@keyframes rwdcur259432 {
0%,17.848717948718%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhe2WUYgbVRSGvzs7M8mmaaybELJ1SbsFrYUKRVZEKyqtYJ/EpSA+KFQEQUofCn3zURApLVha9UXpg1JZbK0U3YIoaG0FLdSSlQoWsS5rM113tuludiaZxIwPc2/nZpItqy992QOHCXfOOf9/T4bzH1i1VbvLJnpOQhfA6BPbQeRXXnmFdWICoWvIBOXdSbqL/J0A9PM71xL5jtDATc31xA7Qlq6Sk2QNeY727HehTqJe29TAbSAN2Cwupslt/J3QHQUC6UkCtnSdgIqJOyHyVRb/vJ9sVgcOgAbajW0gC2RYWsqR2/izLFAEPBkcaMVNSTYNmDQbJlO/FliTWWDL5tlEHKzdcBVvZjuDgwrYk+/qOvg6fH+IbPmCdoOSDPa0Lhic+PRxvjm3m/laievVIpeuDNHOwtED77Fl8ykZFxMAyIxcoHl9HDtVBxakYwIZIEfDL5IZ+Q6AcA5EAWAEqHcROHHyKfYeOUBt1IBtQA54EfgScrkiUNa6FRH4owGjaUitP01QfRXLnpMXxwSy+H6hCzy2DcDi7b9h4rPH2HPsJVpbgUeAX4CH5XMUMoOF6Ac+8bcCgYDLAWyzwR7+kJazF9MygY5gaXqMNeWLPeBRB/rYE8BzEnSr9pwEvu2fUgnAF+Ab8PRAdNZy9mFa0wII+9y810Kg1oGDR+Htr4HxBAkLJp+H7TugKSJvGNAQkSsCnoBxOX6C6ivGisABmhawFl54DbgGTCU6MAO3vKjdgSSgnk2NRAc4Fd0Ze/h4RGDZdksLTGiaUGvBm28AY8BDiQ48CLWlmEASvCngH1lvt+xAy9kvaPy1i/R9Z3s6sSypncCz9H4D54Ez/VO+6EQEdPD2jXcYMK8apNJ1gurLfUFD9xyh+xWhO8mRt2aisTAGVBLgFWABzk78RuieIXRPSv8c6Af+AQPmTeQgqmPZ87Sc17FK7yMKeiccoAFhwM4nAz661+HipTKffF/g74oBjwI/AgIO75hm1zPniacm6IOoG3wWmANqgtDdRDRy19NulbBK72odOCQL+l1Ffe8eKlce4PLUJn74qUwqFXDs4MfY9k2imaEmoY3IH75dr33jEAPmLQk+CziC0C0C64ACUKAVDGEPH5cE9tGtBcrSRBNUilHYBhEQTc14ZEcEJgBoOfsxLRVTA+aBOVMCKEVrY9kegTOOXToNzEjwRqKwEiM74iM6xAqnj+HofeCMY1qGzPeItaAmCF0lq1l5qwxK5aJCqrCSUojlWO0OSmqDPjFKNRUBpYYe8iNUCXUtQMk0LL8P6IuLvmjoUqzLvSKg7wPB/92ISMSgxaK91+up910b0X/fCUW+o+V0R3Xviiuqdde34lVbtX8B99/FCNToROoAAAAASUVORK5CYII=) 15 15, auto;}
17.948717948718%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,58.874358974359% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUUlEQVRYhe2XUWhbVRjHf+f23ps0S+NMQ0ln6daBzsGEIRXRicoycE9iGYgPCoogyNjDYG8+CiJjA8emvih7UCbFzcnQDqQBnZuggzk6meAQtdQ163qzrE1zk5ss14d7Tu7JTRrqgyLqBx/39pzvfP//+Xr5/l/gX2/Tvt9rW/xt4LvEX4u1JhL/ROssi+8AGB3r+fSdP1XG1fJAEzHYhYDvGPKAch3cbb3nigIx2AtAX+/MBc2Wi8Gm0MBNzfWDTaBBPr1MrhiTf0fJGnId7dntQs1WPulCA7eBOGCzvBwntelnfGcM8KQ3tASGjLcjBFRMWAkxOM/yb/eSTOrAHlAFPFMDTwIJVlZSpDZ9LxMMARUVrCU3Jdk4YFKrmlz5McO6xBJbtyxE4mBg4zUqczvo71fAFblX1sHX47ppkqMXtBtkZXBFq4LBiY8fJX9uD8VSluvzQ1y6mqaRhKMH3mHrllMyLiQAkBi5QO36BHasDCxJxwQSQIqqO0Ri5CsA/EUQGYARoNxG4MTJJ9h75AClMQO2AyngOeBzSKWGgFGtWgGBX6owFofYhtN48y9j2Yvy4phAEtfNtIGHthFYbv0bJj95hBePPU99G/AQ8APwoHyOQaI/E7zgEn4r4Am47MF2G+zh96kX9mJaJtAUrMyOs270Ygd4UIEu9hjwtATdpj2ngC+7H5nxwBXgGvBkX7BWL+zDtGYF4He5eaf5QKkJB4/Cm9PARISEBVPPwI6dUBOBVw2oisAVgYqACdl+vPmXjDWBA9QsYACefQX4FbgSqcAc3K4E5fYkAfWsaSSawCkpD/bw8YDAquWW5plQM6FUh9dfA8aBByIVuB9KKyGBKHhNwB2Zb4+sQL2wX1D9fTfxe852VGJVUjngKTq/gfPAme5HPmsGBHTwxo236DOvGcTiZbz5F7qC+s45fOcLfGeKI2/MBW1hHJiJgM8AS3B28id85wy+c1L6p0A38PfoM28hG1EZyy5SL7yKlX0XkdErUQCq4HvkHvf44O4CFy+N8tHXGW7OGPAw8C0g4PDOWXbvOk/YNUFvRO3gC8AiUBL4zmaClruBRj2LlX1bq8AhmdBtS+pW7mLm6n1cvrKZb74bJRbzOHbwQ2z7FkHPUJ3QRgwebuVr3DhEn3lbgi8ABYHvDAHrgQyQoe6lsYePSwL7aNcCZXGCDirFyG+A8Ai6ZtiyAwKTANQL+zEtFVMCisCiKQGUojWw7ApeYQI7exqYk+DVSGIlRnbARzTRFI6wDQf7XmEC0zLk+QqhFpQEvqNkNSlvlUCpXJBIJVZSCqEcq9lBSa3XJUappiKg1LCC/AjVgbIWoGQaVp8HTPLpm+SKw7QPGroU63KvCLTNA2ufiNoJQD5dR1mu2K/FIvdr5IoDWj7oOhEp6zUTRua41uq075MrhjnUrJhPh6N4SK53Lo1IQEb5tO/L987YXhaei3pbWO8x+/9fNv8F+wNisfnEFia5/wAAAABJRU5ErkJggg==) 15 15, auto;}
58.974358974359%,79.387179487179% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWElEQVRYhe2XUWgcVRSGvzuZmd1sN2vdLGFTQ9oUtBYqFImIVlS6BfskhoL4oKAIgpQ+FPrmoyBSWrC06ovSB6USbK0UTUEa0NoKWqgllQoWUUNstjGz3Sabnd3Z7Y4Pc2/mzuyujZriiwcOd5h77v//9+xwzln43/4LO+P76tG40wRd9/4q5l+TK7+dCEC0bfoO6JmZzN6iUOoBWoj+lYsolASdMxzBCQX4jiEPKIfJrLu8XyhZQGsZIC40aoa2xmNaGk5LaOSm5roIh0KpD2hqh+NiDfkebW2/UHi+qVxo5DaQBGwWF5NkNvyM74wAnvS4AFu6LkDFhJkQ/bMs/nYv6bRO7AE1wDM18jSQYmkpQ2bD9xJgAKiqYA3clGKTgEm9ZnL5xxxrUgts3jQXi4O+9Vepzmyjt1cRV+VeRSdfi+tmSQ+f126Ql8FVLQsGxz5+lMmzuyiV81ybHeDilSzNNBze9w6bN52QcaEAgNTQeerXxrATFWBBOiaQAjLU3AFSQ18B4M+DyAEMAZWIgGPHn2D3oX2URwzYCmSA54DPIZMZAIa1bAUCfqnBSBIS607izb6MZc/Li2MCaVw3FyEPbT2wuPwzjH/yCC8eeZ7GFuAh4AfgQbmOQKo3FzzgEn4r4Am45MFWG+zB92kUd2NaJtASLE2Psmb4Qht5kIEO9hjwtCTdoq0TwJedj0x54ApwDXiyJ3jXKO7BtKYF4He4ebv5QLkF+w/Dm2eAsZgICyaegW3boS4CrxlQE4ErAVUBY7L8eLMvGSsiB6hbQB88+wrwK3A5loEZuFkN0u1JAWqtayJawAlZie3Bo4GArumW5plQN6HcgNdfA0aBB2IZuB/KS6GAOHldwC2Jt0tmoFHcK6j9vpPkPafbMtFVVAF4ivZv4BxwqvORz1qBAJ28ef0tesyrBolkBW/2hY6kvnMW3/kC35ng0BszQVkYBaZi5FPAApwe/wnfOYXvHJf+KdCJ/D16zBvIQlTBsks0iq9i5d9F5PRMFIEa+B6Fxz0+uLvIhYvDfPR1jj+mDHgY+BYQcHD7NDt3nCOsmqAXoij5HDAPlAW+s5Gg5K6j2chj5d/WMnBAAroRULd6F1NX7uPS5Y18890wiYTHkf0fYts3CGqGqoQ2ov/gMl7z+gF6zJuSfA4oCnxnAFgL5IAcDS+LPXhUCthDtBcoSxJUUNmM/CYIj6BqhiU7EDAOQKO4F9NSMWWgBMybkkB1tCaWXcUrjmHnTwIzkrwWA1bNyA70iBZahyMsw8G+VxzDtAx5vkrYC8oC31FtNS1vlUJ1uQBIAatWCmE7VrODarVehxjVNZUA1Q2ryI9QHahoAapNQ/d5QB9c9EFDb8V6u1cCIvPA7Sei6ATTon3i0S06jETx1H5sIlLWaSaMAi/PcdqZaFR0VmzHmsy6FEoJHevOTMXdcJTtEO28HW0lM/7fsX+E0+nQKv6rWWEqupCvOJWrbauYgT8BNxX+6LKdk6EAAAAASUVORK5CYII=) 15 15, auto;}
79.487179487179%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur259432 0.65s linear infinite forwards;
}
