@keyframes rwdcur216976 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACX0lEQVRYhe3WSWgUSwCH8d+ob9TG1wqKhnhwiRq8SXBDQTzoTREE3+k9756jBk+KKIrgchMFPUlcQTy44cWDgigu8N6LS5RBo+M2ThbIGJJJt4c2Ip7SPRoP+oeGprrqq6+7qquK36kp8RzieT9T4DyVCz+r8xXEMaWYSytHuvNRxHcTgdcxJ+5zeFQWUqZG+BtNye0g+hZQ3jhCAnGAPbBoEVTRj97d7ApGQEAL6mH8eHiDj+itp7MlLSyXrnpcj3aigPco4l/cxltMrDC9kZ0vh0tM+wX2UAq410N7G+XPHd9s41wXxYCu3WmAKQT6m3i6nlv7KM7ijytMxmg8uIIGCnvpWc+OhT9AoDCb/+aytoV1ZaZJrj+HKpR5tI0JDeRnDp+bOe/2B0FnzPEY+7NSsq4DIJ+PEdWCqEVgwODggGQhmpGZMqYWgWo1+iyQPTUJRFGEAaReAL+khiGIhWFV8g6zf7xAc3NlTWNjIfy66ZIl4zAB87+qeTHk1JrvLnDgwPNytaqQzz/ZyuMgl4stWzYFkzALxwJObqVY4GHXcLkp94I7p3O54K9cLvcmDKPi6tVjm86ebcfbB1TqKNXx+BytG4ZLTDkHXrXE8cu+KOquC8P+psWLJ0kmYecC7tZxqJ/WVDvi6HQCp7pYFVJZ3t09oKPjg1LpBa6jFX0HcSYNMeUQwOGQqJ381KT5HRyBEhrQk4aW4Tfc1MPH7clW3IEbQw+2p+08owA4Sl9bcij5H9qSsvTJKLA5YrCZ3qGCLZLD4Ujnn8u4Wgsh5V/wbZbeZ/I1nr2rjfMr5xOy8cK/s/uUjAAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWUlEQVRYhe3Vy29NURTH8c/trVtKooMGsyaCVIzUI16JgTBAG3+AGIkYiESZYdCYVKpMBANmEhOhpDHwiNcQLRFpI4Kqd0tvm3pd595jcHTQppJ7Tmkj6W+211757l9W1tqLSf3fCjcSbJ6ox0sJOxjo4G5pUkrJGBzsQDXfqvmwcwycJAorCHsIQ16HnOnhaEUSUtIK7EdlKgV55CrpPzhOBsK52A319fADOXzZxYF542BAEzJw8mQ/utGHvgzZw3FhqXjp4RrcjR7swUe04+ZvI/NRtZbGO8USY1QgRHCMp2i/wpvWqPxZXGzlfivPMXiMxqKpMQz0b6VtkMerWbeJmU+Zg3IiV7XkVpIbILeteG7Raq8efu5qTqXeh5wK0Tz87siI3D8rRgUWdw4/Z5SXT0F6lNx9naMEx2pgpApKSgIUMDsxJfEfTiAICggwNTFlTBUoKwtEk1z17w00NYULhkdSFi5Mi6Zg0YjsSyNy/4KB5uauFUuWvL1WWvpy+VBs/fpKVGDovfPLOXeNF6uK5cb4Ce+j/EE6nanJ5wuX02lqazN1LS2deHOZnwW+b+FVGx+XcbZQDDVGEy7F1T35/IzbTK+bNSutqmqaqAm/1UW/4CPc2CsajaIUswk33KH7At3eveuVzWbxCQ9xFDdacCsOMeYygtPz8ISyTFTANtGClBN147M4tARjuP0Zg8fpRRfuDV2ciPt4QgNQOMTX3mgl34LPaEhCSmigPkvQwMBQoEG0l8fLAORP8bVTtIpPJKWMtsqK1O0CNV1Muc7bjuScSU2wfgG4yrVMkHSk6wAAAABJRU5ErkJggg==) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACX0lEQVRYhe3WSWgUSwCH8d+ob9TG1wqKhnhwiRq8SXBDQTzoTREE3+k9756jBk+KKIrgchMFPUlcQTy44cWDgigu8N6LS5RBo+M2ThbIGJJJt4c2Ip7SPRoP+oeGprrqq6+7qquK36kp8RzieT9T4DyVCz+r8xXEMaWYSytHuvNRxHcTgdcxJ+5zeFQWUqZG+BtNye0g+hZQ3jhCAnGAPbBoEVTRj97d7ApGQEAL6mH8eHiDj+itp7MlLSyXrnpcj3aigPco4l/cxltMrDC9kZ0vh0tM+wX2UAq410N7G+XPHd9s41wXxYCu3WmAKQT6m3i6nlv7KM7ijytMxmg8uIIGCnvpWc+OhT9AoDCb/+aytoV1ZaZJrj+HKpR5tI0JDeRnDp+bOe/2B0FnzPEY+7NSsq4DIJ+PEdWCqEVgwODggGQhmpGZMqYWgWo1+iyQPTUJRFGEAaReAL+khiGIhWFV8g6zf7xAc3NlTWNjIfy66ZIl4zAB87+qeTHk1JrvLnDgwPNytaqQzz/ZyuMgl4stWzYFkzALxwJObqVY4GHXcLkp94I7p3O54K9cLvcmDKPi6tVjm86ebcfbB1TqKNXx+BytG4ZLTDkHXrXE8cu+KOquC8P+psWLJ0kmYecC7tZxqJ/WVDvi6HQCp7pYFVJZ3t09oKPjg1LpBa6jFX0HcSYNMeUQwOGQqJ381KT5HRyBEhrQk4aW4Tfc1MPH7clW3IEbQw+2p+08owA4Sl9bcij5H9qSsvTJKLA5YrCZ3qGCLZLD4Ujnn8u4Wgsh5V/wbZbeZ/I1nr2rjfMr5xOy8cK/s/uUjAAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur216976 0.4s linear infinite forwards;
}
