@keyframes rwdcur101337 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 17, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 17, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 17, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2VTUiTYQDHf75uc801t7kGFa4OERUlRhZ9rkCpSxRRWAYLOlREJ9EokOiQdegQ1KAPwmh1KCJoeAgrKIQQV3RwTiEsaZu6L9vah9O5d1sH31OZbmUEsd/tfR6e5/97/jwPLxQpUqRAEj6f4Lpz51A6mfw3AgMPH5ofrV6d9nd1bZ2P/YRCF3x58aJp7ONHWfDt27PZTGY+HPLH/fLlSqvRmLoOuec7dqSDPT3Vf7pnQQ187ug4Ew0GFQDRwUFZqLu7+a8LpGIxWcjp1Htev651v3p1TJTGJ0IhxhyOhoDDsTk6NKRJJ5Oy3xEo+XHgvc1m/trTczATi5mmYjHT+OjokmQopE1FIopkPC5MADqgHNCvW4eoUmVlavWkoqLiW5leHyxVKv2iQjG8+9q1E64nT0xrGxo8swn8ZK2pqnJ12u2Xe589274I0APyGRbmgIG+PkQQcqBKgyoOS6KCwBaLxQ6gXbZsrOAGAEacTvXjGzfu2u/fPyIXRSqASsAAlEkNTAJRIAbEgQkgU1bGvtOnb+45ebJp8Zo1U3OFz9gAwNLq6kTo0ydLRWWlx2a1tnxNJoUIMAQYgSogLAXngAyARiM2NjdfqDt+/KreZMrmE/5LAYBFK1aI8WDwnNZgcLe3tV3XRKMyHaCSgg2STBiIGwxTlosXT+yyWB4s0GrzzQbmeAULjUY2mM1Pl6vVoo7pu6CW5kakbyOwUqebqqmrsxcaPqcAgLe/vybh9ytLAQ3TlyYBpAA/UAokvF61f2BgVcHpeQpskmcyqKRwNxCQyRhluv4oUDo5yYjTuemvCISHh7eomT6pr7w8u76x8fn59vb9Ow8f7gwolVmvJBbxeDb+jsDs4R6Poq22dqRFLs9d3bvX0WWz1SfCYQEg4vMJHbdvHzq1bdvnIyUluVv19f2p8fGCf26zMvjmjfHWgQMfOq3Wo2Ne74wvxt3bq7nX2nrpitns8757p5lXAYB4IJDXqbzd3dqAyzXv+UWKFPn/+Q6GuiQ4mAJYJAAAAABJRU5ErkJggg==) 13 17, auto;}
}
div.testarea{
animation:rwdcur101337 0.6s linear infinite forwards;
}
