@keyframes rwdcur252077 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGAAAABgCAYAAADimHc4AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG60lEQVR4nO2cf0yVZRTH7003o6uALuNHNBhLtmtDIBFYNhj+CAwqyhnpdOCU1HLmWk2c2tqqzX4OWw38wcSJGrKWFUzIrYa/CiID7iZ5y5s5Epqb8kOMlkX/nXPueh7f5/JeOKLn89fXl+d93nc7nu/Oc57nvc7k5EeGHRa0tZ12Wo0RRsZd3C9wpyMBYMZJLSip8FX4Q3vNu5Y3izXZRzKAGQkAM05dFUTtqKq0AHRKylzLScWazJEMYEYCwIyfVVA7Sj+yB64PHToHmtoRRaxpZEgGMCMBYEZrQRRqR5P2NILe8cZGyweINd0cyQBmJADMaFNfVxFRCxq60gN658fbA3qwzpruNDuSDGBGAsDMRJNBzQWrQVM7cryzD2ThokWga44eVc5TvP2I8vpY2k5U2GTLHcDuvmtj9j6SAcxIAJjRWhC1BVoRXfsWb3Fp7qV2FJK1BjTdZQuW7ZhYio68iIdB777vb9DRHg/MOdp2JBnAjASAGaP00vWIHtpUBdp1ohJ0r68dtLenH7TOduzYyIRVb4GenbDoJiP/zw9erNZy6z4FHRk7HXRlCy48R8OOJAOYkQAwE3BKUTvyJWA/57l7MZYtp0+ANql2qAX5VSb3oH05Q9NBx6TOBJ2ZXwx6SvzvVo9y9DSoCz9qR12tZ/Hd2g+AFgu6DZEAMGPLgnQEajvZn6mt4+zLWaBTr4eCvl7xJWg7tkOhFkTp7+oC7WosBx0sO5IMYEYCwIxRO5qi6xHZ6e3obGTmB034j7VPKMcP+O63vN7j7QQdmTBN+azSOBy//QLOExoTA/of5Z32kAxgRgLATMAWRBntnSxqKfX5i0FnEns5X4f2krwBK6VB7x+gV8RhJbPfi/NTO5rj+hc0XYilp64EfTGgtzdDMoAZCQAztiwoUOji68n2lhHPc4As0MISFoJOdqBd9HivgF7fegx0c9F80N8PojWlxf6ED7isrsoGc9aBjmosD8qumWQAMxIAZsbUguxAezIlpC9EoYuvzq69+AdiKWlPJ6FursExCzaQmZaDopVSZ5cj6EgGMCMBYGbcWBClleyUZc8rAf1+02HQB7Zlg3Y+i4s1P9ILUQ/gwm348AugC07ZeVNrJAOYkQAwMyq9HN05n0AXX3QnqyB2EPSOzbjgmjSvAjStWCq6sZUd6Z6Ckz6Won7Yua9Atlbj/8v5ly+A9mtNV24BLQuxcYwEgBlbVZDOatLePgPalRBB/oILouFhvNXpVGcw3SiP6LgEepYbF1OObtwo37ckFXTY19g87v8Gq6b6qjbQW3oaQGfmF4E+fgo/POkrXwX6gVpsWQcLyQBmJADMGFmQSVVT/yG2fCNzb4CuiKV9G3UPh1Kw82fQjw+h7dw9LVKpe8+jpWRvxhPO8b29oH8kNpKyDk9xb9yIX/qXlZWBppVVRi2+G3aagrc7JhnAjASAGe0CgtrOrl+xWqjrV5+roVTEukEnJmYE9EIez3eg17xYCpraDqXj5Oege4nt+MhOmTtmsUNFyBmcn96rw9uGdhcWNhm0LMTGMRIAZowsiJ5eXprsUY7Pn4ofa1Db8bqzVMMdK9/Dfk5TzgrQEydOAE3tqGhZsXKejs525XVKeHi48vqsR58CTaspOic9Hqk7QvlFUpryuok1SQYwIwFgxsiCupc0KMcM71bbTtLWatDVhQ9avsTai3gm51ReMWhqQS9tw4XSbzF5ynn6PnketK6q8TtxrcHkow8TqDXp7EgygBkJADPaXhBNmajaXLCjS70DMMbtngN69uuHQJvYTqD8tToHtMsXoRzjeg0XZdEGcwbLajqbceF5/Bju4kcZ3CsZwIwEgBmjdjS1Hb+byaJJZzu6XhCtcJZeDQFtcgwnWNYRKDqrifdUgU6fi2NMWtaSAcxIAJjRWtAw2TWnNkKtwwQ6XmdH65fjEUE6vu4qNSTrNniwMLGaeM299GySWNA4QALAjJ8F6Wzno+oahxXBsilnCab8mq2YzvmhVxwqTHbodNixGl/iDNDpoSM/XiUZwIwEgBmj3Dk09U/QdH/LxGqW1/xiOWZCyUnQ8R4cf4x8P7GTpHyg1jQaVpNIqp2WTfgza7TykR2xcYAEgJlR+UaM2k77m/jJJ7Ws6HD8aCJuF7aRM5Y9A/rgQTwAEO/BI4s6a8pciDt0t5rV6JAMYEYCwIxf6ugWYjdu4I91ZTXuB733FfI1OiGhEze+/RZZmi8xdKevQ6g1TcePL3TWZILOaiI1VkORH269DZEAMKNNKZ0dmWBiOybYsSbKrWA1OiQDmJEAMGOUatSOjCa1YTsmmHweS3+y7GLlAuU8Y2k1OiQDmJEAMMOegsFEZ023gtXokAxgRgLAzH/K/2j8w0662wAAAABJRU5ErkJggg==) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur252077 0.93333333333333s linear infinite forwards;
}
