@keyframes rwdcur243559 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlElEQVRYhe2WT4wcxRXGf9VV3TOzM7Oz3h3vejA+YCUg21gOcAgXCOQyEQhx4YJIUIQEBytyJASWAlYsRcQhJBxywEgICaQghCJuJocVCAluviD+yQKCwEGEddjZwTOe7Z2urj85dPfsZOndrDjlwLt0d6nrva++9773Cr637+07mDHGG2M8MAuo7dZ2Y7v60Tnnp945edsrOOMwxgyUUh1jzMrj3b/RbNcwxgyEEJO9UsoWEAPmOwFwznkCjz/s0T/ThE9F7K3OMliL+fVNf8UYs/LIzS9TtREqytzdc83DdA7sY7yusdYOpJQdoFcGYndULYD/p8evZETcYW/kH5e+4cP2pzx87GUWgiZHej/gun3zAMzM1hisXaFWrxYeFnMWhrsGME27dx4CDxKCIODI6/vwNzhqK9ezMdLUGhH7OxUOnVtCCEEgBNZ5giAAwFr7HpSnoxSAc85zDeA9fsODcJhODEH2u1Kqm6bpcvSjNdbqhvmG5Np32iilutbaZSEE4/6YxmydB296YuK3qBmm0hFsx4BfcLg1hx870naMr3i88njvAeIwDI/+8N0Flg4orn23TRiGXaDvvcc6R2oMvYt9xvGYZJwwt9iYTsfMjgx479G3afx1gPQQKLzyoEUBQAO9MAw7aZquhGF4OzACvgRod1oAyCCAAIQQiNAV7qtAVHxs6mXKrLV+61oeOEOt1I+Bz4DLQBto5AB6xph0p71hGBZ7e6UMWGv9+L4NdN3w6Z5VbvzjQaSUXbLi0flvw/zd5I4u5+9GKdUCriJrSKRpev7J+19lfs+tmLRKmqbnwzA8kMc25SkYebyGmZHk7eMXMMYsK6WOslk8OgdEEXhqewx8lbOxeuruF2lyA7EUiGDCxHx+iOG3AEgpW9baAXfG7K23MJctb/3qAsaYD/IKLk67nRlgaIzxj9/5Ak1xjHDPXgIZcuL5VlGsEytTQSyl7NT+PkOkJX7Ds0dXePP4BxhjVshyvmMDM8b4x+46y3z1EHrDI0SFE8/PTZQCfF0wWAbAWGtX4ntidGQRNcE34Zifnj2KUup2soLbEYBSqnbm3HH6yQWimsA5y9M/H2KMWSannu36gLXWjx8ckwrLqhrQnxvzk2eOoJTqklX6iJ1TAFkxdn7/2gOMxPuYKytIpfnzfQPSNP2YqYlZ3ohqHtEWbBx03Hr2cBG8T6bz0qGyFQDQU0p1njj3S8Klz2kugNzkbdKMyvrArLV2UHwUGt6i5W1H7PQMKcxaO723C1wCLlKmAiD23vPiq4b1ocWKACsCjJSMveDULxxkOv8KGGqtfRRFNabk+NKpIWlscYBF4JWgWhHc/7smOfB+/iwtJgNw9ftfcPmSxoqAz+qLJFHIzOH6hCWgp7X2f3hsHa31RhRFxZAhjS2jT65ggH81GggpOHhIFns1MOZ/DSPz+RWaScKcSbg+/jcVnRK6TSq11qunH11Hz0WcfmSE1rqQKC733puvU50TNJcCVvuW6ZtSYaVyUkq1jDGTOnjjxEccXP+aS64OBCRJcv63j45IF6okiaDSrnL65HoBAisEXzYaRBXBmWfnJn6DIOjmp9eTtW0IiJVSHaXUMSEElRpI7xDO4ZzjL08lpHtriFZIuBghWiG6XeXpMxukaYoVAisE4zyMlLIrpbyFrPgmTWgnAMWQuQiAhbl9EY1Wlke9f4ZgNkQLyZMPGVIREMyGmANZjbTmBUv7A8zknJP5cJEtMt6poxlgKKX8r3RYa4ktaBHwp4dSKpVKV2u9fPI5RUI28+/9TRPI7gE57cM88LfuhKX3gS2myIprkewyQZIk5wEqlUrRoIZJknw8tTY9usdktJc2sN0AKEDMsHmTqZKNVHLnQzJpLuZr/TwwbI7u0u65WwDbAWLKedna/7/9B7PrmhiV4UlMAAAAAElFTkSuQmCC) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur243559 1.0666666666667s linear infinite forwards;
}
