@keyframes rwdcur25888 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFv0lEQVRYhe2WW2xcVxWGv3OZmXN8mZvtGTtxbSeKS2xhAy1tExGQUdSGWG2BNlUcQKFRKhCXB0uVIoFAbUgRpA2iQa1UJNq8OITSFiVWGonUFIcqIVVkySl2GuJL8dix48tMxzPOXM5lbx5m7CgNbWJXPLW/tKT9sPf6f6219r83fIpPOpSVHKqtrS3RNK1SSlkN6IqiTLium5yYmEj9XwTU19eHH3usc1s0Wr21vNz/RdMsrfX7A+i6BigI4ZJKpchkFuYymatnp6en/v7CC7/509jY2OTHEvDQQx2t9957/966ujX3V1VFddM08Xq9aJqOphXIFQWklAghcBwH27bI5XLE47PEYv/pGRzs3/fss7/6x7IE1NfX+/fs+cXB9etbHo1GqzHNUnw+Hx6Pjq6rqKqCqoJSPC1lIVxX4roC23axrDyZTIZEYo6LFweOHzv25+8fP/6XGypyg4Ddu3/U2t7+jdcbG5tr/X4/pmni82l4PKDroKqFgGsCrhcBjgPZjMXl8UlQVXSPj9HRoeSpUycfPnBg35sfKmDnzu/dvX37zr81NjaVFch1fL5rxMotTIxtW7z+8hFO/eGXKPkhJOBv3MHdX38UM1TpdHe/8vDBg7/uXtyvLS7Wrl0befzxJ041NbWEQ6EAZWUapgkez62TA/zxdwd45/CPKVUTmB7waeC+P8DImS5k2WfUjW3tD1h2/tjAwPnZ6yrw0kuvHtm06asd4XCQsjIVr/fWSRcxFRvj999toNQHmgpCgOOCXYycA3fsOoxSHjrb0dG+EUAFeOSR77Q2N7d0+P1+SkpWRg5w8dwZKvylVITC+MsDmAZ4dRCUknbCaCqc63qC+tsaNnR2/vRBAB1g8+atuyKR6qWer4QcYOZCHzXRSkpMg2w2SyoN8azBiXgVGQEhKrizbJLLwxe4666Nu4BuFSASqW4zDAOv99qErwTW+GlWr15FNFJFwO/HNEoYzNVSWlGFaZokFYPRTCVXRt8lFKpog2ILDMNcp+samvaR+W8KgxnCoSCFG2SgqF7yoVpqamrw+Xxomsaka5C8PEJZWXmwoaEhrAMoiqIryspLvwhNU/HoOooCavHqLLqnUkwuUAAFVVWRUuoqgGVZw0JIhPh4AnJOCemFBbLZLJZto+Lgzo0zMzODZVkIIYiqFuVVq7l6dWFhbGxsRgVIJObO5vMWjlNws5XCc1sbk1PTzM7GWUinyefzNGtjTE9Nks1mMYRFY2mcVbe3kEolz0JxBnp7Tx5KJOLkchLXXbmA8O13cHnyClemp0nOp8lmM4T0CdqDMb5UMktbcBydeerWf47+/r5DUHTC8+f7xtva7tsUja5aq+veJetdLjSvwduvHcC20+TzV8lbNpYDKllMdQFX2rR+60Ucj+/i/v0/++H8/LxcmvtcLnu6qalld3l5yFt4bpcvIlhRyeBQmvjIP69zQNuFvAs1X/k5zZu2OMe6X/nmG2+ciC1VAODSpXffj0Si5yORmu2G4VcVRV96+ZZzO5rv2UQsWcL4v97EdsFywDbv5J5dz7F+42Z6ek784Omnnzz6oQn27Hnyvp6evvTIyLycmXFkKiVlPi+l40gphLwphJDSdaW8MjUnz53pl31v/1sOXYrLt94asJ966rc7P8h3g/WcPt07kkwmDgeDoS8YRkmDlBqOo+K6Cq6rIEThkZGSpbUQhT+AbYNlQS4nEdKHzwzgCMHghXf6jx59eeszz+w9+UG+jyxuZ+dPHtyw4ct716xZ9/lAIIRhGOi6p/grUoutUYpfMonrujiOQz6fJ5Wa5733hodHR4f2Pf/8/q5YLPY/XeaWurtt27dbt2x5YEcgEPqa3x/4bDAY1n0+X8HtUBBCYNsWyWSChYX0QCIR7+3t/euRrq4Xz9ws97LNt66uzquq6rodO3ZX2rZVLYTUA4HgxKFDzyWFEMOxWCyz3Jyf4pON/wL87I68JVff6wAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaklEQVRYhe2We4xUZxnGf+ec75wzZ3buuzuzLNO9IGDY0FXSUtvEKAlIurbSWiAGNVZcTYOXGJKGmMgfXdFoi8TgJZrWZhVbWxUFWjRcrF0s2A1NYSliShfK7uxY2MvM7s7snLmcm3/M7oJuC4vGv9oneZPvJOd9n+e83/s934H38G6H9N8kJZNJv6IodZ7nNQBCkqS04zgT6XQ6938R0NzcHNu8+asbGhuTHaFQ5HbDMJLBYBghBODhuh653CSFQn7MNM3ekZHLL/b0HHn28OGDb/1PArZs2dre3n5b1y23tNybSDQIn89A0zQURSDLCrJcTfc8D9d1sW0by7IolYpkMqOk04N/Pn78xR3d3T/9600JaG5uDm3btmP3smW3fj4eT2AYNei6jqoKhJCRZQlZBmk62/Oq4TgejuNiWQ6VShnTNMlkRjl//tzBAwd++9DBg3+Y05E5Ajo7v9Le0XH/H5cubUuGQiEMw0DXFVQVhABZrgZcFTAjYjw7TnogxfjYODXhWhoWtoIkk8/nefPN/omeniPrd+3a8Zdr+cS1Dw8++NAdDzyw6YUlS5YFquQCXb9KLL3DhpmFAgd+1c3JX34NXam+57pQduDOL/yCD61ZR1vbrRG/33/Ytq31u3d/77mZXGVmsWjRovjDDz9ybNmy5bFoNEwgoGAYoKo3Jv/B1zu5cmwnIR0MDTQBmlKNt/r284/XBmj/yN3U1iXk+vqGT5TLpQPnzp0Z/TcBu3Y98fMVK1beWSWX0fWrrb4eju59hn++8B1CNRAwatA1C6GAIoE8HZXsOd64mOWOj60jEAhpoVD4tr17n35yVsDGjZ9tv+++jT9JJBoIBBR0/Z2/+FqUikV+981PE/WXiUVihAIGuhZAkRWGzRDDZhhZUvApZQqXT+NvuovmxW0YRk1S132ne3tfOi8DrF7dsTkeb5jd8/mQA6QvvkGN1E99bZQFiXri8Xqi0TAvjzTw/OhCjhfiPJ9JMmg2oirw0q9/hK5DJBJl5cq7NsP0EMbjDat8Ph+aNr+2z2B48BKhYIx4vJ662iiyJPHa4CQXCZJM1pDP58nn87xSiFCrFiB9iMnxYXxGnGi0dhWADKDr+mIhFBTlunxzUDGnMHw+QsEgoWCQQCDAlYJGS0sLCxcuJBgMoqoqyApZy48sQXb0CkLIBIOhSEtLS0wASJIkJGn+rb8WsiIjhIIqBJ7n4SBjGAZCCBRFQZou6iEhcdV4ZFnG8zwhA1iWdcF1PVz35shVn0G5bGGaJmaxSKlcIhl0SKVSDA8PUygUsG0bz/OIiAKuB+FYHa7rMTWVnxocHBwRANlsprdcriy3bYGqzr8T9ckWTuWnGB3LAB5CUWgwTMK5PP0j/tm7oV3LEVQnKflvpza+gFzOJpeb6IXpIezpOdK9YsXKL9bUGGiahBDX5Z1FcvFScoUCI6OjOLaFpqlYlsXaphLJyyqjBZmIv0