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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRYheWXW2hUVxSGv1kmUbygziQZk4eID8GHPmjAIgYtGloRq6mEai+KSrFFFPrQG6b1UBu0WkyhXqKIiA/2JS1Wi2iLihZbjTattmLV2IQ2JiapuWp0cpnJ+fswOpPbTCZ5dcGBzTl7/f+/11p7r33gWTfP00GBU6AkkggSJECAu9zlVvct+CI6B+C/8+fVUVtLoKaGUCAAQE9HB6GHD3n+4ME+c1c6K+Xi0kkn7bRTQQU1bTWwJ4qZ9HRQQw0rilYQIkQddVRRBe9ESR9VVvKospK0khK4cwdu3KAbMGAU4Bk9mrO5uRo3bRpdjY3MP33a00kny4uWU0stZZRR01QTwRxgGU6GFmqh5miOspUtuhA/obqTJ+WuXy83OVnVZgJiPpVmCpgpZKZjfr/2a782aZPylBfGO4FYgAYVkOwka4zGiCAiiJouX9a9EyfkLlqkur7E8UyA/jRTvZm+8/t11O8XIcRVxD7EvFgYGxC/I8rR3dJS6dAhufn5EeL8jbeHIgfg1ffrIz63zVRlpl0+n/gasT2egKWIRYjd6K+iIrkzZ6rBTBfNRP6QK+9jeU6eVmmVAF0w006vV2xFvBBPwBO7s2uX3KwsAdru9arMTFfNxEuJiZjrzNViLRatiG/Dkbhppn2pqUP7X9+8We706aowe6pUO7xeVZipNlwHQ5rP8YkqwiFfEF7x32a6ZaYdXm98jLO5uap6UnC9cq5ir1f/mKlhKBEfIy4gFiPmhyPm7L8iQFfN9NnkyfH9j/v9ujw4SWIiChAvDp6qq2baFk/AhSVL1BjdboNZ4pGI4X/NTEX9RNjTQXN5OffCQw+Dm+eDlhaOTppEBzACEZ7xvQn7C+iSCAAbdnTHAx6xiEPfBzUOGOXpu77+gmhoaBgKa0QiLl13GTsI4QABgfZ7ieANW0RzUx3JxM4vpenp+nX4eR1WYbpJSfqy31kQiYCA8cNkZ7iRmDQp7mcdTkvTlRggOU6OeG/kW9Rdu1al6ekDtnnvGvCkeDxMAD7c3a03PgkIYLWzWvOcebpWeA3+jSl+QCSmOlMF8PnhoF7b9EA0NNDquhCnDDiSlqYqM/1ipnXOOq1x1mibtskjj1ieUDOKRKLNTJlOpjKdTGnvXrkZGSoeqhcA2uPz6TczndEZbdEWmUwcR+Ql3JL1lc+nNjO5c+cqRzlyc3N1INwNY2Msc5ZppbNSgA6kpuqeWfgmc2xY5BERR/1+ubNny50yJUr+EeKtGDVQTTXZRdkUqhCAMUBHisFtIAjrtnYlJGLnkaB4EzZ7vYTKy7l5/z71PT0QBF4B+p1zkVtxHXWc4xwttHCjqYkun4+JZrhbHsJzz1FwP6EDiit/NOFmfwrnDlAyeTKNrktRays0AtXA4xiOHscjOhD1iGvRm+7B1FR1mslNS5ObkxOJwt5vgios6dbrhe2Rdzp1SiouljtrVu+cizuIS4iSgVey6JZ4G5EPtAKPgAfAD8AFKPZ6mWDGRDNWjB4NM2ZAVhakpEAwCO3t4LpcbG+nvqyMhp4e3m1uhiXAUsI/Dl1AG/Aj8HOUNyrgZcLtsIe+tRqeHHmz2+djghljPR5GASHgsevSKbGxubnv4vIQIQbW/qACEre47XoEeM+4/Q8FRL6hPqq2GQAAAABJRU5ErkJggg==) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur252635 0.8s linear infinite forwards;
}
