@keyframes rwdcur1247 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/ElEQVRYhe2XfUxTVxjGf6e0F7DQKgiCpQacNItBtEhwfsypITKDSwy6D5m6mGwjuszF6XRkOjVkM34sZlnYP4LZhzGb2eY0GSSLw+imZooaHUMwEzuFVgER2kpvP8/+uFZdmBCYc1myN3n/OPfe8zzPfd/nnnMu/B//5cjJkRl2u8z4Oxi6oU602WRcSgobi4vZVVgoTY9cAMi8oiLm5+fLwtxcZjxyAdOmifV2O6OnTxfDs7PZkZMztCroBz9FmgwGSi5ckE87nQKzGYRgvM8n3wK5A4R7MGhiEMSZiYmUFhSwfvp0THPmgMkEkQi43XDkCJw4gfvUKbZ5POwD4XiIAuTY9HQ+Lysj/8VFqpKQHEc4DOEwSHkHSIDHA/v3y8Du3aLe5WIpiJaHIEAW2Gx8+knl7ccnnvgY2fArXasrUEdaiUTuCdDptFQUuHIFyspoam7mJRCn+kMf0IQWCxXl5dhy66tRPqsmLPQMf28dgQAEg/cyOvb7ITMT1q6VNouFioHwBxAgS5ctY+4ztmad/qsv6Xh7JzFtVxEuJ2nvvkLMpYuEQtzNqBC/H2bPFrolS5gLsnRIAvR6OTw+nsWLF0Nk7GPc3PQhw+q+I6QMo7N0FYk/1qDr6brbhkiEu76Iiikpgfh4nocHf6J9PGC3S2XyZHL9frZ5PMyqqkLn80FvL+hPn0S63YzetQ7fuAkobVeQQodzRQXe/FnaG93xQiQCRiOsWUOvXs+eUIiPGhr4zeEQkfv5Yu4fZGVJ07x5smLmTLEpIwO7lIipUzVynw/8qVYMVy/jHzUG4y8n8UwpREiJkGECaWOIJJiRUmtDJKIJaW3FMHEiBXl58qnERGFsbd1c7/FsCfdpQUqKVFSVZUlJ4jmjkczubu16tK8+H6gq9EwpouOFVYhQEEOni3jHRYROx5idb6A4HUSrFTUnaJWwWESuxUJ5bCwrs7Kk0qcCvb1bwibT5nqXS9Y7HMLgcpGblAR5eRqgqmoZCt0pscWKQfXStehVzD98TW/WeJJq9tJlycFvSkWng5gYaG4GpxOamjh29izlnZ3sczhE4IEeiIaiyAXFxVRv306S2w1er/ZGUmoCYmO1HPFzLRlbX+N2Vg7XC5cS1MUiY2LomVJErFFPZSXeujq2Op3i/b/ieeBeEAhQf+YMl1SVJ6JOv3/R0evBYAAxbhw3X99M5/iZmA/tZcSxg3jG5hJJMOGZ+CQtLTSGQux9EE8/64Bodbk4ePhw3yVXp9PI4+MhbkI2ocXLMHpvkPzTt3TbZ2FuPk1IMXLhArjdHGhvF1eHIACEoKq2lvYbN/5cASG0/ioKJCRoQuSodIKjMyEcxp+czrWUPM6dox2o6pejv5sANpssmTGDyoULSVMUjVxRtJ3QbIbkZM2cHR3aZhT+/RrdCVaOH6e9oYEVhw6Jb/rDH3Av0OupaWpi49GjqD092jUptbYEg5o5VfVem7oTrFy6hHr9unxHr6dmQPyBHmhsFCpQZbXKFlVlzaRJzElNJc5g0NoQXX69XujqQm1poa6riw/27NHVDYQNgzqQwMqVcmRampxrNotnU1NZMHIkxMWBz0coEOCLW7eo7ezk+9WrRedgcIcU8+fL6gMHZPj8eRncsEFuGCrOEM6EWrS1yerGRlHY2yu9ly/3b7R/LKxW+eby5fLlf4UcIDtbmuz2of+U/B8AfwAvhiQqoUxbtwAAAABJRU5ErkJggg==) 16 16, auto;}
}
div.testarea{
animation:rwdcur1247 1.1666666666667s linear infinite forwards;
}
