@keyframes rwdcur54819 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGD0lEQVRYhbWXf2idVxnHP8973ybXkmUxxKzEa5ZW62wJq+xX51Yc1k4yWodIN1bXWmFMyoR24MbKmHMwkQXmXBWk/tg01qH4Y3U6sDrWsT+EqeDaOWRtc9M2Tds0zb03ub1NrzH3fP3jnPfNzdomF4oHDvflnud5vs/5Pj/OOUaDQ1IELAbagW6gx8z21K1vAY4Bw0ARmDIzt5DdqFEHgCagBVgCLDOzPa8MfJ6+m+CF764jOLMsrLcE+QVHQw6E3Wfxu8+Z2cCff/UFaoU/4gTT047nHwUzGwByQS4b9K7cAWZ33xEAqDlROQMSzNQcpTOpbC7INczCvENSJKlNUq+k+wC9uXej9v0Awez8ah/aucl/S7ovyLctxEIjDMR4+tuAToA4Nvoegt5NvazYuILcbTl+tA/iWWudQT4b9K/IgST+LWa26+D++2mu/MYvLIq4ULxAtVIFoHkRPHE/mNkufAiyC2FccjHQ3iQpiy+9ljBpaoqYHvNymUUZojjCMgZAaRIWZ1Mzic5iSdlg7yK8OX8E4CzQis/kJUAXntJWgObJPdy2A27+2s2cHztPlIm4quMqOm/o5Lm9sLg5Ndca9LqCnXagNTiT4loCjM/YbPC6LcxkF634zF5qZttuffhWnHOUh8u4GYebcZTHy6gmzr59Fkm7gaPAOFAGKmFOhFkBqsB0LCmuA24PQF1AZ4hlws7uJAyWMSIiWrtbmTw+SWW8gkXm62GW/qVm1l+nvwMYA04Fx4pAJQ4xbgs05fCNZhdAefAhZmoOndmNmW0Lhvab2VqAlRtXcq54DssYo2+NUre+GeDn34Jq9rPUakoSM3FkJMzROIB349vrAIA7vR3nwJ3+HrUh+MC9sObxNT5mZmslvYWvit66Hb4LVMxs7fVbrkcSX37iX3xj0+tctwR++vydOM1xZCvQFAfKe8xsQOceAQecepZ4RUondzx1B3Kz/CbgJeAN4EbvWG9wgjgb42qOVVtX8fTAwaDyGr97DF5+cT1xHGFmA5K2mKR1Zvaa/rsTTj8DebDPwLr+dQghJ0r5EgjaetooHS1x4MUDOGAQeBn4HDAEbARu2X4LqonySBk50bKkBTlRPlkmvy/P/qch0wXxWbh9p+9STQBPbn3GUxz8jZojSkdKSCKzKIPkjU6OTQLwN+AfQDPwOj7lAc6PnQdBpikDgguFC0hiqjIFwE/2E0IZflMG9FSAN8yeZPXDqymMFEDQ/uF2JFEcKYIg//s8AkrAL4G7gSPAWqD7zm4Arr7mauTExOgECIQ4+cZJhv7+FWz8Z9hJ6HnQO3ADsNLM9ug/3tLpA9C1eTbgy+9ZjuRzYPC3g0h618x63wFeAr4IrA6JaGa91/Zd60Elhv8ynNr5wzfhUx/z3x/a4i8xMb4mj0namlSBDvmJYOyfcM2XjrD83uX1dV5JwAD6ma0CIO0Jx/90nDf7Yc3HoebAOcje4w2EKjhmklq5TB/QEdID165LFdM+0Pf9PgrvFSiMFBh6ZeiidR0C8oAD25DqX9QHprwI02EH45I2cZlOaGab1/9wPXK+QiwyzIxldy/zjvo+8Qt8T9hWp3/pTmhmM5KmgBl8fy6HxTZJd/G+swBIT7/C4QJE0J5rp3CiQN2oAEclPcACZ4HVa73vUEpmC/5U6zGzFyRfQht+vIHx98ZRzTNROFEgvzePToB9BAL4sbDrBLCaAocb85zj2MycmdWzMBooGwv/Ac9S/DW8+uCrdHyiA4uM4qki+b15/r07QPpRrqN8NNgrm1m1/rp+yetSEJgOrCSUVsIqH7wpfEWW5gDAik8CtTlhqODfB9VL4VzEwGWGw9NWkbTD7Ouw9DkAioeLvlklgcyA3Z4mXEL7vI+TeS+MYSTJOYGnFAAdBVv611RoeGDOdsaCfDXoX9kI16icpE9L2u7/+o40iPofQNK3pYPplXx7kMuF6928o9GHSdoj8A0EEHzUP0yYebxediTIVYLevKOREGBmTlIVn8kjSdvW4SBwCGxV2l5HgtycbL+s7UYcgP/f67hhBwJI/R2yIzjThKe6iKd+IoA3lHz/A95zKgA0MRKMAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur54819 0.66666666666667s linear infinite forwards;
}
