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0.039900249376559%,-0.040149625935162% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.059850374064838%,-0.020199501246883% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.079800498753117%,-0.00024937655860349% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/klEQVRYhe2WTWxUVRTHf+/dzvTDgRLawdKhxtRiC63EWCGUsOIrUZtoJpGFMSYVXUqMG1yQuNCIS12xcKELXbl0QSJWalAT4wclgkQWmjgLkGTCIG1n5t57znExUyyJEDstEBP/yVu8j/85v/t/J/c9uMdyyzUUi8W+rVu3dl24cGF+NQDS5Rqcc4OZTOb8wYMHn7snAIA3s17g42Kx+Onk5OSmuwogMWqMEYkRVZ3E7PyB/ftfmti58+4AhBCIIRBiJIZAFFmrqu9ns9npiYmJwTsPEKOGEAhLIEKMRJE9qnp2fHz88NjY2L+u20oC8QaA96Tes3geQ8ipyHvOudOPjI2N3BGAGKOGGAkh4EPg+UuXeLpSIXiP9x4fAjHGXWZ2ZnR09PXh4eG2VQVYHMLYXHVbjBR//YU3Ll9mU62Gr9fx3hNi7BCRY2mafrtly5Ztt6q37I2oUCisM7PDIkKMkcfn5xkKnkK9yo65OUhTzgIqgpkBbEyS5FA+n2/vWb/+63K5LCtKQFVVRRARQox4FRKgLZ+nkHFMlf/grT+vsbFe/zuNELIicjRJ0zMjIyM7VpRAf39/t8Gr2gR4rLrA5lqVbF8fSS5Huxr9c9fZXveENOU8NJJopJFP4FBvb293T0/PV+VyOSw7ATOLZoaaNVJQRURIzGDD/bhCgc4NG3ggNfbNzzcGc+kRQioirwE/DAwMcNsJvYUUM1QVVcWbEVVBhLSzE81mMFXc1QplEbz3OOcQ59gmwsW2NsQ5nHOxVCq1BmCNKDAzghlRBY2RJEbIZHAxUo2Ry2qEEFARxDleTIWMT/mgvYufXNv3QIsJAEbj3XqDBWDt1QpZfoPubqReJ0rkd4GghjpHqkpfJtJpgVckHJnqWPvZygCaCcw4R3v2Ph69WqG/UqG7o4NMNotX5ZxARDEztruE7kykBnRqbebKldpsywCLzc2Mi8Csc6xLHE9JYPvCAoPVBQC+axpEhF2ZBrlCNDi3WKwVgEgjApaCXAKOKxwHngBG08UHGxp0TQDj4t45FlYC0EgAbgJo7noAnABO6M2mQgJiYPDj0uut/BHdmIFhU94NVaZQ1t3G0APk04bR4MzSe8tOwMxuzEC7GZvlOsMOnu2CnwWmA3zib/bsyzYa1VYpAW9mH5pZ7ZpRqRvf1BWywLiDI51wYg280wW7m8vrSZlVQ7Wxh8wuLZa0AADA0NDQ+nq9/mSpVProyzWMJPByAi+k0JsmjY+MAScDbx+tcvL0Gqa8sXvvHA+tCsA/aSZHloRnmjB7UkhT+HzXdfafytEncGzfHFOr2fOW+iLHg6dyvDmTozST4wDAydxtZ/XOaDpHOp3j4bve+H/9Z/QXzz5zDrgrsMAAAAAASUVORK5CYII=) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195647 167.08333333333s linear infinite forwards;
}
