@keyframes rwdcur111585 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEp0lEQVRYhe2XXUwUVxTHfzO7LLBsWBwopXS1CaCgUkNbq6VuaoC+lPiRyIMm9oG01cQ+GWxKI01aQ2Jj5AFjIgYNrPQBXsQ2MfFBJVEwtU3T9IFUydaP1HW7WlTc7K7rODO3DzODA+6iicpLe5OT3cy5c/6/e865d2YkAW5AxhyGbRLzM2T8fl9y0SIFKLTMC3jEY6iXDFBdXVYwONjK5s21QClQYoHMC4RMPF5qKErTo337DrBmTR2wyAKZFwiZRKKc+/cLh86fX5E6eLCT9eubgCqg3ILIe5kQblS1jHi8sLu7m4urVlXtb2//zBsO53H5sseaEwUMAapkNugLBtD1V0ilfA8fPuRoXx8LiovLv+rp+cS3fbubcNg5N/4yINwYRhHptA9AVVW6u7sRQpR83dvbmt/ZmcfIiHN+QkD6RULICJGHptnpJplM0tXVxRdDQ0qqo2ML1dX1PO4JH47G/EaMP3dvyAjhxjDczouqqnK0v5+9IyNK4tChVhYvdkJM7449Uq3xvBCyBfGEwy7Hd2fPKg96e1tpbGwg8+7wWBAbAB0QDrv1NAD3XE67HFN37ij7Ozq2eG/eTDMxYbujgFF0LeJrq/roR+D9DCFKLZBK4GomDTN9QmRN44xy9PS0smTJu5iHVQngHdq57z1hiEziznElq0f4/d/rodCj5cuXO1P3hBUUFIjdu3eL1NjY32Lduk4BHwgTZMa8iYkJoeu62LVr1+wYbz8XACACgYAYCIWEPj5+RQSDHwtY4vSHw2Gh6/q0LV261Hn/T5n0zR6QpKz7uqWlhZaNGwnW1PC6okA6nZKj0bi+enXANTb2u3NuRUXFjHuDwSCXLl3KFno6A/36wMADOwO5ubmiubl5mryhoUHokYjQm5uFCASEgHMCOgVsEFADJO25mzZtmpGBWRlUMunLSJKKy6UB+P1+urq66O/vp7GxEYDR0VF+Hh9HLiiASOQ2ZvffAqaA9M5PW9bYwYaHh8nJySE3NxeXyzVb625mAFlO4PGkamtrOXfqFJ+XllISCtHW1obL5ULTNHqHhtDWroX8/BgQAyaBqeGBvcqHb9VEgL/sgIZhoGnabJ13slVAxuX6B683EWpvT7957Bhs24Z84AB1FRXU1dUBcPr0af5YuBCWLZsCbgK3gbhkiEnv5FSiuqy4OpuANX7LDgBR+cKFX/J27DgjHzlyUY7HY0SjlJw4QVNTE7IsU19fT05lJWzd6rHEp4B4slSJI0R6InYnDaSyaCyYi0wSEMQ8XsuA14AAUMXKlVU3+vpKNE3jDUnS5OPHr3L48A9MTo4Cl4HY/tg548uytbZwHvBgVvw44J8LwI1Z05S1sghwA4hw/Xpk4eDgCiIRg5MnI9y79ydwzVq9ChjJV4udxU4DvwIrHdcq5xK3M6AAHst8QBHmGR5AkhSEyLdWdhu4jtlwMSDxrRjX9ki1zjPEDTxyxn8agBtIYD8Vzf9xa5WTCFFogamW765lKqDx5IuJhrlNy59FfAaheAzkwayn1/qVLSEVs1QpGyCLggyEeYb0zwBwgMgWiG1YAJptL/KrKWus2a8o8/Wp9v/4741/AaL9FA7DnrIQAAAAAElFTkSuQmCC) 2 5, auto;}
}
div.testarea{
animation:rwdcur111585 0.66666666666667s linear infinite forwards;
}
