@keyframes rwdcur112751 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 21 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 21 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfklEQVRYha2WbUxTVxjHf7194YIds6VIUSigSRNICqQGDVK28QXNliyKH9AtCyMkmhmcmH2aZp8Wln0zw2zJjMaZLXFmyZT4krCYBSOYBYNBGWEuSgCBsPVSxostMjzdh557abEg4E5yc07Py/3/zv95zrk18fKirDAmVrF+xWJahWDs9/YkM7tfAFkzUDyAktDeDmyVfW7Z60ziRgjBuGz/hJAQqwbRARSj1oXdUjBdjthRSF3mLRFgFsG0BLqDoHt1IKYVxTdLURUFm5xlQ8Eq2/8CVlnPI5gHJhHMIhhEcPrljugAi+JFctf6jtNRDFFVwpqThOI5ggVgAcFTBH8hGENwjYWV3LAYLX3nurhD7noDCioKZgmCgZwIIRAI6YSKwIbAgSAd2IqQ+bGQDEAxMlxPslRIEI85oKCgYJHSpiUAUQlgQ7AgAVIR2IBcoB6Ft5le3gE90+1xovHiFvmYUTChyOAlQjxHEEVgkY8ZwetYsKNy0DgrywAg7dd3nyrFdHErFsyyT5EAS10wI4jKcJhZYAMWUrFzlUG6X7RfBxCAwjiQL3v1WJshQdxiiC/WS8MQBRQEKaioOOngdw4TTia+6EA3sBWYBjLlSEpc3BUJYjYQLEYY4i+wqMx2MyopbKKXLvYyu5x4vAMwABTFvew5AsXYucUQN2PBZAAoCXdpFLCgYiWHR7RTyT8riSfSdxO7xSLEjpJ+1vUjZzIcsEgwvW0zHhtOUihihA78aC8TjweIWXdH3mK6A0BCxpsMcRumOGEFG1Y2YaOYMX6hKHnGJyvxp0DQDexCkIlgELvnpufD3Zt3f/rwj4dpjx8/Ztu2bXgLvXM3Mm6cGasbu84m5gEFC07MFDHOd3gZWa14bH9JoLJ8We95N3ovVFRUUFpaSmZmJikpKTx79oxgMEhPTw+dnZ30Hej7MlQX6sdMCX/zNXkMrEU8KUBZWVmz2+0+0dDQgMvlWnahpmmcO3eOgX0DPX3VfbXk8OdaxWHJn4/s7OwDWVlZJxobG3E4HExNTXHtxrVQoD4wFng3sBD4ODB+te3q9NTUFA6Hg8bGRgp+LijNLsv2r0ccEh2wV1RUzBw/fpyMjAyGh4epq6vTeIMf+IDrvEmYEbz8yjvcZM+Fjy7YPR4PExMTnDp1is7Oztdg5TOfrJj1Rm5u7pHq6uo9xcXFzM7OUltbqwH7+IqL7GKOjaSSg4m3MBEg58qRK7b9VfvV9PR0wuEwIyMjwenp6d/WCmCEoKqqqtnn8yGEoL29PQScATrYS5gZwphQsFIK1JJNA4/45tatWyEhBD6fj8rKys/XKp5QysvLo62trdG2trYoMAR444YtPOUIEYaYYJfs8wJDbW1t0dbW1mh5eXl0PbqGA4ODg1itVoQQEPs4DxuzvsWGiU+I8D4Z3JG9I4BbCIHVauXJkyfr0V8E8Hg8RCIRHWAc8BizDhPme3w46YhbmwOMCyGIRCJs2bLl1QDy8/PDwWAQIQTHjh2zA3UJM1/8pNY1NTXZhRAEg0EKCgrWfAISADo6Ok729vYihGDnzp1O4BAQWGZdADi0Y8cOpxCC3t5ebt++/dkrAYyOjp7t6upC0zRUVaWlpcUFXAaaiSVcmqybgcstLS0uVVXRNI2uri5GR0fPrgcg4Sp2uVwHSkpKLtbX16OqKuFwmLt374ZOnz49Sywxx48ePWovKytzpqWlMTc3x/nz57l///5BTdN+fGUAgOLi4maXy3WitrYWh8Ox7MLJyUkuXbqEpmlfPHjw4OR6xJMCQMyJvLy8i36/n8LCQpxOJzabjfn5eUKhEP39/dy7d4+hoaF173w1xe52u5tqampm/H5/1O12R/1+f7SmpmbG7XY3Afb/Q+Q//8nf6rHg/NYAAAAASUVORK5CYII=) 10 