@keyframes rwdcur73970 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH5klEQVRoge2XXWxbZxnHf3597PgjcRwncbKQrzbB2dYki9OPZCtNP6QBElk1sVYgFrhgY4hd9GKilQBxhWDKxRBcMJAqcTf1YiqCIcagKdlo6ZJ0jasu7Vq3cT7n1HEaL24c+/gcn5cLuyNU7WJ76oZE/tLRuXje9zm//3ue9ws2talNbWpT/88yf94A95AV2AY8BZQCM5/UWPksiD5BNqAZ2AHszL3bAVcu/tRGCT5LA1aysF38N6xHCCH8fj+pVIqGhgaCwSChUMgAxjdK+qAMKMDWdbDdOdgqn88nSktLMQyD2tpaIpEImqYRj8eZDc+yb98+dF0nFAqFgfADNyCEKDUMozUH618H6wYwm80IIejp6UFKyZWrVwhpYUM2O1Lv167ETdvty3qdfdlcW74kpx2uN371xgGn0wl5jP6nNuD1em0rKysvqar6bYvFslXTNCGEoKuri9bWVvbu3YvdbufIkSNMrc3NdzzX83ZjV/W80uCIqdXm1XQJ6aApDUAmnoZX4/ullCQSCYAL+TB8qlUokUjomUzmHeC3wJtSypiUsmZhYcEzMzODyWSisbERl8vF2bf+6bpxdfrhyFK8euF2Qtik/EhP6msdCSflhmRxeRXeiW7vMVpbA4EAwC+B4EYMpmLA29vbSycmJlbvExZCiC7DML4BPA20+nw+4fP5MAyDdDrNyOgIq+1Wg+6KWfZ536THE0A14OcfPPdEsK733LlzOrAFmN+IpZgSUpLJ5BHgF/eJG4ZhjAPjFovlR5qm7QoGg4eDweAhoLG9vZ2+PX24XC5x8fTF5qslt/rprQxgEbCkusvLyyE7eW8WwZaXGi0Wy5SiKNYC+1mBfcBxIFpTUyMHBgYkvZUZAk/+mPn+59lZEXnsscck8Od8k4oCIQC6NU1rNgyjd4N2LuDLwGAOyAO8DXxPCNEUiUSmY7EYVTdMgndvbSdlKERVV24C57UCFWtge0lJCYZhPHOPmAc4BpwC5oC/lZWVHauuru4HTgO1AIZhrAF/CIfD+P1+OLvULT5Kl35BVlg9Hg/A+SK48tZfysrKZA7w7gF4EZA9PT3y2LFj8rXXXpOjo6NyaGhI5krj/TsmgF4g09/fL6mza/bf7/zNjh07JKABjQ/SwEJnZ6cEpKIoT9wVO9nY2CjHzo/JC5Pj8uz8u/LvkWH5/uxlOTQ0JHP9LgO1QggrMHno0CGpKIos3VNzra2t7X4Dc18VWkL1gHf37t10dnai6/rhdTEb8KX9+/eTcRpM2ueIWJZYNa0RssxStdXLyy+/jNvtfhQ4bhhGGvjj+Pg4AwMDrJ6J+GZnZwEuAcaDMtAFCCklBw4cADhot9uVdTHvI488woq4TSato+sZjLSOlkzzoRHG4XSQSqUAruT6nAyFQkZHRwdHjx4lmUwCvFcIUKEGdgKsrKxQU1MD0JxOp3flYgcAGhoaiGdW0dc0MrE02lIabU3DqloITYbuGDgNIIQYA6YnJiYwmz8+FBQ0gQs10A1w4sQJLl26RHt7u8hkMndWowaA69evUx5zItcMtKSGltLQVQ2LqjA2NgYQB0YADMPQgTeGh4eZm5uDbOlcelAGBNBVWVlJdV998MSJE7S0tAA8bbPZrMBR4K3BwUHeHTpH9ZoHRTfjkqXUpqtJRZOcPXsWYCxn4o5en56eZnh4GGARmC3EQCFHiXqgdtu2begvlA9FJ29tNZlMCtky6iY7qoeTyeTrg4ODX31Je4nm5mauzV3h8uXLnDlzhsXFRcjuEes1AsxHo9F6CtjAilF/b2+vbNralHnq2gs/5DtNU319fbKzs1MKIV5Z164U+Csg1z0R4CTZfcJzj9y/zrX7WaFQhZTQznA4zIyMphcqEqvle73jgUCAuro6DMP4ut1ud+TarQKHgd8BPwEeB5qAZ4BXgeV75D6Ze+d1ByjWQLfNZgOvLb7mMPSKPQ9duN1hNZxOJy0tLc3JZHJGUZTjiqLsczgcaeAHZE+sI0Bqg9wjwDRFlFC+BhSg02KxQK1t+UomSfND3kX2VM0PDQ3R0tLCwYMHq7q6up7XdX04lUpdE0K8Yjabe6uqqvL5Rtpmsx0njzvw3cr3RlYH/LSpqUmEv6jd4MmaQJvVzbQ7fdvutVbfnJx1BU5fMDntDvx+Pz6fz60oyuOLi4vfTaVS3zKbzQ0lJSXLDocjoqqqvNcHHA5HQFXVjf5U0Qb6gIEtW7Yw92h6gh7PBxXSxO2HzDeN/VVn+FrNiHtX9RJCFzfGr5ZfGZswt7W1MTAwYGpoaKiMRqO7Y7HY9zVNe9ZsNtdbLJa42WyOZDKZj48MqqqmC4UvxMA3XS7X/ng8TuIr7jF8ZdPha7dQIym0qIq6pum3S8Wys8U5rW+1z2duJj0zY9ddbrcbl8uF1+tlamoKIYRH07TdQojnhBDP1tfXV9jt9tHV1VW9GHjI/078p7a2toOJRIKFF93/yLgscRFOeoxYuoqo6uHDpIsPk9a+LTuV0GQIq9VKKBS6O8dHwATZiRoALgI3yK5aRStfA3O7du2q9/v9nBo6hZbWqKyspKysjFgshs1mw2w2Mzo6CtnjwNI62PM52BBQ9Eh/GgN1wJzdbhcdHR2oqsrU1BTxePwO7HIO9r11sNNAUTX9INTPf3bUFeBfZHfOAeBhsveAz035/IE+wEf2EHaV/6GR3dSmNrWpTW3q30l0OTKLdfILAAAAAElFTkSuQmCC) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur73970 0.8s linear infinite forwards;
}
