@keyframes rwdcur205251 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJKUlEQVRYha2Xe3CU1RnGf+d833672exuls2FJFIIkUCAUCN3iMhNoYilVmV0bAW1aHEq43ip2lGGxBkH6pRqmY4jMl7qYKtgLd5aqBrAAgqIVSqouZGEkECyuexms9l8+b5z+ke8gAR1Wt5/z7znec5z3quYWjpi6+8emPnCrIszExgolEgijDjajeORCehKUV/gMKfCEYLzbvLW68a+ddmNW7aurNh7V79NMVoXgzsKwXBS5KAyQuQmfRxZY2m9Rmp9ngmsuGZ087DcUEdVi7yi6PLnf7vz4MmFaFGK0iUYejTaHY7ozUJGAzS3+Ni1xjyfJCRCy8cenLXto4+qmHv5pYFfVhy4/uo7/n5n9fHEfNAT0eY4TFmIl3x6vBEKugJUr7K0Xnpe1JAIbS+ZV1CbHTaT1dVNrFt3N0WlsyOTr/rLtY9sPLTcUe4MNKW4shjBcFydhewPcyTbz6HbTK3XyP+PgGskETqx/oFL3z9ypJbXXtvN/PmzeGfnS7LNubBw8tUv37TrQMs1CDEFpUtAjUJ58vETIdsIcDxu6Z3/+7cI/fmdpQg9Lp50yi6c9+zKMWPHyZKSYm6++XomTBjD66/v4LnntpAfTnSs//X07eGA8SlC1CFkM0JHEcTRdgrDa5OyHPqUIqIUKUdxIqKYg4IKda4MMspXzfAjlM9ryfRY3B6z59CJDKU0sVgPhYWjmT59KjfddB1Hq1vTfnH3n8eHgr4LJo7P6kPjA+0D4cM1/Qidjlbp+Nx0dL8P22Pht01a+qF7sijfMEKXlx/VFRXfVKBmZQ4Yw1FGSSxpzx5+ybPLxo4fKy3Ly8KFC7jllhvJyopgmprDhz9k06bNvLfrn6nXN/24Mj87rQotWtCqCyGTCJECbLROInQSIeJIJ47tS5ISSZxum0l5SogK9bUCt88VSGEiXctnmmn9jirafaApIxIJU1VVi98foLh4PB6Pj6FDc1m8eD5tHQlz+Z0vFLmuM2zWpPx0JENB5NlSjtCQK4WOoMkA6UcbXiQgbUjzaDp6VfmGRbqiYrceUKBqlYUhwsBwXP3DRJ+alTvtqWXjS8ZLy/KiFNx//31ceeVipDTQeuCRjY21rF//BE9t3IzPa6h4ok+m+z1qSChNjRqRkZo7/QeNK39eUpkdtKqRoh6hmhFGK6S66M1LMb7CFgKE1kslnxX4MZ1cRP8olJj6yJMf3vzkltqCkSNHoBQEgxk8/PDDTJkyDQDvPvuMf0xMacfjEfT0dBCNtlFb28CiRSuYPnFkaumPRtfddt3Ily2P+BRX1GHqk9jeDnpiKSY95UjYqjBSNtKNg46CaLzv1tLKaFtU9fb2IgTE4zGefvoZTp06eVYUr65cR3HxJRjGBYRCE5g9+0Z27DhIQ8MHbH11i++Nfb3jHnuh9baT7e40DF2IdnMgGSIPC5ZKKQRQdNLB9ibRVhdSnfQYxrFH7imrb24+hRAgBBw+/DHbtr1CZ2f0K3C7zMvq1Wuoq6tDKYVSioaG4zz66B/Jy7uI7dv3sX3Hm3ze5Mt9+2DqKlw1Cm3mY8gwMY+PI+NMA6C8/KimcxLIPgHCg5a+yROy9UPrd188kAEeAFxX4fen8VJaEXaZ9zuLzLZtbxIOB1m7rpxNz1eGg37tzw7LJo+hu7CMXoJdKQkDL6TopEN/8DQVZMO6e2fVnzjxtQqdnZ28996+7wX+pd111/189lkV5RV3s+tjt7TplHsRkIOrA9hp1ml1/LRYcI0OhGy+/Wfj97S1tpFKpRACDANefHHL9wb/0lasuIPMzFGcape+uma7BCkiaBlA6a8JnBkLbhyI+rxm89p7yxpbWgZUCIUCHDvWOCiItbcPa2/foGf79x8AYNnyn/L5sfhwV+kwUvlRpvWNTvaFCoaVANWFUm1LFxXVtba2IyUMGRLC708bFLx9pkX7TGtQEn6/H4CsrCFUH2sPdMTcTIT2odSZBIQATkQUImmjZBKIB9M9HUq5gMTrtUgkes4h9LktHo8DoLWiqblNdnWnAihpIoU8u5fPqXDwCBvcFFIku3rs1EAjU3R2xgiFgme52GVeMvfZZO6zBw3QYDAIKLq7OznV1objuAMH2lGDDxPJgAOGjSaV5vXEM0Je5TguNTV1zJw5fVAXu8x7zuwoK5uB1lFqamrIyUyzh2T44qBtXHk2ASGAUEwhlI0UyVDA7BiRF0r19fWRTPawZMllg4J8mz300D3EYlEOHvyIsRdGujJDVhtaJ5HSHlwBu08BNkon/JbRNuPivI6urhhCSCor97B2bcWgboOZtbePkSOH0tzcxIY//InJE3JqPB6jA2kmEc45CLR7HSAFxEFEl1xW+GF3Z7vT32/T1tZKPN7JM888+b3AAU6cOM7mzX/lirkFHTMm5n2AcqMIFQdsYzDH8o2F0JYlkI4JeENBn9HR1Vf0wScnM4YMyaChoQnDgI0bHyccjtDY2ER3dzcgyM/P5YYbruU/G/Z/dV/ob4/x9KbNzu9/M3vHhFGRfaAbcIw2/EbPoJOa1kD9ch8qI4Sr85GiuLE5UbZydeWy7e/Wh2bPnobrQiAQYMGCuUybNpns7Ewcx6W9vZN5Yt4Z96nZPrY98ZPKxXOGv4rkE7TRiKmi1IcT51y29M41JrlJH96eCEoOQ4niqobustvXvHPtrvebQtOmlWJZFkoNFJrc3KEEgwG8Xg+WZeA4NjU1tVS+vUe99PgVuxZeOuwfKH0Uadaj3VY88QQFBfa5CWigepWF1/Fj+7LQTr6tGP3u/hPzX3mr7pI33qnLtfxhMz3dj/hi5PV6vZimwHFcjtVWO1NKcpMP/mrq2zNLc/4FogbDrUfqKJYTpyrPFnMrnG9dN7VeI6mvt+gN+PFYEaSbi6OGtXfbo3e/3zJj54Hj42rrO8O9KSWFgGgsaQ4bGrQLh4UT44oijfNnDjswpiDjYxCNCNmMaXcQS4vTGbC/XHa/c9/Veqmk3m8h/T5cEcK1ssDNAZmD1pFDR6JjPq3vzPd7TJWb40+0tPaY1ywo/HdHLBWPhNOa0aoVKaIo3UV6X5KqPPv0Tft7EABYKqnONQEfHtePawbQMgQ6hHL9gC+WUlZGmjGQvlIkcVUCTRzhiWOp5LnW/P8C4bw9BcsJjf8AAAAASUVORK5CYII=) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJMUlEQVRYha2Xe3BUVRLGf+fcO3cmw2QyTB4k2QgBCcQQNAoYICIgvrWUFVktXXWtUhZrtSwfpW6pBfEFPgC1tiyRwt21tFZBLHxDqQFcRQR84IoKeZCEMAmZySSZTCYzN/ees38gChrU2qX/7dvn+853um93i9OrRq194p7pL804NTeJgUKJFMJIoN0EHpmEnjTNpQ6zah0hOO4mb7zipPfOvmbN2oW1H982aFOO1uXgjkUwkjQFqJwghSkfuxdZWi+SWh9nAjfMGxcpKQzG97bLC8vOeeHRTTs6zkOLKpSuxNDj0O5IxEAeMhYg0u5j8yLzeJKQCC1X3Dtj/Zdf7mX2OWcG/ly7/crLbn7n1vr9yTmgT0ObFZhyDF6K6feGKe0JUH+LpfX846KGRGj7krNKG/NDZqq+vo2lS2+nrGpmePLcf13+8MrPrnOUOw1NFa4sRzASV+chB0Pszvfz2QJT60Xy/yPgGimETi6758xtu3c38sYbW5gzZwYfbHpFRp0Tx0y+7NU/bd7ePg8hpqB0JaixKE8xfsLkGwH2Jyy96X9/FqH33FqF0BWJlFNz4ll/Xzj+pApZWVnO9ddfycSJ43nzzY1ce8KCo4Iy+XdejZARhI4hSKDtNIbXJm05ZJQirBRpR3EgrJiFglp1rAqSIBKgY8Fhxv4Ff6hs278/wp49Taxbt4HW1jiXXjr3qIBnPrz0O4SoRusqtK5AMxbXW4rSI5F2CYHBYpxMAY4RJj8RZFfS90s5IzHSSaSKo0XHXQsn1fXE42pgYIBt23aybt3bdHcP/PDx9mGb+aItv3zS3FcWRGKpc4BpKCaDW4XLyUgq0aICxxyHxx2Dzy0mOJCH8gTZNdI3VM4Yi2+aLZDCRLqWzzSzBh1VtmV7W044HGLv3kb8/gDvFExiYKrNiBGFXHTRHKLxpHndrS+Vua5TMmNS8TAkI0AU2VKO0lAohQ6jyQHpRxteJCBtyPJo4gNq8dMX6NraLfpQDuy9xcIQIWAkrj45mVEzCqufu3ZC5QRpWV6UgrvvvouLL74IKQ20TgM2ra2NLFv2DM+tfBGf11CJZEYO