@keyframes rwdcur53274 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhe2UWUxUVxjHfxdGkDJFSimgQCmUxQ6yKIatkYoPNhYIySjKoPLQ1KJC27RJX5qWBp6a2MakpaZbeEBlEsDRhlqMicEUI6tTkUVqWAoo24BkBmdglju3D3aaKetU26fyezu5537/X77znQPrrLPO/x1htY+NjcgyM7H9G0H1GiTndY7ycfYSgdpqvvD2YtK0wFFBIECS+OSAiu+eNrxBWckQWnZTyHWqOKmpIEeJsETgUi2JaSn8KtsQhM06QWs7mM18KQhkWOGQSsW9pw0H2E0hCk0yssU/iCI7Zx4KREcHI9p8SUuexThveNdqmaezi98uVLNPEsjt6qO4rAy7KxJhbGOf5k2gAgXQoKzkOlUolttcp+bItStIM2NIlrlY6eLn2ZJoypAezQRK9weQurWC1NqEVKdmUqPBr+Y8+a50YfF6HyVSvQbJbfHmAyrOzc5S2dIKJuMjZseepTTsKOJCLNODqSgUaURHbWRrNAGhgeh8fFDXqbkIoFYTsZyAY+CcCWcHsMot+PkSX6WmuJX4bErixvkIzhalYbbPk5Ft49iFq/R1CkTG6jHoO+npBQTGdDq22O2cyCvgm9W6cUZZAsBJTcXKArVqWv39SI6PA6sxiQ+jDmFhHjsim8NEBoYFik73kHX8AXP6fjw85czNjdDWARYLRfvzl94cR7hjAHOUCEuOwEGeipSZh1S334KAUA/Si7XYETFjJHg4l+fx4dz7iZw9tofCMBW64Rh8fbeSGA92ie6VwsPZ8Vf4qkfgoKWJ2ehId99Nvkk0/7Cdz96RsxFvrFiw4o6AiW28xiBaSjX9+MSpaWsPQpLGdx08zA1ngV5l29/CAVbsAEBNDW6jo4x0dYuMPzAy15xKAFGARABRyDBjxwoImDHi8YKITJZGYvy4jQX6FtdzvAHOrNkBgDo1tQlxmw6ERyRw+ng4LVUh+LEFHSNsIYYhtCSRzX06ya0cIDSmmeHRrqT9+Wid69RrkBbfiFU74MAu0WyY02PQ3+SDb/tI2GPADXfMGPmd24CADBlT6JD7gsnkjV3i8OI6y11HlwTkOioGh+jr6FAwMuyJwbiAiMgujiDHHy/ktHENCXeG2iyER7Qw2n9QlkX5R1mU+zt34IkE3ngPS14Br+imgm5PTz3HqV/uklk4iVdKKxYmiSGdIDaT+Lqe/olgPD28GbzzYjTQARgc4WeUJUskXJoBeDyQbiL6lyOQh4VtQC6PxWqdZla3E22DDb8gM+m5Zjq1ckzmW4yNT97MK+BV5xrLzYDLAn9KbBRs9AQFEjI9g8f2BGi8+jZ7s+qZX5hgetoNLy+R7jsJEzVlymM/jnz601o1/5GAg1MfFyheUlTLga+Be73at5o2eFiiYrZVDZlBc7ex+Bnt94GRlym98p8IOJNFeQhwAlBfpnTJC7gWLg3hGtiB9icJX2cdgD8AerLFLYqJJzUAAAAASUVORK5CYII=) 4 9, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
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92%,95.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur53274 2.0833333333333s linear infinite forwards;
}
