@keyframes rwdcur103498 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 21 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRoge2ZT0gUURzHP6XlIbKkMjQpqoMEYRFhdOjikgSFwZZoEFGBldEpu0SXIgKjf6cgg4hOFdpF8hCkdYqyPwcjIkTaIAiE/iFIOZu/DvNmnJ19M7OzO7sj0Rfevrdv33vz/b3f731/M7PwH7MHAlTGTaIQNGAaIcDKmLnkDXGVXfHSCY+9ZBshwIU4SYWFzgCrDMTIK2f0ogiLtyFf4qOXiTke/eJseA0KWKMkmOvRn7Yac5ixRvRjxfun4sPLgHlWw/KAswYt41knwXbMS0DtUWKX4PmEMMLHmKJKcNABFPcXdzg5awOYRx3QiBmF05hRagCv38CnbcBkhPwDYSe2oJ1/SEKgQ7YwKDAu8EegU9XjAoMCHQKJCUzvlgyBYXScVoFhUV12qaczq88c11pS5bITm458Iy0Coxqiojyg638l0OI8J0WHz86/kjUcFvieowc+qvGjTk8UXYINtxFmzA+7SDmNMAT2q9pN3hr3QqBJp1xFkWD7AgaoA6nb2ZQkuSjQJqdICrSp7yMenupQ6xVfgh0L1ym1cYfHiGygWRtuZn8qa85WBgXqgpJiJHfBdmK7QVJMacwkY+60t1ol6dYYPS497NGO15SC74LVQm1i6ruTiCHQFpAv2l1nQtQ63vN8SiVAeUgDWoFeM8OeoB74AKqeoAvDN1N3McUVDlHPQsc82M207zyrduETUBWSP1BiD3h4oski43U77Yc+U1W/urrLSbLJdweTbCTb6V/pIR1m59cCQ3nwdqJO0KpQShqrt2t30FShkaw5OaqQVfLZcC2M7DzwTRpqD8rIrbty88gJaU80y/nNzQLtSn1Sdp7InNeRC3GJirgDTTKTiU3yqfv9Ik9fijx9Kcbgc9mX2OmK+W9ChhGemThn8gW4ZAi4BIzSUHuS/mtJVi2vsX8tLytjccUCMmO+CrgMnANeq3ZgOPs+s4SVUScqoPf36ppJbp9tzyBvYUo7rQo4DZwC+oOuEfjGo5BDMQXw8csA3XfvMPz+XdYA/VPLMHCGKMhDYR4Aldh6nzzm2M8fHKlZwYHEDurXrGVJ5WLlgWlMyX0L3APGKDRs8hroA/uQGcDqZdVcXbeeB+VlLP1VxvVni+ghzVFeAJ9LxSkUfJ/YctT3vKUyKmvF+giRUSPhElVmS1sMSkm+oIkaiLNRCvIQ4b2FE7p3qT5DC0KUBlRYjRw9EIn3o5asXMMosutGHUKtVqMU5CNfTMEv7CO/XjEOcZ+mL03Mf0WFhTO7jsXMJS9YryIfxU0kX8ylOI+B/x7+AivTNIN9BfZEAAAAAElFTkSuQmCC) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRoge2Zz0tUURTHP5rmIpCiH7QYWuhCgn4hoUS0UKOiImNo0EUECUMZ7ew/kKI2bs1dixaBFRRGJChBtJj8AblLkRSCIFAJIcIZPS3evc837+e8mTfvFfSFO/e+++6P77n33HPOfQP/8fdAgMakSVSCYxhCCHAoYS5lQ2zpcrJ0wuMaTiEEuJ8kqbBwE0CnNwnyKhmjKMLiLcj35OgVo8ajXqwFr0YBY8SCWo/6gi7UsC2NuLcV71fVh5cA9bqgd8Cagyvjv84EmzovAblHStwE7ySEED7CVNUEBx1AsT/Y1cma54F6UkAbhhZuYWhpHpiZheUzwK8I+QfCdGxBKz9Gl0BW2pkQ+CGwKdCv8h8CEwJZga51jN2NDYFqdIeMwCdRVWZqod9RZ7TLxGq5TMfmRr6NKwILLkRF7YBb/bRcaOuwnpOqw2flp6WJPoG1Enfgq/SdvyoLT19KpuOs/cBXzQTn7UIYOv/JJOUUIi9wXeXF5NfGJkXeT0lu+Il0tp6MzQSbE+RBHcjilTWEWJI0jwR65B5pgR71PFdEXqfspW41XvVNsGXglLI2dvWYk+Occ1W37tbTsvTsdRF5eT8lH4aGJbX/QJBT9IyCvUIJNzTowmPayHHU0SDNWz4z7uonXs1+ZHxy3NGnpamZocNHgsKUi6raEQWHEWBDF25TD+y1vS7wkllfZze5OE9hc7Oo197G3byo2+EZc9lwkO1daQSoCyEAQAYYNTzsXVqAL6DydQbI+3rqwZ9w48Eguxt2sYHhzTaAfb93+PbTuQ3LwJ6Q/MEYr0cMD2vV/7xAT4DH7rVZJVHjBPVzpE5NJowKaTw3rOqKrbqONK2+K5jmBM5NX2GEQpiVbwYmy+BtRUpwtUJLnlbIqJ9z9DnFhEAqyArpVM6CuyLv9AOryg/MSZqHAr0yQFqgVz0vmX6iuF+2FOIeZ7oidMq2J151IefmiVeFonY5McaJnTwYA2cE5j1W1isWWhW4KTAtlqg0dvJg3tiuCMy4EPWLRudVv+TIa6iJMkodStmBXOIrb4V5YxujUyCrrIrfjSxanY/io5Q5ob4Tj9DOLeroZotX1DJCgVvkgG9xcQoF3xubBK92RWoTlbSif0J41Ei4ROXZCppBnOQr6ugCsRbiIA8RxhZWlBDXW5tWhCgFMG9sJe5AJLsftckqVY0imzdqFcroQhzkIx9MwU/tI5+vGof4uUtdgYT/igoLq3ddTJhLWdCfIt8lTaRc1BJjSPxP4w88DGK3NSBcYgAAAABJRU5ErkJggg==) 23 23, auto;}
}
div.testarea{
animation:rwdcur103498 0.4s linear infinite forwards;
}
