@keyframes rwdcur50426 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe2XTUhUURTHfzOmmE9wELGQQSsXUkGahEQLIygLMqhWIhEkUSZJGCqB4EKJaNGixFWFKwMJkbAyylIzkFCUGsqvRNL8GAZ1dMgZZ5w5Ld4zx6/GeRNt8g+X+zjv3nP+75x7zrkPAfEfrEXUOjKAQ0A98Aw4ssGawFhFoHgd46NA3ip5HOBQtyOAE0hYteY40BgsARHIXLUkTzNQC5g1Wa6ICCBLM3BFe7cL1TMtwJtA9o3aXOInaxMo9gvHK+A9EK99USVgMhgMACzNgEl714DqoUngUiACvyGQGeA8nAI6gRdAL+BlOQQC9ANNQAdrvbhpEsUBDqQR1dWfgCHAo41hwALks+xVXQQCZcQSooE7wAQwBVQDsboNh4Aq1DTUDf3uWt7v2yIQioJtIRLYCUSGqEM3YlHL9BhqEdKFUEKQB7i1cVmvEkPgJRtiEKhBPQNXgd0h6Aoae1ALUDxqKGxA+r8yHgfcB3r8ZC2ofSCD0DPrjzCidsR+Vt4dzmqyOoIsyXrS0A0MAM/9ZK3Aa+05pLqwhS2sQJHimj3Yde9Lz4LSL3UMCVSLeulcFwIRAqXykuEfi4olo/1hf5HimtVN4HqMqz4/ed6xbzzb2jTPlG8Ei+QyJdAokCOQIGAUMAsUyDVGZVyx2Rew7B0stN5IdHoKYpxVugmU44m8hdt6JmVuLGmwsOfmHMN2LzNiVdrlCR8lB5uYESnAJt2KRbzK7JBHuat8Lf1+IdXhLFEWOnUb9yORVobblpUwN8uDjrc7rEdnKh2097qVTpdPmfKJIk6fMmFxKw3n7TymucZxMtX+swz3WDme+ED6N9WMyvEcFqi1xS662kwuc+/F0QGyWqNJajaz/UM088fm6cueTK45EZXeHeNO6Y00GuFcBeFdf4WARsIElAnkzsV4R4aiPFF9Yd5EG2I64DPa97si7HHTYdFGDO+A2xWEf96M3qDbcTmeWCAHOA2kof4/fgOeAo8qCJ8OVuf/jV+Acz04ZEMDLgAAAABJRU5ErkJggg==) 3 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur50426 1.3333333333333s linear infinite forwards;
}
