@keyframes rwdcur204634 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIyklEQVRYha2XWWxc1RnH//fcc++MZ/M24xnHu2M7TmLj4OxOYpwoLWFVqvLSSG2lVlRqqaAIWoRQS6NWtDywRFQCiYeiUiSWUiihhKZACJiQxSaLl3iPM56xx57F1zN3n3vP7YMNCiiJnbZ/6ei+nHP+v/Od7zvnXA7/hRyAOIAbi40uNbbULA6wAJgcoC83F7dS03EgQCoq2rVIpHqhOLRWd7tWGYDP5ojbYjbVNB2wbeamVBc4olPTkIrl7EX/fHqCOc6F9ZOT0avNS1cKwK1u6hq+465DWjgckTnqlk0dzLLg8/pg6BpyCwsw8nlwPIHL60OR3w9LdOupeFQNfXj0MQAvXBfgQnVjfViTIqFksocA5jc7xjyelqimV2sTE2p+XkposwmJ17UUI/ycwywLzCGOwwUUgZZpAV/A39oW8O29NWi5XFbg3Xekay3sK4BZF7+3b+ftjzXEY6+y4x++SICxKzsq6bmPXK+9ki3OSlIQSBUDmSAgrQIIAA8HwAICMSCSBcpSpnmX3bFrb2B6aqjk8sS5ZQEMKU373LQ6tbvzV+mKVVvixz5+pnxm6ihZSqTbpqdPAjh55WCpsLD+89vu/J3s9VfbedMSPR5SGo4QyvNU8AeqJTkH19hINGia08sCUAaWSSQsNRyiRntb13xZcF3dyTN/cU52P88BE1cbnBOE5lhZZJ9cU1diSfPgHAfZYBl4nmA+lYI1Nm6WTF7qBSAvC8AID9M0waQFGD4/5hobyuzVqx/mNt68Lfb2Pw5VxKNvL5UXgMVSPF23ujknih5ueCjmPfbBJ5plZ2VKmcCYKWiK6VOUpEtX/84tluf1ATjGIAgUXp8PqqLAGwigtLkZRkvLzt7y8ubo4Xe3slMnXiTAyNIQz3RxyWbm9ribxkdPd44OPcgBGSzmxJfnwbL6CkCwmOmiAvP4fJgcGGAjn3Sbzv673avXr0O6tio4vmf3w5OrIttGuj891JhMvusAojc6qRs5+QtXKnmEAHMr8Ls6gLNunfhRfKZE0zQIeRN+wlsdJ069f3F4OHK2s3Nbw8abQQp96G1YvXNQzzdvnZzYuGFsZGCiaW27n/Ji+NKlkeWMriUeAB7V9Tr3Q798RGtrrZlJp7n0pQl+Zzz+519kpafPDY25L87NNiYBMW/nkSsq9GQbGzpQU7fWjE5ZnsTsiQ2zsTefyOevmWjXEwGAZC7nCW3bHrn3/vvJD77/Q1RWVCClq4QA/Qcd88EDfecfEN97v39ueAxujxsFVZUkumvHOn775rIqx9I9qhr4nyLwIBAq2L9/P6VmUUV9tb2lcw8fdHnZfZ8e7y4DZl8Dzn6oa2emE7N0WMquEcpCQnEwCCng94+GI5tj4XD702kp94wqTx4E8jccAQpYhBKmHXpCz97z7VSRT0TJbbduUYH6EUBkQFkI6PmNqd93YKDvEfn1N/vPd38GZttwQiWkb+2anX/dseP5o603H2RA/Y0AUAAQAGaBZ45FqfneGWb395qEBiwv78Ig0PlyOPzQEWn+NU7Nvf494E9z01Pdz/7trUfPjo7eGdjY7vF5vZgtKw3OlxY9PB+JbLkwOPBkazz63orLUAcYZ1iMuAoW72fTYHBzENwuImjZkp5wcF+svnbn2MjYLnlu+jkfcI6Z6r2vnjl94J2p+APJDa1NxeXlJGZZSBT6O6PFoWxrPNoNILuiLWAAk1WdmRy3mBSKzByeEsfvpzwDVF0z9eYm35lbOn/068aml99xFfwMADsAvPDbRPxx7/BYYkFRoKsKkokZBDKJSQDqircgALBpOceIaUIEYIouOIRQKoqUANQyDPC2jfU7tiK5dk3L4VOnnuo73797OhF7bpzQIrW0tMhfUADDMCDmmb4mp5y68theFsABmCGrjIuEkdjfSUPBKrffdFROEIgFEBCe2KaBdaeOZuybNrkH77jdc6E4eM/vv+i9yZ9JS2ZxwCNQCkXXsUaRh27JSSdWYv7VFrgA5uY5S97WJWJBZvSDt7ImccD5CokFwLJtUI5DqSpbVUpGbZzqk2oqS6zZbVuajtfVbpFkGfPzGUDREFHVHg645vV7VQAVYLTAzTyXBkxxeJjNFUdE0wHlZqZ9HCA6jDFm5RHbvksc79gXrL9wXv/OG6+kNsgJNVRVCZM5GL8cBaai+uaMdHYlj9EvxQPAk0DB7J699+Samxunzx2XA0VFKO26vcAdLgvOS9mqI5ra4C0tpV2DvXKk+1g21DuA6lSOraor1t3FHkN3CFWIwC8oCnE0jX2syh8cvJEkBMCSmbRFJhxr/dQsE2qbaLCynJKf/7TL19oC+4H7oakKivtGWEtStjSAzjSE0H/gJyU1Y/2qefGf2QlfXTBtWSTj2J6Vrv5rAHOXo8xTFwZ5/A9Fru37fEWKjoDXDXdZKRgcKPMZlmmqJ5e7Im7/8dNWQXIBnn8f1oW5FJs0bJqyJRQpCmtXjWNL74KVA3AA07ISS4gBKrpEn2dgEFJ6Ac2Ndcgk02C2DduwcGlrO53YsTfQtpBJNR/tYV0vHVaHvSBn195UpCgKasx85luGcfp6L6BrRUAlsfhQ9l9HOq3yiEeIlCOdmcXM3BQS8Thsm8HiKZSBs1b13GSqfHDUcmExgYYCXsxaDhWNPOpN60KVTQZXan5lBMzYuZ6nYsMDn12uqmlTVpVucioqqu31LQ2arIg2szGv2eSNGStQEc+xEQ5yS9jD6hXD+rwo6FEsBwWmgTZL7+GgrbgEl7y/LmfxEzSA4PTa2k3dnOu7hzK5u6d4jhBBBCcIoDxQKIqohKFKoOK0ZtNaKZv5o7zw4w5Ne/uGI3AVohSAFC5ODiWAE7JYcHyI8rsvU9o0RvkGTRDonCgiIQgeD2fCshlWm8bYdk374kbMrwrwTUWACZjas46JlxSg9pjg2jTA821nqNCRoqQyzgtlHCGosliPAyT+7wBfigMkAOeQN86xPES4XNWjGmoP83xHmkPrVnBvXu2fcjn9BxbMQE++EP6YAAAAAElFTkSuQmCC) 3 4, auto;}
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}
div.testarea{
animation:rwdcur204634 0.5s linear infinite forwards;
}
