@keyframes rwdcur208905 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfUlEQVRYhe2WbWyVZxnHf/dzTs+g7U7bQ6HnnOfaeNvoC2ttOyakdqUYtiFlaliYieI+aIjJYhSXITrNFJOFEMxkWcDMZZ+QEJZMYhQjjCjrMHGjczAc5UW6FY60pbB1Cn075zx/P5SSvkHbxG/bP3mSJ899Xdf/f9339Vz3BZ/h0w43HWMPUZJ4ttjz3qlz9FTjBvyhlUinFD0RBPcf7ep47nIwjbBTsgwjSvx19c79azNcXQUKF1FEhSoQ4pQ7RQ89gMtA8Z8ULN7adWn32xlcMJ0EJ0RJySv5ZktfNrOsmcnMtGfOHmXCGQlJSJlwRqk7Uzow+4DW+es0ZLvslXjJzuhk8UO3W0wmnk6Gw7v/XEhmzSKVui7XBUBp0Aj/rel/D/5zFvq6As/lDUbDNb338tjAVykPl7vm8B9r0qGWL+XlPfn7a9feuDbtzBOJrYVmZSdW+g/pfMF5Xcrv1IP+V2RmWpjc0FqDVpWhJWVoSTV6+BH0zC/QW8dROot0ruCcVvgrZFb5VsmcffnTIg8jzO7fXWlVOl/QpjTSfnR1RdGJnWbzPzab/76HvGF7D3m5aMY8tGAV+tGrqHvghogKq5D5dS+FR9hPCt9f22BmOlh8UNkb5MvRt2ahqFntMjP7YCI/DxFD0Xq0fh/q/nd+p1b7q2VmWd//ev2UyD2EWeXBbyTXK52T1kmUbUI/nYVuFpSZ1ZnZLTOKoWhD0fFf1d04sqGn9kAITS4gmfyOmVn2UPHrSiM9h96Zj+6ZkvNNgdXLho7KRgi4K51IbJkzPuExcO50A+BV9VdyEXgT9l+GVHZMy4gg8lA4D4UjI8SZWRVceQG843cEj7+9aeBFdg3sAhT2vJZxxxAeL+D65+7SXGb3zeYo9HdBSx8MjiWfW3ja0rk7NonAi/Q+ta29R6lBHKlU6j1gKYgqaKyAP3wxFOSXJEro4uMa4He33QFIxytUjpf1+AR6++BKMKaj5UB4MPf5zd8vb/rexvJHv5vO3bEpZ1wyjj74qAd6vaxHRVABrj85lm3CQnITfx5rc1OUCCZ0GFk17hZdf9wRQKTzjDuDPBENXO4MiHnIG7kLg5DJ6d24fUfr857DCyK9T20f5KPMWPqZUFgAuUEooNW1AjmXJxUg3fnuB+4sbxQ10+6yM/py/v7jZGj3BrAYsDmVSrWkcXzY87NUpOc3PxgS9PNMmi2j4syEyByovRvyu2d20+E6kCpOTkFA6VHnzgbfnLl+eFsbweuH6LpU6lTLsF2aLaTZkhnrD0O9pBjiS+GxecCbM04CLlBwXzMcmshltLPZfX8d/n8r/Xp9YdaRl2MjGtFEMLNFw+9FKP8htPEYGkjnpPVE8gmZVb8emmo79v01D5uZlvvLda6gTa+i7nq0Poai3i0akpntNStfU4Ty69Djv0UdGaTDxYdlZvL9rzVOiRwgEs54ZrV7H7DP60L0ogaQ9qHuR9AP56J5uSgyusaF2eJfm93dt6z4Lzv3oI5+pA+j7aq1Wpkt2RuZzmUEkIhvLzQre/9R/8u6EL2oLNI/UPpZ9LeV6Okq1HgvqroHVVWihrL4C/vNTIv9ep0raFN7tF1NfpPMyloT8a2xW/HcdiRLJp+c53mHDyYpWrStbxsPflJPNhOiHWiHaz3QC1AAuVdjx/I35a4FYKEWct1dp5PefwbZ1U2XOn55YVrZjxKReKbYrPo1M9OG5AYdmXVEV/KuKCC4OZIFBDoWO6bRl88De+Mluwoniz+lofSOcMYrLlm70rm2n0BPA0CZyinVUOGfcWc47U4DBBBrlhZs6+587dBgNjTpUDqtsTzkBcTj316Aa2t07nolpOPggqGxvOBdqbS569KLqez/Yxr+DJ8a/A8WO2iht21/GgAAAABJRU5ErkJggg==) 15 