@keyframes rwdcur40777 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVRYhbWXW2hUVxSGv7NnMo4xJjYRrVIHa4uEoGJLAyrxXrB5UPBB6EtFabHgi0of+lAapLVX4lMRvDyUWCtoIJS0UlpGrWJTQRtEIbFFWi+xJFadmMtkLufs1Yd99pmTmfFGzYJFcthnr/Xvf/1r7TMOBdsArAMU4AKHgGuA9p+17xNiGwAp8jZgFTAdqAJiPrgJsW8BWbp0qWitwyCOAfOB530Q0YlI/iogFRUVorUWrbV0dnZaAN9j2KkHZgCVTAALUeAAEAAow8ISYB4wjWfMggr/Xb9+fbCwY8cO+28tUI0pQSUQx+gh+hBXIX+sOf6mbcA+AK01nkDEAaWCGB8BC4A0piNcjDb+LBPzAHA19N5juyfqn7ANkNbWVsm6nuRcTxYuXGjLcJLSLhnnzc3N4edVGM1U8wTdozD0fm0DaK0lnfeKtSDJZFJqa2sFkOvXr8vo6KiE9zQ2NoZ10wC8EALxSIsDy/Db8dKlSzKc9STrekGC9vZ2GcwUQB08eFD6R11pbW0VQPJuCeDNmLLN9g/4SBaiGIW32QB5z5NUKGFPT4/cSbsyljegVq5cKYMZN+ia2yOuDGe9MIAfgRUYrdQ+jAXbUhrIYcbvKiARcRw8EbQIAA0NDWRdj3sZwXVdlFL0jWoe5DQaEIE7nqC1tuJt8D3te46CKANTIQAu0AOcBdMBkyNwNyMkk8lggydwewxujphu8QS0gCeCJ0Jei301AWyk0L62dcdZuC4uMDeMcHLUwRNYtmI1Q1mPgTHBE/hn4C5bv2jzAYjPFHgarg1pzp49G2a43gcRpzAnygIAeBsjHgDWrl1LTMHdrHA/a5I/GB5l42dH6O1P0fnbFQNCgyvg+Qw1NTXZEGsex0IxAA3Q3NzM8uXLOX36NHVxhatNYFcL5/+4wawpkwD4sv0krpYgsS3HlZTH7t27wyxUUpii46ZkMYAYQCaT4cyZMwDs2bMHKNDctGg+h1u2BRu6e/4KATRM5DxoaWmxrySKAIxjwCli403MLEBrjeu65PN5+nIxM0/F7zGB7stXef/ITwCc+HwHEqwLIrC4RhOPx23sD4FzQB9wFxjBaK6EgU7gsD35jbTDzVzM1LfIFy2sDzb9frkXTxuWXA3TYg7bt2+3y+eAm5ReVmVLEFwcLS0tvFQdCbUZgdIt3e+uWwLAJ8dP4goB0IGMsHPnznBcVS55MQA7Cw4BRwG6urp4sUqZwJoQE+a0q5csBuCd1xvxKACdWuGwYMECG7cJMwnLmlP0bBX7BuZCYdeuXezdu5dRVxjKCbdGC5MvrAstMLdKMbdKsWnTJpKpKcTqZkMkOujlMj/c72j9BqOBO8AQZjKWAFCYTqj2QbSFFxsbG+no6KB25mwu3vOCxK/URqiJOdTV1ZFKpahZs5nYrHkoJ5JGqRGUyuix4e/+PfbpPowIh3iICG0ZMsAvwFsYYQJw4cIF5syZE0zIFTOjvOz281w8glKKVCoFQGxGYlCp6FDmVu/+TN/V/eBoNXnqa35ct/jExab9F0eALuBj4D3gCHAKzD1x8+ejKKVIJBJ2Xxo4D7SqaKwfFRkhWpEiGkvhOBocGzdHaNyX+8C0LKRDz6eAbsztNheYt2XLFvt+tx/4HHALyOj08HRVXbcmnmjYCmgcx8XLn6DwSRcAiJQBAL6uQmByQBZTvx5gEvA3cANIAr8C/ZjaDqZ7uy5W1i/JOdFYDY4ziOcdHzj8wVd+DO3HB0pFWGy2f2O+V2IulmrfK/11S28aU7p0yG3drY+zxwEoByQeAlIMwIKwHyC23iWJnxZAGIhlw/4+UIwvlfWSr59nAcCCsIyERWwTPlHi/wMgDKTYnvrn+3+0aO2nrTd5CwAAAABJRU5ErkJggg==) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur40777 0.66666666666667s linear infinite forwards;
}