hUHaVowarOb2Dbgnw+Q1/fq90w7QNnzrw6tGrV2g8nEo2LhNBmrfdG0HSdsXId6VP7sCybUqmEWSxRKpfwSxmi6iSaZFJxQGu+n3Vf2kap7HH27OnXH310+5cnJye92bkvFs0TbW0f6AwEIpqiCBRlfiIaFy3h+OFeypP9WJUyFatMuWJRscGyoeKAF/son/vWE6i+MKnUgL1v37OfPHr0T6nZDgD0978+Xl+fOBOPL/iUzxeSJUmZc+2+HXyGQfvqe+hPO4xceBnLBsupEhctaO34Nuu3fhcjWEc6PcShQ89teeyxR/bP5M8pvW1b19q1a+/9fWvr4kAwWIPPV7XmmY5cT8zQpUukBy4xPjZGKBqnseX9hKMJpqZMhoYG7WPHjnZu3751z7U5c6znxImeixMT2acjkegKn8/f4nkKti3jOBKOI+G61avW85hduy7YNvgDUeKNrSRb24jWN+F6gkxmjLNnT/Xt3/+bjp07u478J991D1xX1/fXLV3a1tXa+r4PRiIxdN2Hpqkoiowsy1dNxqv+FzqOg21XhzGfzzEwcPFCX98rO/bs+dlTqVTqbV1mXid+w4bPtK9Z8/FNsVjd3eFwZHk4HBW6riNPT6nneVQqFcbHMxQK+b9ns9mekyePP/P44z/8241q37T5NjU1abIsL960qbPOsqwG13VEOBxNd3f/eMJ13QupVMq82Zrv4d2NfwGQJoZNKM/1LwAAAABJRU5ErkJggg==) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2klEQVRYhe2WXWwc1RmGnzkzOzO76921nfXasY3XhJA2lFilISi0VIpKqEjSRgZCUdQqxMpFFLVctEK5bHHNBYJGbUoRUdrKEhSRVqhKghHEdcFtTOWmcTANkUjipFl7i+Of9c/O7np25+f0Yh3jBmjioF7BJ33SzGjOvM+c8533fPB5fNZDuZFBjY2NIVVV41LKOkBTFCXted5MOp3O/l8AkslkdVvbD7bV1zduikYr7wwGg42RSAxN0wCJ70uy2VnyeWuyUCj0j4+PvtXb233o2LGuDz4VwJ49P2xpaVnbftNNzd+qra3TTDOIruuoqoYQKkKUh0sp8X0f13VxHAfbniOTmSCdTvX09b3V0dn5/F+XBJBMJqN793bsX716zc5EopZgMIxhGAQCGpomEEJBCFDmR0tZTs+TeJ6P43iUSkUKhQKZzARnz57pOnLkD7u7uv74kRn5CMCuXd9v2by59bVbb72tUUHiFG0amhqoqDDRNBCinPAhwBUI3y+n54HjQLHoYdtFLMvi4sXzM7293Q/t29fx5mI9bfHNo4/uvuvBB7f/OSD9iqPPdzB56gBCAceH9TufpXVHG6Fw+OOnUvkQDMAwwDRVTDOEYRiYplkZCoWOua7z0P79Tx298p565WLFihWJxx9/4i9Tw+er+55thcxJQgEI6hDSYez065y7aHHnhvsQi5U+IRQFVBUCAdA0gaYZhMNRUVNT9+1i0T5y5sy7E/8FsG/fr39jKv76Ewe+Q0gHQwNdAyMA5nxaIydY/pUHiNctvybA1SCqqiBEgGCwQo9GY2tfeeWl3y4APPzw91q2bHnguTcP/AS1eJGCW42m6oQDRUwDwqEY4XCYgCawtSSr7/rqdQMshijvmgDBYLjRMMx3+vuPnxUA9967qS07MUpxrIeTs7fQY9XzaqaJjFtP0IwRi0aorUlQX1fH+MBrSxJfHLoOwaCgsrKKdevubgMQAIlE3YbJ9L/4wK