@keyframes rwdcur167890 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhe2WX0hTYRjGnzmNaNEfUbfmZM3s7Mw84MXqIFZMZbCFIGaEVCKYdZERiNmFYIiaEGLklREE0kWKoGcRqOBgZjdmseHFcNNcRqOVxBK0IszzdqPDzaWectpFP3hv3vO+3/O859/3AdLZvRxbgkxCbUZeXt5UIBAAAKhUqp/Dw8N6AL6tMrMe+/R6PdntdoI4RxDnaHBwkAwGAwHYG1kLoBRAE4ALABL/Wl2hUNxqamoKia9EfX09yeXy66tKTRqNhgoLC6muro6Ki4tJpVIRAMtfGTAajY7+/v41Bmw2G2VnZz9bLktRKpU0MDBAhOOhGBkZoaSkJAKgibZ23GYMuN3uAafTuSbvcrngdruHAEAmk1UWFRXBYr0dVnPqdA3Ky8uhUChqpQwdyQGGYcjhcISmt9vtxLJs6B3gOO5VZ2dn2PQr0dfXRzzPB6ItHB8lly2XyzOXlpaGAXxYzs1NTk7qGxoavMc+fwYR4Y5SCY/HcxTAAgAEAoHXfr/fGE3E7/djdnZ2LNq11Z9hfEFBwTuO49SZmZkQBAE+n6/G6/Xei+jZC0AE8C0if1Kj0bx47z+0RiTjSBDT09NWAIPRTAAAUlNTb7S3t5P4A6Ewm80EIOm3TRGkpaU9YhiGenp6aGJiggRBoKysLEpPT3+6YbPVan07MzMTZqCtrY0AnNmsgWXO8jz/SafTUU5OzheZTHZpU10sy7YKghBmoKysjAAclmjgj0k0mUzU1dVF4+PjJP4A5ebmPt8u8RUOaLXaWyaT6XlCQsK57RaPKVqtdtfOOhDPUEtLy/kd09/5O/Abwg4kOp3OmJ+f/5KI4oLB4JjNZsvD2j9e7KisrCQR30LB8/ydWGuu3o7j4+LCd2eWZW9up4GfCwsLH6e87wEADx88xujo6JVYG4gk0Ww2d1VUVBDHcdewyQPLP0dVVVVpb2/v1+rq6qsb1UqeUK1WM2q1OmO9GoZhLpcUP9pjMBg2fIRyKeIlJSV3a2truy0Wy43FxcV4j8fjiFY3Pz/vuPjmxJ6hoaEan88XlKKxLs3Nzd87IFIHRGpsbJzfijUlPQKXy3X/YHcP9j/phtPpbN0KA5JJTk5OT0lJObwj4v+JBb8A3md2yMtqfFUAAAAASUVORK5CYII=) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur167890 1.8666666666667s linear infinite forwards;
}
