@keyframes rwdcur196807 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRoge2YUUhkVRiAP8bFO2M6zbqDSMGSS4ktmpvBYvlgYAQGLTH2oqiYSCBorOLTIr1GD6HSgzPswyASEpawRlaEDD4IRsbCLDEty02G1PU6s442yjjKzN/DmclJrZRyr9H94LzMmcv9/nv+e/7/HrCwsLCwsPifkJ8Z54q8E/4vH/ABfYAG/AwkzkrqLCgAvgcESAEGMAS8AFww0etU9ANit9tF0zRBBZMEvgDeBgrNkDppCgGEgXfsdrs2Pj4eqq6u3o/FYoXRaLQinU57UEE8CehA/Cxk/w1uAzI0NBQWEf/q6uonExMT95ubm7cKCwuzqxIHxoBXOYcv/XUgVVtbm4xGo34RqRCRG5ubmx/Pz8//0NfXZ7hcrhQH6TUPdKHeoXNBPhDQNE2mpqZ+FJHXRaQ0M2pEZEDX9Tujo6NLjY2NO3l5edlV0YGnzFU/oB1IdXZ2xuLx+Ic5AWRHhYj06Lo+V1dXl0AFcB8oNVf7ABewdPHixdTi4uJ3IlJ5KIBKwzDGenp6HqHkl4Cr5iof5QNABgcHH4pIT678+vq6v7e3NyuvA9fMVT2eK0CipKQktbKyMikiz+bIR1DyYaDSXM0/xwZ8Dojf738gIl2GYYzlPPkHqCr9V1zH5NR6A9j3eDzxcDgcyMn5MEr+I2A2M24eurYF2AF+wcRaUQDc1TRN6uvrs7uNzkHazGZ+E2A057oOVCOYnWt9XMLH0Z8jssQfX9jjAmgFdpxOp7S2tsYycwFMbAhdwENUzh/O55so8VFUyrQDCbfbnfJ6vfra2tq3DQ0NCdRqvPIYnY/wDH9fZduBeHFxsfh8Pj2ZTL4vIl0jIyNh1CrcPmvJf0IrkCguLhav16vv7e0NishlEbkaCoW+zDSBMaDEZM9j6QB23G53yufz5cpnC9+t7u7u7O7Vb67qUVqAhNPpFK/Xm02by4fajtpAIHDX4XAIcA+wm+z8OzWofV48Hs/W8vLybDqd7hGRa4ebv42NDV9TU1Mc2AdunPZGp/kiOw1PAG8Cl0KhkLawsPB0JBJ5qaio6MXS0tJS4FfgEYDD4djb3d19eXp62i0iGvAZKqVMxwa8BXyF+koTTdOkra0tNjMzcy8SiYyJSIuI1ITD4U+rqqr2UVtqxWluclYrAOop/gRMAF8DiVQqdSUYDF6anJwsCQaDz21vb9e6XK7ny8rK0oZhuOfm5lzANqoInktcwLuoI5okIOXl5amBgQFjeHhYt9lsAqwATjMlT8IF4DVgHNjioOXInjt1mGZ2SmyoSn4L1Qjuo4L4JjP3n6IAdbZ0B3jPZBcLCwsLCwuLE/EbxKT5nbO9LCMAAAAASUVORK5CYII=) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRoge2YYUijZRzAfy6r2WSZpk48boIFkldCRsiIQ+NA9yVFMI6oPvRBKQZFimsfFCThkCP6ICV6H477GHkfMg4UHBrr1sFxiuyE1hQJkW2WG07dMXX9+/Ds7ZaXOa/Td0f7wcPG+453v+d5/v/n+T8v5MiRI0eO/zNPZPCbs8CHwDYQOlmdk+FzQIA94AfgbaBYV6Nj8gaQRHVCa35gAHhBR69jcRuQrq6ujY6Ojq2KigqtQ1vAN8CbgFEPsUxyANQMtNbW1ibGxsZuNTU1/W6xWPJDoZA5Eom8DLwH2IEngVVUvmQVZcCvVqs1OTc35xGRlt3d3U9XVla+Hx0dXW5sbLxnNpu18AoCw8ArgEFP6YNcBmRwcHBtb2/vIxGxiEiViFyMxWIjk5OT8w6HY6OyslILryQwhepIVnAO2Kmrq0usra1dF5GzqU5YUt/Px+PxAZ/P5+nt7Q1zP+H7T1LqOFN8F5hdWFh4yu12nwNeTbu3C/xSUFAwYzQa4z6frzB1fRb4+tGoPhreAsRut+/E4/EvReRM2iycX1pautHe3r6DGvmbwPP66j5IIeArLi6W2dnZ2yJi0+QDgcBUa2urJj+DSvyspBeQnp6ecCKR+ExEGpeWlm6kyXvIYnmAKuC36urqPb/f7w4EAlNpYZP18hpXAenr6wva7fbHImwO0gCIwWDQlsqbPCj/BeBOtU9OV+9o8lHhoo38P602bu7vBSOHPOd14NvU56nTAFzi8KXyqA40oOomAb4jy8oOUGEzkmoXD9xrAMKAmEwm7axRc7p6D4+N1Mh3d3eH+/v7g6hZuKyvVmbYgKDJZBKXyxWMRqNX5+fnfyorK0uiOpV1O3c6NlSpLU6nM7y5uTkiIjXb29uXOjs7o6jq9QN9FQ+nAVg1mUzidDrDkUjkiojUpMqQCxMTEwupXPCg08nu3/grYV0uV1Ab+fRSPBKJXLHZbAnULNj01f07r5GWsNFo9NoBea29Ozw8vIJK5mvH+YOTXns/Bs4YjUby8vIMfr//pVgs1oU6S6SHyi273f6z1Wr9A2hDvYvKiEwP9Q/LMvDs/v7+i16v1zw+Pm5ZXl6uTSaTtpKSkprCwsKngXUgZjKZnltfX6/zer3FqWs/nrBbxhhQI9oPBICk0WiU+vr6xNDQ0Ori4qI7Ho8PiMg7Ho/nTmlpaRJYBMx6Sh+GGbUrTwEJQMrLy5MOh2Njenp6IRQKzbS1tW2hkrlNT9GjyEflwVfABpAsKiqSlpaWnebmZq08n9JT8DiUAQ7gDqom0grAx6o+AngGuABcB+6hwuh9XY3+A1Wot+BZtyvnyJEjR47s4k9Uxs4KC68gkwAAAABJRU5ErkJggg==) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur196807 0.33333333333333s linear infinite forwards;
}