83vU8GCWGjsqJz176gmtC/9YWZefbdUjRTNCRRBGJ6R7GChKM6HWFgKE1vMl35X6MZ1CxOBYlDj94Wc/v/7ZNY2lo0ePQinIzs7hgQceYMqU6p+8oAZSDA4m8HgE/f1xYrEojY0tXHDBDUw9bXR6/vnjmhZcMfpVyyO+xRVNmLoD2xunvzfNpOccCWsVRtpGugnQMRCtd91YVReLxtTAwABCQCLRy+rVz3PwYMdR8I5j89BDyygvPwPD+B3B4ERmzryGjRt30NKyk7Wvr/G9tXWgYsVLnQs6utxqDD0G7RZAKkgRFsyXUgigrMPB9qbQVg9SdXgMY9/Dd9Q0RyIHEQKEgK++2sX69a/R3R3DcTI89dQyPB4f99+/iKamJpRSKKVoadnPY4/9jaKiU9iwYSsbNr7NnjZf4fs70nNx1Vi0WYwhQ/R6fOyuMA2AxYu/0XRPApkRIDxo6Zs8MV/ft2zLqXl5YUzTA4DrKvz+LJYvf4JHHnls6MI+wtavf5tQKJslSxez6oW6ULZf+/NDss1j6B4sY4DsnrSEQzekrMNhMPsIFWTL0jtnNB848KMK3d3dfPLJVlat+sevgh+22267m+++28vi2tvZvMutajvongIU4OoAdpZ1RE0ekQuuEUfIyE1XT/go2hklnU4jBBgGvPzymt8MfthuuOFmcnPHcrBL+poidiVShNEygNI/Ejg6F9wEEPN5zciSO2ta29sPqRAMBti3r3VIEOvjDNbHmSF9n366HYBrr/s9e/YlRrpKh5DKjzKtn3Sy71UwrCSoHpSKzr+grKmzswspYfjwIH5/1pDgXdMtuqZbQ5Lw+/0A5OUNp35fVyDe6+YitA+ljiYgBHAgrBApGyVTQCJ7mCeulAtIvF6LZLL/GEIf2xKJBABaK9oiUdnTlw6gpIkU8ue9fFatg0fY4KaRItXTb6cPNTJFd3cvwWD2z0LsGi+5W21yt9rYNd6f+bOzswFFX183B6NRHMc95NCOGnqYSAUcMGw06SyvJ5ET9CrHcWloaGL69KlDhtg13iHBAWpqpqF1jIaGBgpys+zhOb4EaBtX/pyAEECwVyGUjRSpYMCMjyoKpjOZDKlUP5dccvaQIL9k9913B729MXbs+JKTTgz35AatKFqnkNIeWgE7owAbpZN+y4hOO7Uo3tPTixCSurqPWLKk9jeDP/jg/YwePYJIpI2nn/onkycWNHg8RhxpphDOMQh0eR0gDSRAxC45e8znfd1dzuCgTTTaSSLRzfPPP/ur4CtWLGHevPM5cGA/L764jgtnl8annVa0E+XGECoB2MZQgYtXjoFonkA6JuANZvuMeE+mbOfXHTnDh+fQ0tKGYcDKlU8SCoVpbW2jr68PEBQXF3LVVZfz+OO1jBgRJhrt4N1332P1qhed5X+duXHi2PBW0C04RhS/0T/kpKY10HydD5UTxNXFSFHeGknWLLy/7toNHzYHZ86sxnUhEAhw7rmzqa6eTH5+Lo7j0tXVTXt7B729PcAgO3Z8zurVr7D+mUvrLpo18nUkX6ONVkwVozmUPOaypTctMilM+fD2h1GyBCXK97b01dy06IPLN29rC1ZXV2FZFkod+tEUFo4gOzuA1+vBsgwcx6ahoZG69z9Srzx54ebzzix5F6W/QZrNaLcTTyJJaal9bAIaqL/Fwuv4sX15aKfYVoz78NMDc157r+mMtz5oKrT8IXPYMD/i+5HX6/VimgLHcdnXWO9MqSxM3fuX09+fXlXwbxANGG6zt2P5fzKltwxjb5EtZtc6v7huar1I0txsMRDw47HCSLcQR5V09dnjtmxrn7Zp+/6Kxubu0EBaSSEg1psyS0Zk22NKQsmKsnDrnOkl28eX5uwC0YqQEW/no7sBMvYjnsPL7q/uu1rPlzT7LaTfhyuCuFYeuAUgC9A6/Nnu2Phvm7uL/R5TFRb4k+2d/ea8c8d8Ee9NJ8KhrAhadSJFzHvw8frDZ2amew+L9lsIAMyX1BeagA+P68c1A2gZBB1EuX7A15tWVk6Wcah8pUjhqiSaBMKT8MaWHjjyTLvG+wPufwEFTUMo6qQ4VQAAAABJRU5ErkJggg==) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur205251 0.8s linear infinite forwards;
}
