@keyframes rwdcur61185 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 22 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 22 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRoge3WX2scVRjH8c+ZmWyWzRqWkIRYQiiSFm2DFG8EC+KtV+KL8M34UrwWFLwoCFopoiJYa1tLKDGN2xCW7XaTbmbneDFD2k22SWzBC5nvcmCXPWee53fm+UdNTU1NTU1NTc3/lIgo8YXkP7NVrnMTznhoGxcdmjdjaKirpSvITz23ryHVEFDI3XNg4xTHaaKDeeToCgbnEZCd8f+CsQ0zOsaGZjzAAP2pu0daUguCNhpIpEbeMZTry+wdcz7R1TLnsqZ1Y20MFH7C/dcTELUcuih1VaGDx2Z09V4STrl5iQtYUN5kEwlGgoGgZ6wptX10JijE6mxhXWZJYaBhV7QtGL66AObNeFthQ9QWJXJ0poTPoURiFStYwztYESSiHv7ApiAzNpBOvMECpJZEVwRDY39L3eV1BDyzIHUVlwVNiS2JPkYn9ibmsYh1wXWsK99EUsXyqugmiur3cwH35C4ZKGS4iFywjR9EW2dk6UsERC25dcG6qCM6EPUd6pqdEJCg6XdvWbJuzvtmXZNYEzSrPUOFlihX2EHfWCKtbv6SEXaxJyrQxmVj7xnZEe2cVjROCogSh64IPhVtoKWsCn+a1Zu8kblVfODG049dcs2aNYvmzUk0lDXuUNO+eU8se2TZE9/7yi7uUO3pG2h5JBiIlnEFn2gY4utK4FROJmRQKF99u3K+ISikU0KnvIBs4pNytJKJ74lUhoa2xsRT3pAr4/2gypuWoC2VcHrJnl5RZgwEO8qSmaOt8CbHDJdGexJ7gr5oKCoUHFuFaKQwlDhwcCI5M2lVeqORoCfqyu2ZlnMTB6ezJfpO8C5aoqZgGQtVTJbx6+kOvvSZ27iG64IPlcnYAqmBWds6frHqG2z6yAOfT9hrGVtAU9DDA9yQ+RUH/15AeZs/4ltjjaoKNeXWZDY51iWjnmAX9yrHh8oqVCgrzkPRz+hh7yiBy7MNLIqWBA3kok3RLZmHpzn/cgElO3I3leVxQaEvO2pQkwIKPald3BerUYDOC33gL2yhK77QyEormUXzEiPlzR/gN5nuWc6fLiAY2HdH4oLUsrGBQt9IQ5Q8DyPMKOS2JIrKgS00xaoTl4LLuE6PjSErVYOMHgtuKwxx2ymV53wCoGnHyC3RCgZGNqthrjixN9N3qJAYTMxCZUgMRb2ps9COwoo9ubtS2xIDBzbNnN2FOWsaLY1kR45Mc3wa+xqySkA5jQ5fOo2WNhroeKYjyjXPP43W1NTU1NTU1NTU1NTU1Lwi/wBYcWAIb2eTHwAAAABJRU5ErkJggg==) 22 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 22 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRoge3WzWtcVRjH8c89M5kMkyGUEEMIIdSQSlssVBCFVrrWrUtX/kP+AeLCtWsXLl0IFdtiBUWrqTXUmMYY4jBNpunkzjku7m2cSdJ0WnUj9zscZgbOy/N7znleqKioqKioqKio+B+TBLfUpf/0jOKcJ+M5yMbYfNmBBRMitrAh0zt1zSMNNQ0Zotyqfa8+df862jhTfu/IbIwroP4M4wPOm3AWfbkFfT1J70TpfS01MzJtNBDU9F3Qk+uq2zm2/55Zk16XmUVDck+yMYZrxxDQM6/lougceupW9Z18b7lpwQJmMI0mAvoyuzIdA021Ie9moj1BZknmZbTUtPANtv+5gJYVXMIyOljVkh+bdyAIFjGPJVzAvEyQdPAj1mTqBnbVdIfOiAii85gWNQUr/46AgYsy50ujNksRx99/MI1ZrMhcxYriJoLMLhYlXyKW/7tDq3sGOmoWRPOKW7souSETX1xAsiB6TeHVOnIH7psYERDQ9INlL1kx5U2TLguWZJqHBkYtSS7aRNdAUDs0rqfmvqhf7jcnuiq4Jbn7rIRxsoCkYeB9mWuK9xzxvQmbo16ZWsQVn++945zLliyZNW1K0FDEyoGmR6Y9NOeBOQ9d95lt3AGZ3L5tkzZEK5jDNVFX8OHhvOcSQC4zhVY5+oL9UsjR9fWRT43DYeh3ENTU0dDWGNllUl88fFYNtAVt9E8zHk8pGpko+FXxVp8YflZf+8jMHjqCHZmupCeJYrni7xElfVFPsG//2LNoCM4gL/fcFm0YjZXnJFkx8InkgYE/DdyWvC0d8R5Ey6J3RR9Ibkr+kOyV43fJbcnHovdEVwyGHFdU37cMfCH5xcC3ko8kb5x41hGeHsSZu5JPFdllUdDFK/haUZGHxXZktrGqeHI9RRaKCi/el9xWZLGdoQCmqL5LaIoaiiC/qe7Gs4w/XUDBddEldMugmkZbsjVSzKKOmm3cleSlwDNDdeA3rGNLOtYmNA3MqFkvxa7hu3GMH0fAPdFX6h4ayLHpsaZJDcMBNiHKrQuiImbW0SxbkT520ZFsjRQxivpeFMc7Zbr9Wc1P/46ADMkN7KrhsTWT1mUnZIe6rgNRsDvSC5GXwd05sRcil1tT1y2T75oxq/ATE08nlcWq6GmOtxEn8UhDvRRQdKO9U7rRoIiDGX1tB7a1bY5nfkVFRUVFRUVFRUVFRUXFC/MXSshP56NpBt0AAAAASUVORK5CYII=) 22 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
}
div.testarea{
animation:rwdcur61185 0.53333333333333s linear infinite forwards;
}
