@keyframes rwdcur207416 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 4 30, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
18%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhe2WS08TYRSG3+JAr7Rz6wDTQkudcism1aACUTFBUpuwcmvib3JlYqJo9A9oEIPgJXITsQpIKaSWIigILVSpJWAd87lwBy1Mh87G8G6/TJ4nZ8453wcc5zjH+d9DUTKRPMvE6UySXOc6LcGsbREN0ixwgsb76TZsb+v38Sgt4FbLEqkRH+B002f83G3Cq7GWnPCiC5SVZYhbHIfLcRPOqgRkXSdGhrqwlbbkrXTRBMymOKmvvYe62gmwLMFWph4vhi9hI8Ud+JuLIiAKM6Su9jaqxSgAICt7MDLRhbWkdGiPHVlAFELE33gHtDUOvcEIqpTHeKgdK2tnFX1/JAFb+TTxee+DtsZBMzYAwGTYh0gsAFmmFE2YagFRmCE+bw/sbAyCwILSl2IqLGE22o1sNn/T7U2JGrjAfSI+bw8YOgqascFo1GM2wmI63I10xlXQbim4AmZTnPiku7CzMdAMA5PFgKmwAaGPN5BMNRe82AqqgMWUIiddD2Hnp8DbOdgFDgsL5fgQVgcvSICiZOJ2PkKTFIbVagbD2hCZK8HbyetY32hRvdIVC1RXhiC5BmGx6EAzVkTmSjAauoZEyq+WrVxAX5YgbkcveP4PXDVVWFml/8E32xSPW74oakKWHkeFEAVv5zAfc+D1WBCriVNFuUkPFeDYNPE13ILHK2FxyY++Z60Fj5pqAbP5F+m48A7+ZiPiS2fwdLAd6YzyJaMkeXvAoM+SwJVlBK/qsPP7HAZenj/wWlWbnBWgKJm0t35GMJDA1o9S9Pa5sfrNpsnrKWcFGuuTCAYS2N0BHj+pwHyU1YKdW4Bj06Tz8hcQsou+fh5vJhxHHjXFAhQlk46L6xDFDAaeOzA85tYUDuzpgcrK73CIX9E/UIOhUe3h+8Kzm0TyLBOKknO+4bXIX1bN56W1dEIaAAAAAElFTkSuQmCC) 4 30, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
24%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKklEQVRYhe3X/08ScRwG8Ef6tIIl1ji+uPimWIQj0MTEyJKV0/C/bWWxNopIRRguaC6hIPlmNpFSUVC5vfu11oADPvQTz89397y2e253B/TTTz89zNUr52QZKZFysEqNjmG9KmdMJIc9BQDI5m80PE7Wq3Ln3S/QairYTplRr18a+G8AxkSyWTMwGfIIR204OpY3LO8JwGzMwmqJI/5pEvula03LuQMM+gJNOD4imXYi/U1oWc4VMKzdo+nJAEoHJnxOjko+jwtAI5TJM/MBtTMtIjFH09FxB6iFCnnnQpDLBxDd9OD09LLk8q4B14eq9NAdxJDyGMHVR5JGxw2gUFyQezoKoz6HtagXuYK67fKOAYyJdH8qAevYFjZiHmyndJ1cpjMAYyLdc6Yw5Ywjk3UhsWVra3RdA+zjO5ibXcd+2Yxw1Nb26LoC2MeLtLwQw3ldjUDQ1dHoOgZYRkr0dD4CAHgbmkGhqOy6XDJAf/OIfIsJCKoThMIubCdVPLqlAdRChXyLKWjVu4hsOrC2YepqdG0BlINV8i0VMOE4QHrHinfvb3EtbwpQKC7I+zgHz+wvZPMqvAlYW77buQEYE8njzmL52U8cHsrw8rWR2+gkAe7c3sPSwg+c1ep4/kLDdXQtAWqhQk/mdyGT1bDiV2E9YuB+3//MX1/FjIn0wP0VOt0RVvwmhFaNPS3/BzCs+w6jvohX/hHuj5ukaIQyjY1miDGx4Y8E7/wGuSjVVqUPHXsAAAAASUVORK5CYII=) 