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0%,37.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe2WP2hTURSHv6SNvlqRQCO8llYsRKlCwTEKDoKTujo4aFMQFUQpFcwolk6CS0R0EFozaRYJYlSSBqRDpVQCQiuxFdMYq02CvEBfG5rAcUhuTF/TP4MYh/7gwbv3nHPP9+495yYAAuwDNBokqTw9jYIQEWkohIiIGIbRMAhRmpqaaghEFSCdTsvY2Ng/h5BaxeNxCYfD/wzCbp1wuVy0trYSCoUAPgEHtwEhlkffRgwANso7UJ2Yn58nmUySzWYxTROv1wtwBEgChTqJkUgEikUwTfL5PM7Ll5W9HTDqxK0HWF5eJpFIsLCwQDqdJpVKkcvl0DQNv99fD0IkFiu/ra5SzGRIZrNoDgf79uwhk89z+NatzeD/AKysrBCPx5mcnKRUKmEYBsPDw/X81WIrEouB3Q6lErbTp9c4pfx+dKeTD1+/cvzOnU0h7ACpVIpoNMrAwADNzc10dnYquw+4ClwEzgN7gV3V6JYWvs3M8KCvb43/gZs3cWgah3RdzbsBZ70vApCRkRFVPLcBSSQSEgwG1dwZ4CjlYtQBkUhE5M0bAeRBX5/cu3BBHnq9tf4ndF0XCYXkxeCgmj9GncK0A/T39yv6JEBbWxsej6fW51fF9hOAYpFiJgPAjadPad29m5M9PWQfPwZ4BSy73W5wODAL1V3vrLcLqg3PVxJ8BLpdLhddXV2Mj48DvMTaVqZJMptVI9/10VHanU5cp04h4TBAfHZ2lmIuR3R6Wvk5N9qB9prk1a9cWlqiu7u7Ln0+n0dzONTQAM7uv3YNvnyBjg4kEmFxcZFnExOMvntnzblOGuv/D+iAzM3NydDQkPUMdUCMJ08k5fcr24mKXSQWE3n9Wt76fLUX023gXCV2W9IACQQCtYuoBTRAPt+/L6uBgEgwKDabTXp7e8Xj8UhTU5M1uQBX2KAIbZtA6MCPyrsPmAGmKB+RDvyYuHuXQ7pOW0cHtLSw+v07z9+/59KjR7XrWGO3DaBRbj13ZTzHn8tE2T4BvBgcxCwUiE5PW89cddZHNriINgNQEKr4rHd6LeBLS5yv4r9gAV+nrQC2kgLUWdspBpCmvOVb/hj9DSkQVWSFrRLvaEc72tF/o9+K0J1ytQ3jpgAAAABJRU5ErkJggg==) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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93.75%,96.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur95501 2.6666666666667s linear infinite forwards;
}
