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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2WsUoDQRCGvxW7NGITtZZokUKIvWJSKWgh4gPkAcTquHuBI6UPEEgqCWKhYKoYsI9gYWNIrV6XxnotNjGnmd3cRQXB/M3Bf7Pz/ze7tzMww3+HSr3C00vAJpAHMsAb8Ah0qKjX3zPg6X3gBNhxRLWBMyrq+ucMmC+uArtJkwJNoJykIm4Dnl4F7oCVFOJDPANbVFRvOgPmy++nFI+bKLgqMe9YXHWIt4ALoA8sAEdASYhboRZUgT2biFwBc+CuhDcPwDEV1RXW5IAGsPHB1QPz1BwQheLBnLMYO7GIF0VxYMAXgQfqwUjcng+QKmD2/kWIXbOKx5H1cyiexnjNMlE4dhakCmwKXCuROEAUdtG0EuYVDeQF7iKR+AiXCfOKBjIC109pQIqX8ooG3gRuIaUBKV7KKxp4FLijlAYOE+YVDXQErjT4zycj66+jxEtJyisYMNdmW4ht4OnFCeKLwPkYr2lLv6BswOBM4DaAW2slsn4OuEXFbkJ3PsDdjG6wt+AWteCSUS84tJQdNE2i0NoLXM2ojK0b1oOSVfCz+PMgjxW2LRiehS1MS00PPZgHLHs/2YAx0QMKmAknjXgTKBCFzmEE0s+Ep8D2l04XFzYzoaX1fs/AEFnfPhVPKPcMM/xJvAMiD4nairq3ewAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3UlEQVRYhe2WMU8CQRCFvzV2NMQGpTZoYUECPUaoNNHCEEsLf4CxusAP0FzJDyDRyhBjoYlUJ4m9JhY0GmqVzoZ6LRZUcrPHLtHCyJSzb997N7u3MzCL/x7Ke0egF4EisAakgAHQBe4J1dvvGQj0NnAIbCSgOkCDUF3/nAHzxU1g05UUaAMHLhVJNhDoZeAOyHqIj+IFKBGq3nQGzJc/TCn+3UQhqRLzCZubCeIRcAG8A2mgClQEXHbIs2UTkStgLtyVsPII7BGqZ2FPDmgBeWHfju1izlmMHVrEy6I4MMyXhzgXPkCqgDn7VwG7YhUf358DnoSVJekuSBUoCrnISRxGlYgceUUDa0Luwkn8Ky4deYW/4LSeih2M5t3TgIRPSUCpAgMhl/Y0IOElXtFAV8hVPQ3sOvKKBu5jGUWFTC3nJB3oVeRHKc4rGuifvKHpCNgWmdrCBPEF4FxY6dieY9tD1IhlFHng1loJk79FfgnjfJ+0tsjUblCWFqyJML/aqBfsoqiwfyyh24TKsxcYA6YbKs9uOG5iYje0HYG5C1BC8+Jl4Kz+Xbw0aSixGzAmekABTdvLhJmICpOGEfCZCTO1beAIxboVo4czYf/kB2fCuBH7VGyObRaz+FvxARcBfr30d5RbAAAAAElFTkSuQmCC) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur190847 2.4s linear infinite forwards;
}