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlklEQVRYhe2WbWxWdxnGf+f06UNftN2elu7pOXd52bpCi9TCdGyxIV0H3TBoKnYjqQzjEk0WFCcOjfGDQT6YhkA2N3xLQJtlGFywOoRsxNEuRiOpSGupsLWwTWrb0TdKX+jL85zLD7RY2ypP9aNcn865c/3v67r/L/f/D3fw/w5nIWQXEfU+H3XdtjIYL4QgAgpBUi+ktQRByenuzhd7gwWkTYiZ7Abk5G4qdZwr34LrFUAok3u4NyikzW1mmIHpdBMQeU26r+aDvx/7UyyB9LdleN7X73LdNw7Cteq1QRlPTWxnzfhqoqM5hOIue3O/Q23SYQDKg030O9dpcn4fwOLD8VjV17q6vz2cSJHzwvee9szyWwqtRL/IPqWh5En1If0B3XgFvX8QtVRFX+ozM+XZcv05428aCk/oaPYJFViRzFac9bxdOf+VuOftvMssv7XUf1zNGe9qGOl1NLATHa1A1WvQ2pUoP8/7wgtmpvu9L9fvQK+cQH1DSE2ZbXrYL5PZysbcaM2HFiSenBTHbNXPi+wBNWe8p36kF1Hr46h6OYqmo7CLADBbXm1mg5733JJlKFqBnjyAzvUiNWW+owIrlNnaQ6EpfkLw/Y3rzUyvZr+p4Snx9agiC6UlzUpkZg+a2XPT/xGUVorKDqBzQ0hHF/9GZhb3/S0PJSTuIsyKTnzGe1rDoZheRwOPoeoslDYf38zSzCw0MxZBaRtR1XHUNxye0Gb/CZkV17mJzILvbzUzi38j97t6P3VIO9HR5Sg6u/LbYSnKeQbVXkV6dfFJmeVNet6zczakOzvgOJc3AO6RpJ+wOVJFQ/SlseGs312Pz3Ni05GbjubkAOiB/nfg13+F0bVjxYBCrtO0/rYGYGz19NeA00p/qGb7otTqRjPbMJOVHzmTk+1/bl+2v21ffuTMnMpGcWI90P4udEdvRPkwd4MzWjSbF5odgCA7TCqPBGV0Ke9ai9vympzGsxALm1m4o6NjIh25k6nbvvnsyq27AJ6/+ALpaPcITvCvJrg+AP1JsaR784NVnHPbsxIw4MQ+FmzkYOdBDkHHJdj7Nk77XN7MPfHP5TGzMFAMoYJxbX/grfiDS/qcHtrd80B4jt48Btz+95w24ohMnIxUyHARMy+YEZwg98aZmucvfh8QyTe+WjOj+gmgAGL75NR7Z0P1nL01Mrc/AQPhC53OBa6m97NsJCtnMRSkwPnRm4lvob1/3dV0tHva0HS8o6MD4EhudP/JTGfg0HjSyS2TXJ2atPSWOeXODkh5p4GgKeU8KyGlAD6VA5G5Rm8Kz173W5V17wqt79p77fjAKSrjWwFnItCahvm4sxwJsxX1T3hf1EgophOorwI9GZmnEZnZvDnuRimPoso61DOSPKFKv1pmJccS7iW+/0iFmakuq0FDSAfQuVJUNtOEmRWbWcV84g+j0hrUOIj0y+w3plrxZxNrxQApi8YwKzpWbOvUmnFFvVMmNqKqpSgnI30gbJb3ltnSnTdHiFQUykM5j6LKGtT4AdL5zMsqsmKZralNXmAnxfN2RMzyL5T7n1ZrxhUNIR1Hfc+g2pJ7avebmfL8LT/NR8tWo4+Uo8ovoUN1qGcQqTXzstb7FTJb0ZybuydjYepT8P2nlpjd9/ZHbZ1+ldWgkVBMV8LjesjbJjNTRe6evv2o8TBqq0dD3UgjyZOqyz6lVVYisxXNnvcV7z9pJPAk25Htug0/hMGqTwSbWB0U8qPQAQAeCz7JDzp/TNwVPWm9NKX8hZfDL/NH900g60g8Xrmjq2vPtf/JAEBK8iRZOZvLHadjNwxWMHV8F5HKx4NyLjsX6XQuAQSQ+Vtp2fd6uo43TATz3lMLNzCNJETU37bEcS5tgLFVEI+AG4OkfkhpVXD/6e7On3XMd3PewR38O/wDogtrOwpBOssAAAAASUVORK5CYII=) 15 15, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFj0lEQVRYhe2WbWxUVRrHf+fOTOeFMq31tkx7Ry22A2S2FDFqtMGkIroWqfpl68ZVorvu+pKYxvhBUD/4EmmMUSTGRDQSkLgJRI3ZrFYqGhZssgtShSIpUOuid2akc+nLTDuvd87xQ0tSp1OrRj/J8+0+93n+//95znnOeeC8/d5N/NwEw1hXI8TpNZBfDlIHJDgsKDuiVOiTSORt6zcREAxe1QojGyGzGnAuYJEMyCUo4DttQEsRB0QOfP9SKvB8JPKfg7+KgLq6e8o1rXcrpO5okNfK63N3EsospzJdrTkKGgAFh2TUNyxPuY9oPe5tnBafSVi4XcrVndHoKxO/WIBhtNcJ8eX7XvzNd2U2ySvHWzWZd2YsOH4WcTIFFoAP9CpUow7hd2u7ynscr08juPuUavljJLJzzm2ZU4BhdFQKcbBXIMNPJvfYwfEG/g/7Pse1awj64jCchowCvOCphprahd+tOlDRuiXP5Awkz39l4fbrorFnM6V4nHMqE59vBTusgG/LTtlRQq/24njrBJwcholJhJwZ70NFq/z3X8E0+Vr7YXtFdpXzhQV3X51zvLcFuK8Uj1bKOXXg0h3nvre5HynbveifBw7B0a8RiWJygBRCIvraQCTcsuPR2uHOFxtGV+bWZzcB4/caRuvVpbgcpZx+v/eVi9XKhiXqChEVJ1DYIuPYt8Ll3/VaImHapUUHPcCfwbsuGfl3T0FpwwHU4ia7PtTvOyjGxZCeSJzdNW8FDGNNEDI3rc3eJ++NvpRaNbHncVT4cShYYD5TinzaJNBumqe+GUHYJ2GwD+cuO+dK3JBbD6TWGnV3VxUnzToDQsTWAFpjullacHxkLPzh6NieLyYRm4LB4A8AylEATCAwTTM3818cUl/DF3E4Fso0t+BWZUI71gq8+6MVgPyKCnWprExXaWcRJ+MwfG7PTdMcORfVoHdXVhltXVVGW1eD3l1ZjJJCyDhYFmLggnQAN34gs2LeCoDUAyokNSmcKbDSMKt9ylHk3W2PPrzsgQ0Amwe2UI7aOFHU1SnITCIsh+0goJZyWpzQi7FKdsFMU/MFTO39vCbmuHJKVECzzohTmtSU9El0L3iKIyYQLMp2P7d5YAsArmznc8WrB/BCmQ+lF5wFYmKAqUdrXgGu/jExpI17R+yqSb2xGmp8qGiqqPe/strGylEbzwkCCAaDAB7TNDNelFYNNTpqyaj3DFkSQO2RWcstdihV2wPIQU8/OoQXQ3MNlM8WOkU8c+WmaQK8HAwG37nQaP9rYGGspQaaBt1HAZFT8g/7ijFmXUTJ5FDC79evSzoS9demb3Z5JN44Wt8oT1pVRj8VFclOv99/PJFIZEuJ8vvresHehIj9JeJ5a13Wl/D8z/UB42LinUjko53zCpgCaYydFUfXG47LCuF0fb1ApKPVH+bTzjd2gAybpvlqqTwARyKer1yQtvLa4dskeb7SDjMuYlKpxX9LJocixfElu8A0D/WAb/eb3secZ/zfOH0XfvrguPuJbsivQi3t9qFm5XlR2kWo8ssh3BHbEPpT7ukZ7VuxPRLZW3JAmfM1VKrl75Ni/7Kn/O3NOZK+Ka/gmsmX7BFoiqOs1PQd4YWyaqiph6bLsW9vQN1o5lZ6KANw90m5phO+LMkzz0ByS50Q/R9DfhnAVfJW7oluTsThmIUYmERMDyRK11FLaqDJ5bIrD1V8zA7PBjLkDirZ0h6J7hiei2Pekcww7qgU4rOtkOq4RF3J2uw/ZGNmuVaR0tHkVLp0SMa8cQY9R9nr3smg6AX822Th1oeisa7Uj+H/jKG0pRWsRyB1E+CsUBcRUCFAERUDJEUMwAZfDwS6THP/pz8F9xeM5bfUCXF6NeSWg5q+2zUL3EeUCu2NRHbPWe7zdt5K2feXJkWoFI0J/QAAAABJRU5ErkJggg==) 15 