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFn0lEQVRYheWWXWgUVxiGnzkzOzvZrptk3ehadTWJv6VJZNMoGCmI+HPhRY2U2IsSoqC1EEyuCgYppaT0Sm0CvbD+VAtaK0ULpVJQUTRQYrXRXBgNxpifGtkxKWbdrHE904uZbHbjrlVz2W+YOcM5Z+Z9vvd8cxj4v4eSpV9kvC9P6b2WNl9OaqcEkC5eDhSl9AVTRgedthvpAL02yMsAJsSDgN/p92V44jEwhGQwCSNfFWIywIvi7yDwAV5nLMeZYSCIp4iMAlEkPQ7IqSTES0EyA5QjkpnPR+BFkOOI6oCetkx2jCEZA4aRSZCW/4ZQMwAJ3gaWoiTF8xF4UPAh8KDiQiEHBXfKqSNwA7rjlg+FQiyeAw8AsDIBaBn6JKmFmO9k/RYCA4GKQAVUBCIlt+dIniMwkMSR6EAOGn4kkJhUpFkBbPEiBH4n+1RxHYEL4Rw4V5DOc7aUREWiIdGdno1o2SAyOWCHD7vg9BRxNxqaI6sk5UmKW0gEoCFQSThvt8VXIjIBTK4BAIUcoATBdFRyUTFSxF0IVFRcqM5yTJwCBRUFAU6rILDQUDCAQizasEiph+wOgF1QGuBCJMXHPUjNfzwsJBKJQKI4rR0JZiKIIihHOPtEVoCJItSdzMbFXWioDoCSBWBcWCBJkEhq5AJzgY2QulFlWgL7s1mPSgEqPjTcqOi40ByACfO1lAVQ0g6wnDvLubcQWCSwKEdwya6aTA54Q6HQ9vWd67+8/cttz927dykuLmbxksWxs9bZ5v4d/T8zhzFnhVOzn3DAIgGA4lgtsQvTh8FsJH/yeNyBtJ1w1qxZWxYsWHCisrKSZcuWUVBQgNvt5unTp0QiEdrb22ltbaVzfWdj5JPIuRfsx6kBiwSSBBY4jhk8I0YPg6zkH1K+hCRARUVFUzAY3L1t2zYCgUDGlQEwTZNDhw7Rt7jvWPvu9u/SAGyDJQIdFS8Cg1F6uUk3a3mc6X3qeOYLFy78pq6ujmnTpjEyMsL58+eHtjZsjRw+djjn8IXDD2e4ZzyfOWOmkZubSzgcpvO3zjIzZg6OLhvtx96SdFzMRKcIgYcYd9hJG7UM8ANPsyWkAN7KysqRhoYGpk+fTm9vLzU1NSZwgPc5yR6iPGQJrXzIJT44+tnRvFAoxKNHj9i3bx+tP7XuIB8fCvkk+IsH/MEi+rNaONmBuXPnfrpu3boNpaWlRKNRqqurTWAT8D3LGWYTOu8iWUcXRXSf+frMis2Vm90+n49YLEb3s+5pT4qenOI4x1nJDVoyW50txOrVq5tKSkqQUnLx4sUh4ABwBYBTjCEQaPhQyWMDGnX0Xrh2ISGlpKSkhDW/rnmPPM6xg9jrCCcBurq6PH6/Hykle/fujQJH02Z4ycPgYzQagbWUcXR/y/6/pZT4/X7u3bvnfRPhJEBPTw8ulwspJdh/fL3J0c8xyON3QBBjJx5WU8G3DBGUUuJyuejr65uKPlooFGJ0dBTDMMD+zQwBdwD4gjhQ7LTjMQcYlFKG4vE4s2fPpr//lWvuhRDz58+PRSIRpJTs2rXLC9SkzUgXB6ipr6/3SimJRCIUFhZG31gdEFeuXGns6OhASsmKFSv8wHZgVZb5q4Dty5cv90sp6ejo4PLly3umBDAwMHCwra0N0zQxDIPm5uYAcBpoAhYBHqdtAk43NzcHDMPANE3a2toYGBg4OBUABSAQCGwpKys7UVtbi2EYxGIxrl69OtTS0hLFLszBuro6b0VFhd/j8RCPxzly5Ag3btz4yDTNH6cMAFBaWtoUCAR2V1dXk5+fn/WB4eFhTp48iWmaX928ebNxKuJpAGA7MW/evBPhcJilS5fi9/vRdZ2xsTGGhoa4desW169f5/79+1PO/GXhDQaD9VVVVSPhcNgKBoNWOBy2qqqqRoLBYD0wpY1ncvwLDwb8LCATPkAAAAAASUVORK5CYII=) 8 23, auto;}
}
div.testarea{
animation:rwdcur112751 0.53333333333333s linear infinite forwards;
}
