@keyframes rwdcur14926 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 1 30, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8klEQVRYhe3XPWsUURTG8V8UwsTCNMEykSAS8wECASuRgGEFIcVuuUWqFFNZBRuxCJYiKeLaJNjvJ7CwyheIhS8posQgIcpGQzIuy7XYu9loUBKY2bXwgdsN83/OOfecOcN/9VkXe8AYRQOzeIuAV0UCX544b4wJWI7gzilMm3gQ4UFZZkNLWYZvET7bG/iczLYGgm2NaGK59/DO2dCK5RjNFz10Bng3Awv5QINEkBiy6YbHgkQiqPwBPidDNV/4dVvueCqYUrYojfCkSHjXwLjgpqBkRc2Spj0HJgTD8YlC4F0Dk4KSNavqWhoOpYK7gokIrxQHvyKYsqKmriUIaoInglSw50AqM2L+LK+8cC4DA46wr+K2L6pu+eG59kC/hEeOPDPos4d2vTh3gGfSiHmpLEbajrwmCIK6lhU1wVTMVJI3vnrcahOx5qmg4VBdy5pVQSnekQLgcydabTheuD0HljRj5KXYHeN5G6iemnCdVktlyhZj2ieP4TkaOA3vDJlKvO3d7kh6B/99yBRa80Jn+z8IX1DuH3zUWFwe+gB3DJzR/GWd6hH8KnZ89xpfzWieWCgLh8O6XTsI0USIO1xOa9TfdQ/vrPto3xbRSO4L5Gl1PsfX8N60I5d9wjQG8KFoAzCo/et0XzsTfdFgv8A/AaP/PLkRjjsCAAAAAElFTkSuQmCC) 1 30, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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60%,63.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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div.testarea{
animation:rwdcur14926 2.0833333333333s linear infinite forwards;
}
