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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEn0lEQVRYhbXXf2zU9R3H8cd9e3RXuGI5K1asVbHpgNTKr2GtTWVYWVnqJJgxRuacInEJuk2XZTFE3EzQTWeCkTi2YZZsyYwuLs1wkWXMIXHOko0p6dDMHzGVFARG4YCu1Lv7+sf3bh5df6e8km/yvc+935/X8/v5/YkZUY+mKG+kfA5ll1CaoCRHLE3JIUreJ/c2bR+MXM/wig1dvGkVs+9jbjPVuAAJlBTFhDiLUzh2gpOv0/8XMju5af8EATbMpOZZli9jPnIZTh6k9zDp03ycIUAiQXmS8gqSVUxJRvkDSONoN73Pc/aXLDswRoBvpvhsJ2trmdHHvt088Qa/zYz+Hd9JsrSGObOpqaMsSQbHcfQ1TjxOroOWkQA27+DOdpJHePBXbOkb3XgoXYKN1TTXU9dAWSJqlZ4u0t/j2p1DAHy/lVV/YmE/Dz3NI6cnZj5YbXHunc+SRi5M0YtDz5NZz/x0EcC2P3L3ct7YxYLXxlBz1rkjchQtCXhwMdcvZUqCo28Tu4ErjwRsSlHfSphj674x1jgOc9ib4+a9PPBzDh7m4jlM/wUElLdwZUBvN8/0j6/i8epnJ/jBb5iKVDthPKBiEZU4cvD8msMVAWub8j96iGXiTK+lFB8dO3/GV5fS2sDKJloqkMMGiPOZyijo+CSN/IIuL6W+lvp6rq2lMR5N0ey/KVlH7NU8QDy/ip0emBzjxQkub2NWPfMCFmIeyvbgSUo6iOUK0fFoaZ1M3biEyxoi089h2kFitxN7eajogGx+xZtWOjkA6QNcdYRLRctMrBp/JnyT3q/x4TlfHJA9Hr1ekJgcgJ8eY8U2ntrCS7/jX/v5bz8aKPs1Z1/hrcpigPz0S1VMDkBBW9N8uYv6Dj7/E57r4NQJZjWT3EFPkAcI3ol2rlRqcgGK1ZljzX6+tZ3e41zcSFlbHiB3gDOYUXX+AAp6to9Xu5iCioV5gOw+/oPyKprHMCVaKtjUxN0T7LIzhbHWnwdYnebwu8QC1lWPnDw3yTV3saCV9d9g0QTm8KW1+Ze/5wHg5M5oh11cO3RSQde0c91UmlE7nW/PHp/5mloaUujBniKAgReiw8JV84ZPXlFHex03pqncHh1UF44D4CJ8sZUqeKKwGuYBsnvoOUZZim1DdEN1wKrl3IKZG/FcvnyULivWV1v40kxy3Xi6UJoHuDXH0e3RMXtZ4/8nf2Upt6ZIdkXJfXuj8ulVtI5hHLRfwR0tUasFtxP737mjKLn/SboHmD2PH836tHx1DeuamAHro6ablubd/cTi3DZKKzRXcs9q5gd4hNju4n+LANoP89EWTuK2laydyv2zeHg1cwM8Ruz1T+M/3MXHWFA3vHlTiu9+nS8k0IGNgyMGXUz2JKjopKaBqTmmFABfxC3F2yi/b2LRX5mRpnELgy9DN9ewYU3efDdWFDf9COqqpHsHAyHhGcIfE8aHjv3be2RCXnwJP4yeOZvZ9ApdWcKQ3B8IJ7LR9SWGNy7o5ZW8H3Imy65OXujkn6fIhpF5+CjhZB84BusfmzlUMMw/mTcJm0bPHfZ2PF59sIQL20gOYPe5g3VkfQJHOE1JtZo2yAAAAABJRU5ErkJggg==) 3 3, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur41378 2.5s linear infinite forwards;
}
