@keyframes rwdcur220181 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRYhe2Xb2hVZRzHP7vcpl6va243qTHsz/ISK4ZEbaJjDblILkSaMyQiSZRsL4YvRPozSkpGDIlorKZRqLA3YplLZOi2mn9G+GKB2VJTkTHWnd5t98/Z2fV4d7+9uLunm7ndu2kvBL/w48Bznud8P7/f73kO58B9IsdkON9STc5POv50tzq8q7XcDThT7v8vxs5udZSMamSPJesPU+bEkPy6pquyZE1Ysv4cVqDpF51+IQXm3pjvU8viiMJHhuRXg+pVoRJ5LJRvJsITQytUrEbt1ID6FVH4u1Z9+8S9gHCeU2+VIeNGg+rl0T+m+SYqUq6eVI7yoykwQo3aKVPmaI9OriRRjdmZ9+ikb1Qj46u13DZYJ5+O6QcZMpSUIUPtatMGVdnz1qpSIQXHz6rn5dlAOHbp/adMmaGk+eNyq11tSqdudSSqYqJXVK6ookM7VLuYGbTDAWQPK3C4QfW2+UX1pTVPqkxeuxK79bGGFTgCZGcK4dynltJBDcgTTzzkhI5lbO7X4L/2iUdoSP6JJjUuzaQVDiD7mq42JbNfJ1/G5pJkylSzdmuJ8myIT/WhBtTfnEkVHIDLkHGxXM8p30RH9f2MAFJBWvS5vPKoQiWKKPwb4EoH4HTvxRNV9JYnhvKjKKTgrACSCimoA9qrmGK3FhzEM1UbbKr1W2oWhQg6ZYFrjoscHk7Xtmn1Nq/jwEGMmLNo/eKcqebZABc4H1tIHrvmfUYBhXdlDhDgOk00MobBYxROuQltgPOtF8JAfBGPcpyzd2UeJkSEMA+RzXzcVueanpG0AJE3iI5h9LXTxgaqaOUbxhibFUDvZAJLeIabRK9aR4mlBQDiA/T3rKCSEQI00UgNPvazZ8YgRzgIwEv4uMKlDiCebo0DcK3U86UhBScqtVRl8tpxQ9cz3v2n1KUyeVWhEg0rMPGqVi5jmmOYOhjryuq9PEygbQt19mARXjw8klHml7nIJ7wLwCZqCXD90OGsrkswdQtS5QTcC/soNmT8tV1bVSavVqlUZ/Rz2sy71aFVKlWZvNqmzTJkDOf1Uwwkv5rSykHilZm3XVurDRmRHaq121CnTepUu0Y1YpuOakQndEy1etOet02bFVIwslHVVUAeaV7DWXeAmAu4Nqp6WTMH9v/Iobyv+YIxDHvSfNzEiTOOaY/Nw8UmalnLa/73qHvny6wDpwETiDLNJrwdABLlygZcuWcpPPPiuQ8KKKxpp40u2rnCJRtmDnN5lhJWUMkaauID9Lct7yz5KORjcNLcIsP+3wnCRaKEBV55KrrV0TQk/++WrPGQggopKEvWTb8Gfz2lrq88ohwomFzjIsO+36kCSTlSqmFHVi7OBfvIATDqCMf7iU1mmhoxMjj76QCSEPY/Af/9B4hPRizFNBkZKR1AKkjq9XbFb7s+0APdP/ob7szbaSc/dS0AAAAASUVORK5CYII=) 14 12, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur220181 1.2s linear infinite forwards;
}
