@keyframes rwdcur151112 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFW0lEQVRYhb2WeUwUVxzH38y8nZ0FFiiXgIrWAiK3yCWCWi6FrOiCokLBI9pIYlNaq/WIWpraVi1ibTTa0tSNMQUtqNQLpa5SRCqH5XQhlkNAVgVlXWBndmfe61+21GrLrrrf/yYz3+/385JffvMAeAlN9fadvGv/919TFCRNzTDZCAAAC+TLZSGRMYs9fQK9zQ5gJbVhYhLlKQICFhHRiUvNDhCTsHDuxMnu3jqWYwPC5srsnVzszAogX7YqXcCAFhAGUhv7yWFzEhLNBhAwI9zTJzA0Wm/geQxI0iAgMjxalkGLGWgWgOT0tem0xMIOYUBigoS8gHgXN/dQn6BZ4a8dYJzLBNvZcUmL9ZyBJwgKkpSIBgRJAhIyEfHyjNcOkCBPkzk6O3hBsYjh9Jxefa+7k6QgDQgCTg0Il7lO8phgTB5lzMe0mIHbdh/O43lBdKZQcXTvjuwNRYpvcjvbmqtFNEO7uE3xFXiDpqXueoVxxxqj/ILCvdLWZK92cHJxet77SR4+vjHyFZkO48bbvrJSqY0tHb9w+fxDhcqTbyekxI7Fk7U1Nyc752Ce9/RwX5OL3af5T1i/+YvswivNNyo7DFxBWVOzpZW11Vi8/qGzI0vqBgyFFV0DOQd/OhWTlLbIxs7huV5i9IPEwpIMi4qNiEtalh4WFZdoKbV21nMcokQi+F3uzm2KQ7v3jAUAisTwsyOnSz2m+UcijAEABHqg7lVVKc8WVVw6VdDR2njnLwAIRaTz+IlO8xelJcbJlqS/6ekdDABgOJbTC0hAgCBIrUYzuC51TlRvV3vnUyNJkiAja+Mad/8Ief6+Hdu7WuvrRkPEJa/IXLfpyyN6jtUjjAFBkJCEkNaNDPW3NlRfUp4tPN5UW1EJUzKyEhNSMt738p8Ry46MoIFHj0cwQizCGGAMABSJYHN9TcPocgAAEDMSJiUja6PY2snzduOt9mcBmmquXx14NDAIIbRCCCGMMI8w5gmStPYKisz0DJy1rPra+cOUqrH2TqXywsW7HXdUjJW1lYWVrauAAaPTsYjl9JjlOAxpifTmtYvFw1qN5mmBwAv8EGvQ9/f3U5eLf9inGXjQNxogZK5sgW9wVCrLsrzBwAMBAwgIihkeGX7cVFNRXJS/d8svpxWKf8yAmJGQfsGREdGypRl+wZHzLSylrnqDXk9BEV1wZM+WYsWBr8Y2AzS5KffHUjd3r9kYYwAIEvWre1S3rl8+WX313InuP1r+noEXhUxyn+YWNS85OXT2vOUuE98K7OvpaP94VUKIblg79H8AviFzIrM/z1dyOt2Tjtb68htlZxQNVVfKtJpH/+v9lyylNsysuEXx2w8UFEXEJI1pD2R+sCtn7eZ9eR5+If5GF/6XvANCPZesXL/S0Xn8czehm7uPf3zqu6vtX+UmHC1azMDjpb//+vPNnu7snXm5U32DAi2t37AOmBmbuP7TbwsPnKnXyld/tNWYzBfOwIuUuuq9dz78ZL+CN/BoSKsZbFGp1FAinUKRkNbphtR7N6SH3e9pvzfWPKN/x8oLxWfV97rbOI7Vi2iasXd0nsIbeB4BjNoaq88bU24SwEN172D5pZJiSNO0ICAkCAIPAAYYIX1V2eljxuaZdCU7d/LoMd3I8CAAgMQYA5KCdG9nW83tW5VVZgFobapTqRpqr1JQRGMAAElBsrb84jEDx/JmAQAAgMslBQpAEIggCDisHeypv1FWYkqOyQDlpaeuqHu6WmixxKLxN2Xxw767/WYF0D4ZHKlUnisEBGBNGb6nMupS+qwGHvTdt3d0tbtwIj8fY4RfJsskicUSOH1mtOn3PgDAn28yRErg9e8AAAAAAElFTkSuQmCC) