@keyframes rwdcur260952 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgUlEQVRYhdWXsYsaQRTGv0QDgZs/4A4ON4iiXhEUUtjYKQimWGyOs9zKQAqRFCeYIMnBNSGkSJFSAuG6YJF008qBHHuS4izSJHbHtS6TmMCX4piJyl7ONZ6SVw07O+/7zdv33swC/7uJZp1rFW9xxLVAaPF4T64eYlJcKW+1ELPiNdv6J4jbQQG+n34248beDtKpCBp7O77z89itoAAAEC7l+fjOF6RTEbz9cIpqOYP+YIg3P+P49Uku5DOw1WyL2YQgAGQTgjXbWm0liJCgCF0CTI6DWuAc0IIXo3NsW5twHIfb1iYuRudYFCKwuFIek9EYHcehUh4dx2EyGqNSXuBIXBkB0awzXMr7Out2j7G/u4VKpQIAqFQq2N/dQrd77OsrXMpfWZ6+GSuadT558RwAcPDQnsrsmm0xnYqgc7KBexsDpFMR9AdDfPVSsB946A+GeN35Zt4Pl/JsfuwAAF4+fYbRwau/V8lko4n3JGu2ZTJchASllKb56LGUf5qSlNJ8Br1W+7q2Ufl1uXYjZ8pNAySjMb7jDwOhlEfRrDMZjU0BZBOC7UZuvm55nTgAuBxTKY92oWicKeWZdXahSKU8uhybNUuFcDlmvCdN6LUz/amkvAy1BggkPk8OuBybXduFItuNHOM9yXYjZ3bf4sgABM6BWYgWR1OlqAFcjilCgnahyJP3j2gXihQhwcl5vSZcyhtfgU5Kvz6gBSYhktHYlPgsgIZYyl3Bb4eTnc9vfqnmcnyt83neWYot6zhe6DTUuVEtZ5BNCFbLmannN2o6q3WJ6jrXZRYUInAE7mbum/Hh0Rn6gyEOj85852/M1not94NY+9/R2v8P1ya+DPsNxOfHoGqXO1sAAAAASUVORK5CYII=) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiElEQVRYhdWXsWsTURzHv5oIQt8f0ELJSUhI0kEScMiSLYFAHI4upRlvquAQgkMDUYIWuog4ODhmkQ4F6aDbW0MhlGtwaAYXzVa63vHkLHwd9D2TeLW9mjT4mx737v2+n/e73+/33gH/u4l2kwsV79DjQiC0eLovbx5iXFwp/2YhpsUbtvVPELejAnw7/mTGrc015HMJtDbXQuevYreiAgBAvFbm4zufkc8l8Pb9MbbWCxgMR3jzPY3zj/JaPiNbw7ZYzAgCQDEj2LCtm60EERMUsZ8A4+OoFjkHtOCZd4pVaxmO43DVWsaZd4rrQkQWV8pnNpmi4zhUyqfjOMwmU1TKjxyJCyMg2k3Ga+VQZ73eIbY3VlCv1wEA9Xod2xsr6PUOQ33Fa+ULyzM0Y0W7yScvngMAdh7aE5ndsC3mcwkcHC3h3tIQ+VwCg+EIX/wc7Ac+BsMRXh98Ne/Ha2W2PxwAAF4+fQZv59Xfq2S80aT7kg3bMhkuYoJSStN89FjK301JSmk+g16rfV3aqMK6XLdVMuWmAbLJFEW7aSCU8inaTWaTqQmAYkaw2ypdrVteJg4ALgMq5dOuVJnuS7oklfLNOrtSpVI+XQZmzUwhXAZM96UJ/T7P6ZLmU0kpf4EF0SNwlRxwGbBDz0Sh2ypxn+fstkpm9x16BiByDkxDdOhNlKIGcBlQxATtSpVH7x7RrlQpYoLj83pNvFY2viKdlGF9QAuMQ2STqQnxaQANMbO7wvQudcaH7X5u5jL4Qyjs2VxtVsfxtU5DnRtb6wUUM4Jb64WJ53M1ndW6RHWd6zKLChE5AncL9814d+8Eg+EIu3snofNzs4Vey8MgFv53tPD/w4WJz8J+AFEayKhKKNIxAAAAAElFTkSuQmCC) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhd2XsWsaURzHv60WCnl/QALBK6KoGYpCBxc3BcEOh0uI400WOoh0iGBLaANZSunQoaNLyRAIGdrtrRKQcJEOcejSuoWsHq9Y4duhfde7eAYvJhH6m573eL/v5/18v+/dAxYM0W5y0RwLie9wxKVAaPFkT949hFdcKeduIS6LN0xjIYj7YQF+nn51x62tDWQzMbS2NgLn54l7YQEAIFop8vmDb8hmYvh4eIp6NYf+YIgPv5KYfJHXyhk6GqbBfEoQAPIpwYZpLK8dlxIiIigifyrgHYeN0IdQC16MzrFurMKyLK4bq7gYneO6EKHFlXKYjidoWRaVcmhZFtPxBJVyQlcisAKi3WS0UpyZqNs9xvbmGmq1GgCgVqthe3MN3e7xTKFopRjoEVMtI9pNvnjzGgCw+9ScaquGaTCbieHoZAWPVgbIZmLoD4b47mRgPnHQHwzx/uiHb020UmT78xEA4O3LVxjtvgtuVa/LJXuSDdPwtZeICEopXffTYyn/uaKU0vc36Bw650y3DLLYTqvg9roXIB1PULSbLoRSDkW7yXQ8MQWQTwl2WoWrLXsecQCwOaZSDs1S2U2klEObZLInaZbKf3+PfetuDMLmmMmedEt/wAltkgecuOVP9qQPYC7xec+AzbG7a7NUZqdV4AEn7LQK7u53OPIBzH0GLkPscDTVihrA5pgiImiWyjz59IxmqUwREfTOe9dFK0U351yv61k+oAW8EOl4wiceBKAhFv5gCdqh98TPqsCNhs3xTIGr5v6/uKkPkmu9jvUBrVdzyKcE69Wc7/mthm4p7RPaZHSPh4UIXYGHucfueG//DP3BEHv7Z4HztxZLvZgEQSz9frj0G/Ii638DHSrJo8pGclAAAAAASUVORK5CYII=) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur260952 0.93333333333333s linear infinite forwards;
}
