@keyframes rwdcur159147 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3ElEQVRYhe2XW2gcVRjHf+fM7MzsJXvLbrrdSmJtbHFttWirxQuKuKilrYKC9KGK+CA++CL40BdBxEcRQRCUvCiKKHijWnVViuKlJS1tjUsvMbEhTVKTbreb7e7Mzsw5vliQ0mp2i77o//38vv985//NNyO4DJVLNkAWqFWqXk8MeTkGgA2W5AVgda8Ao9eD5ZKdMw3xoqX1gwFCX5U3v5+YDzvdci6nA3dGtNpkKOVEtL4LKPUC6clAuWTnJGw3QzUQTVgk+iLrJWwtl2znHzdQLtkI2JRyxE35jEnaEmQNRcrmASEY7JZndnsASMYj3LMiwRXFjES3PKx4hDnXWHvslLoXONYNrJcrKOZsvWUoqei3FcVigmX5GMMFhz5HPNEtrOsp2DAUeWrNlYn7c1mHTG6AbGGA+PJhZDSK1yFv4e6fmA+X3IUlGyiX7OyqvHmtY7BRIp2JumTjrbclcsUi9U6Gz/aMjtuOPX3yt8WJVXmzsypvNpcyln+bgXLJzgLbIgZlQ4hS3dUj9Vn3o0I+/Uw8m96cWVGkYRk0fOvT42Mz75lS3G8Z4lHXVwfLJXs38HGl6gVdGyiX7ASwzZBiZ8wShYjQWc/XEmgCbqE/bvneIl6gCYI6uZTjnJqjqbVGKr0hEzPWtzy1xQ31k+WS/SKwp1L13AvriAuKIqBkSPGQQD9uhmrQNiCeMBGBwlcQKPAR3HLjSlwvZPrUOVYPJVmoexw6ehLDEBihJh03kSoACa2OoNnRhzuakVDzLjB3fndc2IGSZfBmzDFuEH6IMA3SMVgWUyQj4EQkIpqgVm/SXmwzOe/xy9QilmUgdUjCANMSJFBckYO0bWI7krYrON0Kr5ucD16u+fJmz1c7galLXIFAK41pGsRigjUDgmxU0JdMEMuvQLl1krM+7UiERgeauYBsn4UfBgghiIYBqwdtCjmbeMwhEo2DFcWZnmfuzGnw/zoD1Y7SOwI33G5I8YiJHkzHshRXLSOW6efAeJ2Z6XO4TU067dEfN+lbGScWFUzOejQ6GhUReFqSyWfJDQ3jSYcf9h7l6IQ7drrNiOerd4C5i2bgYiHMphI777h1XXHDpnXpoyfOyDdG3nsMOCLRz6cscbfjmLR9RaMdvqYQr/bH5Y6NVyefXrP+9mByYXGh8tXesXa7/RLw9cVCeMkpqFS9JvB2ucQXH3z6w5afJprl62++YS2QBCwhREeaktDX+O0AIaSLJqmFNKdrndF9739+sNbo7AZ2VareJd8Hl+zARTqSBYZNKR62DHGn0ro4mBEFox3i2wYLLT1OoNy6L0aAPcD4Hw/xl1qygfPavNZ+dsDSzy2PaVJRgWNprJRFq6k4Nq+YPMvWStXbtVRe19vQV7zblzYeGx6KX9mfTWHaNuG5FmcSLtVGu1qpnl1ycehtG84sNPQuogOklg+STKdJZOPUwzgtT77eLaxrA5Wq16i5enctsKYiUYtkoYgzuImzYWLsbNP97B83AKAUPx4+/ttoZGA9hWvuw4st45fpxodBqKb+FQOVqlebO3X6rf2Hfp4LowFHjv96eHZm5pNK1Wv9Kwb+0J5vvxndd2Jqwd373eEvgbFeID3/F0zMh+3lcX+8UW/KY9WxVypVb7YXTi8fpX/W6IF9+yeA2mVy/td/WL8D4JP2cZKHnf0AAAAASUVORK5CYII=) 16 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur159147 0.4s linear infinite forwards;
}
