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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 3 28, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 28, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 28, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 28, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2TvWtTYRSHn/e9H7lJjCbEfpikVUtrrdT6MUmHKiIFnQpugotOdVH/ABFRBy1VO4g42VVB6eIggu4tLkWCgtCaVJRYYq3R3NybvNfBSVTMG4gByTOfc57fgXOgTZs2/zPJZDKSSqWclsgnQrHM/g2xAy2RT8WTmQvWpvGWyG9HujJPd/S3Rj5ldfbetDsndHpko7KF2Pafeq/YHb2fzeDEtThzOnNMXfF90ptjIXNGdjl92fTQw7JXuTH3di0Tgkt5m8kPhYLWPK0As6QyAuOxEXVGGOxHriwN51yeRWrGWVFj8q730dWyA0a9hY/olmDOmhgHI2WoLq9SNpRbXP/WvcW3z58K3q/pykHjBqpYYyCPKQIMBEVqLHqVjX2j+w717Ol5scDA4aYG8AhOVghsgcBBEK1JBlZNyi9XOoOSn6mipp+zTfuo67qBe6TjPoxDgIMggcRRAheFn/uCiwHIQg1PNSVAAMMWottEYgDv8KkQoAgAiCKKIcyLR8jr+usLEEb0WQgTAtapogCBwEaoMDJrwOlRXs9r2+sNkMQa8glwf+ysDKjaiFcmzAjUgzGWSo3IAcTfCp6wNRLGPFPCNyuoQhWRA3ISlo+T9xoV18VlOpw7dO1squRPXI0mItdjHXub7fnt306TkHFPjRwNi8V/HuAWMfmGr7sqvpzfXSho/7Uuv3yBSy01SCh7jk9Nl7dpA/Ad4+igH294tqoAAAAASUVORK5CYII=) 3 28, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABZElEQVRYhWNgGAWjYBQMZyAsLMwlJSXFMSCWB7Dzyhjx8FoMiOXdAsIytaz8bgNi+VQucZndaioDY3k3q5hcP5tYACl6mKhleQubqNxHlv9RnQIMG+jugFpmITl2BobG12wME168ekWSXhZKLe9gEJP7//d/M+NfhsyZv17/oNQ8kkAXg7jMClbJhXMYxLnoajEDAwPDFAYJsaX8cjMPMyjTv6ApYxCWm8sp27uTQZH+Pp/NJC23gUl+/g4GBfpb3s0gKbeWQW7qVgY5qllOdC7IYxUV4fnL6MX473++N8PjP9RyADMxis4yyPAw/2PwE/7POj+I4fFfallOlAN2MChwMDIwWrEwsGz0Z3j0j5qWEwTNDKIc0xnENehqKQy0cgtydfGKGtDaHqx1QS+DIJPAr396npyMl+jugAkMvEx3GL5q/fzNdEr31SuaxzlGNvzB8FdKnYH9WgHDe/omuFEwYgEA48xOiq4IZWcAAAAASUVORK5CYII=) 3 28, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 28, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 28, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 3 28, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2TvWtTYRSHn/e9H7lJjCbEfpikVUtrrdT6MUmHKiIFnQpugotOdVH/ABFRBy1VO4g42VVB6eIggu4tLkWCgtCaVJRYYq3R3NybvNfBSVTMG4gByTOfc57fgXOgTZs2/zPJZDKSSqWclsgnQrHM/g2xAy2RT8WTmQvWpvGWyG9HujJPd/S3Rj5ldfbetDsndHpko7KF2Pafeq/YHb2fzeDEtThzOnNMXfF90ptjIXNGdjl92fTQw7JXuTH3di0Tgkt5m8kPhYLWPK0As6QyAuOxEXVGGOxHriwN51yeRWrGWVFj8q730dWyA0a9hY/olmDOmhgHI2WoLq9SNpRbXP/WvcW3z58K3q/pykHjBqpYYyCPKQIMBEVqLHqVjX2j+w717Ol5scDA4aYG8AhOVghsgcBBEK1JBlZNyi9XOoOSn6mipp+zTfuo67qBe6TjPoxDgIMggcRRAheFn/uCiwHIQg1PNSVAAMMWottEYgDv8KkQoAgAiCKKIcyLR8jr+usLEEb0WQgTAtapogCBwEaoMDJrwOlRXs9r2+sNkMQa8glwf+ysDKjaiFcmzAjUgzGWSo3IAcTfCp6wNRLGPFPCNyuoQhWRA3ISlo+T9xoV18VlOpw7dO1squRPXI0mItdjHXub7fnt306TkHFPjRwNi8V/HuAWMfmGr7sqvpzfXSho/7Uuv3yBSy01SCh7jk9Nl7dpA/Ad4+igH294tqoAAAAASUVORK5CYII=) 3 28, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 28, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 28, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
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}
div.testarea{
animation:rwdcur77935 3.2s linear infinite forwards;
}
