@keyframes rwdcur211938 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAAq1BMVEUAAAAJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwNXp8JXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwJXJwNX58JXJwJXJwJXJwNX58JXJwJXJwJXJwUZKVloephnud4r/tnouxqpe91rfhSkto0fMA6gMVloOoVZKV6sPwtdrpUlNwgba97sf1HitB9s/9oo+0KXJwJXJyDik73AAAAI3RSTlMAKnKp3fkAUL8eVvNc87/RxeF0ElCrBALhdKn50/fF+flcKp8F9UUAAAAJcEhZcwAAD2EAAA9hAag/p2kAAAFTSURBVFiF7VXbUoMwEIUk3EqVFigFhGrVeteqFeH/v0xIYwi0DEuZ6VPOE9mZc9jZ3bOrKBISEhK9UBEmWqERjNQT2Lph5jVMQx/It0Q6lbAG8Sd23oY9GcCfFgf8PC+m8P8f45cK0Bysw/wpfi9gddAva47mzByNfWfZjwnqhcHpc9cr35473/Oz3bcPEeANXAQsEmDKz7IvE8BXOX/JY8vFJxXYfgBmEv3nHwjBIHynCm+oXwAzAbcRjV6pwEvcL0BY/b1G1Lt6rgSeSL8A65rTCiePlcBD2i/ApnDWCq82lcCuOEMGHTW4BtdgdBc65uAePAd8ErEwiXg/yts7yHbkXsCiF6gbQF4Q3BhG1I1RyPwMdKMu7NObZJVo9RO2Dzo3Um5DN/PYnago66NbeQ3mj78L4y9T2Qu/cRv9obexgopikhYpidHtCWwJCQmJwfgDBgxt4GVEAusAAAAASUVORK5CYII=) 31 31, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur211938 2.0833333333333s linear infinite forwards;
}