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10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZklEQVRYhZ2XaXBT1xXHf+9JwljyEskWXiUvYBkbyhZaQmsSICaYuGZLCsXpNKTTsgU+lDLTpITWKWGYDGSaTg0hhmHahIHwAWjsIcYxZUmB0qQYGvCGseVNxkZe5BjJi6z3+uEheZPA9D+jke52/uee+7/nHgmMHxnmjDkLX0zV727o6GdAFkBUgeRhgiCTEBHEZKGFd45ULgCujNeo4PvVI8sjRkIFAUBril6ZlZF6psreT/LqTKauXoLWqEcQRd9UWZJw2bv45s+f0vHfalLDRTL11Ww+2CrwBKgfQ25Zu25BtWfefJJyc4i2d1L92RfooiLG7kIU0UVF0NfygKy/7kFA4J+fFbF23b/kFfF3yd3XFtAR9ZieUEEw/XDWmmSz8WTUe79BnxwPgNZo4PKtauzl9+ittyE12ZBcLtzBWoLNcWhijPS7B9EZIwCZlG0/pyt7MR/v/IADW+vkN/Nr/TohjIhAqCAkZ87fOmVG8l/m7v41Gu1EAPq6H9L6eSnW0yVMM8AyUw16nYhGLVDeOIgxXOBGezIX6mXi12RjXrmEieEhALhdfdz5w4c877zJjo/Kxzgx5ECoIMR+f/qa6QtmnvzB3h2oJmgAaLp4ncb8v5ET1UBipJvHHaoM1Ldr+LQpgenb15OwaB4AngE3X7+9nxUD13gz3zrCxPDGdNMMy+01JQWEREciSxI1B45hLPuKLc81o1YpUysaB0k3qykoUYKWkeYh3Tx0khWNg1jiVJyuiOd2ygukbHkNQRTpqm3iy015vDPTys8+eODj9Ul57boFt2dtzaV48x/prK6n5uAxFjWfJ9PU4CMfL9QqgTUzbCxqKqU8/xh1Jdf4x459PLt9PUUtqRTuivGJXg0QOTVppWfefOb86lVSsp+ndNsesiKcLJ5np6LBP8mGpd6IBPBChsUWO1fPfUn5jUpyPtlLUKiOO3frsNVYfdNEgBdmm88k5eYAMCFEyxTNAHJnEwXnZP/Gx4GCEpmCczIrU1sx9Tvgkc6TcnMoc032RUENTO2NM6M16gFoOF3KQkMDNvtQ2CsaB0cYH19bBYBKFFhoaOb6mVIsr69CZzRQHmGip7cKALV5wdzVMSuWACANerCdKeHlH8sIwlCIvSLzCs8bfi/ZaBGmm9Wkm/GtXzZ7kOKiEqTXliOqVcStWELDJzeANsTFKWF79CkJADiszcyJAuHpNPdEiAIsSlTsA4RPSaArKJbCXTGy2NTlRhuphN95t55EqgIa2rBUICPN8385kaarwVlTD4DOqOfug34A1P0SCCrlNnZYbYRqxUA2RiDpF79Uvof1vb32MKDyhX84vviPSOekFkyAoFLhGlTCrL7f8ZCTOVuRZeh1OMh5dnwiSyIw/K6XZcpOnKXq3FUA3I6HMA3UMREhvPj3fADqDx1HqDriV1TD29l5m/wSb1gqBBSlPmSQ3vBsEjeuA+DaK5sBEINEkD0SACpTHD0u6TF7IyA5KMcSaLzLKaEyxQIgezxo1cqNEk16Da72LgB0lkTqmepbVFAic6VSNYIAwHr0iF8Sb7933nBUOlPQpSQC4LR3YZkUpDhgUd3HUaPk22eS4ilrA+kxCfBs3qERZGfzDmE9emREezQkGS7WK/YBuu81MDP0PgDq3x2uTHs5vLQyLmOOkiRWLaX468MkRbrJSFMMePO9