@keyframes rwdcur210212 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAOrElEQVR4nO2bXWwd2V3Af+ecmblf/ogdx0kcO9kkJO6mTbphdwsqAa0oCKQipAohnhYERaAKIYEQb11ppUXiBcQTDzy2EhJqJSgVrECqVFoiSpttlt3sNo03aRLWyTaO44/Yvl8zcw4P/zN35l5fx1n73kVI/KXx9dw5c875f3+dC/sHt+0a4d4A5v0/AduRz65x/v0j2cHp4Dhz+h8Yp0GJFIWjohwHdMxxfYUz+tKwlu5G2PQlxPDgjH6BWXWd4AlMyK6j+gFnwt/tN43axxZyBM/5TwvcKDzRgN3XGv3hJJdY4ptsEQBwTMGUhoqCsAQoaFtYbsOdBFLAAKeDV1hI/qw41WAIcAZBPgIC4FrXuMES4ASXWPbIH1EwZyBUfpUAtAGbgktABZDGsAIsJJ4I4SssxB0i6D1tQpN2/h/nMi2EHBFQCveB3S5wQh3vcP4wcCJDPgBd8sgjyANoB2EFjlRgviSScCt+jfnwd3JU9gb5e9NcIgRKgDUQ273Puhsk7q9pEDAJzGrhqEIQV0DLwlYMdYs8DEH76+g4zFeFCBvuz7Mpgz1tRHRbYAxIgBawng7P9J1C84BfBuBItgcnyDVSuNuEh4XFRy2cKcFkKMSxGqZrcKsO95NpnjWXuJ5e3huvTEGtG0Ad2ELIOQ2MK9v3vf1AwhfZImAUqPrvlIZ2G641BPkalmP6Dod1kw0HV9dhK4UwhEBDKYCTFb9v91cwCGGdmoATEzAfwE8fgc/9Irx0/seywX3PnkOLlwE4jCCeMWHJivQdVYscUzXu2ZM8sBU+Uf0aAD9cBeclwwHTnnpr7jnYqwqkBVH7yXk4chgiB3NHKb/4HKf/aHrm3ZFfG6w6KEYAMbTGgTKyj/92Qugqv8SCa3bGv1P/HMeCBveSMmt1qAai/9rb74YLYK8SUBTwx5vgUpg5BmdO0Jyu8rAWwoj3BhenbuxpjV5wRABEho4RSvxGylhuuR9se6eslwBRkyQBm+RS2ZaPvUlAkbPXbwgRHm9Cax0e3WepWoXYU7qentrTGr0QqHZXhBUj7i4AGmjOql9lwX29M/750TI3N2flXVeIC/0cJSzNvRKgCGsxNO7Ag7twewJmZqBcEXcIcHctQOE6cUJ7j5Yh5D5whCbg7RhOw5EUFoFl91XOh7/OtfjrvDB6jpXmv7LuNNMayka4bwNxlQBjuknT7lEFihKQIB5gzcHdFXj7Hbh6JVeTpsvHt/3bYyp99fW/kPxB+Uvj+IngSzuuWVJ/C8BSKlx0Vuad8NcKEdfif2RSpby58S4/imepAifL4i5tIqr6qCXzjZs3YO92OifBc0jMESGq2fb3/7nHmXfKHz5hAu7ZLVZdxIUQQiC1Eu0FBjYd3E7ELSsk8puO5HkbIBWbccUT4GLtZ7m6tcc4oAiVCoQRuCwMRaSiCHPA6fDpTK4F5tR2SXgnTThsvgzAYgzKiQIbIwnQzAj8/CR89hB89jCcGoOKAWPFZSoDjxLZ34y+ydWtyzCIOCAJoJlKNNYwYCNo9ZiWCHAxnO/z/s9oeKkMowXfsuh+s+9aJfUHHFAJK0DsINQiCYGSYMcYCXi0FyDlEddA4uB2KtJR01/Iptw/AeKmTKN8QtAOIDbdYyxitXsFWwNhDUwInzqQ78V1/nbXG96K2xwxfwfABw6CCIKSuEblbUJmG7B+gUCSpbW2fDVj7rCQfGNwBEhjj0hZkhISqEY9Y7LVer4PlBi0dgztXr3pXQdQOEbLv8+USViykBjJPk1GcE9pF8ttZqlSC7f8dzX9h8Vp90+AUAtnXRNUE0wKqpU/V0ANGAny+wxGlKXdEvWJC+8Ud1cc74Arm3XmD0uYu2yhUoOgAuUyRBEEZdDaY+brAst1sUvH1CIL8T/1LvHhobipWg2iQERQpRJ0qAI3Iyy1UahVO9FXB07XNG0ljOt9dlQtcNHARQO1glnVOMarn2euZnlvU8LhcgjlElQr8hkFYLSEvamDm577I/pPelHZvwSUqhCVxROERvTxAxY6zy+OaqJQnvUmic2GhKlxDDbufjZbPisGTMO5KLeqDnj95mOeGX8dgNuPBeHIQOA/iwZxLRb7M6uXuJF+ZfAEMFa4bgIxSLoETXc8fx6Inw4QIhUhTUQ0EyjUmPx7KR0lDkwudZ1oOP1tpgLLDzag3qIzQHnuBw5cAAtetSbCP+23/f0ToNmExG/WpjJjy+WY6iwBSUQ8nxaUExcXIirVu9NvPVjmxKhY84VVEfXs0ggRlttSqzgZLXOt9eV+ywwgDkjEFdoU8MgmPfO6xBdNg277YbxkGH8VQflL47naZ+1a8DLTXgrWWz5EdvJSEsDbmzJuurRN9zPYPwGKBUhdll1PmJXtY5QgUcwjDEIE048CdBc7j5rL2devfuU1meXbD5c4Of73AFxfLmBl4N4m1B18vHqf72705T54Arz61dckGSkGHgrHoadscamArgLk/MFJDpo2s8F9CMBmbE+keNohQCqEM04+u+YkL3YqBccrnQ7Pqy+/ko+r6t9iNkp4ry6JjlLiUa6sCnbT1c8/cetMqhYrLnrSIAyQFoQ3S28Bfm5EokAVSmCTFSBTKwFJ4uNvhSCK/66dbO8f3WaTVUYIgRcrEsZmUqOAb3uRDoCksJ9PH/wb/uPR7zFXgpfm4OY6fOchPH9gge+vzT8JNb0r8pBZaMepPklKFEDZ59xhmBcgAy2SETjvJYwgnqbgMuUugAJOM8KLGl4I6ZSa0xYkLXkvg95SWyn8AicrTd5vwXtrgnxVwXjp5d1QU53pAuAzByVl3EpgfQOu70oaeBZoeiIFhRkTcs5lcHYCTOTjdtu9lmcuGe6W3DWWEdX54ba953Bp+jUuL32xc/+piat8b/X53bafs+EXDvloDnFBysBx5HoSNP1WQnI7phBiZLLlPEImkMAGtq+VWf3elCD03/dGir1weekVzo4IGScMTNZ+Y5c3gCIBvrkMOvDiqySHDvzm59jZXyiEOyV8sINvkfnnWfcmRAhgtKyz01pFu1B0DkWx36mMc2z0j5kwcGH6a/zL4s2nIUCuAgC/cki40WjByjqs+5p7ERZ77p8tbCiLdDNOJoV7gI8d9QTxQdNua2XvZhL1o65dD6TroDucVcDrD8VwKV92doVnCtHJoz0zJEisnUWjWZ+whhQvM84m/lngmxra7L5WFg0Pvs/UAY1FdeTAAv+8CLbt3Va2abpFcNZvcpa8L1jsDlcqUBuBsVGo+K5sDFQi8QaZb7fJ7mvJLofWc5RA6Bt/mX+TAv+2IVnVKGKBM24YhKsjwMeBA+R6X+wONxrivrSSjlHJzxMAuiUxQuxD6NTtvtYYIlFDgFyPPln6Em+18lqcAT5dho0mbCDSUQHGQjBl2WRSl1JzJgV1hFOhRyY7MAEiAT91BjZbsLkJrba8YyykRipLT1xrC97wuhBhaffNDvZBAIAT6gZ33dnOfQhc0LBlBZHDh2BiQp6trcPaMtRTQa7px08AUyMy89qm9AwM4CL4zDlY34LlR7C2IQ8qZVGHOIHVrZ3X+tYDWaffvvcB3eXbu26eY3qD+3YEH7XyXxbOItyslmCkCu0WmDZEGqpj3t9vwPQUnDuPmpnBrT2GN9+Et+/AI6CWQlSCklcNlUCpLPZCa9iq5waw31q99YKhEADgnh1lrhSz2JLzVymwgDRA2g1YXYP2OmyuwvgIzPfpDk9Ns7W4xB0dwp0fy+EFlYK10qVRSB0vqkJtTL5rpYK4Txy3rZWBYaDE6B/evN8KGdO580mBt4HHj2F1GR6veZ2v79gdTk8epnLhWXjmjBiyFsJNa6EcQbUsqzda0GwLEcIoZ0nvWkNyhTs3R9etoYKj4e9j4Pux5XysOxq4YXfuDgdVdH0Djk7B8RF4fxM2GmL1TUmseqsNjUeAhtT3FoIY2inUY/l/8IfsnpIAAA0UEa4Th7fRvEvCxwgIjWRoO3WHUVgbwOMGVHwlaH1T9N1kZ+qclMwSlR+60CoPhNqIC11kBZgEBk6Q3dvjbRQG19G7JgF3WOEZPYlF6oEJgkCyAssrftYSpKG4xpVNf4iqITocmELpPBAVyspmWfEkQzQFHnnkobsOMAB4+sk0rksPJ1lgjrOdKK63O6yQTu06QgQNnKpIJThbNQRCJy8k1hNSCVHjVJC3QPfZj/8lAsho1xWSntVwsCQcJBVLn/nq7NxAJ0wOJUaox3JvEEmpIIcds/QxToWIbV/g/CBd4BESmwzh6O2HK4o6nzdksGB37g5vIMhndQEXSwMkJs8SNb6NVZJaogolU8wGqZQO8jCUc8cf/oiMECGXhDc24JOhz+pC4V6S5tVihYhx5t9LSPBTGYEokTKZAfBGddhmvwf2ekRGFf6HW3F7W3e4Ws0zu2J3uFyBg2MwMwHjB7q7wzYGVZI2Wkh3SW4gkf922HtfYKrQ/9sg2tYdjhJ/po/u7rAN5NzQVhvqTbq6w0kgBVNdFZUolsfS4YjG/iYtegYFPK99IVTJCa7UCsJRJAOaTcDKwYay8Va+lR9di8p5PhC34EpXIXAoBNjfMTlbKKk5RHSzabO0mFDqf87JEbXUQbMlwU/WMwSRlETlDdQPksvApc6zISVD+2+NTZucTd+L81ZWaOTTmO3d4TT1PYKe7rBLwbXBteCezX/rMyTxh0EQYCnNm12pnzE7yGzY3h3OiiR9UfLdXaeGd+y+B/Z/UhS6fz+QIaYKSBS7w06Oi5Jm2pPmgZFC8gRV4Et33XrgMJjfdhzs9HWgaZGTWaFvmtLdHQ6MnCsybnt3uB+iQw4LBkOAh4x2/r9a91FdIFLQ2x1WCQTWE6BPdzjFR4MehuT/Mxj8r3sS4J2Vdod1tvAzmjiLDhX5eSHbczn4biEAOBHs2NsfBAxOwEIcxXNOCjigEy7UpLRGAElTJMAiSU/nUKMf/xbbe4NDVoLBTt6bLfZCv3N/Typ1DbAF9tHBKPfoPea6t+sjgeFSdzeJ6AWDJR222ft/6IL/AeiExCqjKXnzAAAAAElFTkSuQmCC) 18 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 18 0, auto;}
}
div.testarea{
animation:rwdcur210212 0.33333333333333s linear infinite forwards;
}
