@keyframes rwdcur53550 {
0%,74.157425742574%,100% {cursor:url(data:image/png;base64,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) 16 26, auto;}
74.257425742574%,75.642574257426% {cursor:url(data:image/png;base64,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) 16 26, auto;}
75.742574257426%,77.127722772277% {cursor:url(data:image/png;base64,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) 16 26, auto;}
77.227722772277%,78.612871287129% {cursor:url(data:image/png;base64,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) 16 26, auto;}
78.712871287129%,80.09801980198% {cursor:url(data:image/png;base64,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) 16 26, auto;}
80.19801980198%,81.583168316832% {cursor:url(data:image/png;base64,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) 16 26, auto;}
81.683168316832%,83.068316831683% {cursor:url(data:image/png;base64,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) 16 26, auto;}
83.168316831683%,84.553465346535% {cursor:url(data:image/png;base64,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) 16 26, auto;}
84.653465346535%,89.50396039604% {cursor:url(data:image/png;base64,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) 16 26, auto;}
89.60396039604%,90.989108910891% {cursor:url(data:image/png;base64,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) 16 26, auto;}
91.089108910891%,92.474257425743% {cursor:url(data:image/png;base64,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) 16 26, auto;}
92.574257425743%,93.959405940594% {cursor:url(data:image/png;base64,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) 16 26, auto;}
94.059405940594%,95.444554455446% {cursor:url(data:image/png;base64,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) 16 26, auto;}
95.544554455446%,96.929702970297% {cursor:url(data:image/png;base64,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) 16 26, auto;}
97.029702970297%,98.414851485149% {cursor:url(data:image/png;base64,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) 16 26, auto;}
98.514851485149%,99.9% {cursor:url(data:image/png;base64,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) 16 26, auto;}
}
div.testarea{
animation:rwdcur53550 3.3666666666667s linear infinite forwards;
}