@keyframes rwdcur204626 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHCklEQVRYhe2WW2wU5xXH//PN7Ozu7Hq9rM0aMGAHO4ttwDjYYAy2gmlL1UQiUdVWSJCgqlWiNBVBRX3qS9WqF4m2NCJuHtJGCagoENRSSJ0AIS2XlBgbYozX+IK9jr2+7n1untmZ+b4+pFKjGgFuLn3pefwevvPT7/ylc4D/138WY0J1NLodhhH5ItqRu7xJZR92Hdh1tv3o8tidXWBM/DwBhHkvjAny5LSnKT+2qSyrHO5MpRvfo/QVENL3xQAA0AyNxscmUTZnFrfq6v6lE+ObLowMHZour2gHIfrnDkAphaJryJkGlsoqWtj0lmqOr+lQtSNnKD0MQu58VgB3ywCYINiS5IPgciGrKAj4CvCo5A/umZjc9/Tbbx1dOtC3C5R+JtmYb4DjbE5w2V5JAkcpznd22LFUQnh881Z4fRLqx8c3+2KxSFc83tRJ6csgpP8zBXAzFraI4J/TNAR5HnOrq8aOVkW6ou+0f/nRkiWhklAIJYYRWjMS2+fq7m643R99MROpfuu/zcY8gG+q6vZN9XUNWV3HxEgMpijaeH5f242yVX8ZO/WnA4/ERjasKAiAB4daVduyxv1u1WhObjr/sY3BhQLMy4BkmcG927/k/+H+F9DS0gzBLQqYnJSxc+ex5O9f3fteff2rf0slZUXTECoMolrRQ62dXfufPPnG6yUDfbvAmOdTGXDg2L2aY0hckO7+znelxbHh4h9nszuuMtYDjut1GHshdubMZeXk8QNKbGTtVo8HhW4P6m8PbQ7FpypvTk42XWfsZXDcA2VjvgEC2qFQ9bGZjPy66qg7VlUGtoquRnR0+P+VfB07d76W/OXBb19YU/Paqf4+PT41CbcgYEUiWbzhnbP7tv2u7ZUlw8PfAKX3tTHPgJLP2xJsMhWg5KWcqu8tCPrdPAEqKvzFbW3fB3NKk5S2gZCuPGPPdx07dn3iwtlnN46OrK0sWQqXYaAikWouUeWqO7XrG2+r6q91v3/6gQFUK28TGISYHHgXIwDg5gWCoiJRmJhY/3Bf9FuZqYnNA+fPt1mMncDu3S9Nzc5eOXvoVz8avRXdUeP1BVyiC+K1G8WhoTs/KODQqQMnHhhAN0wqcJogMm/e4ngAAM9AAAgmIXmvqmHtbHpD4I1jhwY/vN6aTCRexOLFXSalz/Uf/u1B71/ffrq8oJDkUknMcEzXQyHjXiOYlwHFtmwYikAEHo5lAY4DnjkCAIExR8jpOopLSvD10hWBJ4eH99T8/Kd/9L55/HsA/IU52bOIF4jLLcLlk5AvLe1XGhrvucTmGchzHHVs237koynh4XSGJvw14CkVABBQSgRGMUz5vFDTaGwsnZLC0e7I34+fODgwMvREwdBQZYEoggOQF91Q1637BzhudEEAc26/XWxkSGsu5TldEJRvpjRb5O2PAWybcJRizhegwyUPyTwVjaIlueBGVZeCFy/vmJieRSZUhEIAquTR1arqTnCcvaARCIRQh8G+GC5VVdshhUZOMB1HAMeJFkAsyuCdM+1nxvtCtUwO/qFuW/JSXUtaCi2jYb8fyUQC8XgciZUrB7NbtnTfq/ndDRBi53WVNMRnpVjGkaeKyoxaUajcmZp5tlt0Lad5E7O2Q04UlBjwCSRTvwpzkRXGIl9RUrj6rhQe7fPLmQzozVvl/j+f3KwCvQsC0EzTTiUUu79gMZ1bGkDA7cK2hyqWNQPP/Mzro6dVDTwB/aB1nQFBACwLXx3ol56S5gK/2fiVWcfQBVcq6aHTU0Eoavh+BuaNQDYseyabRauLk36hTIVKmewBx8HHcQgQnpi2BU3RERnJkNXjKYFzKPp5V749R9UZQqElE5BlGVrpkjGjqfHSgkegcw6VUymxSr7m4UQe/XohGE+xsjyCvG0hzxg8OdV+quv9gIfZ4k+at80ONFbRgYYqNXTkTU9wfNgjOw7yqyoH7UjNfffBPAAiSulBXU1aOXVlyCchnJGRTaQxPBhDbGQEAs+DGjq5pDDdWlRsaMEA4PUCpgl3zy2SV2TMLSqkVvXqiwDSCwYwKipuXNrS+FyvbjWsSGdWL0tnG8I2H67KaEFD0cAoBYa6/X1ZWTWrIlQiuqDV1dkkmSaFQ72SaVmwiopl62uPdYHj6IIBwHGGDrTrQHucMT+y2cpgIr18fVZpSXRc3WMSsoxOTxBpZjIQ6P8AOHeaOkuW2S6fBC47K+oeN6yysj6zvOKBjpO7XsWfgFEBdGeB7ouUnkPiiagU8D0uRPs2uHJymJ+IB8RckniUpOjwAmzeBVMUYdStuwZg9NMDfLIIyQM4olN6CrDK+YuXI64r77eQsY9qXdFojZDMhEVVgVkUyNPqdZ0Pon9hAP8GkQH0OECPw9gpMBbme3rW8r09teTCuSYSDNlobr6y4H//V/VPXiF0zNmEp+8AAAAASUVORK5CYII=) 5 2, auto;}
}
div.testarea{
animation:rwdcur204626 0.2s linear infinite forwards;
}