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRYhb2WaVBTVxiGz124WWgABREB0UHQsBgiSxAbqbLJpmKKoiKW0pHqjG3dBts61tIO4w/Ftb/UUZHWDUVBLQooFhgEERCIsqggAoLIkhBIbm7uPae/mKEWRxKdvH/ved/vOXe+c84HwEdonqfULf2PS2cIgsRNzTDZCAAAMfEbFP7y8PVu3n4SswN8ZmUtDI3+MgFCjgoKXZFodoDQKEWI8+zZnjqdVusTuDTO1t7RzqwAceu++QpBgCMOsiKbqS6yJTGxZgOQ+AWJPX38lzCMgUEAAZY1wMCQ2CSKxyfNAqBISk3kW/JsEAYgwAgAIWAcZ4llnn6LF5qSZ5QcZ86c+mRQ3dkJEXoFEfdAhdDNLs5Q2IfQ7+cLsozNM/oPxCnio535PDsRzdCgr39w4HldM8V00ZSuW+srnRPiMsfd2Zg8wpjFPB6P3LNv/27VMK3NOnP21E9pO9JOZB488Ph+Wbm2X0NbYjwHg8GgVtbXPDJuW5OUROrntjFl81r76TMmPHKz58wVL1seH29nP93mkxUVWVlTkbGKJSf+zDsZGrk8eDKeLTt+2bV9z/50T4mv2OTC7mIvx+/T9m2+WlhVUN3a351bVF0msrIWTsYr8QuS3Shv6blcVNuSfuh0Vmi0Itp6iu2E3v+cW4FQiAfKl8oil8evXigPCbMUWTkwej3LIUAW5F/J0QyrtZMBeNpQU/tEWf/QXewt85TKIjykgWGKN6+fV/5TmFd+9+b19mdNbWNrMZK0wB2cnO2iVyZEhMcoElzdPXwBAJReTzMcx0EAMHx0RKP6dn1UVEfbs1djRhzHQVLqtmRXr4CY08cyMjqeKR+PhwhfuW7t5p3pRxk9zUCEAAZwEicJUjs6qmpR1hbfv52bo6ytfEjGJ6VGxigSt3jMXxCm02nZgSHVCISIQQABBBFOkCT/ibKheXxxAADg8QWUInHTD0Ibe+mL1qaX594BaKytKh8cUo8QJCGEEEKIEEQQMQDDrMS+8uS50kVrqkvvnCaaGutelJfcLu5ob2vmW1qLBCIbJw4CoY7WA5phMFpvACTFt64qK8obGVapxwpwLMdpdAbDwOAQKrp27vjQQF/veICAL6JivfwXx9M0Aw0sh3MIoxBBCrVanVpZU5Gfe/bo3ns3LpzH3tkVLvH/fGFIzOpEib88UmApcjAwepYgLcgLJzP3Xs06fmgyPUBaUHjawexbLq5iOUIIAAyD/b1drXUVd3OqSwuudL4Y1wPvC5nl5uEcHLFKERC8LGGGi6tvT2f7890pMUG6Uc3IhwC8A4Ll2zJO3tXrdMPtLfWlD4rzsxuqSoo16sEPev8nS5E1Xx4eF7H32MWcRaErwibj2bg9I33Tj5mH3ecHmDwpTShPH9nc1clbk6c5ONlP9N3FzUsSsSY1xXa606e7CceL4vHJv+48LrvxsKtz277DmfO8faWWVlOsfILCorf+duLSsbx6zaqUXT8bk/neHnif1nz93YYdvx7JYg0sHNGoVU+bm3tJgciVwElKpxvpPbAzMfBNV9vryeYZ/RyXFOTe7H3d2arX04wFRfFtpzm4sgaWhQDB1sbqv40pbhLA295uVWlhfi5JURTHQchxHAsAAghCprL4eraxeSaNZLdyzmbrtKMqAACOEAI4QVLdL1sfNdVVVJoFoEVZ29zcUHOfIC0oBADACRKvKb2dbdDTrFkAAACgKP9iFsAwiGEYOapRddU/KM43JcdkgNI71+71dnU8pXgCYWNVSe7bnlf9ZgXQDKu0FSW3LgEM0KY035iMGkrf1UBfzxvbaY5TCy6fOoUQRB+TZZJ4PAG5ICjE+2My/gVhW2XL4rBLWQAAAABJRU5ErkJggg==) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRYhb2WeUwUZxjG3zmYXa6VCgiuFBVRYMXlWuRwtcipyyEgakVIvWjsYbxSaqyxVZMmaojWaEyN9SixYgkWwQtFQDCCiEI5BNEilwIeuCzL7s4w8339ywajFFh1n3/feZ7nly/vfDMA7yE3mbfrzkNnT1AUTRqbYbQRACA6KSVRoYxIdvX0k5scwEoyziJMtXgZQgITFBa3wuQAYQsTQ52mTJHp9TqdV8D8eNsJUjuTAsQvX/MFRkBiAfHWNuOdZ4dEx5gMQK4Icp/prQjhuEEOAwaB51FAaGwqIxLTJgFITE5bIRKLbDDGCACA5wc5qfO02TK/OYEfHcBhopPNZxGxSSzLcwRBkCRJ0wAABEEwcyISUz86wIKEZJWdg90MhqEZljUYep62t1AUTQNBkm7ygBips6vTWDNHLZFYTF+te1he3v68a9u+X/d7yP28LawkEl9lVMyWjKycrBq1ftUPGds/GoBvQKBs3XfpXztMcnJ819zdL1D++eatq+0dJ9p8sFJriYRZEB0/71hm9uGIqGjlaDzrNny/cfPWndtls7zdR3qWGG4w3U0mVcUlqkLComKdJ7t4dna0tqYmqWI1mj7dSKGzfGYrft5/NFuvG9A0NtRWll6/klNVUVbap+59y/vGe2tubkEGKkMUC2ITFgcp54daWVlPYFmWF4CgL+Xn5oymHACgsb66pqGhrmqG20yFzMs/XOblH/qsp6uloqwov6zo8oXWR00t/50ATZuRE6VOdqpFSeGR0QmLp01398YADGswcAISEACQA1qt5suUuEWt/zxsf20kSRJS165Pmerhs/D44b172h/drx0KERG7dOlXm7bvY1mWQxgBQZA0SVGMbmCgt6mhpuRGQV5Ofc3tSnpJyprImMTkNI9ZPqF6vY5/+apPJyDEY4xJhDFJUzTT0FBfNbQcAEAkFjMJy1evtx7v4Nv2+FH7iYNvAtRV37n1Qq3RmtGUlSAghDAGjDAHBGHj4ROc4iYPTLpzs/Ak1VhX01JWUlDc3vq4WWw5TmJuZSMVEFjo9SwY2EFs4AZJykwkqbxZmKfV9GleFwg8L/TrOL73lRpdyz19pPfFs+6hAIq5USpPhTLBYOAEjkeEgAkRJmmxTqfX1N+7nZ/z++HdRRfO/vHGEorE5qTcLygwLDppmVwRHGlhae3IcRxH0TST9dsvP2afPHRwNDtAmzFk+p7j5ye7uAUjjIEgCPS8+0nzvfKinKqyq7kdLUN2YLiQKa7uTvMi4+P850Ysk3461burs60lfW3cXJ22XzsSgKdCGbxp95ECg0Gvefyg7mb59fzM2sobJf19r0b0viVLa4lYGREXvuPA6TNzwmLDR+NJ3bBrR1r63ozpnn6eYy78P8m8/GcsWfnNSnvHSRPeNXd2nSmPXJK20tZB+uFuwqFiRGL69JXqG/mVHW0bd+zPcPP09baUfCLxCgpXfbvr6JmD52v6E1Zv2TaWzGF3YDgtXbU+ZfNPB07xgzzS9vep7zc1ddPm1i4USTN6vbZ735YVAT2dLU9Hmzfmz3Hx5XMXup92NLOsgTNjGLGtvaMLP8jzCDBqrrtzaSzlRgE8736iLr2ad45mGEYQEBIEgQfAgBHiKgpzM8eaZ9Qv2cXsk5l63YAaAEiMMZAUzTxpba5qrL5VYRKAB/X3mppq75ZQtBmDAYCkaPJu6ZXMQdbAmwQAAOBaXtYpIAhEEAQ90K/u/Lu8MM+YHKMBSgv+KurubLvPiMwt6m4Xn3ve1f7CpAD9GrXuVvHFs0CAwZjley3KWCMAwMtnXT229tLxl/88dgxjhN8nyyiJROa0T1Doe933/wJ1IlJdNSQngwAAAABJRU5ErkJggg==) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur151112 1.3333333333333s linear infinite forwards;
}
