@keyframes rwdcur29756 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHGklEQVRYhb3X2W8bxx0H8O/M7L0kl8tL1GmKsmVZlmTJboy6DVIhfimQ5KEt0D+j/0mfWxQpivSlKJCHpigCFC5cG0F9JHbS2pIvybJFU5RIioe43IN7TR9kBTZqJz77e1zMYD744Tu/wZLl5WVwAJwDjIISAFGMmBD8X0rgHJAFnkirfNrU+SIHCZsWudR1yEbM3z5ESEnBcikf/yyXIj/SZD7NQcJCil7YatNPanvkgheQ3ttEsPkjwz8fMvxfJTRSFiiRBUZUVeZHDY0vaCJSYUTqXkjanIO/DQgbGSu5Xt8+PDFpHI6imMRhBMYIkQQUkiqWDI0flhlC1ye1QQTvTSPYxORUoziS7P3il/PHZxfHi3dvbSMOYwgCA2NQNAUzaZ0s6DLRwwh1x3+z3WCTpRJvdcLaO6fy4pmzR5Ymp3L66o0q4iCCKDJQRiFLJJfSyVJaR1mkxHU8bPkR/DeBYKVSCSDUv3mzuX1qIZMvHTt2/OSpgrC21oDTc6EoIhhjECVBSersaCZJF3QF6sDnNXuADgjwOg5WKpVACOAOeHd9o9n48KOJo4I6N3nyx1lsbjTRbdvQEwokSYAoCURPiIWMwRbNJB0nnHd6Nq+FMaJX7cZ+BwAQQrB+363TqB+eOj25CEyZc+9oqO900d61YZgaZEWEJAvQdEnLmPJsPiNMKyJ8y4633AF3yCsovgUAgKyw+OrVVm2mHCYPlSfmgQllZkHHXsdCr+fCzOjQdBmKKkHVZGqmlYmhgnzCTFIzDKLdjhXtck5eang9BSAARJk5Vy7Xqu+dEUeN7MhRIMvKMwpc20XfGiBfSCGRVKCoIjRdgmGoZrGgnijmxRmJxV6rEzzyAj6gL6h4CnCACCLSurmy3fjp2cQRJudLQAKjkxKcngvHC5DLJ2FmdCiKCFWTkUjKUj6nTQ0PqfOpBJH6VlBrW1GHgOD7HP8DAPbzUHnk1/a6neDdn2QWgZQJCCgOM+w2LLQ6LoaHDeSGDWiKCFWVoOkSTFPNDRe1xUJWGI/DoNPYDWph9N0BfSYAACSZxisrvVpScvW5RXMOUFQwDlMjqG110e25GJ3IgCZMMF2EqItQFBFGUtEKeW12uKBMqzL3W21v23Jim1DyzOv6XAABIEjMuXat+WAkH2enjhrHAUEQhAi6LGCntof6Tg+jk2kAeYBIgEhBVQGqLtKCqU4MF9SlbJoOBQO/22gFO/EzAvpcwAEClHVXVhq7o3k6faicnAQlgB9Bkhhq1Q4atS7GygaALAB1fxdjYBqDmZTSxbx6oliQp2UhCpvNQdUZcPfJgH4n4ADRd/hOrdrujw/JM8VCYohyjjjiSKUUuF6Azft1jA1zEDEPIPF4JwUkCjUhCkOmMplLi4sCBolOa/DI8tA+MHwvAAAoJXG9EVY82xLGR7SlXC6hC4wgaagYP1ZEmgT4/NOryA4R6MYQAOMxnQCMgikACULTt525wHGSXStecXzsEfKCAACgAvU3K852FDj5ifHU8cxEXmBqDgAgNDexfn0Vv/vjvzE2IaI4lgGQASABiAHqo1ProFZpqQPLPhSFcadtk//EHMELAw7ysL5u7RgGxhZ/UJ4C0rT1YBV/+uSfuHe3jc26j7/9+RqY7HvzJxMCkHuMaKNyZxuVjSY829MFws2+S65bHtl6YcABghO2c+d2uzVV5MdMtEf/8NuL8Ko15PMmtISOTN6sfXFx++KX1x40lhaErG6oEoI+bn/zCDvVNvxBCEq56fnkbsum118KAACEgEcx3frqcgVf/2t1oXbrtnH6xBgipsLhEoZGTT67NH6z0Y4+/ezzG5vwu8Od7T2zXu1gr91HHMcAh2h75G7DIhdfGvBYEXoRqzS6gXJoVJ6bnUqoVigAiobT703LH3x0vFyeNOVaxbp1/tzDnepmfczZs1OEcwBAGMHZtehfmn126dUAAAihNqi4qUgoZpJ8NmYKO3yihHc/XACRR6W06s1U13fmI8dN2j070+naCUIAWWJwBuR2pSX8pueRCn2l0x8Xp8LGw472+8t3+QXRMOKzH8wDmAIA3F+ro93ojmhS9MOsIRYJj7BVt9B3grhrkytdl9wjAF4LsH8zpEsbLfXXe5F4Hmom3B9ELdz4ehNW1wY4h6EQjCQZgiBC30WtadG/eyFpv9QceL6CcA62eW+ttzWSj9Ll0mBk9cqafOfLdWgswJgJZKmP0HZR7cYIqX6+acsfB9H+D8/rA/YRMSfCw3+c21r55tqGtfLVfUNw++nyCBVGsxxOz8PaloM7TVZzkfrYjcQvCCExAAivf/q3Fcu6vLK6HlUol86lJbxftfwzKcWfaDUDrdJRdwdC6rMokv/KKQkPniOyvLz8Bg1PFOcKeJQDjwsEcYKDdjkVHhJCe08ue5MdeLoI8UCEKoAqP/j0jGX/BQlLDZtYr8XmAAAAAElFTkSuQmCC) 2 2, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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82.5%,84.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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95%,97.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur29756 1.3333333333333s linear infinite forwards;
}
