@keyframes rwdcur38277 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 7 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACR0lEQVRYhe3WT0uUURQG8N9MUlZqYlMYhEWBhAWVEbkxaiGCREUQRX8W1cZlENG26DtEHyIIWoUtgmwVFWIRGQQhUTDQQCIiZtri3CGRpHl1Xtv0wGVm7r1zznPOee65l//4x1jzD3yW0ucPKNbBYFYbJ9GT5Q/zdRg70Z3sHUNT1XhDRvbLwSY0YhprsQcfku+ZQg0G5lfgvICjIvr3eJzm2zCIL/XQwFLYIiIu4hTuoj2tVfCI2k7B7WU434/ryf4YvmFrIvQq7SmjnIcGron6fkWXqH0DOtAnIm9K85/z1kAV63AV5/AUI6IMz1eLwEYMCD2U8QJThEpXg0BBHL9OcSQn8Q7F1SKwHueFCMuYSYQqeR7DhTiDVlzBccxhlOV3wl4MZ9g/g3tC+S3JbxcqyyHQLHp7VrSk0ZhGH2azaqCwxHwtuCzS/1EIsISDWQgs3puFwC3RHdtxESfQj55aCfxpXxYCvSIDMCv6wSC1iXApkoVk6IKobZu48R6I41YSLXcXbuAJJnBHiHEG92vJwN/QnZwMiQYzl+arJLbjrOh8bxKp1vR7tB4EFqOYHHTgJh4mUkPiNVQWPWAWl/J4lPbjEMZFxM34mdZ2Yy92YDOm83ySFcWl0yFuvkYR9XRa68S2PDLwSYhtQDxIRpLTSbzFa3wXN+ThvDKwD0dEmp8tmK+KsihKNJaHCEuJwAYR+UuRETjg99GfxXget2ElOZ5KjicWrE0v+l7JIwNVtCxyTgixXZRgUjzTVoySePFmxWkM/wKMGoe30jL4pAAAAABJRU5ErkJggg==) 7 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 7 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhe3WPWsUURQG4GfXEEKQEDWEoIsGFZEgRhcRiRYqiI2FiKCF4E/wN1ho6z+wEwvRRkFL7QxYpFRI/AAVCUFE4iohbCzOXVwn2WRGZtcmL1xm5s4997zn3PNx2cQmuo/B9X5WcmywUgKJjnqqJWy+EW7jGLb/DwK7MIRxnEZfLwmcwU68SN/LaGYXdSsGjmJ/en+OfnxDI7uwGx6o4COWMIkDmM8oH8Dx1uKNUEYWXMd3/MIzcTSXMbMqKLqEfbiEBXEUL/EIJ3qRhvBJxEIDb9PcPBbzCK+UMA6KiljHcPvmvYqB97iDk4nIU8zgy7/GQKUgsVvC3U2cxYUiyrLu7DS/3hgXlveL+vAQc3mNWEt5tSCBLKrCE/eLHEErXuqYKiDXjiHUcAUf8CCPUNaCQeHSIh6oY0J0xem2+Xt56kA2UxoiqittY1t63sBd0QUr2CH6wmEcSfKzbXuN5UnDIhgRJXepba6Gm6I/PE5zyyIYJ0vWvwqtiG+5fCKRJI7xWhml+KKwMotTeJOeRBPqE/1gVNyQZssg0PC3y1t4jSdJGdGEhkUKTgkPTGwpgcAcfnQgNo/zogp+TWQaicBe7ClKYDfOCTeupTSLd+JKthVXRR2Yxk/hjf6ivaAmrBgV1uXBggjEpj8XkoH0r140DasYw+cCMiM4lN4X8aqgzlIwIoJuYIN1vcdvKIOYDCI+tecAAAAASUVORK5CYII=) 7 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
}
div.testarea{
animation:rwdcur38277 2.6666666666667s linear infinite forwards;
}
