@keyframes rwdcur82267 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmklEQVRYhcWXQWwbWRnHf9/zjD2eOI6T2E23Ehs2FARC9FRWQkKrir0tqNIirTkU9sYFiZrJZQ+op0rcqOUiLQdOaOmBQYCEYC8IqeoFCQISXRZV2m7bbcWGJnbsOu54bD+/x8Gxm8TjJF0O/CVfZt77/r/35vP3vifh9fUPsPa75Ur1JkcorAWfB74hSr0qIueMsUtY6yHEwA5wG2v/BPy+XKneOSrWfskva4FVoiJrzdeTIMJacFFU6ooxw/O+78eFhUXP97MYM+Te/fusLC9ggf5AE3V7cX+gPRHZwNqr5Ur1dycCOHNqif9stw5AhLXgrCj1jrW8/MLp0+rUqRKZdGYyMYoi3nv/n6yeKZFKqclzrYc86XRp70YG4S9Ye6lcqd47EmDtUyvEvcEEAlhC1I3CYsF56cVVx3XdqYmzAMYaDg31ZltH3b4Ge6lcqf4mCWAy08u4nC4VfET9EeTXn15d9T539myi+UmUSilWigVneXHeA/lVWAt+ciQAgDEGrHUAnJQD9hN5H1B/oPd85HthLfjmTACth2zttFlenGc+l+Xuh3fZ2Wn+T+b15i67nS6l5TzLizkFciOsBWuJANvNNlnPJZ/LUjwGwlpLHPeerTBhp/ab53yPfM7Hz6YdRG5MAXTjPnFvQLGQn7xIguj1etz76IHe+Pvf9N0PP0AQNreb3P/3lt7eaWuth4nmz2LmHSwvh7Xg4gGAVvsp+Zw/lc37If515w7/eO+2adTrt6wxrwML5co1EVjA2tc7UXzr0WbDPNqsJ5rDKDHz875C5Mr4mYS1wFrgxReKOE5qei+BR5t19NCAtT8qV6o/TBwEhLXg2yDvZDIOZ04tJY7ResjDzToCXyhXqncUQCbtzjTXeogeGk6XSiiV+kFYCy7MAihXqr8A+51eT5vx5zgsx0mRdp0YeA1AIULWS8+KSbMdMZ/LUSoVWXtp1Vep1B+OhRBuNttP9awxfjbjIfLqCABIu07ySAtPo5ji8hIiwpw/x2fW1o6FwNpqJ4pn1pGRn5wDcACEUek8rP5AY6zh/oOPDsfyRdTPgM/OQLhlrXW6/T5pZ3pxMqIsjgAsPG48mbkYQUCofOvyteszBx1SuVJth7V1NrdmFzJBvBGACKXCPJnMdM0fDDRbjSekVOot4MQAYS3Ig2WluICbsAO93oB6qxMDKLCIEtKuM/Wby3qIUiilCmEt+NpJAYBXENFznpcYV5QA1PcAJgfGtATmsh6O6/opx3nrxPYiQc73xh97SiM/e3sEYC1Rtzcz1mLep9vtYo25ENaCM8d5h7XgTSwXFvNzM/5aEHV78V77hkLUg/5Ac1ThyLgOxti0iPrpsebIzx1XqaMKW3+gPeBd2Nuk8Pr6X/M5//xyITc1oRPFbDfaOK5CDwwIN7H2x8CtUbYHeUbfPMByIZNxVK+nmd87VQ+r0erQ7kQb5cvXvgx7dQBrr7Y70W8L877afyCNzcfBtB7SbD99pRPFX7XWOmFtHbAgonO+x2J+TjlOajIPOAAxHJpRr4i9On42SZPw+vqffS99fqVYcJLMD8hCt99nc6vJSnGBOW864ZLmP663dBT3N8qXr31lPO5Zolh7Ker23293uo5SMtt8D3tc4VzHScz28VE83om0m2LcoO4fN9nvUetsLzWau+ZI8+dQzvcoLefZ7XRpNDtmrzs+0KIf6EBGrbN9GzBpNzmLn1fGGAAD9u2k1nyqoS9Xqt8H+0aj2Ykf11s66ZA6iYZDw+N6SzeanRjsG6O405q+UTDZiS9FcX/j4cd102h1ZtaJw9J6SKPV4eHHdRPF/Q2wX5x1KYGZxfKZwlpwEZEr1trzadeJ/WzGS7sOwugULS3mESWf/G54omUxuR2/Nupk5BzYIhYPkRiogx3fjt99ntvx/13/BWbHz+eyHeZYAAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82267 1.0666666666667s linear infinite forwards;
}
