@keyframes rwdcur7316 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZklEQVRYhZ1XS08bWRb+KKqu6xWwsHGAKA5xHGsyIkSjrEIadS+QR5Fml1V+CFJWLNDs2LY0G1azSf+CTjwZoomiRKORIpQGCZtYfiAgNlTZVr1cL1fNwlWdwtg8+kpnUfdW3fOd73z31LljGDI2NjYAgALAAxABxAFMBM8kMCowAPACswMzACgAOgC04NlbXV0954seBiAYLIAJXdfnNE2b0zQtbpomr6oq22q1bnU6nRnTNJMAwLKsFI/HG1NTU0c3btwwWZY1RFHsiKJ4LAjCcQDOGOZkFAA6AJD8+PHjTwcHB38tFosr8/PzLZqm44QQiuM4TE9PAwA0TcO7d++QzWY913U7vu83OI47TqfThXw+/y8AZsCMeymACP0sgHi9Xv+xVCqtAECtVpt68eIFRFFsxePxk0QiIQHAy5cvfwCAcrlMPX/+fMo0zSnLsv5cr9dNAP8DIAHQNjY2MJiGi1JAA2BLpdLfopOvXr3Czs7Oz9G5nZ2ddw8fPlz78OHD3/P5fPL9+/c/NBqNBdd1QyZH+qFGLYRrDx48+DU6+eXLl3XP8xA127bx5s2b9f39fU+W5ZNut6sZhgFCiHeZn4sYcAF4iUSiks1mUS6Xsb29vT74kqqqqFar+PbtG3Rdh+/7UFV1/vT0FLOzsxX0BXgu9yMZCHIUfmTkcrk9XdfdlZUVHB4e8tGoq9UqPn36hK9fv6LT6cBxHCiKwpumOWMYhpvL5fbQV7+Lax5DD33lGqlUqhOLxSrtdjv3+fPnzMzMzG673cbe3h6azSYcxznzYaPRyKiqCpZlK6lUqhMAMIM9L2cgAsAGoAmCoCSTyeLJyQlKpVLGtm3s7u6iWq3CMAw4jnPG2u12VpZlJBKJoiAICvqFyL4uACBIAcMwWjqd/s1xHBwfH2dlWcagCKOmKErGdV3cuXPnN4Zhwip4dQ0AZ3Rg0jSt3Lt3r0QI0RqNhri7u5u0bftc5I7j4PT0NNlut0VCiJLJZEo0TSvo0+8Oy/9VGLABGDzPa5OTk0VFUbC3t5ftdrtDo2+1WllVVTE5ObnP83wY/Uj6LwMQgtBisZiSSqV2Pc9DpVLJtNtt9Hq9c1YoFPKe5yGVSu3GYrFo/keOkQACylwANiFEu3v37jbDMDg6OppXFIUadL65ubkGAM1mE5lMZpsQ8rv4RtF/FQbCemDfunVL4nm+0e12aUmS0q7rImrPnj37JwDkcrnjubk5Cd9/zSPpvwqAM4NhmMNA6XODAlRVdW56ehoMwxxfZ8/LAFDoFyuiaRpRVXU+FouB5/lD3/cRNZ7nD2OxGBRFmdc0LWxawsbl+gCC3zINgNi2LdZqtXS3203yPG8KgnAwyIAgCAc8z5umaSZrtVratm0xBBDs9YcYoAGIlmVNVCqVx77vQxCEMgAMMgAAgiCUfd9HtVp9bFnWBPrtHPlDDARrBABvGIYoy/ICIQQcxxWHHcFerweO44qxWAySJC0YhiHiew850s/QhQj9rOu6E81mM6Xr+jzHcZ4gCOVhVdBxHPA8X2ZZ1tN1ff7k5CTpuu4EgoZkVBouYoAGwDuOIxaLxb/4vk8RQg4oirLDyvf69eu1aCUcHx+3CSEHvu9TxWLxseM4IQvX7ohC+kVd1yeazeYix3FgGGY/PPeFQmENAAqFwlq0HjAMs89xHBqNxoKu61EdDPV1EQAWAC9J0kS9Xl8khEAUxaLv+9ja2lqLvry1tbUWilEQhH1CCFRV/ZMsyyED7JUBRLpiGgC/ubn5DwCoVqsYHx/vOI6D5eXlM63Z8vLyeqgDmqZbAFq+77PFYvEBvqdg6HG8TANU2JTev3//v1HFLy0trQPA0tLS+uBpoGm6zLIsJEnKRYIZOi4C4AGAbdvU7du30ev1RMMwUr1ejwrpfvLkyXq0FvR6PcowjJRt21mapqFpWja616goRw0X/YbENU0TlmUtnJ6eLgAARVEtiqJOaJqWAMB13aTneSnP86YG9sghaEhGORkfnHj79i3y+fxYsEZkWaZbrRZlGIZpWdaYZVmsZVm84zhJ13XTtm2nu91ustvtcrZte47jyI7jUGNjY/Ts7Owvi4uL/wbQAmCurq6eY2IUA26AXHr69Ol/Hj16tH+Vy2kikTgSRfHM5RT9a9lIFi5KgQlAEQTBEwRBu3nzZvR6Xsb1rufmKCf/B+stN09f4CMoAAAAAElFTkSuQmCC) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur7316 0.81666666666667s linear infinite forwards;
}
