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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTElEQVRYhe2XP4gaURDGfxvSHVzrQiqXnCQkXeoUKRby50hjc2BjtLC6UjhIIUdKm4BVCo2NXYQrroqEa23sLESO3XZtA6knxe5z3+pb3XWTu+Y+kF3fv/lmnPneCIAcHYvpeee4D8OP7trgA4FNPM69ox7EeTK0raIEEgfI0bFYf37vP1QnUZBIdgKTwFwho/DhdUo4ZSs3kf0ENG+9TgnnchXP1aLxpyWA/0BgM9QRiTQ4l6tieZEqRJNA4ETgRLo9Ec8PP2rM80WYBGIiXJzAJBBF4Iyz2GD0PTF2AIlcZfiCJ8AMp1zhCx+1mVmeY9KxFYG196CH++oqjMCPtz9j7+vB7gikVNH+CLi2xSQQRtB9VWJ8DdVT8PwlTrli3lMPJJGMyvgkENxkkmbTgYgAxFUwvo6n27PVuiRxbStBQNsLJNdlJmCQ325PpHoalp7XKeHchvqgNAEIx0aaUQORbJfRRm0r45CuC+/fPQf3dWhIGa5pC0aAa1vZb8MMAhMrYgXbtgG4+PU13GsiQd7reAcJZVzlxuD7DQDT6TT9vHogB/cDehKa0Pj0Bs9f8qF6Y5R0hfz9ANA+t6xmqy9jGqhc0Al5/nJ7kykRKdgRKeMKi/nAvKa2NVycwOeLxvpd934xH6T/PLr3wzw6YEB4IYXQ+4Bmqy8Az142EhFaa8IGgX+ShJ4v0u1JItGMkVBVpFXTQQSarb7sDDXQ/9ZMRlLdKcNIqiMcVAUKi/mAMWEutM8ztGPudgQKETAZ3vR8n14k8PDf8D7wF7rROGDIiEH0AAAAAElFTkSuQmCC) 3 5, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMklEQVRYhe2Xv2vbQBTHPyr9HyToZNGYlmbr3KGDoD9MFy+BLG48ZMpo6GZCRy8FTx3sevFWQ4ZMFSWrF28ZginSKv8Vr4N01kk62ZKVpkP7BSN8p7v3uef33j0DgIgYnw+uv2D40UMb/A+Q1+PaK3pRGiczx2oKkN1ARLCs/ZvqEA1BqgP4kTlD5vEjGNq4rQrwtQG00wZDG/dyk86dJuNPbYA/AJB3dQJRJvdy0zAuygqRHwkcCRzJaCwShPFHjQWhCH4kJuDmAH4kCuCEk9Rg8j0zdgBErTR8wRNghdtq85kP2syqzjY7lPfA9vSgu/vqKvbA9zc/0tP3ot0eKMmi/R7wHAs/EuYwemmzuIZuB4Jwjdtqm9f0IskEozLuR4KXDdJqdSABgDQLFtfp9GC12aYknmNlALS1QPa9ygCG8jsai3Q7ceoFQxv3V1wfVE0A4rG5ZtQAUu0yyuW2Mg7ldeHd2+fgvYoNKcOn2gtzwHOs6rdhhQKTVsQ2juMA8Onnl3itCYK61/EOCGVcxcb02w0Ay+WyfL9eJAf3A3oQmnT28TVBuOZ998ZY0pXq9wPA4MKy+ucTWXCGigUdKAjXxUWmQKRhR3R3O80YvrudFt7pdij87vcGUAUqI/30STzdK8Dka98yQei1IaNZnTSsKaMnVBZp2XQQQP98svfKVd7YSt0ps6RUNwFQenacZkEleUUPHJSGu5Q/+b56cVhbnmg0TvuHwUX9hrSof/HP6W/S1ClMslW3LwAAAABJRU5ErkJggg==) 3 5, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPUlEQVRYhe2XrW/bQBjGfzcN9D+IpaJYa9RpZcMDA5b2EY2YVCrJWjBUGGksqgZDJhUNtAsJW6SCoFlTaUjYwBRVNnX+g7AbOF98ds6JP9R2YI9k2bmv57nX7/ucAwZWrCQPDGEj32NP2IffMx4jAk8emvCfE/C08oxenL6mkdM4VzILrFjJUgloimgopLyAILYn6FjdwkELty0qC9ktwNhtOGjhXizTvpOk/VkL4B4E5EOdiCiCe7FslheFPhDEEg4kHMjhpZRhpC7dFkZSEsTSJri5gCCWWsAxxylh8jvTVkNEpTJ8wT4wx213+MIHo2deZZlibERgvXsww31zoyLw483PdPe9eHsECqpodwQ8RxDEkjEMX7aYTMHvQhgtcNsd+5xeLDPJqMmDWOJlk7ScDyQCIK2CyTTt7s+X65LEc0RGgDEXyI4rLcBiv8NLKf2uKr1w0MK9U/6gPQFQbWOD1CKk3GGUq21NDsW+8O7tc/BeKSJNfGIMGAOeI8qfhiUMJnXEDo7jAPD511c11yaCqsfxFhGaXOfG9fdbAGazWfF6vVjW/h4wk9CG04+vCaMF7/1bq6VrVP8eAPrnQig3tAsKo8XmJFsi1hVgkmviP7+vATg8Os2M9bvQPyxeq9YrMHfrd9V19e1MaCGFr8fcfZJPtQT0z4UwSfRzkQjTGzIYVSnDHDTJZKoEFfXnCTN3akbg7NOV1CQ2ckijsYY+U0aJVTcRUBveZgRqVcE25He+yy8y+P/X7DHwF7UdMLi07151AAAAAElFTkSuQmCC) 3 5, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZUlEQVRYhe2XPYsaURSGnwn5A0njQCqHKAlJZ72QFEI+JMXaCDZmLbayFNLJktImsFUKjY1dDFtsFQnb2thtscgytmOTzT84KWbuzB3nWxeb5AWRcc4973vPPR9XAP68QgDujt1v9XxwKAGHxINDE/4XsI2HhVd0nCBPJqaxr4DiEdBJO46EBO2AUASM3ymW8wSiqSvEHpSwykbhiIQEyOMYC7XDKdiDEtbZJnjXdj/201JR3ngBieQerLMN9iCFrONI0bxIF6CczR2hfgTArLai2fAElasA2OsV1u0m1kUWspNQO/sWNfq9qk/eokaLGla56h5Dm0jUslCoDF/wBFhilat85oP2ZlnETTIis2DuSBCBikBF7LXIxYUIVOT7m5/+b3Q826QIJFRRdgTqpsHcEaYwrJWYXUKz4Z27lwMRbCejIp87Qj2cpKGHu2Pk0Q+iWewJAPwqmF0Gr/vLjXv+SrAuQFsLhO3ImwOaA9VshucizUZQmqoK7LW4ux2IWLcbd21b86N8eVHJ14q3aluRA4l94d3b51A/cskVaVszmAJ108g/C3I0GNURrXIV0zQB+PTri7s2TgRFh1GKCEWucmP87QqAxWKR7K/jyM73AT0J43Dy8TX2esX75lVqcyp+HwD6PcPono5kxonflnVB9noVXaQnooa9bkQ31+MQ8c31OGLTbBA593sTkEdUCPruvXy6VwGjr10jTkTifWFSpAwLIjYSqoq0atpJQPd0lDlyVTR8qJky8Vr1PgIUnr0MqiAX6tEI7FSGadjeeVa/yDcNEzA8Fz+U/V7xG3EE/+Sf07+Ssf6YlnkgZQAAAABJRU5ErkJggg==) 3 5, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhe2XrW/bQBiHH08D+w9iaSjWGm3aWPHAgKV9RCMhlUqyBhQVRiqLqsGQSUEDyULCFqmgaNZUGhJWUEWTTS//QdkN2Bef7XP81XVg+0mWlft6n3v9vu9dAOAOaXw/uP6C4UcPbfA/QFqPK8/oizhO5rbVFCC5wB2SJxQvqkM0BCkP4AlzhizClz9q4bStyiDFANpu/VEL52Ib9x1H7c9aAH8AIO3qCCJPzsW2YVzkFSJPSDiQcCDHEyn9IHxUmx9IiSekCbg5gCekAjjiKDYY/U601YColIYveQqscdodPvNR61lXWWaP0h7Y7R50d19ehh74/vZHvPu+2O+BnCwq9oBrW3hCsoDxYYvlFfS64AcbnHbHPKcvZCIYlXFPSNxkkJarAxEAxFmwvIq7h+vtLiVxbSsBoM0FkuNKAxjK73giZa8bpp4/auH8CuuDqglA2LbQjBpAyh1GqdxWxiG/Lrx/9wLc16EhZfhYG7AAXNsqfxqWKDBxRexg2zYA5z+/hHNNEFQ9jvdAKOMqNmbfrgFYrVb56/WFrH0f0IPQpJNPb/CDDR9618aSrlT9PgAMzyxrcDqVS05QsaAD+cEmO8kUiDS8Ed3ezBKGb29mmTG9Lpnvfm8AZaAS0ncfxdO9Aky/DiwThF4bEppXScOKMnpCZZGWTbUABqfTwiNXeWMndabMo1LdBEDp+as4C0rJzXqgVhruU3rnRfWi3rU80ngid64cnlW/kGb1L/45/Q2lnxoc4WXxBwAAAABJRU5ErkJggg==) 3 5, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur61022 3.6s linear infinite forwards;
}
