@keyframes rwdcur90732 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhb3WW2wUVRjA8f/M7JZutyW0QClSK2iDCemDIbGJWAoNxpjwAk0Tw6S8En3gRWM0IZEQw4OJJoLlgad6SeqTwWhW46XVNsHGIiux1tiAdXubvfSy3XZ3dnZ2dj4flqUgpYGtu9/TOWfmzPfLnO+cHCV4Wq8GdKBv/4d9ScocKqC3/D57Gegtd/IC4Gvv4CBA14039BfLDVAA/nxHFysGFdsxdx1hV+3zfUvlAqgArh8qfGDPUWUtMiqGvq2sAE0F6vID0SEa7RTXxNCbygZQFbA18NeBa0H4Z3YDv4iht5QNAGD7QdVg8VdIRmgAroqht5ccoN0GZBWo2ZFvT38H4rIZ+F4M/VhJAaq6OpDyQqUfrFmYHxNM06oAroihnyoZwHZWBxwBf32+bfygkEzYLK8kAS6LoZ8rCSDt3DsYd2HL9nxBmqM1RGJzLC2vALwthn5ZDF29/1MbABSKsBCugFYLqgfi1xV89jYi0RjxxDLAKeBzMfSKkgEAFjNQ35hvr4xUo4hCNDbH5IyBiBwD+sXQN/8vAM8aABHIbILKGsgYCp5YAwBpK83ktIGdzbaR36YNGwaoD1jReBp27Mq3kyM+JOMFwMpYhKZmWE6mWsgfWHs3BPCsU1LxHNTuADejYH2VP50lp+K6LkY4QiQ23yQiw2LorSUBgBB3p+5cVBYWQphxG8fJArCUSDA5bdTZ2eygGPpLRQG0BwKEGeNvdzx0qzoeDgFQNXAEO1jH/GKQ+YUQKTNB0lzhn8npSiMSC4ihdz8ywLsGQCTHXOQPZzo6otZ6n7rnWW4KtGvtOLkoK8m/mF8IMr8wQzJlqSvJ9Kdi6K89LMAD9y+BSJbZqd+sROpWJYB3QQCIh0PU7tzNJl8NyQkTb/iFYNu79c8B7u2pLuAqj/U9bP48wKvdldyxmAgNJy07XK2ABXwEvAKgah7EdfFsqkRRVey0uX/o9fDooc9+fPqhM/4n1LsBuWyK8Zvfmhk7bClwFni8u5dXCy+7OYdUfA4A3+atADjZzN6fXm4PFwvI/wEVstaSMxG6OuFK6n3gk+5eLIDgab2qUIAAWTuNubyIZ0sTS1sPcLOykbfO6Ts3BIguLX85NX3945yb+KK79856FqINwOurIe1rQnniGZ71CxVDA5CLgpl23wwEWpWjR0eKRawbwdP6gbPvfSMAEgi0SmenyMBAoS9y5oxIZ6dIIFDUQfRI4VzoSRWSA8jJkyLRqEh/vzgXelIlB0hn52rysTGR8+dX+11dsvas9aP4i8WVK3D8eNHTiwLkDnWYMjAgEokI4+Mo+/YpANLfL7mDh82SA7TmJzvo6YGLF+HECQrJuXQJrXlPRzGANa4i64cEAq18cGGYar+KppE7eNjUmvd0FLsN/wXobPTllgKRmQAAAABJRU5ErkJggg==) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhb2WS2hcVRjHf/fOTB5NU5r0XWusWtpNFyIYsMTGoojQTQkB4ZBNN0GRbBQfK0t1JSglkC66ig/QhRVFGcVHYluIxdSOkj6wpMZJJj0zeU4mmXvnzp0793NxM4mtrebRmf/m/s8595zvx/m+czgAxLpUp9vaKrEu9RkVlrn4/Qbg4NCt9t9fU89VGgKA6+8oEZCrbysrPaA2VypuaQfw6+Da6wp3ig3OLFdEq60VBQiZQGPgJy6wx7W4JFo1VQzANMANQV0j+A4kf2Yv8ItodbBiAABuHZghmP0Vsil2AgOi1eGyA4QWAQoG1O8IfOJ7EJ9NwA+i1bGyApjmcqcVgZo6cG7B9DXBtp0q4AvRqrNsAK633OkJ1G0PvP7RIJtxmV/IApwRrU6WBSDn3T6Q9mHztqAg7Sv1pCanmJtfAHhLtDojWpncB/2rCEvyBUINYIYhfdmg1t1KamKSdGYeoBP4XLSqKhsAwGwetu8J/MLgRgwxmJicYnRcIyLHgD7RatN9AQjfBUAE8tVQUw95bRCe3AlAzskxmtC4hUILwTHduW4A8x4ZTedgxwOBzw7WIvkIAE7eIT42znzWOkhwYe1fF0D4P0oqXYSGHeDnDZyvg9tZiia+76OTKVKT000iclG0ai4LAAhpfyxbas3MxLHTLp5XAGAuk2E0oRvdQuG8aPX8mgBC9wQQxvWf/o34zY3pZByADf3P4MYamZ6NMT0Tx7IzZO0F/hpN1OjUZFS06lg1QOQuACJFplJXvcTEoNkQefS2seIYhC4dxitOsJD9g+mZGNMz42Qtx1zI5j4WrV5ZCUB4ydwBIFLg1thvTsa6WQMQmREA0sk4Dbv2Ul1bT3bEJpJ8Ntby7vYnAX9xqg/4xu5PVhJ/GSAS+kdwz2EkfjHruMmNBjjAB8CLAGYojPg+4eoaDNPEzdmPX3g1eaX1058OrCjiHVpOwSJAsWBxY/g7O+8mHQNOAA929PJS6T+/6GGlpwCo3bQFAK+Q33/uhcPJtQAs74AJBWfOG4kPjPhivQ981NGLAxDrUhtKBQhQcHPY87OENzcxt+UQwzV7ePOk2rUugIm5+a/GEpc/LPqZLzt6l/JZUgtApLaeXG0TxkOP8USdUHW+D66do/hyl/1GNNpsHD06uBaI/1WsSx068d63AiDRaLO0tYn094uMjoocPx74tjaRaHTVF9Gq5XX3WNLfH8AMD4ucOhX4vj7xunussgNIW5ss+YEBkbNnl9vt7XL3WffW+h4VWsPu3etaYtUAxdYjdikFJBKwbRsQpKD41NN22QFC+x45Qk8P0tcnDA1BdXXgT58mtO/hI6tdb02SaLTZ6+6x5MABkfZ28bp7rIqcgHLobzBFAPzWbDm2AAAAAElFTkSuQmCC) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur90732 2.9333333333333s linear infinite forwards;
}
