@keyframes rwdcur53427 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhcWXvWobQRCAvxWH0AkhjEiXlAHHpUmZLp1eICIEk2cw2E8hQ/IaThuCiiCTxqVxnSdIE4wRjqQI4U2xM3d7e3u6TcDOwKLbn7v5ZnZ2dgT/WUzDeCfo3z8mQCYAmfS3ArB9CIDQUlX8G/gF9IGeB/UoAN08z7U/EIjuQwFkQb8TjA3kd9MC0PGayr3XdgL4L/dwFqv0KfdfY8D/oL6XUXqp4yneUI2hGoy+2JXnPrDnzQ8Dy7qBVZm0HxHj9gVgLb8K4xsDeZ7bsFnG1jKujQMWeC5N+9bJtPLrzwMvgGfAE9y2FjFlZEFFLGPc5CximKyxFjhrnFcx5tTvHgAL4E48szUelUb8MM/zr6vVCmASuG6WojhQ6oDPwUwAOARuBGSZUe4TuL31I1n3jlJ5u8UVyE8OxkwKiGvgperriIKlEKl7fIB74Ev50Wbra8oB3kwrHrDnAFwBI2CgHtiK5WG6XQPzFMtLCEO5/qzwQDE/KR5HwCajniwy2X8iQK1iGWNM/I77QM4xK/XGHHgVZkJNGE9x+aDICc6yaSuAYVacIuxrGbzgI984pjBMIS5j164G5Rq4TD1uQBKgxEAhMYAt1ehP/riuK/KHuahYH/tGuAUQS5d/KdZOa7mgyYAYACTcYikQKbLrin2wMsyXNg/sG2O+6+Auq2Lp1xdrp7Wc0AagwVhkN5fpqhCquM3lxpzWTkAygEpbcDV5wdqpfxn58q4JABpOQpOlMe9U5s6rOUBg1m1BuMHFAXDSuHCXcqBmvTy/B+7aALa4m/KflccCT2QB3KYArIGDNi+kKhfr3wrAYlcM4AEsgENjzHXlqk1UGig/wlVEN8Ci6b+hL11cub6HK9+ugOLON8ZEj1dEMTjLb4Cf0m5TALTu7+PK9JG0ub8ohAiO3BGu0lrgWQ8sUwB8iB6ueB1K00L2c+SdI8pyb+kBVKriP4noVIZY/QIOAAAAAElFTkSuQmCC) 6 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
}
div.testarea{
animation:rwdcur53427 1.0666666666667s linear infinite forwards;
}
