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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe1WT0gUURj/7dthZh0GV0QkIlKX6NBGdOuSbUR0CTpEhIfIW0QQZHSILgNF1E0Ijxq4V1nx5EUwIVREENECITosK8IyaquujrO77/s67Ix/cNZ2du0g+IOPmXnMm9/v973vvfmAM5zhlEOYpinq+UAo6IRMJhNrbW19EA6HEwCaAawXCoXvuq5/cV8hN04UIpvNtkspvxGRZB8QkZRS/spms7cBKADqyswh8u3t7S4iKvoR+wgpWpb1BIBatwjTNIVt212VXB8jgldWVp7WLWJtbe1Wtc79MjEyMnIFQKRWEUJK+bsWcg+7u7uTAAyUa6J6uFtLJaJ6+JmIOJlMXqslC2Jra+tNXewulpeX37lZ8K2HSqqEqqqdgdJWAdFotBP7S3DkfPATIACIUCjUfBICQqFQk/dNP74jA6ZpAgCIKHcSAkql0qZhGAIAEolEVXUgAKiWZb311vEH/+QML9dUA0tLSx8AtKDaQvR2QCqVukpEPECD3EFx7qLuwORExABihmFUL8CFAsCwbXtyiIe5g+LcQXHupb5AAmzbTgO4CKAJAU9FBYDe399/nYiKXdS9J+I+PeIpnj5ENMXT/Ixe8nv6vDcmpSymUqnHAM5hfxtWDdHW1haJRqNNCwsLz9fpDx8U4UUn3TsytsGbTEQ8MTHxCkA7yuuvI+hpmEgkFHdiy9zc3AsiKg7xMN+ku0dIOyjO1+gGf+UkSymL4+PjrwFcct03osafknAnNgJoHR0dfeg4TpqIeJpneIAHuZf6eIAHeZpnmIg4l8vN9vT03AEQA3Ae5bWPBHZfSUQkErkAILa4uPhxdXV1bGNjY9ayrLH5+flPLvFlTdPaXedNAHQ3kxXdV9OSCdeBCkDVdV3d2dlRNE1THMcRAKBpGjmOQw0NDaVwOFzI5/MFAAUAJfyjRau2JxQoF6aSTqc9RwoAYRgG8vk8XJLSgfCej0XQptQj9u4PXskn/gu8VrxSnOF04S8qzniBxkMBowAAAABJRU5ErkJggg==) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2WT2gjdRTHP/klDdNpk6bbZTFSJFuKYEtFCOLFahHxIngQR3oQPSoeRNZe9JSDsOxpURZvRdpTQSkehFIL21JpV3cvpaQn8bDaLaTpbBvblEkmec9DJl27bTd/yh6EfmEYZpj5fT/v/X7v93twoQv9z2UymYypP6gqqtrSAKFWHbe3twd6e3vfMca8DlwCHvq+/6tlWd8Gn4iqSijU8tBPlNnb20uJyKKqVvV0VavV6h+u644BEcA0GLM5OY5jPM8bV1X/DONjEhHfdd0PgKjjOOeDyGQyplwujz8h6rMgNJfLfQhEaTcTqkqhUHit2chPy8Tc3NwQYLULYUTkz3bM6yqVSitAN7U10XyFBKUVFZHz+KuI6MzMzIvtZMEUi8WJc7kH2tra+irIwqnr4Swq09HRMbrJAz7Wz/iF263AH1M8Hh8lmAJAmgEwgAmFQpd+1J9Y4DZf6422AUKhUKI+5mlleeJFJpOpoYrsxekGYJMHbQNUKpV/YrGY6e/vJ5/PNwbY2NgA4ODgYGUo9MLR+9+42xZALpe7u7+/z+bmJktLS42nYHh4GIDV1dWfX9GXiQVZ+Ea/a9lcVRkZGfk+FosB4DhOcz+m0+kI0O153sqkTulVGdarMqw35VZLFeB53n3gOSAxODjY3K6otc0ikkwm7enp6ZdExB+Xj44g3pb3dFXvNDQXEX92dvZ927af4VEZNi2TSqWsRCKRyGaznzyUXf0vRP0albd0UqZOM9fl5eXPgRRwGbB5VIqNpaqMjY1Fgh8vr62tfSoi/g86q6/Km8cgvpAvT0S+uLh4DRgMoo/T5sloqKUtDlyZn59/t1Qq3RcRvaO/66RO6U25pX/p30dRFwqFexMTE28AA8CzPT09CWrbcPPRPw4RLJ44cKWzs7MfGMhms9dd110oFAr3dnZ2FtbX168Hxs9blpUKIk8AdpDJM6Nvpm8yQQRRINrV1RUtFosRy7IinucZAMuyxPM8sW27Eg6Hy5FIpLy7u1sGKtS23xP1X1e4CQAFNJ1OV8PhcNV13QpQqVQqZaAci8VKh4eHZaDk+77X19dXyufzZaAaALTWpTaQGRoailLLhg1YyWTSTiaTNrW5jhL0g9pid9wSRNAvGMdx6gfM0f2puV7oaelfAMdbrkwSjfAAAAAASUVORK5CYII=) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe2WP2gUWxTGfzM7zGyGIRtEgqiYZBELI/Kqpwi6YitYiEgK0VasjFiIzRQWlooor8krTCurqdIIMSAiIRDCFhoQC00MLJNo/mwymd2dcy12dqM4m+xstBDywWWYy9z5vu/cc889sItd/OXQXdfVd/IDLemC2dnZbHd394VUKpUD9gBfy+Xya9u2H0WfSDR+K/RisdgbhuErEQlVDEQkDMPwQ7FYPAsYwI4i8xP52tragIhU4ohjhFQ8z7sCmDsW4bqu7vv+QDPXW4hQ8/PzV3csYnFx8YyIVD6r2ST8jUiMjIwcBdLtitDDMPz4TF6oPulXD+RxYhEbGxtvAIdaTsSTxE1GR8vQNC37iP8AmGAysQPTNE8NDw9naSMp9dXV1dtv1YTqk37VJ/3qrZpIHAGllJqbm7tLLQqx+dBMlW6a5ul36n1j4iT/JjHQQCaTOc3mFvxSH+IE6ICuadqeFUoAHORAW+QAmqZ11f8Zx/fLhOu6NakiS504AMzxpW0B1Wp1xXEcHSCXy7WUBzpgep5353fkwMzMzD1gL60ex+gEmPl8/piIqONyQvVJvxqQa4nJRUQBWcdxWhcQwQAc3/ff/K+eNqKQtBb4vv8JOAR0kbAqGoA9NDT0j4hUBuRaQ8R5uaSW1cq25GEYVvL5/GVgH5vHsGXoPT096Uwm01UoFK5/lW/qRxHb5YOIqPHx8ZtAL7X9t9miGsYil8sZ0cK9U1NTN0Sk8kw9Vw/Vk22dj42N3QIOR+47afNS0qOFnUD36OjoxSAIPolIU9dLS0uTg4OD54AssJ/a3qcTu28mIp1OHwSyhULh/sLCwsvl5eVJz/NeTk9P34+Ij1iW1Rs57wLsKJJN3bfSkumRAxMwbds219fXDcuyjCAIdADLsiQIAuno6KimUqlyqVQqA2WgyjYtWqs9Yb2MGmzebAagO45DqVQiIqn+MOrvWyJpU1onJnoKm+GVmPFHUG/Fm41d/F34DtheTaEOXY2OAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur220628 0.8s linear infinite forwards;
}
