@keyframes rwdcur976 {
0%,68.865517241379% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.965517241379%,72.313793103448% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.413793103448%,75.762068965517% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.862068965517%,79.210344827586% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.310344827586%,82.658620689655% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.758620689655%,86.106896551724% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.206896551724%,89.555172413793% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.655172413793%,93.003448275862% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.103448275862%,96.451724137931% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.551724137931%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur976 1.45s linear infinite forwards;
}
