@keyframes rwdcur16606 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIlUlEQVRYhY2Xe1TVVRbHP+d4eQjXqyLYFcEHGRJiopQaoPhKMzMtU5diY+aUWTaWDquZnLWyaUYzsqQZzZa1cHTUHGNqdMpHqzEFXy18jJUiCgNIRIQIyuN2+d2z548LCHIxz1p7nfM7v3XO93v23md/fz8FYNyW8MttHVq/iDFlQAiwGa3dwDyMCQFyAAdaB2qbHghgLBMFJMtLWebL9du3Fkg1i+WgarOrcVty22aZG31usXhe3yeeqRvFpZdIlX5WzO6zYtzWBeO2MpvXWKPXyRT6ygI1SCznK9+3O9Ztg7Ydr/HM2XxouRomSfSS++gpSfSShSpOTL17m3Fb643b2pmjZ0mqihGXXiLPqyFiKq9/czO+auN+rYOBXwMZGEOr+Sa2TXO7v2X2448TqoKIJ5Ry6jkgxXTDnz15JyAqFBO3im0XczhLJW48rJu4CLXnGbS/rU0ItOm8jBcCEjgaOBczZt0SjFnUBrzFVTfm5IcadkxYSjLhAKSoCP6sk3hOxUOfEEzyOgovFZCa9CCB2LiGG/W3eT4TS+sTy0vvoQfhBLPryIE1ZwPnx1JZ1yE4OYVg90c/k0SksmMhFEgNDVhMPvIOfH4OTpZw58JJqKQoXut0PyvUcAgJ8klAmVrXZUn7V0T2+7sYlfoIcqyI/QUnefCNJaiXxrbl0e9VZpTtQKOoxU0tjQxXTqpw4Y+N90csoPTr74icOQqC/JDzP0JhJXrLEzAu2nvim0KgjNvaD0w0I9dCVT0qKYqV2zcwVfUnYfIYVNZC0N41CwOGUCbXuVc5CcLGJWo4LJe5RiPRdMOFxWgVQbpfCpVWHWGpozi/7QCx9Zkte7TLAWAigN73HKdKLiA/1ODCImHGA8jFCsw9q6H2Z8gp5IAUEat6YMfGGakgV8pZqe4nW8+inDoi6MI4Ipnm/oQR5iM+//vH9MHRAu4zB1pG3TqT8PoCsg7uJZ4wpKASdVdPyi4Vsz80Fck8Tj8cOPAnj6vU08iZmW+S+tnbDOjTj+E4eVj1Z7JfFDv0FB5TA1gpxwjOmN0hOICtqT8OjMQewKNqAGvlJH85/Rn/OVVCFT8zS0UzdFs28aon9VjY8We+joXonkhxFbUlFTyk+jNnYDI4HQT37cFbJLJxy4eoRUm3JNDsgRVovVv17oatcCVRdKWWRtbqFA6N+R3PD5lM6PAYYuhOnlxhAF3phwPsAaiUu+jy9GhSd6wCS6CoCjTIoYssSpjcCklXdOSBLUAQEEO4A/IrmJn1BmbuZtTYaOjWGcLsyPfVLA4YSsTPdnopO32njPDu4OyCWj4OOVRAYWEBUYlDoLIWU1KFLe8PzTh5QExLQWvjAa1B6xiMicZlleFqhIcHQWJ/pMENRpArdaAVanYCY1Wkd6Ul4OyCSXwb6huRzGPskot8dTQHuVxNp9WPtE6+GIzBV4HTwK+AdACSo8KbX6iESKiqB5sGVyMqKAA5UkiGnOa+p6ch35Qh67M5lf8dZt4WKLxCkgrnoJRCSVW7GuLr9K1zgCZP/JNuQXCtATV+IPrr3yLny8HWCXFbEBrMDDUA/G2oob3R2+czLHoQrnOlqLTxjD73V0ap3uii19oD+irvAMYy543b2tOkcleMq7HOk3lMTK3rhgruOyfWyLXye3WfnNWpkqkeEM+UjWI+PuO13GIxVXXiyTwmnk1HvappmYstCuq10z6/O3xIcEMbCW42V+OFA/pR2auni2fFHrES13pBF++UgXSXIv2UpKtR4lmxR4zbamy19p2mPtsXAY23BjSHAGC3r9hVB70QfVJ+5IxUsHHV23CpEgL9UOMHUkEdY83HbJc8qG+EG/UF4MWmPvlWObAKY8oxBrSe1RIvrcEYZPUXlFFLWu/xzFTROPAn/adDcPgSPBTLGyqZOELYqidBfDjAYbROa4VTjtYrOiLQD7iM1k5vTFolS9O44LWPuHtSEhVlPxCBnblz55I2eCpm+iYAnlB3E6/uIPajZVB0FarqS/Fe8dQmOwukABvaMbidb0Gr02/EGr1O3lNjxXK+IqV6oXie/4fMYICYshrxzPhAPC9/Krl6juzV08WK/uMnvk5rLNPuLraduPnqND2rJaPJzzmJhYDTQa+0qccnrF9GLW5k50nUpjlQ6yaKrigUaDXOp7ttut1dtAEuILA53m0pe59V+nRi0qdviIFs40jb8fCZ90ZW0oADfyitAf9O4AjE0ecOiovzKckvdFjD1tSoyO4OjPFWUkuW2r7+7bs3E1DtroYvIt5Wey7wSftycxg3BhuKNXoUQfiRJRd5ecgjUN1AbskF7rU50YWvIl9eIHvBWxyRMl4OS0EfXpqmY5xv+Q5BB6Wyucmmo/YHzCeUUccyNYz9uTnEV3+IkyAsDBn//Rw1bTD32iMh1gklV/ngyVf4TP6HA39W//QVVNXf1bEHOjq51lDrIq17MpvlHEHYKMr8AjU7ASqus7f/U1gY8qlmsAoFYELEYNSgXny6799U0oCTYKb43YmufrO3DvIv8+0Bbw3wWcNl0U4mqb4AhNIZNbRJEW2aShoYqEIo5Tp14mZCeBxEhyFX65k+bza1WIxXkejS11fcDN6WQDOJZiKtPKC2PkEsIUwgkkQVjnx5wfsuJJgUFYHB4MZQTj35ZUWoAD/ST2RxcNunLNXxdJ421PrW+WyYZ/HOjI5DcKvmtshxzCNx5P0bVFLUs7LztNbvzuDaYxv5QorZLN9hgDgVSp5coZ/qShw9OM6PGAynpIIX1TDmdx+KrerNX/g59SVEXvvGuK3kJqHJ8rywSyr0M5JAmKTQW4YQKlvVJPFMXC+5eo5kqSmSq+fI0ypOIrGLNSZDzKWK21LDW/2oHjFu6ydjmWXGbYkpq5EMlSKvqhHief/IWuO26oxlWkTHVNX5my0nhluxf5po6t1Bvirh/wEdASV9wWxK3AAAAABJRU5ErkJggg==) 18 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
}
div.testarea{
animation:rwdcur16606 5.0666666666667s linear infinite forwards;
}