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdklEQVRYhe2Wf2xb1RXHP/c+x3ZM+uK0sevGb21M05CRjqyiRKw0GUlbARMCaRpZW4mJoWlaEWjSENpQNVWAOtgQTNWAVRMS6jSWavSPCiFYh0TR6KStQ6wpTQihkEJtL7XT/HhJ/Jzn9+7lDxNUHLdL0fbXev679577/X7PuefoHrhi/+8mLvdCMtnTJESuG0odoOKAAmMMaga1Tr6RyRzJ/U8EWNb13TD5c3B7ARkhrmJqnQItc3IEh3EJeBB+FRKPpNPH3vmvCEgmv2MKMbAPnHvWqJu8ze53aS62U+80SukLCaAMxXQkr0ZDp3gr1C/PiuMK6p7X6hsPZrIvzH5pAclkjyXE6BGJvHZH8Sm3Y7oroEsB28Z420YOORh5QIVRK038NhO/UwTd6JHlz/NG4Dmg5oTWHbdkMocv+iyBi5PfERVi4HXw2xTQVEqpfCl86D0i/R8hhvMw4YALEIZgDKIpdGubtu8+K0/2lVFKXxdi4LWmpvu6stnnCpeVActqeRGKOxfWK1TPSOLcgTtHfPFJDopzCHWhfwQt4xAOrdr9oznj9099Ec18Jp0eeqAaj6xOvrEbijs3ez/wEvoaAM7Lo62DiS3No4hCJTlAAaGclX8ozBkv3g0Q0in7Xud3xb75XwL2fZbVtXHJAuD8nmbV5d0xfr/cPtF/OKzufALkJ4gPHqnuX7aamod7wbeg4afWzB+7Gs5/89D109uw9EYJY7uXJMCyNq2G0s2b3e1KewH7tNN4wM8+85jWN64Ffm1ZVsslNLhAKp1+91dnbOv0IJF+7QbHu9wdgHN7Mvnt5ZUXqhThRC8gU8V2bIy3P0IM56A4l/mTAg5e6FmHBmD2s1JKp9PHFs7yUByFkQ0Yx1PF9d8iRECI0W7g8CUzAH77Mr3aW1ZoCNjIoTxMVHvzVLw/2pDcsrchuWVvKn4wWnleQKg8TE1hnKp34gRZBsxft4QMqERMtyipRMDByC+0WmXkXs2Wh37S9uOfATw9vI869O7ZiqZywHUwzhlegJheR0a8v6oSq0oGtLwAZlHkl2N60c7iTFbJgDGWFx9KJbUKK7UyDMFKj1kEsdLBJ58e3lcGKf3wycroAWohWIsf8wMeefEBYPx7CQICA7b4ODATmXTN2WBbDKIR9HihQv1obvtUHXr3gqDF5FrGIFqPv366NofLDBAbqvSr8gTL3wTUmfAgJn5nCt0ah/DCqWVZn7fSLOIL5JZlXWtZVi9AIwSboaUev/NM6BSAp/Xav1ayGZUbtn122jRX9MxKe80Nzi3hiNJiguC/5pMn1pj1c/uBOdu2BxcLB9M0J4E/m2bDvbVXjdXc5nZuMw130yHzcWwx9XIm89YL/1FAGWjt2Ukx+P1E4Gt+o6y95m+Ne7pm5dE9ICNab9w1MzNctTht21amuW4aZnZ58t1bz9ee7MiH0wwYLyutUztnZkbHKu9c4jNqPRCi5ns+Lh4OACF1+y+87G/35qFYWRO1aNkIwZbawurs8ruOzomTTReEtD+dHtpVjeei37HWHQ/Mi392gtcGkNBt9E0+2jICN4/CSB495YCrKVd7DKLN0NLucJdbeDj67FU7PkMKntCq+0FYVH+XFpDJvGQnk1u3CXH6dfDaWv3NyvJkXxPTvRswjk9hnHIwzpWj92P1+Ovr8TuNYCl+wsgukL+j9YbbMtn9VWcBWNpIFhXi5G+gsPNq1cVNbh9riu2Yzgop/XITKcPHjoxzpjyS8bH4hwJzv1I9D2Wzz16UfEkCFsyybtwE+T0wvxWQdXoVcd2CRpMTI8yJHJSH0r9A4rF0+tjfl4L7JcbyrU1CjPWC91XwE+VdYwxCA1p/5c1M5pXLGsuv2BX7FKkTMyUNRNXeAAAAAElFTkSuQmCC) 15 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur208905 1.6666666666667s linear infinite forwards;
}
