@keyframes rwdcur257986 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRoge2XX0hkdRTHP2OrrKkpPYx/6EFxGURt80EyQTY3NPbNwmGfwtgR1jR7EVoVgiYyH8amF4WEFnIeNGOFAidEY9ns+ifBP0Mx6MOYYw1LYYQwieOMc08PM5Yb63jHO7oQ9wP3YX6/c87ve+b3O+f+LhgYGPyvKQfuPWkRZ+WlO3fufDU7O7sHfApkPGlBjyMtwZwlMzPztZqamqfdbvdbtbW1PUDBRQnTylMJ5l6or69/vaGhAYvFAnA9Pz//99XV1Z+Bvy5G3ulc0mrY2trK4eHhQCQSCY2MjIwDf5yjLs1oTgCgra2N9PT0wc3NzWcVRXEAoXPSpZmkEgCw2WyYzeYPFEUpAW6dg6akSFTEJ9LY2MjCwsJN4MsU60mapHZgfHwcv98PwP7+/vfARyeYvghUHfutAnfPoO9UNCcwNjaGoijvDw8P++NDPuDHx5hetdvt7+bm5lqPBkQk3NXVFSC24z8Af+rQ/AinJhAOh5mbm2NoaOjjxcXFu8DDU1zerKmpeaW6uhoAESEajWZsb29PmUwmdnZ2bo2Ojn4N7OqXn5hrvb2995eXl/eJXSeSeRN/COzFn2BZWVkwFApJKBQSh8MhdXV1t5OMd2YqgW9SEOcSIIBsbW2Jy+US4L0UxNXNFcCr0bYIKLBarfNLS0syOTkZBJx6BZypjcap7uzs/MLn85UBs8Azp9g/BH6bmJgIp6enk5GRkQ3k6VhfFw19fX3frq+vSzQalbW1NWlqaroHWDT41judzgfT09Pidru3iNXLhfLq4ODglMfjkeMoiiLd3d0u4KqGGJ/PzMzIysqKAPN6xJzlCDUeHBzcEBE2NjZQVZW1tTWysrIIBoMtxAr/JG4CNuCKiByNFQC348+F0AEowE8dHR0SDoeFWIeZBx4ADQl8f+3p6ZGBgQFZXV0Vn88nTqdT+vv7j2LoqcmkaWhvb5dIJHK0uFmDz6zH49kLhUL/HL1IJCJ+vz9CrJslnYCejFURUVVVpaioiMLCQi3Xkperqqq+83g8h9FoFFVVCQQCanFx8S9ABbE708WRl5dnKS8vF1VVpbm5WYBrGl0/m5qaOiriRT0akv4eOM7u7q5qNpsxmUyYTKZkXLtdLteuyWQqBt7Wo0Evl0tLS284HA7xer1it9tXgPvAGxp8n0PbeyMhSf1tCbCNjIw4S0pK8rKzs/F6vZ6WlhZPfC6N2Nk+l6+3VCUA0DUxMfFOTk5OMUBa2r/9QUSw2Wz9gUBggBRfo3XVwH/4xGq1XgaeHxsbq6yoqKiEmHgRIX7eU7kekNodOI6NR4+MClznotukgYGBgYGBgYGBgUEi/gYHaY6VCt/64gAAAABJRU5ErkJggg==) 7 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRoge3XX0ibVxjH8e9clNrKGFKS7GXIlBBKcXN3Lu1aMrWjoLINxi7CsLOV1YveiEUqmQ1erHTWOIroLjbBITJdBAVtXTsM2BRFsIHMlgUkat2kur7TCzeSvrE+u4jbSvFP/lSzlXwgF3nPecjvcHLecw6kpKQ81w4DrmSHiNdbdXV1/aOjo38CXwEZyQ60mbRt2syZmZnvFxYW7h8aGqq2WCwXAONeBYvWi9u0FVit1g9KSkowm80A7xgMhiWv1zsD/LE38Xami7bjmTNnWFtbuxIOh0OdnZ09gLqLuaIW9QAAzp49S3p6emsgEMj2eDxNQGiXckUtpgEAnD59Gr1e3+jxeHKByl3IFJPtFvGWTpw4wdjY2EdA7xZd9gPHgep4g0Urphno6elhbm4OgGAweAv4fIuuhzIyMkYvXbqEz+d7paur6zvAn1DSOFQ4HA75W3d3t1RXV18EKjY+R7ap3QeEV1ZW5Pr169Lc3NwP2PYi9JMqHA6HPHr0SEZGRsRisVwBlB1q9hHZ9DzAY7/fLyIi09PT4nK5pjfanqnt/kJzmqa5p6amjhQXFw8BdkDbpr8CvNHb21tlMpl0RqMRvV4PQE5ODouLiznA9DNLvuGFHdrzgS+A0h36HVQU5WFpaSmVlZWsrq4yOzuLoiiUl5ezsrKCoihjoVComP/Aq/dpOmBCVVUJh8PS2dl5H+gGumpra0XTNMnLyxPg1eTG3Frd7du3g+3t7WIymQS4uvHcnJ+fLy0tLVJUVGTdpO5lYJwkHxLznE7nL8PDw9LY2PgtcIh/11UakUV7Djj4VF0a8NnExMTjmpqaaaBszxI/Zcrn88m1a9cE6Iixdml+fl46OjoEuBhvgLh24if8FAgEyMrKUon9DXP3wYMH5ObmAryeYI64nBsYGHh47949AabiqL/qcrnE7/cL8HO8IRKZgbT5+fmDRqMRwEyMizE9Pd03MzNDKBTSgB8SyBG3olOnTsn6+rocPXpUiOwZ0TrZ0NCwtLq6Kjqd7jHwUrwhEpmBu4ODg2iahtVqhdgGsOx2u/UHDhygrKwMIjMYl0QG8Nvy8vL3N2/e/FWn030D3NqkzwVgGPhw4/s+4LiiKNampiZaW1vRNO09YDKBHAn7FHh3k+eH29raphwOhwBOgOzs7DybzSZOp1PcbrecP3/+S0C/l2GjVl5e3u/1emV8fFyA+4DHYDD8HgwGRVVVuXz58jjwdpJjbunrGzduiIjI4uKi9Pf3y+TkpCwsLIjdbhcgSGTmEhbznTgKH/f19ZUcO3YMAIPBgNlsZmFhgTt37qCqaj3QDKztwm8/E1a73d7W3t7+z23OZrMJkUtOI/BmkvNFxVhQUPBJfX19UFVVaWlpESKHuv+dk1VVVT9uHLPbkh0mXibgtWSHSElJSUlJSUl5Hv0FIIega8zCkcMAAAAASUVORK5CYII=) 7 5, auto;}
}
div.testarea{
animation:rwdcur257986 0.8s linear infinite forwards;
}
