@keyframes rwdcur260941 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYhbWXf0xTVxTHP6X9wz8eS8xirClGi7AJEhMkRWxkukDCwJW0cUYzdGTZ2MI/6MyibkGmm39sxmzAFomY+GOlI/5hQAhsS4rbokGkMcsSEifMFCbdakrcH32MLZHd/VHe4/1qgSX7Ji/v3HPPPed77z3vvHttkl0SLECel23GNv83JLskwuGwmJubFZtz88Tc3KwIh8NCS0Rr+1+eTPEdAP4qPwBfHCtmjbTWkiRAqKMdb8Cn6od7+nV22j6tTV1jkwDrFVUVjj2VYuTVfMq+muDpQFjVS3ZJGAMbA6QLbrSpa2wykdARcH9wgujpj1UCxuDl23ews7SMi02POLzxDABtk800tK83BZ2OxZiMPeLW3TsmEgrkedmWlZb2AozBAaqPZ9F2s5m2m81UH7d2keNysdG1nvLtO3R+FCSfJpHsknAoilXFWwl7drOleBB5IKzO3jgrgK/f/oeXc+oX5KtUX4gtNY9FEo1NJJ8mVZ0jg72JtbKkM8CVBd3MFh/BKv244Z5+vAGfOnst3vQ9C8DUzPTSBLT45MT7eAM+3E43ANF41BRQ2zfc08+tu3dMX8rBfTVMzUxT5CxYXg5o4Xa6CXW0E+poV4Np+6LxKNF41NSnRWzWw+YX3lHbOgKX+QtIZb8yCy1CHe3UZk9SW7EJbX54Az5dW7Ezjlfw1tBhVV72FsDiJ5Qcr6C2YhN9Pf3UVmwCUNvazyw5PkDf0EOTn86KNjWwI380LAB+7xtUDdbd6cUb/YlzhoHJ8QEAsp/bo2un06WDY/wbHNsbkO5eFOSPhsUpIYtTQhZS81FVzh8Nixudl0QikRCJRCJtnRcPf8jYp/WhyFob3Rasq61Jy1rZVwBKKyxXRsXoUMYVUBJVnpdtWROllbZQZASAOk+q0oUiI0yUVtrqGpv0iVRaYQpuCQs7xc9wT78aHCArfzQs6jxlhCIjnDvZQigyQp2nDCU3lEHegC+VUNrZjQ4tPkaMDtE39BBvwKebhPGHZNMm4bsffci5ky3qVkyUVtqMJVmb5UvBWMqVsZYHHSUBpeajGQ8ixYXbRHHhtlSSdbeIa/XlQnS3qMmo7ZfskhBdu4QY3iUkuyRudF4SNzov6Q4pS1ZCZQW0synZWsiBfX6T7YF9fkq2FlqugFFWSCyrFHsDPtOP6fPLF0x2Vrq+P+vpG6vX+dH60hF4nVUZiUTjUSYejDMdi/FYfsJUZQNvdP1I9sFPmXoml8fyE6ZjMSYejFtOwgpLlmJ5Xra5nW4RmfoFAOVd5MwDICE/puF8N0XOAgDG4vcpchYQ6mjnu8HTfPbKRn7efY2Zv+dVn54NeWoiLvtf4NmQR3DsPgCHigoYi6fkhvPd7K2pAlo581qVjkTyagnkwuZf99O7uksdu6IVUKAN7j/bSvOX3wIsBE+9FR2A/2wr2fVHSF4tobekS+dHS2JZSSjPyzYj8701VWpwrS64NkhwbVDVZdff4/rgIrFDRQX6QqQIVqdiI7Tfr/9sqyXZ4I5U8Ozyeyr5TLetFZ0HFGdrnKvpPXaEnV4PALeHI6pc3ZvF7eEIa5yrScT/sAyqhW4LuieuL4vI87l5Jl2Oy0WOy5XRxhLaMnvlvfKMdzrJLomXyl9U+yS7JPZ8nyqtTb/dUmUr24wEVno51bYnE4+EZJfE3NysKqezt4IpQVZ6PTcGWOmV/l98vdSvga/t+AAAAABJRU5ErkJggg==) 0 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
}
div.testarea{
animation:rwdcur260941 0.93333333333333s linear infinite forwards;
}
