@keyframes rwdcur249233 {
0%,3.7461538461538%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3.8461538461538%,7.5923076923077% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7.6923076923077%,11.438461538462% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11.538461538462%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACN0lEQVR4nO3aP4sTQRjH8c/9SRBUtIivQPHsBBv1DYgW1jbHNafFFZ5gr74CC+sTBLHR1kLPyu6srFXsFTxBQUG8u8Qiu15uk5DV28zksvOFMOwzw8zz/DbZ2TzzkEgkEolEIhGWJh7hU9Y247oTlibW0en5rKuJCLvBL+i4nbURRZgLuFYTz3HJAq5l1rP4jK9O4jyeYSegX0HYe+fv6ljO7vxydh35mzBOhgdv+kUYHfwUi1A++CkU4d+DnyIR/j/4CCLMjGHOF7j8d6v7jo2e3jbeZm3OLM5lbc5FHMNTvAcvcaVqZ6sW4AI2nMASjgwY0cAHPO6xLeE0tgaM/5GN/YKuLG+qc5f5KifDJrrO3h8yYhFHC7bDeIcnJeevkKoF+IgbuIVDhb7jaJWYYxPfCrZfeJDNf2BZRceijpXCQ28ls3evV0M6NTt6yHSTBIjtQGySAFFWbBRsjSieEGXZOf2b77ywqZkekgDBV5wZsOqs8fwrKUEcAYrBDrIFIrwA+fveKFsg4gjQLtjaaiTADrYLtm3REuFJgOArtvUnPrb0/ywCkV6FYzsQmyRAbAdiU3VOEK4bnhMswx3cLNjynODD/bnWT9UCnMLaPudoGZw8XcNrFSdGqxag63iZc4FefuIM7g0Yv/dcoKViAWp/MjQODtTZ4Lio9elwTq3rA3JqXSGSU+saoZyJrRILmYnrrxP8nVl3t7pXuJr1TCUTVykag1rXCufUulo8kUgkEolEYiL4A7w7S+zj9gR0AAAAAElFTkSuQmCC) 31 31, auto;}
15.384615384615%,19.130769230769% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19.230769230769%,22.976923076923% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23.076923076923%,26.823076923077% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26.923076923077%,30.669230769231% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30.769230769231%,34.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXUlEQVR4nO3asW/TQBTH8U9bkjIglaH8BSA6IrEA/wCCgZmtS2EEJHZgYGYoa5GQ2GBlgDKxlYkdxA4SRaISA2nVhsE2TZxLW8A+h/i+kmX53dPdvZ8vtvPukUgkEolEIhGXLp7ic37uNjuduHSxjv7Asa4lIuwHv6Tvbn5uUIS5iGN18RKXLeF6bj2HL/jmNC7gBXYjzisKw3f+vr6V/M6v5NcNr4Q6GR+86Rfh8OCnWISjBz+FIvx58FMkwt8H34AIMzX0+QpXfr/qtrAx0LqH9/m5YBbn83PBJSzgOT6A17ha9WSrFuAiNpzCMk4EPDr4iGcDtmWcxU7A/0fu+xWZLO+qmy7HquwMm8gm+2iMx7Lszg6yYFSUg/qvkKoF+ISbuIPjpbaTWDSP+VLLsG0T30seP7Ga918pVQsAT/KjzG2s6hh9nHVlP42Mh3hcw7yCzB7uUjEd4RXQCfhGIL4A40aMP5Mmh50ckgDRR5wxmoWYU88n2RFo5hlQHjVki0QzKyAkQGtWwIzRYEO2SCQBoo9Y/ME9zBaJJED0EfuGcwHy69YIsCcsQNkWiWZWQHnbY1eLVsCEkQSIPuK433prngE76JVsPeGEaATqSIndMD4nmAW6XWrZNijAPdwqeRQ5wVCq7Z+oWoAzWDvQoye8AvZti/lRZg1vVZwYrVqAbOJH2RcYZEu2L/Ag4D+8L7CoYgFavzNUB//V3mBdtHp3uKDV9QEFra4QKWh1jVDBxFaJxczEjdYJbufW/VfdG1wz+q04NUxcpWgTtLpWuKDV1eKJRCKRSCQSE8Ev90xR4QYFtbUAAAAASUVORK5CYII=) 31 31, auto;}
34.615384615385%,38.361538461538% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38.461538461538%,42.207692307692% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.307692307692%,46.053846153846% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46.153846153846%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,53.746153846154% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53.846153846154%,57.592307692308% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.692307692308%,61.438461538462% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.538461538462%,65.284615384615% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65.384615384615%,69.130769230769% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69.230769230769%,72.976923076923% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73.076923076923%,76.823076923077% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76.923076923077%,80.669230769231% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80.769230769231%,84.515384615385% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84.615384615385%,88.361538461538% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88.461538461538%,92.207692307692% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92.307692307692%,96.053846153846% {cursor:url(data:image/png;base64,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) 31 31, auto;}
96.153846153846%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur249233 0.86666666666667s linear infinite forwards;
}