4 30, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbklEQVRYhe3X21MSYRjH8Z/1TsOsBiM4IaCSymEj8jyKkZp4GMu/tcuMZOw0mBQe8oSQoamLiIp4CEZXt6dbJ6TA3fWm3rvdfWe/n5l93osF/q9/Zem0ObLb0sSYRJfv37qp+NDANxiNWVxc3C67UQDHieT1RHB+/hOzc9V5z1UFcJxIT58sQF95ig9BHrncnbLf96gGYEyijtYIKsp3EXj7EJlDTV5cNQBjErU1R1Fft4apcCtSu5VXxlUBMCaRyxmDvWEOoekWbAmmgnFVALxjD02uIJZXHiG+bv3rfkUBDptAvP0FYvFGLEXdeUdOVUCNJU2tbj8ymTosR3uKiisGqLGkqe/xK4iiBl+WfFceN9UABn2W2pvGcSYeITQzhPRBedFx2QCdNkfezgB0dwWEZ4aRTBlLissCcJxIne1BVOkXMT0/iMROw7Xecy0Ax4nk6VhErekTIrFefI03FT10sgGMSeR+sAre8Q4bQgsWVrqvHS8ZwJhEze5NdLVNILltLHniZQNsjUn0ed/j5IcG4flnJU+8LIDdliZfTxDZ7Ak+hp9DSBhkx4sGWMzH5OsNo4Lbx9yiD2vfTUq0iwMY9FkaHYmg3prEUtSD2Xle1tCVBNBpczQ6sg7eISC26sRkyKVo/I8AjhNpoF9Ad9cuthJGjL9x4+iYUzReEMCYRF7PBoYHUkgfaOAfdyCxrVU8XhDAO/Yw5NvB6Skw5jdjNV6lRvtqgEGfpcH+TaDsDC/91fg8U6v4dy8IYEyivp4EzKYzBCasmAxZVY0DALt8UWPZh7UuhbHXZgSn7qsez1vGexninULe/5ua6xdfrPq/ZXS9cwAAAABJRU5ErkJggg==) 4 30, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
88%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhe2WzU9jVRyGH3p6uW0vLbRAy6W1H3xkEMQQJJLJaDJxZIZR40JnZeL/5MqFCzeauDLOYpJxRE1MJkjEIQoDBaZQptBeSvmGlnKvnePCZKJSSPkoK979Oe+T9z3ndw5c6UpXumQ11Odlb09GapopAeyXYSqEJRs8zwm2punsHCVjRIEmAGqqaexQc1JvjhOLJAiHlvF6bYw9eZ3fJt6jVFJqqgIghCU9moHT9TMdr0zT3VmgWfdR+qvE+JMQoxOfki+4X/peWAVCWLK+boWOyHdo2ggNngyhYCdeb4D8/iZz805+n/zgP+YXBlCnLctA09f0dT1FVZ9hE3ZisddQ7Bqp5XmSKcHk7D22dsNHEj83QFiflpHQ5+iBp9QqCqYliYTbKZovmJsfp1hUSS5/wub2YNn1ZwYQwpJh/Vf6e75AKIu4XU5qRC2xthjZXJbtTQO7rYbdvTtkskMvD92FAAhhyWDLD7zRe59aJYvT4cR6YSPg1zEySQr5XdwuJ9lcO3/G71A8dB972E8NIIQlY6E/6Ou+T717B3DgcXvw+v2kllLIkolN2DHWHYxPvl+293MBBFvG6Ov5Boe6AUIhEm2nVjhIrzynWCxgWhZSukimPjy29zMD6P4J2XvtSxzqKqpiJxJtZ2/PwkjPAqAqdhyKj8XUTVKZO8f2/m/ZKjV3axuyp/NbvPUZVIdCb98AlinY2jBwOFyoip1C0c5Mop/xqbtH7vtxqjiBrrZRIsFnaHVuIm0d7O8XMTJJisUCAAemk3jiJonkx5imr+IJWxFAnbYsdf9neNweQrEIq6u7GOkF4J/YoYW5xBALyVuYputU470iAF/DJH5/FoSHg4Ikv72KR9M4NA/Z2W9iZv4j5pI3Kur81ABCWLIj+hUAjU0tLCTiWNYhALmtMBNT99jcHjyTeUUAzU07DA6q+BsHSMxNIoRA4MNYG2Bq5ja5jbZzvagnAmiuPfnW9SlCrSVmZ5ZYWnGxttFLdn2AtfW+EydcpTp2A00z5fDQIsNDOeLxfUZ+bCSTDbK96z9z3OVUNgEhLHn9zSWGh3Ksr9t59FM/07OBqvyeygJ0d+W4fcsgn4cHD1uZnfdVwxsoMwl93oJ89500NbZDHjzUGRtvvdDITwQQwpJv3zDQAwc8GonyeDRSVXP4XwWR8CaxaJrvR3R+eRytuvkRBfxb8tVrKSmEJS/L828UgmLmCUwufAAAAABJRU5ErkJggg==) 4 30, auto;}
90%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe2W3U8jVRjGf6WnH3SYppR2l25pgbasBVaIuIur0U3UFRK/skZv/atMvDMmxnilMdEYsojJJm424G4WtHwtH4UCLS0UCpTKTDvD8UoT5BtkveG5nMw5z+99nzPnHbjUpS71P0hRSlJRShJAPC9Tm9iWtZ4M0egWbjXF05EQpRJYLtrU701S75/G71uiOaKjlWv55UEvi+mwBS4AQAhTupUFHM6HNFydpi2Wx+d3UOcPkMlU+PH+26TSt//x/c8i+LvaaPhL7PZH2O0LNIfCXAu3sGtIFucyDA33kM7d2gt8XmMhTOlxj+Gt/YzuG/OYchmtrBMKXicYjFDcyJPJJvlj8g6JqTsYhnVP188FYBPbsi3WR6D+W2rd61isNoyyJBrpwOv1k5obZ7WwSiYXZ2zqfSpGzb7Izwzgcq3IeORrbsQH2dHWqHZWU/xzh8ZwHKvNwcT4EABVMsJi+lN2tKYDz9uZAOo8WRkKfkFnawJN38atutg1rLS2d7KRX6eQTeJ0OLBIF2OTvWRW2g/d69QALteK7Gz9nmDgCRaLFSFsRBojOFx1LKSSGOUtVKUaTS8zOdvO+Owb+3I/M4DTUZAvt31HMNCPTVgB8Hg8qO4r5DKLGOUtNL1MxTDJFyKMTn2IpqtHfuonBhDClLGmb2hueojcBY9bpaYuAFKQSDzGNA0qhonT4WB39zozc5+wVYwee8+cGCAaHqYt1k9NtUQ3BG5PPXabm6XUJDZRhaqoAORWXTxJ3GNu6cWTFXaSl2wiL5sbvqJG0XE6VBpb4lhxkk0nqRgapmmg6WUKmyF++/0jcvmXjsz91AAezwhudRilRqUxGqO4DTPJp5imgdUqcDrsbG51MjL2Aels/FTX+4kA6n3z+LwSi8WBRTpZz42iKtUAaLokvdzF0Mg9svmGU8+WYwEUpSSbQp8j7G7qA01MTiSoGBoAesXO+NRNRp99jKYHzjTYjgXwetbo6vLg87aTSo4BZVSlmsJGiGczrzMx+yqarpx5qh4J4HKVZffNQcIhlcX5BMtZK2sbUVbyHSxlu1nfvHbiw3aYDl3scpVlz1sp3ns3x+zMDgM/KyyvXmGjGKBUOnvF/9aBHRDClK+9kqT3nRz5vOCHvg7GJ65eyN9T1UEPX2jJ0nN3Gb0s+amvnqlp30V4Hwzg9xXl3TfTgEHf/ToGH4fOnfNR2hOBEKa8fStJMLhN/0CIR0ONF2q+DyDUsEYslqV/IMSDXyMXbr5Pfl9RtrempRCmfF6efwFf2H2GfNTWOwAAAABJRU5ErkJggg==) 4 30, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 4 30, auto;}
}
div.testarea{
animation:rwdcur207416 1.6666666666667s linear infinite forwards;
}
