@keyframes rwdcur59144 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6ElEQVRYhe2VIQvCQBxH3wwiRhGRZTGZxGQ0G/0cfg0/hNEkfgoVVDBYtAkGEWxmZfIzbMIQ0du4WbwH/3Lc7b3BjoHD4XD8O57pRkEB6ABlYA8svHC9DrSAAJh5cLZeKWgLTgLFZiOYvKxdBX3bcl9weRF9m67NgEFCuQRL0+fnDPY0U3QbnzEJCFIE3GwGbFMErFKceY+gIbgn/AZ61gKiiGEC+VRW7WFAMbr33+RHgW/b/4yoCHYf5AdBLRN5LKIkmL+RrwXVTOWxiLxgFJNPov/E71A440hucpUziSj8/M0dDkcWPADMBM8Fmncr2QAAAABJRU5ErkJggg==) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe2UvUtbURxAz01iYmJMzAel0Jh3l1JxSDWDikMDHYqTQhehWyhp3tLFycVJnNx0efgPOHTX6OwYHd3Uh52ylHaIYmP8dSglftD0hjx06DvwWy6Xew6XywUfHx+f/x1lsklsnaUtK/xozdOWNOHAKYmBbRTnXLSrNNsFFDcMhw6IBFaV4x55Vii2zsmH3Jm8HBKBzkwmRd5kRAZurWXDIgvPL8XW77wLKOd3ZTR6V95tQogsvmiIreMm5we6ym2dp3E1x9dL8+Jr4LT5DHjfdwBQ4HvLXP6HkybAay8Crs2e6T0GgwA/vQg4JhHqPcCKAhz2HaAc95xspE4s2FtALvoN2Ok7AICh4AqzaXP5dArS4VXluBeeBCjHraFjW0wk/33aqziMD++j2DCRGwUAEFKfKSZrFBJ/3zMWh5lUnUhgUTnujWmAMWLrsHzMf5GpkYefTzEpUs7vmX4+/UQgn6x1eZvtyEsZkYq1KbY2u01PQqp6SUqZ3/KqXn408Z2IirUmFWvtSeQ+Pj5e8gtWXKR3oZZargAAAABJRU5ErkJggg==) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLUlEQVRYhe2TS0iUURxHzzif4zhOM+boOPNF1CaTEjHpIRIaGREGLlq0qUWLqG1Ui3atsmXYJgTBnotoEfSCgkhNgkh7QEELDSOENKXEaZzm8f1amE0a6kyfuog5cDf3cu85d/GHHDly5MgG4UGEEHlz9ksRxf/ypCND8cFzcKoaaovAGINIL3QNw2gLNJsQsoAh+NAB11/AeRzE7AcIWqC9NeY5trnXB90OGAUqwGpIkfBbFPTkw2vAAOpgrCnKhbKJl63QhINvGX1wPirFiYGIVzprShuKJEivLX6pISDl/7FX6pIOhTT5sUTHxV1bcoTnhpjQ1bC0tnC2fKFlIJ001Rd3C7FzMU3eAmcN2ya9Pm5a8Gkq8/Ak8DRK1YCXKthvJ2BTcMwFXxOZy2cY/E7BZ4NmqLITkLTyyHROZuN2ggFRiNsJeP+lJA4+I/uAdYVEwwluwxs7Ac/erYrE2GeAx5ldwFY3b9dHGIZ72V2cQ4u4NDlUIu0py3wKdqxWsj+o06LblhwAEewQI3oQkmr8i8s3eqXLpu5bzilEtf2A6Yi9j5OulK6ZUrVvfnmlV7po6lWsUGvE0aWR/yJfHO5KulK6FZa2F/8tr/VLV0z1x92qEWeWVP4bceCO5ZyynoSk3aVpeWNAehjSo5TxIyiOLI88HVHXLkYSfcFpcWNAiedBdYpxxK7llacjKjrFuNVTLqunfEZeuTLydER9mxhsE4OI+pWV58jxv/ETlK9KXLgG6qIAAAAASUVORK5CYII=) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur59144 0.8s linear infinite forwards;
}
