxq4FYmDVRiCBvYv8Ob7+3VfG/z1GHf03/v/3+/7+f93u/3e5M4gYTfJ+JrdewoeSK5AMtu8KymmD+QELyRqolVV5XxEkL4fcLqTBtO0YbT8syJAMQSWtDJOAA+/299z7OaMp1td3cyfvVmRRAVAQghBMHKHqrd3amvK4GwBfj4VfwbZDIOk3FaVKd+af3gHa1E6LoQIOjpISu7yMou7ly/awlx2g5gUy0ADrq8oGchatTZshs828aTN+X27UKaZFmxDx/MC4AepZcOpQhRqqhE95N7eFZTdF9qBCAru/TtU2fO6+vwq7GyXrYZAEioiyRUmAVu3BowgexGnyG7O9ltHdRMS+770dxuG9sSIFHu4ou3zAKPHg9AUPBNwNhImL6R27yMLtoaVgVg0p4ZamwkDMDUzChTM6PMzRWgsWp/G4A9Y3n2Z9q0lXg/RTqTZHAzzNC6SijkIBQaYCOlFW5CNWfj9YkASowPf30GjCpPZ5JcbOhjvNHL0GU/fFgDKNaHA+jVQFXr12IJ0PxlgcOS3025faJbRmVsXfEysReD+nqjNYNCh9hUC/QovZYAloPo+cJTvXWacvt6i6UzSUAbwZFcgPhaHdz3aQeLIF1e6FAcdCgOhoedx7a77Ss4SnlWdrHxKQbANv0MNmhDqV+O4fPXm2+KSiWZsJbtKJ5Ymdbp05mkVnhF83OtXiMDf6uYCUmSLIddRW04sTItHfeJ7ZdjgLPclq05VPE5/k5eAi39oBUgQCQXYEfJm+sAkK5Zj/mqAY4gyv3jaVGd7Ch53bhS85pqqqmmmmr6L/QH3WndlXg+xmQAAAAASUVORK5CYII=) 16 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhe2WzWsTURTFf1OFQAmSLFLaSiYYCoKoqZAortpxUaQR8i+4cSE02YpQXdiVq0LqSkG6l4IiCdIWWzetNQGTtgiKRJpgWhI0QYZCBDsuJjOTNMl8FBcucuDxksede86dd959AyfAwwcpZWmpoeh4iz6c5jrtlLj1/24BLgbbY5RIWAEQMlnBTs4Bu+SxY+RW0IT8EwGxmZRCDfKoww6ymQEyXLUUYSkgNtNSec0i+F5YJz8Yb3Aw3iA+ljAVYSlgpFLUhyYiD+Rzqx37fxzL8oRVenMT3rkZV/78+mSIac77iOS9nSbUKl8emwBZXVv3wyV/QtlZS3Y1paNToIsZEqHWeQLAqPpbuQBAoKyu7/TIaSrAJ9f131W3B59cp+r2MFIpsj8ktr2By3MJkCCwVWjLkTo0P42234AmxifXQd4AYHY+zcuFaT0msFXg4+FK23Ojzfl7j7ym8s7i0h0s+s9TLH1umwGerud5sZhmZfE+UiDE2l73g7pZ2j65B8pMUS5BdFCEHyBLk8jA87X3ekzo+l1+AlKPHJul7a7rpgLKTBEdVLhyrMVPliDp3YAIEARuTzM7nwYMo2p+afWRYwEKrwW4pQDsXQsyWYIp9zuGcxWV/HEWaBrRqz5z6swFAKqoQqpuD8/eLPTcasstODcaZN2vVq0hHDnqiAuhNqj9IREwekZrH+kGWzdWfCyhqJW7DPJm9UgKuwX4kvtNPrdq3BXNtv3qSdSUw9ZltPA1KQznXMaCRm4BK3LbAgAifBDCkSNL8pADcnDYioVMVuAG6F8+UudF92jOHnEfffTRRx99/Df4C1bY7cO5QywBAAAAAElFTkSuQmCC) 16 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClklEQVRYhe2WT0iTYRzHP6+EwthBD0EZ76Qd3CFhr6F5CbaF7uAfCoU6RR09VFdBytBC6FrB6hJCpxEKkXrYJB1EYAruJQsWZbiXTBKcxMtgQr0d3r17Nzbf9908dNkXXgbP89vv+/n9nvd5nlegBmlv0UoGxrpYX2sAoJsPQjW5TlQT/PGbpht7geVyn10px231jgbw5OtjRyANTs1nZ3MaQIfXPnZFhEHXoGYf6RBg4t6CBvAleVg+OdYF6NXH1AArIrStbgEgMGQLYQtgmMvJJQA2t/ITITO3sf5gmi9kBVqJcYYmSwhbADn/GBAVuwDE1ADfd0rNATyizzK/JcDlWwsamVIQOblU1oVdKceKqA9tZOO0EsMj+vCIPjrOBRi/eP3ILjh7CTPmIwN3ZxYLU+trDYy3BGhb3WIjGy8xDrX5OakeWKa23Ianf6XLxn7iAWBu7pDh4UZ2pRz7y89xiz5unL9qBqoH7LmbbWuzBPjz+3M5VP43Hn1BPAqRjSRD154BsG/xv5oAilVopfoegOVtmbSSIhIdJRId5f7EInKmFPLYAMXrt+duZvNTAoC0kqLT1YcaCuonYkhjcqqfKxP6u2Es07EBQK/UUFpJAdDp6mO7x8t0JlES+/BmP69mFpFbigYz1vktd8H0u5eCYZxWUuwQptPVB0BQgVPJpjylfux3eMEv9eIH/EaSFnj9dODIe8F2GxpV7xBmwKVv57OtXsLuRMX4dqkRv9QLeQh/xagqAH6QE4rNt3vM26ir+2/hLijuAlCAmHpwdPWOAAA03giGeVCBsDthtr+C2qVGR+aOAQDms/NCULGPM47pkZEmR98DVX29GFrjggb5JQB4tG4mvFRbzrrqqquuuur6b/oHc2jjxT3+b3YAAAAASUVORK5CYII=) 16 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
}
div.testarea{
animation:rwdcur211507 1.6s linear infinite forwards;
}
