@keyframes rwdcur203474 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhe2WT2gcZRjGf/tlssTtdtusS02adWlq658kiFbJDjnsQRCpoAcFJXpoeqgUZBCFokVBEMHiQayDWCEnQeNBpFSIIoVWoTqb+C8xIaaN6erWmCa47q6b7ezsN9962ElTQxvIJAcP+8Aww8f3zPPjnZf3mwBryDK4E+gCNCADTOgm5bU861XgOqEtwDNA/54Y4ZujrQ5CU0v5xeD5RYKOy0lgSDcZ33QAy+BhoD95zx1ddA8U0VokNaVwHYmSCuUofjsdGfvu2zZbclw3ObFpAJbB4fg2nut48MUikYQNKJSsB68A1IHsnFgaeS8+Mc+wbvLqRgCavPAHdoR5LfH48TwtrS6ggBoANVfVL+lSUy6qqgg0yWBH72JrPt37aDfbB0f4xi+A8O5Pdz50pIzQltc1QDBnhRh9M8a5V9qY+iiGUxLUVL0yKLXl/kMzkRYOWAYJvwCaZaAnO5v72Lar5AUrQHHmhWj6YuUs8BWQh+me8NT0oe6+R2aIJIooqQB1V+ctc+mpy08Bx/xWYD+3PyGvqYZgfDCcvlgZ0k0M3eQT3eS0bvJ2qcLRC+nPdlMtc7U34qkF4KBlXPWvG2Af7b3Ke9YAbeynH4PAW6s36yancmVOkvkyiusolFSIoB0NUQZ2+wWIed9eLEPYkhndxL6BJ8vSXBDXlihHoRzVoiGBiB8ADSgB4VVQ0TU8UbSQ4/UABAS2RHjvWbcEMEt5QWOlAiK5Z2vUMhhYvdky2KUJDhDrmb9mRlC0CQGX/ABowBlmh1P0DKw0UeoYsT+fPWoZRIBPgTyQAvrvSzT9QjBSwnUEQlMsjsek4mu/Z4QATk2OjYpVa9z25Lt2sqv9YGwLn2uCdNtWXk52tSviqQyANw/IZrMJYMhPOHij2DI4nOy+9XmSLy2vO0CJajlHYTZHIZOnWnLqDiEICAhogvmRnekLhYxucsQvgADQTU6kJ7MfM/kBgARswKZacnAd+R9Hrd57LPyw4/tfCz3Ah37DwTsLAAZHOLu/44/wTdnhe0OJpE1ALFEpXKGSt5HlKspxAZB28+Xpc3dPXrryu6rxum4yuhGA6/0PPCYCvLEvTrkpujdHcziPckr8fT781z/VSCbHTql4Xzd5ZyPBNwTwIAT1ru8D9gLbgQngZ+AL3aS4GeENNdRQQw019L/Qvw/ygFJIjzUcAAAAAElFTkSuQmCC) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203474 0.53333333333333s linear infinite forwards;
}
