@keyframes rwdcur259712 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 10 13, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG9ElEQVRYha2Xe1DU1xXHP7vrArsLrgpBioEVNFLXFgQfYAjVJD7aMTFqQ7UdayeNYOuAjtoGmxipjxiMg9bgtLqTWqcmphQqxiStxgc+WOKrRDK6FO2gVqiCrgICu+wOPf0Df7/ZhRXUyXfmzu+399x7v+ecex6/1dAP8grLBGDh4HKOOJwAbCo1cXhNCAAvvH2dxoZPNP2d8zAM6I+8YMVsABx/KmdTqal7/tV2IIQjDic6/VCih2dLl7fxiRTpc0O7yyPGED0dbi/PjM5h1tYiDizPBeDwmhCmrXM/UAYy01tIztE9thLahwkU16/ash8AS4yB6i1vYIkxYIkxMG2dm4nr11GTvoup1nDu3Yt/HF4VfV4BwMn9x3n2o7/9t7OzJbqry4NOF4RWZyQqNoqbe3dytqaBA8CTXkGfCnxV9W+83s4qr7eD9ramaF/Z/ZZrDBoyisgIIwZDCHV1j0vdB2IsqTIpY5m0uzxSYXdIu8sjzrttxY23mzcfPHy6usLuENsHxbL993tk7PiFMiljmYiI/GjxGhERa8/zRES+qPcsCCQL6LIYS6o8HZsGwOaCxQAkp4wE4M6dFrRaLcHBekym7lT8stHD1qV5AEQP9eQ+vXhbUf54owZg8t6r849HVn+cXfx5LoCvrE/rFQ/0NRR88NkJOXr0qIiIPPfcTPntX4+XrD3fIQBTl7/3rjj3izj3ixzZLxeu/1MUGfSRBUe+2Ky+G0P0QHdMKDjjbKXD7aXD7WXYAA8hYyZR2ehiU2kJDYc/OjEuQlMJENd2pUHdlAxJoTdQZBAgCH+ydBVrlsxEyX9AffoiNXwgZ5ytpIYP5HKngaVDDapsN6CDkQD10akJ2au63a9g7lsz3g7ogbzCMpkxL4MzzlY/staW7mKTnDLSzwuKJxZNn8i2Axf546FqMjJeQjs9Z94PhhuGAvxj7aJcSVo4w5CSmQ74yfyQV1gmFXaHeq/tLo80NjXL7TutcvPWPTUjOo9+KBV2h5od7S6PHKu/4xcbShF7FAzIKyyTl9MSegma793HaAwmKDjIb15nHU8aoItK4GR1PWHiIf3ul9gTvg9A0PWmPglFRA43eH86bZi+SqPROAZsWjlHwwON1yyZCYDTeR+TKQR9UHfwKUGo4FiTDu2ZvwCwereT1NU/Z1XtPs6FpPRJPnnv1fnZ2dm5wKASeGHt+Y5LWoBNK+doAPXuw8PDVHIF9soaJrir+PA/ZiINWiZYuuvEx/kzSWitpsA8F4BPT9eq5/WE/lxJEoDNZiuy2WxFrwzX984Ce2UNHkskzw8Lp8PtVYNugrsK7ehxJEZF8Z07V9FF1vFiXCRQx7w42Pf1v0AX0qcHlJRct2iROueXBYeKT6kVT4HHEskEdxU663g0Gg2JjbWccfY2MGxoTK+9PVEfndor2PxO8g3I9GdHY6+sAVAVUCACBxsGcvtmHTFdNzjdNoi2JvdDXe+LRdtPfWrUudpcVSX28Ne3pgfc4JtGBStmU97gJL32oCpf1ppJxcbPuHjuhwEN+caQV1im5n+F3SG/KOsUk2GEmAwj5NjmTAGU0S/66oj9KqAMhTwhPlMS4jPl2OZMiR02S8ymRBER+c32P2/NysrKAWb5njN579X5WVlZOSIiWVlZOb7N6KGuM5sSBSBy2utov64gNOYt2m6847em/mYV4UPGoB0Vy7SRnbk2m60oOzs7t2fLnbr8vXdLxk1fpfzeFtRcqomf+Gr+eKMmYDc0mxLF9FQapqfSaL9wCYDvvhEWkLyl+Rojx8YWbMvPL3I1NLAtP79I6s6W+lrp1xHBr1v2UsBsShRryvNYYgwcL9/J8fKdJL22hDet8SS9tgS99zJ672XiIkIxBAf3SwAQPG99R08epVv6FSKFHKDy5O+4cg02OurYsGCK+pxrgwtni9U9XY7zzD7p7pXfCgHA9qlRu9zbT83xTT+lI6r3ZDYlSlxEBPqkVMKa7wLQ3tHEnpJ9bHR0f3G+aY1n7vfG+ing0sYQdLGM9Z0vvx9u1jY7dq+4rZ2eM29nZlJGT6UCwU+BUS/ORPs/DdyqURdYXlkKwIYFUwDYcsHDr2tzsPxsJS5tjLruW98eQdu9W49dD7QKeVhoNGHNdzG1dv//Mxkj2VOyD2NKrLp4x6FzPMMFPNN/RfHfv/Ijf4BH/g5QFVDIAZoi42gZYga63e8tX8aQG042LJjCjkPnKFw8YYw1ObEJICU5hfqGel/yJ4fZlChmU6JY/lArsz9pXC0iVhGxrthxVlbsOCuXdi0VEbHaLrbbS6+4Ttz3ioQOjpLQwVGKxY9cEXsi4J299HmzjNVo3g83a5tNJk1LVpLp4Dvn237Z1qWJKEgL/fGTGhoI/wdKzH+34jJkmwAAAABJRU5ErkJggg==) 10 13, auto;}
}
div.testarea{
animation:rwdcur259712 2s linear infinite forwards;
}
