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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 12, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 16 12, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 16 12, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 12, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 12, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 16 12, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 16 12, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 12, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 16 12, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 16 12, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 12, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiElEQVRYheWXXWyT1xnH/+e8r/1+2HFsx3GM4yQOoZlH0wRaCC1rISOMjVbLqLRWFTdd2m1aJ3bTraBJZVU32m7dqLqpiEzrdtFODLGxEC6gFf1gIkBbCJQ0JbCGBEM+/RF/+7X9vu85u0CbmgqiZDNXe27Pef7/33me8xzpALc5YvvF+2+3x/8UpNyCj2z9vqOj86nWWPIKYvlpBFZtHNqxOZS81X5aTvO9fZfvb2l/8LJZ0E6kY5ETZqZ4wqb4Pn22d8B5qxyhXOZdW75HY5NjQ6q90t1Udy8aA6vhrA4hFZmoMIoR3z/6/tx3s7yyteDFCx+0Tpw8fyE7HIbTGoTfsxxM4iiwCIokNRQz422vb9/BvpgnlsP8t28ctdpz0l7/5scwsyyOS337YE1bYFdsoIIGHWgRjQoK4PYADA+MUPP0Ga/qDaCh7gG0t3YDWgGJ3DAYsUBk9DjJ5Yyb5ZblDpz98KjhDzSfmYyNfJifjGyw50Wrlk2BWyQIUhWYwV/avevhgZvlln0Mf/Lqm8PFNA/pl2Jwqd6C1e35zfMvf2PnrfbPaUF+ZYMq+IK9pKKyw3rgsLRY8+de7/2h4HCE4pHo4Z59T3/ri+uF9Suj4LjExj97SB3NpoHPVaCwuslOPLW91OvfyAt5RqjwBkAAQgDOwGajR6W3+w98XnD7y2/5rRWWF5asC0Kqc+GffzvdUZq57jCm1S/98tzuTSbjfwQzAWaCAldJIhYSKqsAZp5isfGHbOFCkgBA/istDmpz9FHV3sGzKXDDAFFsIOKNAnHTBE/NviKf/OTH/zZ/9r3j24oThl1RbPc1PBDqEhQJscGriAyOGanEaLo6n1YbqUtePjWDtv4egJvgeukGjLsGjAgfaYnIZhEAOOfbCKUd5vgoeD4NGMaNk1MRhFJwzgBDn1NOfTL3CzPDnTUtzbBaKDgTIFgscC9rmKVhZdY6Gw219u9Hsb0d2fA9sE+eAyHkxqFEAaLH367K0g4RALTp8VeUQqGNCvRRruVBqACi2AFCAUpBCAVIcW5DcxQubwAOjxvE0CEAyI1GEJ0aP1W5pOHamnOXP5aWNj428O1uOEpehAZ1cC0LEApic8DMJI4IsvI8BQDPaKqA+MTj3DD3UV8QXBChK+p7JVkd0a3SSNEqjZiycmYOQMaAzAzQQhGCJmD24lVoqSTq717rkYWqTceXfzU06vS9KuSIUTNxfhcs1l3E6clTXx1YLnOY57OPSO+eyf9nCmzhQiEvRLqJ2lQSahs7bO+f7Zzvxjvs/lJ1dcDg6ZRokWtgs1bB7s7BjGh7rh879pQpUOPCujVWf1Ywav702k4AKD3atYVFpy+yyPXH1fPhwpwpWEz0/GVGnZoZOrF0xT1BQY66iVGDD47tg706ePWO5nvPZuIZ99TY8KWaVb6Skwc2dH/d3XYrrf/qKU7Fp9axbKGllJy1SnYdZrGAJcG7oGksOdh7cE8uHndw8LeaO7dukyLS2fm0FgVw6M66DplS72Rq6uHqmpCV5mMwmQWEEWSzCaRjmVLzfRu/lp6afDqVmDS0qGbIOfb3sgEkReO5bJZ18EMvIaBSiDYHop3d7zBfvbfF19maUiL+cH//9lxyZgicvOD65oZnjPH8vJqLAqhf5sfg+Ql8Er6AMVHAGocKZ/icenrr7t9XVlbt8altgS+v70I6PrMimRnvhM6WEi78oWwAmZVP4q7UQdTLduimDjOZuJiPXe3UndoTUXYd8SvRJ++8YxPljImugGOacvIDIoijZQHo3bDJy2Yja7W716HW7gARRWRmp609QRvq8yYMKiCXTGS/+52qAwDwu3c//lkmo4Hlc/PqLhhgWrG5604etBpNK8AFEcyzBJH0xDJS3/xZnMZlS1FBVs8AAH5+9FSoyCvWkyxbPaENDJUF4Jrb/6A3Mwaf+A4qtvwV1mAzwkfehEtVA8nMNJhC4VxT/+vtq47sVHIun5HOP/OjJ5rmHcFFAbB6RwMxBPAogcVdDa6XUJJlNLiCCDj9IIILQlqtlyvcMA0CPTvTuBDdBQOsTbwdrmiZBB1TAUUFy2UgWKrhYDJMQ4KelOBweGByGalkzBBipeGyAniVK4ZBLOA1MrRPP4Ixfg2W2lZI1A6toMMj14JTilypiMS10UO/erFr/0J0F/4zYqSHpowhYVyBeXkIpStDKJl2wDQhOgToPA2iSEjNTCBTnwz9dP/7exes/X8d/wI/b92nFg10LQAAAABJRU5ErkJggg==) 16 12, auto;}
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}
div.testarea{
animation:rwdcur103751 1s linear infinite forwards;
}
