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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhe2Wb2xTVRjGf7f39vb2dv232z+j21y3YQJ2RRQQ4iiJYqYkRHEKGggfCIaGhIRE4wdYYkY0JpgYYuIHSUgwIImGmBijiVaihm3wBQw4p0gWLHMMGd06Stfe/vdDt7lgoYMg8oHny7nnvec875Mn73nPEYAS/4ZQIfafwPB/Jq8k4J4mv1HAPU8+jUo1cH8j6Nd2B/2afDe4pDtIvgp4G0gAHwb92kM+zbpds6udFkV26dl875nBy1390bFf7qqAoF/rABRAp1w7ctCv1fnrnCfbWry+J5Ytob7OzfjEtecdx048JxrOrz9zIfblXRMA1AFZoDg1d9tUZVerz+lb8vhjtDT5qHc7aa53U+91yZrWe7QQOan1R8eStyKt1AduhmGgBdgyNV/nsCqdLq0Wr0fj+qROMp1BEATmuZ08vWKR7LSa11UjnbMDtTZ1xcImd5dqklSAQqG04FLsOgaDgCCUT/BfsQnmN3oBaKr30tTYkKJ/+Ja8c3Ig6Nc8fq+jy2ExqbIkIksiZpOE2SSRTusMDV8GoFj650RbVIV9u7ZEqnHPSYBsFDd4nRYVIJXJoWfzANhUE5dG42QyWQAU2QjwLjBB+ZQUKxLejoCgXzO0+mpfMRgEEpMZuj76mmjWQy5fpMYsQwliY3FEQcCr2QF+AxYCW12hcKoav1htQeSzA+/ERqKbCrksmXyBvp//QFVVjOkriKKAIouYa+yp0LK2fpMszQN0Vyh86L2DX/1ajRtucGAg0l47EGlXZ8eOHv205sLQCFC23Bm/xJN2HxbFRqkE8aTON8dPje/e98lLQAB4cy6Jp1H1Agr6NY9FMX27fLG22Cqr5LMW7KqXq4mLjMQmiF2bZPx6evVPg6PfV9of69m/FNhJuYllgT2uUPh8RQcqoT86Ntrcanh2647VrO50cUUfInL6BKd+/xPRIPBoqxeXXQ0H/ZpSIfle4CDwvisUXk+5h7w6e82MgIFI+zM32j8QaXcBvPX6I0utkoHW5ho2bvLjsBtx21WcVgWjJNLm92zwabYjs0XEeva3ZHL5dcAaVyh8ZircAhyvKAAYnLJoNtZOjQ3a/CWYrBauThjQLDVoNjPxpM7QaALZKBJodnc2euw7Zu1dkEpnhl2h8EwncoXC51yh8I8VBQQ6+qKBjr787J+Bjr6PAcyO5heSV4YAkbb6LK/tnEeiMEGhUKTBbQVAlkRMRmkPt4mb1sBApL1h+rtYFHWTzYFRWYjW1ERDowOTSUSSxJk2XCyWyOXLfSfWs18ulUrb9WxOrybgpndBoKNvxrp0/Oz2dPzs54o90K4n7dsujpyTro6nyKeLZLIFDAYBPZtn44sdyoG9b/yQmEx7Uuls8VoyvaaagNt+B/Ye7v7A47RtSyRTyumBC/qRL75L5fKFYy+vfWp8+aKHp5edBA6t3Nxdle+OHqK9h7tXATIwuHJzd/ROOB7gAR7gvsHf2zxd8oBjnuYAAAAASUVORK5CYII=) 0 0, auto;}
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35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur40160 1.4s linear infinite forwards;
}