V3ijdTBadKP7im+q0ecsRVQr0bR9XopAB8v3tgkiUBVsa8RlV44hYfUSLnUmYIlX+cSkZDa1b5fe/uFt78eL7LxNpJvVeCSZS53xJKxSsq3T3kl8RxOhwcp1FwEyDbXYThQpKwWBBnUYh4s1BKo+/J3xcPg0IkChNYl7AxoGHrqUseNF/GTy0GuoAjj7zXfvpuvFPIc2nEtvfYjuagwOZzATg7sJDXZjDB9KTvZuCU3dLRw3y3zt0ePGcBHHrTIu1EyiIm0h39v4U85vf5/+HidBV74iPbyd5bvvCzCsKM2Jrebd948Sf/lHaDEgt07mFGBJuoclru+pipJBj+yriKY9qoiyPvo9p7I28F5mN8PqoJFBPrA5Vj5WksAzdS8hPnpOndF1SIZrvJLxHYlRwpNrQruGwjYzCdvewOSnJjTp+3y7H+MAwL43zHLxv+OYUJGJCqUwddOPmFbBXcdtLHMj2TLbOrYqdqRwoQHiV2VhXpk5pip+XXcLjdQxgtyvAwD5G2Pl01f1yHdeQove1//tpFMsK96J+74dqbkFyemkJ0hHSGIsYYlxXH7rT7xadPBRLKCrrplvd+7nt9OsuAdcY8jB3x8TYOvHLcLxHR75dNhZ2lqTmFg3CxnQTw0jZk56wCOInpWKvbIWXaQe24lCWi5eZ4ZUi3tA9kse0AGA3P1tQuEuUbZ13OR6VQPXKySin8vgYWs7OqPB94SD8pY47Z1oYydxadse5psmsn5KLefVACLLdzcHlM64pF24K0Zu7/bQ4jJQK8XS0TNAryQgiyr6BjwYJsikRgUxM6SFgd4OIsMUAQfa9VM7MNqZx42Ph3Q4/geVOg91Ib37CQAAAABJRU5ErkJggg==) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHbElEQVRYhZ2Xe1BU5xnGf+fsruguiAusyGUXWAQE75cUodigwoCxeCFWI3EmbdpqNGZ6M23TxJZonPSi02aqxqBN0zSjdSaRCuOFwGi0xthUiamRi4iwyGJxBZbiLrLLntM/TnZhYddg35mdPd/tfd7v+Z7zfu8RGLvlmHLm5S5N0++0dA3gkgUQVSB5GCfIJESGkCx08Mqh+kXAhbE6Vfue+mTZbyRMEAC0ximrCnPSyhtsA5iL84gszsdo0COIom+qLEk4bT1U73kXs8HzjxmJIsse62bz/rvC2AIIDJ66bv2iRk9mFkklRUyxddP4t5PooiNHORFEEV10JD2fNJJsW02/Dcqdn7Mm+5Zc/PVeSn7XGTQQ9aieMEEwZs9ZazYZjka/9hP05ngAtIYIzl1txHb9Jv2tVqTbViSnE/cELRNMcWhiDPTd7MOITvFzPZsu0nnj7ofs3aSSt77VETAIwY+BMEEw52VtnTrL/McFO3+ERjsegAe99/nP8WpajlUxPQKWGZvQ60Q0aoHrbYMYwgWu3DNTdcZGyMBMQloy0BACgAc3rowalmVaefHPbaOCGAogTBBiH5uxdsai2Ue/9vo2VOM0ANw+e4m2vX+hKNpCYpSbhx2qDLR2yhw8OZHw3mwm9ZkBkPBgN3/IhgILz7/pz8TwxgzjrNRra6vKCJ0ShSxJNO17D0PtebYsbEetUqbWtQ2SYVJTVqWQlpPuIcM0dJJ1bYOkxql4/8IEzl2ZiqZ+IQICTrrpyP2Y7fMtbNgzJE6flNetX3RtztYSTm3eQXdjK03732Nxew15RosPfKymVgk8lfuANUsa6Uv6hC5jM51Fn7Pgp89S2ZFGxfYYn+jVAFHTklZ5MrOY9/01pCz/BtUv7KIw0sGSTBt1lsAgGwu8jASJQoalc91cqKunLl7Nin2/JiRMxxc3bmFtavFNEwEen2sqTyopAmBcqJapGhdy923KTsuBnY/Byqpkyk7LFGcPYHL1wpc6TyopotaZ7GNBDUzrjzOhNegBsByrJjfCgtU2RHtd26Cf87G1VQCoRIHciHYulVeT+sxqdIYIrkca6etvAEBtWrSgOGZlPgDSoAdreRVPfFNGEIYo9orMKzwv/V6wkSLMMKnJMOFbv2zuIKcqq5CeXoGoVhG3Mh/Lu1eATsQlKRN36VMSALC3tDMvGoRH09xXmijA4kTFP0D41AR6QmKp2B4ji7d73GijFPodN1pJpCGoo40FAjnpnv8riHRdE46mVgB0Bj037g4AoB6QQFApb2NXi5UwrRjMh58lPfs95X9Y30vrDgIqH/3D7eRlke7JHRgBQaXCOajQrL7TdZ+jRVuRZei32ymaPzaRJRHcAq6XZWqPnKDh9McAuO33YTqoYyJDWfr3vQC0HjiM0HAooKiGt5eXPhcQeGOBEFSU+tBB+sOXk7hpPQAXn9wMgBgiguyRAFAZ4+hzSg/ZG0HBQTmWYOM9DgmVMRYA2eNBq1beKNGo1+C81wOALjWRVqb5FpVVyVyoV/kBALS8fSggiLffO2+41TtS0KUkAuCw9ZA6WbktxVTVHexNSr6dlBRPbSdID0mAJ0oP+IGdKD1Ay9uH/NojTZLhbKviH6D3poXZYXcAUP/iYH36E+HV9XE585QksbqAU58eJCnKTU664sCb773CG6mDkaIb2XfqMzX6ogJEtcKm9Xg1Al2seL1TEIGGCdY2nDblGBKK8/moO4HUeJVPTEpmU/t26e0f3vb+vLa89DkyTGo8ksxH3fEkrFayrcPWTXzXbcImKK+7CJAX0Yz1SKWyUhBo00zkTxcNBKs+Ap3xcPNpRICKliRuujS47juVscOVfCt56DZUAZz4139fzdCLpXZtOOdefoPZ330S+3g9tN4lVNWHIXwoOdl6JTS3rmL/rNbXHjluCBexX63lTNNk6tJzmbnpKWp+/BsG+hyEXDhPRvg9Vuy8I8CworQotpEde96h8K1S9MlG5Pwszu4DQ+15UuPaH6koGfTIHKuL51rK40zf8jSCKFL45i/5oHAjr+X1MqwO8id539Yk+fi4bPxrwn/StvcdiiZbSDSMoSa0aajoNJHwwncwLs4EwONy8+lLu1npuohR/8C3+1EBAOzePF0+r5vLjFd/6F8VV9Rw+a8nMI6X2TK3ZXRVbE/hjAXiVxdiWpXH+PBQANzOB3zxqz/wjO4qGqnLDzxgAAoTyXJlj5nUHUPfBSBwrORFsrZ9G/cdG1J7B5LDQV+IjtDEWCYmxnHu579nTeX+L7mAnlvt/Pvl3fxsegtul3MUOAT6MAGe39ssHN52Xz7+yi6smQsxl6xAlmW0IWpi5mUEPYIpc9Kw1Teji9JjPVJBx9lLzJKacbvkgOBBGfBaxfYY2dolc9mZxhWbxKSZacz/wQZ0hgjfFQ7KXeKwdXOjvIbmD6rJMo5n3dRmaq4q4799vz0ozpikXbE9Rr7X66HDGUGzFEtXn4t+SUAWVTxweYgYJ5MWHcLs0A5c/V1ETVQyXrBdP3IAI4N52PhYQIfb/wB9CRCjzaFFKwAAAABJRU5ErkJggg==) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur74742 1s linear infinite forwards;
}
