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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 12 17, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhb2XW2wUVRzGfzuzs7Oz7C7TLtJSSoFtwLjGGmMVqOFiQ7BBKQjExMQYYiCSGDT6QAxGIWqQSHgCL8R4aXjAGEACMahNioQgPpRYhIBsay1CKLbUbetut53b8WG70rJ0u4OVL5nMyZzv+/+/8z+XmQEXqJ18KrYkfGGtG82EYXXkU/9Dweun52p9Peum7Su96wbmhy+9EJIdAULMD1355P/MtRZoBGqzD54sOqjPUlMJEAKE0GXDrov8UH+LrnRY95abZNKItg8ofSQUfqAmVLy0OhiMAaVPlVT4+qyq/b2WouuyiS6bAFL7QGznS+UbvMPaqXMCWsWCUPHSx8KRecNmgoUY8I5oLwIaNz3nsKzKy1c/De5ubmB3PNX38ON6Q8N9If/+MfQW8NsMJRj84m2FzoS8fN62nk7gCLCyYAPV+hQANL+FP5AgoAap1gNM9vr8e6+++2W+INX6FCYrKpo2gJr2ZWP5m3tvjJcfgKmAveeNMttojQizNSLMtszdaI2IrS+W2YA9hvYkYKcuZrhmW+YyWiPiwuGwGNatKqQCkolgUBI3ezyZm4WQclQ3IQFSUnLQJA+aXI8jkgw5TaRUke3Pi3+n4FfZ5qgvnUP4XfbmPLsV3ymDyAqsKdtDwviDphvf0BUS4+pGGejFohsth5CKSShbijC3J5YASaCZzLTFvOvDYc9UmW6PB9lTgsCDENCNxnUEMFi4gUNCcFSEcxn1oKBibk8cB34BHgSWAfvkugDyoypvAkKKsl7yYgFbRAiBBSQKMjAIfEZalDnnjDrKF8CM2TlE5ZRA/7OnvHt1w+fyrqej0vzZUAJOMLNYhBSghU4SqW6ccwbimnUN+BboyGfAM6K9FGjkyBZYUX1bsnKlDbNiMzS8DM8vuS1n7sUu4rGNAN8DT+QdPqMPomZgcfT05WeVCz0bregGOvToKLIYqEHe8QxYCjSOXi9+w2D6+feRU70twCtA73jJYXQFsngN2DV363nay+8vJAYA6sAQzqvLSTtNh4A1herG3GNyi0HRZaNgA7IxRMoz1nnl3oAlHbe9imXiA6TbFuomhhBIWICwAMeNgTEj3xus/dp07FWb/TsJe4rzBvnQ3MY16zJeKVkST/7c5cbAmFNwKdnUBsT7fX2zZEn2hVByOGlsLBxMp6etfeCkQ+bN6Ar5a5vBWaDqsPpOTkejepYP+g8ATAIG3CaHPBUYgR+B5F+BRI0qge6BtPDQ7wgczDiZg8bVvN8pxKbSEnGislJ8NKNSAILMlv1PKKQCWXzcb4vY2SGxqMt24kATmXfDXcVGMiPfN1EBZZd8A2gHjgOtE2GgkF0AwEJ9b7Q9PY+V9xys6TODUqcxjS5zujHb33jg6I0drrefa1RqHWc0yRDF3iGhy4aYJJtipnr12Iopr4/72TUhWFx0okr3plPZn5NSX8qeqbVU3JXkWdQWnXlPkxwhIcTCcDz3ZLoDuCrfHN+xrVG153xE+bujTDu9ayIMuEZ9UVOsUmteN1Hx/gEKhZtJ10QtaAAAAABJRU5ErkJggg==) 12 17, auto;}
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}
div.testarea{
animation:rwdcur138394 0.4s linear infinite forwards;
}