5njHLRVMXj/NNpQtdNopEIiZo4DfXLicgh7EL+hgAUpVwTpmlQVbVsA8zvAsMwVo5OXmbcCyKEQNd1EokEQghKXMY0DSKRCjRNIxqJ4LnuDc+CqpaLMhKJVjY3N1drZTJFQwE5bwuKoqCqKoqigCIQQqCqAlVVr2sHXE8IIZBSagLAcZyhcCzOMlFasNRMJsP06AimYuM4DnNzNrlcjnwhj/IpIMqGJcnlrFwqlRrXAKamMv21yZW3NwUzjOWDzM5BsVjkvmUzuI5NLlcWLZVcZosJQhWRGwZwXSiVXLLZmX6YL8Le3u7OeEMSLfoF7omd5Z7wJJsrR2gwU9h2kdmsxdj4BP8eHaf6jq03LO55UCyCZVkMDg50wqKz4NCh1/+ke8WN/c+1EgxAQC0bkTbvZlJC3oYtP+1jzfqvLVlcSpibg5mZIgMDf3//scd2fCmVSvkLi/niiwd3Vy1P5la1/gLbhZIHRQfmSmAVYDoHavMjfHHtuiWL+35Z3LIcRkZSbnd3165UKuXDIis+f/796USi7t27v7Hlkbo1W8Xw0ARzsxdwfCiUoPbrP2Lnj58ivIT1l7K85mXxEun0CG+8cXTP008/cfgTB+3d2/7Nnp4B69y5jHzn5JDsP35KpocvS9eV0vflNcP3pfQ8KUslKXM5KScnPXnpkiWPH3/PefLJn++4Wk+9+sHbb/demJmZeqmqatkdNbX1zfFEI4YZxfMUPE9ZOPMXn/++X/5Tx4FSCWxbks/7ZLM2mcwkp0+fGjx8+Pebnnmmvftqvf/ZkrW3/2zrqlW3td988y1frqysxjBMdD2AqpbNSVEWt2QSz/NwXRfbtrGsLJcuXRgaHPxHxwsvHPjd8PCw/3Ea19WUbtv23ZaNGzdvr66O3x+LVd4ei1VphmEsuKKUklKpxPR0hnzeem9qaqr3xIm+lw8e/OXfrvXtJbflTU1NuhBi5fbtu+KO49T5vqfFYlXpzs5fzfi+PzQ8PFxY6jc/j892/AdkVKAt75ZjlQAAAABJRU5ErkJggg==) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6UlEQVRYhe2We2xWdxnHP+ec37m9l/btvZTSllIYNKWAgrKhSR0DIeO2AiHEhUlINi9RZzKymKAOMdGRYEQlBJ2QGcxYRMcYE4QxqcbZDXTlJnRQtpZSt97oe3/f856Lf5y23DoUjX9t3+RJzkl+z+/7/T3nOd/fAx/jow7pv0mqrKwMKIpS7HleOSAkSep2HGeou7s79n8RUF1dXbhu3ZdWTZhQszgczpsdCIQqQ6EwQggkScJxHJLJOPF4rD+dTrX29/f+cceOrfs6Ozt7/icBzc1rGxcseHhzVdXEJSUlZcI0TVRVQwiBLCtIkoQkged5uK6LbdvkchaZTIb+/l56erpfO3nyjS07d/7oT/ckoLq6Om/jxu9tnzZt+hfLysoxzSC6rqOqAiFkZFlClkEazvY8PxzHw3FccjkHy8qSSqUYGOjjwoWzh155Zf8Thw797o6K3CFgw4avNi5evOLVKVPqK/Py8jBNE11XcJ0snR0Xef/qu2RSCUoqKqiqnURldfWoCNf1w7b9yGYdMpks8XicK1cuDZ04cXTltm1bXr+ZT9z8sm7d459qbl57fPLkaSGfXKCqLm+eOMLhn3wbKX4KMXxyzwPLgYp5X2PFE1+nZlIdsuzvo2m+EMNQMIwAuq5jGEYkGAz+wbZzK7dv/+HBEU5l5KG2trb0qaeeaZk2raGwoCCfUEhBFRYv7tzGmz9fj+n2YKpgamBooAs/Ut1v0frqEcobHqB0XMWN0kqgKKCqIISMEDqBQFguKSlfms1mXj5//nTfLQK2bfvFc7NmzZnrk8voOhzcu5uzL3yDwDCpqUPACBIwA5i6gaYKhJJDsgc5f7KdmQ8txTADt37jYSGKIiHLKqYZ0vLy8j+5f/+vfzkqYPXqRxuXL1+9o6ysnFBIQdfhvcvvcOA7n/fJVZCUID3pEhJuGE03GF8cxDRNhKKBlyIb60Qqnsmk+ul3NPWICFmWABXTDFbquvF2a+uf2wXA/PmL15eWlmOaAl33E06+fhRDgKpA0i7k6D/LyCg6qqri9Ds0ZSxWzNCJJ5IgyeRyH3DyxV081LwGeaQZboOmgWnKRCIFzJlz/3rgoAAoLS1vMgwDTWO0kdoOPo8hg5Chta+InBaguKCASCQCQGtPDw9kZCYU6tg5m1QqQ2KghcHeDyguHzemAEnye8IwdAoLi5tG/wLDMOuEUFCGOyIejZIbOoWpQ8YJ0uPo5AV1IpEI48ePR1VVbNvmykAvUyuCmDETTfPz06nkmOQjUBS/KcPhvEhNTU2h7CuThCTdMBbwDUICXM+3W1mWUVUVVVURQqAoCi6gyL4xSZKCBHiue1cBI5BlGc/zhACwrOxl1/UaRnKD4TCSMRnPu0RQjVIk50hZFtFoFOGn0N/fT22NIJPNkLUs7JyF44IRCN6V2Dcsj0Qinujs7OyVAQYHB1qzWQvb9hfIskzDkg04LjguzCsawEqn6Ovro6Ojg/b2dqaa16nJd7g+OEQsFiOViSKFZlNUWnZXAbYNlmUTjV5vBZABWlqO7hkcHCCT8XAcf+GnFz5M1gHbgQKtj7UTepgT6GN2oJeVVYMsn2rT199P38AAQ9EoqQw0PvI4ihAfSu44kM1CPB6nre3UHhj2gba2v11talr4mbKyilohNISAopJi3o8F6P3Ha8iAJqcZFxpifNghX7NJp1PE4wli8QSxZJIkk1m18QcEQ+EPLX0mA/F4lrNn37747LObvhKNRr1RJ0ynU3+pr5+xIRSKaIoiEEJiyoxZtHfEiXa95d92LuRyWbLZFKl0imQ6TSKdI56Bpd/9Dfc1NI5J7roj5Dm6ut6zX3pp3yPHjv2+a7QCAJcuXbxeUlJ6urR03BrDyJMlSaDrGrM/N5+0Wcc7fz3g33QOWDZkcpC2wCtbxJrv7+MT988b89S2Dek0xOMW1651c/jwy1/euvWZAyNr7riOn35688IFC5b8duLEulA4HMQwfGuORQe4dO401zraScZjlFZWUT15Kvc1TL/lu9+YDcCyIJNxSSRSXL3aabe0HNuwadM3f3Uz35gDybJlq6rWrHns+fr6xqZIpBDTNNB1BSEkhPDd8na3HSF1HLBtD8tySaezxGJDXLhwru348cOP7dr14zO3c911JHvyyW8tmzv3s5snTqybmZ9fgGEYCKEihDJsPtIwuYfrjkxDOSwrSywWpavr3ctnzvx9y+7dP93b1dU1pkP9R0PpqlVfaHzwwUVri4tLF+Xl5TcUFBQJTdOQZXl0KLVtm8HBfpLJxLlo9PqJ48ePvLB373Nv/Lu973ksr6qq0mRZrmtufrRYkqRyz/NEfn6ke8+enw25rnu5q6srda97foyPNv4FE5fTe6ZCQJwAAAAASUVORK5CYII=) 16 16, auto;}
}
div.testarea{
animation:rwdcur25888 2.6666666666667s linear infinite forwards;
}
