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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe3VX0ibVxzG8e+JTpuoSRkxjBp0Qu1YZWO8vbD7w1hmGZWMQWHTiyHI8KK6rWtXloLg5Ri7Kmsu5oQp3jkE2RhbEYSCTHchuFgRjWErUtOG2nVKNUGi77OLN64OGv/UgbvwgQMv5/ze8/u8cDgvkm5JOslBJZVKKZlMLh4YIhaLqba29uAQsVhMwMEhNgH7RBT9J4A9IEqBj4AZY4xwPSVgDbgOnN0XYBeIlsLCwoeNjY0aGRlRNpsVV+6Li7dEwzUReEFAHDjxxIBtEB8Eg0HNzMxoM+vr6+LSvIgsOpDIomj4SuC6uytEPsBjEG8Hg0HNzc1JkiYmJtTU1KTi4mIBGTx+8fIlcSHhQBqubSK8uwYUFRUJUFdXlyTdljSZG98Avw4ODkqShoeH5fF4VoELWxqcAPoorxUfxx3E8+eUq9kZEA6HlUqlVFJSovr6ekn6dkuZVVlZqWw2q+XlZfl8vg3gtTxbXuW5dxzA+z8LSOwICIfDSqfTk5Kutra2yhij6enpNUlHc2VfdnZ2SpKi0aiAgW22LMUUPKTtpnMenq4RYOUrdlVXVzMwMHDT7XaHgC/a2trWAbq7u4uAllxdoKqqCoDx8XGAn7YBrKCNX7g3BcaAtwIgkBfg9Xq/d7vdIWPMA2PMPcuyBuvq6ujr62NlZeVDSQC2bdvOCy4XQOE2AGfduJwn2QDreQHGmHPGmAdb5qLt7e0sLS3R399/HDgD3InH4wCEQiGA97Zp7qfgyOscO+U0/+sPgDs7gP+ddDo97ff7ZVmWbNv+ATheXl6uTCajTCajiooKAY2P+yDgO15qcQ7hu/0CfttTcwBJ5yORiACNjY1tSAoC13t6eiRJU1NTCgQCG0AUeBF4BucKvsGzb4hPbzuA6jfFo3O0J0BpIpFYLSgoUHNzsyR9Drzi9XrXRkdHJUkLCwvq6OhQTU2N8JSLY6ecG/By0mn+6mcCpoEjewbkEF+Hw2H5fD5ls9l4bvqtsrKytaGhIdm2/c91zJX7j8blpDj9yWZz/xM1zwFOzs/PryaTyT8ltW5ZOgP8blmWent7NTs7K9omRcsNcfqi8PgFDO2r+RZEqaR8//qzwI84N91dYAbnTOzuL3iYwxzmMIf5v+RvjJgyowkT74kAAAAASUVORK5CYII=) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur239928 2.1333333333333s linear infinite forwards;
}
