@keyframes rwdcur34307 {
0%,3.4714285714286%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.5714285714286%,7.0428571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.1428571428571%,10.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10.714285714286%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,17.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.857142857143%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.428571428571%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,32.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.142857142857%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.714285714286%,39.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
39.285714285714%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,46.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.428571428571%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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53.571428571429%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.142857142857%,60.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60.714285714286%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.285714285714%,67.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.857142857143%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.428571428571%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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