@keyframes rwdcur197653 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe2W307jRhTGz3gmiTH+Q7xx2BB3U4TKCgFLKq6AwAVV+yh5DFAueInlpi/QF1gplUhCK1BKRC8q6LarpjJhEwJJwHFtjzPTCxKW7V4UuoGb7idZPhfjOT9/M2fOALyT0H8eVbj/Jtls1lhYWIhaltVzHCcAAP5oAJlMRl1fX/9mZmbm6/Hx8XatVrM7nY7/GBAYAECWZWlxcXEukUis67o+rqpq6/j4uOW6Ln1oCAwAcHZ2FlpbW3uWSCS+lGX5iWEY5ujoaLNcLrcAoAcA7EEBACCUyWQ+m5iYeBGJRMIjIyNjpmlOiaLYPDw8bD4kxM0mXF5efmqa5gtRFEVCCJIkSZ6cnJxVFOXs4OCgCQDBQ0AMAPDKyko8mUzOSZKkEEJAEAQkimLENM3nsVisdXR01PQ8jw4bYgAgpNPpJ6lUal6W5WgoFAKMMQiCgMLhsBiPx1OGYfxVr9fPW62WN0yIAQCamppSp6en5zRNi2OMoe8CcM6RKIqjmqaZ0WjUq9VqZ+12e2gQNw6MjY2Nzs7Ozuq6niSEACEEMMbAGAPOOYpEIoqiKElVVVm1Wq3Ztu0PA2IAAN1uV1xaWpoxDGOybz8ghIBzDowxYIxBOByWdV1/pqoq29/ffw0A9GMBBmc/Oz8/d33fd3zfZ4wxCIIAgiAYOHA9WBBAURQ9kUisRCKROAyhd5BbcdDr9WxKaUApDQMAMPbOYc451Ov1y729vZ1yufzK87y3MIQleA/AcRyHUuozxsKUUsAY3yS/uLhwisXidy9fviwAwAUA+B+b/J8ArNvt2pRSn1IKvV4vAIBAFEURIQQIIaJpGlEUxb+6ugqGkfwDgE6nc2nb9qXneY5lWb/btu3Mz88vxWKxMUmSwrFY7Hk6nS4Ui8X24KPNzU0JAHS4Xo5mLpe7lzP4Vsyj0SgWBMGuVCo/bm9vf1+pVF4nk0lJ07TPG41G9fT09KeTk5Nfq9VqFwBga2srhjH+CiH0hSAIkxhjY3V19WRnZ+fODr3nQD6ft/L5/Fvon/uO45Dd3d1Xnuf92Wg0rEKh8IdlWZf9PycIoWXGmMw5/wFjTDjnGYzxNAD8/F8AAK431m0Lg1Kp9KZUKll9qNsNiTDGJhBChY2Njd8GjhBCnt4H4C51HACA0we7KbtcLudSSr/1ff8IACCbzRLOucwYa9w1OcCHDtxLuVzOHcSpVGpaEATfdd1f7jPH0G7BnHMpCII3962CoQFgjJtBELj/PvKBAACgHQqFbvrGowM0Gg2XEOIghIY15Sd90v9EfwNfZqzFN/8qOgAAAABJRU5ErkJggg==) 3 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur197653 0.66666666666667s linear infinite forwards;
}
