@keyframes rwdcur228505 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVRYhe2Xz2sTQRTHP0lDs6EVaepBKRXFQMBcgmGOAW/Sswd7VNH8Ack1l+Qacg6eAoai/4G3KuYQyBDckxgI6MmIYEJBzc4mNR620/xsk5Q2a8EPLMvszrx5833vzc4ihGgKIe7jEl7geiAQeOOWEx4hRL9QKJBMJq1Op7MjpXw3z0AhRH+RiaSUnmnPvQCxWIxcLmcYhrF0JTxCiH6lUsG2baSUpNNpy7KsCSXGVxyPxwEIhUJTDQeDwZF2Pp8faWtFvADdbpder0ckEiGdTht+v39pSniEEP39/X1s2z6+TNMkl8tZSqkd4C0MVvy4/RKA1c11AKzmAQDqh3IMrjih9l8zADjsHALQ7/0BYO/WMwDK5TIAPnAUqNVqZLNZlFLaOQN4dSHLHsIH6MktpdQDKeX74Q469k9+7gHg39pw7tubjoGNNafjx69O+4ofgKv3bgPQ++0s6KD2BYDd+gsAytwFjnIgk8lMnXwZ+IBvSqlHsyZ/+uHmSPv1w18AqGYbgJW1VcfguhN7u+2873z+DsDzT3emOyClvHFG588F37wdS6USAKZpArB7XNdbM0ZuA5P7RrFYBI5ywE3mVkATjUaBgSIarYym1WoB0Gg0TrV3+RTQhMNhAOr1+kLjxr8RriswtwOmaU7EeakOXBRz50C1WgUGVXBWdHVo/n0Fhs5yfYBEIgEsnv3jO+DIichNFt4HdCWclAvjMZ6F6wpMPaufhj4hpVIpYKCEVmb8G3BS7DWXTwHNuf4Z/cdN/gKV5u1XY+EEcQAAAABJRU5ErkJggg==) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhe2Xv48SQRTHP8B6wCVixOaMlQmGgoaETEliZ+4f0MRLtDDyBxwtDbQbahoTYig0/gHaoZGChAnJ2omh0MYfiaExyg4/XIu5OWDh7uC8Ay/xk5Dd2d238973vTc7IIT4IoS4zYYIAjvRaPTVppwICCG8SqXC/v6+2+/3d6WUb5YxFEJ4q0wkpQwsuh4EyGQy2LYdiUQia1ciIITwms0mg8EAKSWFQsF1XXdOCX/E2WwWgEQisfDF8Xh8Zlwul2fGRpEgwHA4ZDQakUqlKBQKkXA4vDYlAkIIr16vMxgMDn+O42DbtquU2gVewyTivY9PtKEVBED1FADWtgWA52mhtmKXABj+GOnx1S0Anl57CECj0dB2oBVot9uUSiWUUsa5CPDsXMKewgLM5K5S6o6U8u30Ayb3D75VAQhe0ZFYsSgAoWgIAPXdBcAbzzZH0NLFP/6plXh0+TkADW7o+wDFYnHh5OvAAr4qpe6dNPnjD7PV/mJvDEBY6cgC7z/rY0jXxvatHQB+/9Ipvf8ypg0/+RyQUl4/vf9/j7Xsg7VaDQDHcQC4e9jXoYPjzVmDd+YkDMyvG9XqQU2t5u/Zs7QChnQ6DUwUMRhlDL1eD4But3vs+y6eAoZkMglAp9NZyc7/jdi4Aks74DjOXJ7X6sB5sXQNtFotYNIFp8V0h+HfV2BqL+cB5HI5YPXq96+AMzuiTbLyOmA64aha8Of4JDauwMK9+nGYHVI+nwcmShhl/N+Ao3JvuHgKGM70n9F/Nskf627qKsa7fVgAAAAASUVORK5CYII=) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhe2Xv4sTQRTHP4l7l42nglEP7QMBYxEIUwbs5P4A0cZOopVF0qZJ2iV1EIQUKcTOzu70TBHIENg2ECz1tAhIPLKzybkWe2OSvdwlOe6yHviBZXaWmXlvvu/Nj0UI8U0I8ZCQiAJ34/H4h7CciAghvFqtRqFQcIbD4Y6U8tMyHYUQ3iqGpJSRed+jANlsFsuyTNM0165ERAjhtVotXNdFSkmpVHIcxzmmRHDGuVwOgGQyOXfgRCIxU69WqzN1rUgUYDQaMR6PSafTlEolMxaLrU2JiBDC293dxXXdv49t21iW5SildoCPMJnx0+5rAIytDQCiG35ot5LbABz0fgAwGowBGP/yy+im3+7d/ZcANJtNfxzwFeh0OlQqFZRS2jkTeHsh057CALRxRyn1SEr5ebqBjv1juwZA5JoBQGz7KgBq/8Avv//0B7wemzHgeX7q3EjdBuCF8R6AJreAoxwol8tzja8DA9hXSj1ZZPzV4IH/MvCLNze/ADAe+jE+/Oor8ds9BCC6eWWm/7O9O/MdkFLeO5Pr54SxbMNGowGAbdsAPA+s60UE9416vQ4c5UCYLK2AJpPJABNFNFoZTb/fB6DX65063uVTQJNKpQDodrsr9QueEaErsLQDtm0fi/NaHbgols6BdrsNTFbBWdGrQ/PvKzB1l/MA8vk8sHr2B3fAmRtRmKy8D+iVcFIuBGO8iNAVmHtXPw19QyoWi8BECa1M8Aw4Kfaay6eA5lz/jP4TJn8AZ5Xq6sQihdIAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhe2XPYsTQRiAn3zobhAtIofaB4PkkECYMmB33A8QLbQNiGCRtGmSdkkdLCRFCgt/gF0UUwQyBLaTQKprPBCDeGJ2N7lbi3WS203ubnPErAc+sCyzzOy888y8s7MIIb4IIR4REXHgbiqVeh9VEDEhhNtsNimXy9ZkMtmXUn4M01AI4a7TkZQytup5HKBQKGAYhq7r+tZNxIQQbq/Xw3EcpJRUq1XLsqwlE8ERF4tFADKZzMoXp9NpX7nRaPjKykgcYDqdMpvNyOVyVKtVXdO0rZmICSHcTqeD4zjzyzRNDMOwbNveBz7AYsRPh68BcI89IdqODoB+5xYAPz5/BeB4cuLvKe7d3j18AUC32wUgCZ6BwWBAvV7Htm3VRAfebna8yyQB1bll2/aelPLT6Qpq7h+bTQDc695i1m5rXoUTfzLEEt5QEymvrEwkNO/5s4M3AHS5D/wRU6vVVna+DZLAoW3bTy7q/NXRrq/c3vXm+tfBdwCcbz8BuHYzCcD0aAZA4oZn7OXhg9UBSCnvXTL4jZAMW7HdbgNgmiYAz+d5vROqfXDfaLVawDw5oiO0AUU+nwcWRhTKjGI8HgMwGo3Ofd/VM6DIZrMADIfDtdoFvxGRGwgdgGmaS/O81QD+FqHXQL/fBxZZcFlUdij+fQOnznIuQKlUAtZf/cEd0HciipK19wGVCWetheAcX0TkBlae1c9DnZAqlQqwMKHMBL8BZ8294uoZUGz0z+g/UfIb4BjoMMJUXDoAAAAASUVORK5CYII=) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur228505 2.6666666666667s linear infinite forwards;
}
