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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVRYhe2WS2wbZRDHf/vw2o4dxzVJmrRuKKakoYQqRU05pKrEBRXEAfWA4IoAcS2hJw6lV6BUPYGoxB2E4IJQL6DSB1QCoRKqEvJqEpzYcRzb3ayd9Xqzy2HslLxMeUgc4JMsr8ffzvzmP/M94P/xXx/KPc/8YaGfQv4ExfwQi9leCvl2qnaUYMgi0Z6no2uMHe3XSLR/ymM7b/5zADcW+8ikh8mkn6YntYu9+9gRDNCugg7kPFiyyrCUg0waCvl5elJf0J08y0DH6N8DuDr5IgvzJ+lJ9Xd0dXMgAAkVDAU8wPLAASoelDzIelA0l2F2Cor5EXpS5zn64Id/DeDy+OssZk9ph4c6DwRgnw6hemDTA3eb10oeTLmwND8HI9/Ps7//HMceeme7MOq2mRfyp8KDQ539AejVQVfA9iHvybfrS7BK/bnxaVFEJTq6YODILiZGT3J18sV7V+C7uT7mZj/i4OGDDwc19gXE7PlQ8GB+FWZXwb9ThGiMwbAmJfEhvQq/llfAceQlw4B8DtLTN0j1vsDg7k09oW8CyGWH6U4evN/QSOqSLcDNGmRyi1CrO9d0Hg1pAKRdmCnegYpV17UubM2BeALM0gC57DDwcvMSXB4/gFk6rnXtpkcXSR0frlchMzUJlglVG6o2gY6dIljVZ2ZqEor5tf9YqYgKjedEOxTzx7k8fqC5AmbpBB1dyaQmzWb70lDLU+PibA1bJarCT2Mb7OtSU0HTIRoTJaKxJGbpBHBre4CVyhBdSWKqLK2cBwuT45CeFofBkDgNt1C8+eP2wRsAqgq+B+EW+ZiloeYK1JxeIlFcH0wf5rILsJgFs3R3TsCASFS+/2ho4r41EmE53AJLud7mALbdSdnCao1I86WnpYa/z7RqSy+E6lk1UyBggKISU2FZ08FxOpsD3ClEqTk4Piyu+hK80VCet/5Nuw4SDG2thq6D60IwhNFY7BUr2hzAdUtU7bjlA8smrLoSuLYFAIh9pSIAoRAo6t3sfQ9UlbZQUGy+B2WrtNHFRoA0NSdetqsitecJhOuKg60gGiAVS0CCofo+EIKdCYz6Dko+J/6bAtScEVYq/dwpSAM16ihwAuBvgGisjIolc6q22DwPHuzDBWwPUarmjGwEWL8RVawrmCUoW5JVo76GITVtDK+uRksUnnxWnK+lVAff10db4j50YLlcljkV60pzgKp9kcXsxNoOFm6R2kZjkqWuS51VFfb3w/MvyT3A98Su6zIv1Ut4cAhdqZ+ak6OwlBujal/cCKCt+3X96xKHhzppbTtGW7y+jBTQNJFXUaAtDk88hXbocXzfhy8/F7sRhFgbDB6l9dARQorUN5/+FeZmYG7mPd5647ONAJsPI7N0gdtjx4hEj5Foh1hcsgoY0JMi3L0bkHNi9ZuvRKWeFOzvJ9y9ey2wrkCmUIT5WUhPX8YsXdgUi+0uJK+deYY9e8/T25+iLY6y5wG6NDlyXeSccHzp7lhj5XE3MMBcfgmmJ2D81gSZ9EnePf35VqG0rYx8e2mMRw4VcOwBQuEdGEGUcISICgFFgoQUiNZ/BxS5pmkKVH3IZjMwPQ6ToxNk0md49/QnW8bZFkAgRnhkYAqztAunutdZWcGsuZgtreiKgqZAsB60htyMFiorVH65BbfHYeLnSyxmTnPuzW2Dw73cil89lSQae5lE+3Ps3NVHLC7LzzCkNzxP1n7FkkNrYX6UQv5jLPMC77+9aeP58wCN8cpwD5HocYKhIQLGAAEjia7Hcd0SNSdNzblB1b5G2brIB2dn79nv/+PfHr8BevlTmthtblkAAAAASUVORK5CYII=) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhe2WSWwbVRjHf7PYnsZuNhxnwZhgGjekUUlLEUtQ4MChQnDpAYlrJRDXUnpCqHBCYmnFCUQl7iBELwgVThC2SiyqAgqtnaRp6sSJ4zjjqdfx8wyHZzfYSayySBzod7H9/L3v//v+7715A7fj/x7KLWf+sjZONnOMzcwk66sxspkglXIAn5GnN5ihbyBOT/A7eoOfcrj/t38P4NL6KKnkSVLJp4hEhxjeR4/Pw5AGAQUWBazlC7CRhlQSspkVItHPGQy/w0Tf5X8G8O38cdZWThCJjvcNDDKsQ0iFXg3KLuQdcADbhYwDyRpsWjdgaQE2MzNEou/y2L0f/j2A6cTLrK+e0o5MhkY9ENGgW5WClgNil2npGiwIuJFahpmfVtg/fpapkbf/GsC388fJpN/Yc/ih0KgOUR1UBYQLlguOK9NswLvDdAeYE7CcSsGvv6wQG3t1Nye2A/y4PMry0kccPHLwfkMjoteLurBUgyUBuVIJKuV6BZW7e7oI681lLAfiVagkr0Fy8RLR2HM8eOe2PaG3DpBePclg+OCIT2OgvtbChYs2lFLLzbmazv7BfjrVrX2wWoOSuSkBNR26e8EyJ0ivngSebw8wnRhjeemob/wQQ5osagMXK1C7Nr+Ntf+ee/EqstNceg2K+SY4VAGOA71BSMweZToxxtTI7O4AlnmMvoHwgCY3mXDhJxtqVxNblt9UHyLjwFriClTtbXCoqoSoCegIQKAzjGUeA9oAlIqTDITRFSg6EBd18eSiLOgzZFGAtRVqi3Pbhf8MoKpQM8DjhT0dYJmTrWnNAFU7hj8g19OFQvx32MyAZW7leLzgD+zcdWtoOigq9ASlgxvpWHuAcjlE3qIY8GM6SOFSsdn+ShnyFhgdsqt2Dni8oKr4DR8FTQfbDrUHyGUDCEHRhdrKdSlWKoJty83UDCtBfHWLt1XWQQgIhuhQoOA6UMwH2gMIYVIpd5ddwMzKDeQ40u5WAJDjpaIEMAxpd6N715GfA2FUkHmFvNlaohUgSdXudnObcoLjSAghZMGdIBogxbwE8RlSGAMMla6uLoqNhoRItgeo2jOUiuOYWWlhYx0lnARwWyA6AlvnXwi5bD5D5o5NoCry0kIIWb8l1KZfxfw3WKac7DO21tfrlUCNcBw5/sCjcGek2ZkGeDDE3th96EDNyklHi/lv2jtQKV9gfXWOvoF9+Ay5y6s2BDplB7ojxw4egdg4pFfg5++loKJKcU2HO0IoTz6Dt3HTLC3ARjpOpXyhFUBr+nXxa5MjkyH2dk3R1S27VBTo8MPwPjj8CJ6HH0fpH8ItFuCL8+C64PGA1wfGHth/AM8TR+lWwavAmpmDhSuwfO093nzlfHsHACzzHFfjU/gDUwxF6IqOYCjyThCuvGoLmXWY/pKbLgU65VKMjNHTsQcd0BVIFUoQ/w2Si9NY5rltWuz2PvDS609z1/C7xMajRGMM7vWj1gEEEgLk47qjcfLq3eiK/D+VuwGJWUjMzpFKnuDM6c92ktJ2GuSHr+IcOJTFLk/gOD15V0EEOvHXbdUV8ChS3FP/7lVAUyDnwEbyOlyNw/zlOVLJ1zlz+pMddXYFkBAzHJhYwDKHqIlhUSpxoyoo+DsxFDBUKagp0sacA+nNTezEZbnp5n7/ivXUac6+tqs43Mpb8YunwgQ6n6c3+Cz9Q6N0dsuz7zNgb/10mFn5LLBMWFu5TDbzMXnrHO+/te3B89cBGvHCyQj+wFF8xiQe7wQebxhd70YIk6qdpGpfolL+jkL+Ah+8s3TLdW/Hfx1/AEuYRs1vWDqLAAAAAElFTkSuQmCC) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFN0lEQVRYhe2WT2wUVRzHPzP7Z2Z3p9t26f8utWmhlFJrJVUSa3rwRIwnDiZ6JMF4xcrJGORkogLhpJHEu8ZoYoxp9IIFogYhpSUU2qIt7L9ut9vpdP/OTmc9vFlK/21ATTzIL5lM5s17v+/nfX/vzRt4Gv/3kB67543FftKpY6ykhllK9JBONVAsaChqhlBDisaWGeobrhJq+IbDzbf+PYCJpV7ikVHikVfp6Gqjcx/1ioeQDJoESRvia1lYTkI8AulUjI6uH2gNn2Ww8c4/A7hy7ziLsZN0dPU3trTS6YagIywDhTLYTte0Dcl1WFjLwvwcrKQm6ei6wMvdX/w9gPHZd1lKnHINDTe96IU2F3glIWjYYO0yLGPDHQtWYlGY/D3Ggf7zjOz/5MkArtw7Tir5oe/wkaaXFAjJotkqg1EGswy5smiruLE1JkuwnIjD1I0YPX3v7+bEdoBr0V6i979kYGjgiM9Fi0vM2iyLpPHVNVjfMn+/RqPiodMtXKrEhAnZBwsQmZ+gq+cNXmjftibc2wCSiVFawwPPeF3UyWKmiXWYWlmDjLGjYeRzLPn85Orq6XGD23Gl1wPXW8Ng6IMkE6PAia1DN7s3PtuHoR+VWtoJyWLWMyWYWnVWebGw/bJtAq3tPNcgxEGUynRKdEBxQUMTrKSOMj7bV90BQz9GY0vYLwkrZyyIrmVhMSbEtoaiUh/eK0CdquTz+YfvArIkBGpDoAXDGPox4PbuAPncMC1h3IhtFY1GIZ+DyDzIMigquB4ZYtusXP9tOxiALJOtjPFr4PODoQ9Xd6Bk9hDQMIHZ+QUwdFF3Q9/o4/FCQBP3krmzeCVcbpBkUCwBsJzsqQ5QKDSRMchnM6Cnhe353Gb7iwUBpfpF0t1ClgUkgNcrXDDNpuoAq2kNy4JsZmOR5XNgmmDbm0cWHBBF3RDalNkNlrMwfH4o25DLaNUBLEunWKgDxIB1SwiXdgAA0Z7PCQBVFXZXZl+2xR2gLiRgsxl9a4qtABFKZh2SLJLZDoRliYQ7QVRAchkBoqiOsAoeWzwHNLGQLStSHaBkTpLP9aMFhYWP1tFy3Cg/AqGom9eHZYlnRd2APTQIqaR4VzInqwPkMpcx9DdpboPOfcLeyjYsFoSVtmNtQINLY+I9bNhdAXe7YWCIPX4fy4Yu+uUyl6sDFAtjLCXmaGzZ52ttRwvWYNbUYDY1YzlHrw2Ub9+En77bLC45oi63cKBvkD3d+0nbiH7LyRmKhbGtAK5NT7/+rDM03ERN7YjlcuML1uKVQJLE57V0ZwrGf4S5aeGE2y0ujwe8Cqg+CNbC8Cvs6d6PV4K16ANIRCC68CkfvfdtdQcADP0if86MENBGlhWV9qZGKAMyyAefJa+o4odjOblRDlkW+/zgAIHObvySOJAS60DsPkTmxzH0i9u02O1/4J0zr7G38wI9/V3s7aQ9VA8IFyynDHYZVm1x4gRkCVUSs6mchLF1WL95De7emiMeOcm509/vJOXaqZFfLs1w6Pk0ZmEQSapfkz2oAQ1FAo8zO68EQVki6Ih7JXBJkC9DYnGR8vRNmJueIx45w7nTX++osyuAgJjk0OAfGHobJbMzl89jKH4kr/LQYpckLDRsWLJhNb1Mfu4uzM/C3PQlluKnOf/BruLwOH/Fb58KowVPEGp4nea2XoJ1ot4BTSzAyqc6lxGH1mLsDunUV2SMi3z28bYPz5MDVOKt0Q4C2lEUdRiPdxCPN4zbXYdl6ZTMCCVzgmLhKtnMGJ+fvf/YeZ/Gfx1/AYf/Pi+b2vfNAAAAAElFTkSuQmCC) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur184787 0.6s linear infinite forwards;
}
