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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEF0lEQVRYhe2X3W8UVRjGfzM7s9vutku/W9sQpS0KjSQ2YhCLZUmUBvCCxJioJBCShmowkRAvvMP4D6hBTIxyAQhG1HgBsZWElEILRaAp/W6zH93dAm233Xa72227uzPHG62plNndtl7pczdz3nOe533Oec87A//jvw5pJZO++OSg2FwUwD1dyrnTv9DmCq5oHQB5JZNylVH0+Uc0vD3GxZPb+OzEYbFSAUq6E2oq8kQiOsE3LbNQtJG6LQEG+n38cOqIWG+fpKXbwuWfm1blyhKymoq8Jdk5qsrElx9WCkd1pfgrBqD9xwYh/O8IMbhX3L9QJ44eqEvJFcMtyMjO4fix15e8U1QFRZFJRMMAi5m+/NbX0mt7b9B0+RHDvgDuQVdKSRoKKCwpIDTay7Xz7y9mk2mzMR83ocVij8eXlTLgmsY98zSNd50pbYGxA5kq4YjGplw3vqsfiJqKPBEcG8VsNpFfUrIkdvuGXFFREkczF3Px+2upcCcXEJ1bQFfzOXezgNB4B5fO7ONQw7tMxbJ5o27jYtwr5fliz95qLKrGpSt+bnmmUj6AhlWQYzeRYbXz3flGig5vZdDbRU35OpxyAgU/Td8eEN6HEcIBD1E9RlPzQ246J9I6/YYOWFQdSbbQ5gpKp892YjHn094RYHIywtT0PH09d4lM9GMvLqfx1960ySGJA9kZOqpqAuD60Likf9UljtQ7mJ/xIRJzZKkxLFYzO54PUXtyN7NxuwjOqizEdDQtgcsf5finFwxFGQvI1Ikn9MXnVueE1PrxTwDsqioTHx3Zgv+Bl9Y7o8zrY+TYM8i05WHWZxlyBrny+yod0DUdRdaXHWvueyA1H3tA3YuVIjc/l5lQmOmAl62vFmNnjFt9KlfvDCbdEkMBMhoWU9xwgd/u/V3vjqoyocY9dI9nEZ3wJ+P+k8MAsbjAqj5+4SyH2ueKxc6aQoYDEuOu1EvR2AEJMqRI0kV2VZWJmu3F9HkjjDgnuJ3GPWDogNB0zNIcu6s3PLGxvOl4QTh2FDDkm8LvDHLbk14XNBSQECbQNfbtr112/PMTB8VLmxbo8YTweWZpd6/xPSDLMprQKc1eug2OzSWi/tA2fK5WOjwaI8NztDvHV9T/jctQKJhMcZ6yBhb7fv17+ykQfdzr7aTnobQq8qQCZJMJxaRhFmGONuxk/bpppgLtNHeFGQmp+N0z3Halb3vKAnRMIARms8yz64YZ8Ea50RtmOmbD55xaNXlSAQu6BbNlAUWR6RwKc703QlTkMDwwmvZpfxIMqyDLloHVqhCcidPWH2FeLsTbv3bkSQVYbZlk2VRa7oeISqV4un3ccq8deVIB+QXZRGYTjMaewdPtTutLJ1UYV4FqpTOwmVNnz6w5cUr45z/Bv4E/AE63x/XiLSsxAAAAAElFTkSuQmCC) 7 31, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 31, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2WXWxTZRjHf2dduwFZt3ZjgFth3QIRLjZBcV+KURSMMRgvyDBGIWjwwngFJnql8U7jrr1QE7lSL4jA0GAkmVJpt8nIoKP7yNqObU3Luva0Xc962p6e1wtIEDH0tJtX+lye877P//c+z/8554X/478eUrkbv/n8uEimNb47PYAnKJedp6yNvW128cUnHSyE40xGzKgmB78MjDDoC5WcryyAd/r2i5c7FpmOVnN72YTDptC1Yx0ufx2eqzEW/AHDVaksB8DZUkskEWJ81sbkmJcNViuKvgU9G2b/ExqJx5/G8+l5Q7kMA/S01gt3ICYBNNdmEGo1k2PeuyeVUVIp4Q4cQ3N7efsz2fBhKows6nbaxMcfPktPq13c2aSim+vvK3N//1tAnhF/DafPuQy31hDAu6eO88KbsO/gUwDElzWU7D2N3ja76N4nQzzKR/3XjGoDBlvQtVMCi4WGypv0HdwrljMSVaY0Pa12IUnw/snnQI5y5tIWLl2/VZKxDS0WCycF62/xwXuj7Gi2gGSmoRYiGQdNDSqPOgr4ots5dOLrkqfKmAmbBGJUMBW24mhcYdtmCbvVzOaGKEKS8Mxs5cuvLvDSk9vF7r3tjN+Y5pzLu5ZjqHJzzsTt4BxXbbvofsxEtTnHclojmytgUSY4dWwTLY1m5hPzXBmMG0trBODFPU4BGvMxCU9QljzBKwS8jaKjaw87HRkOdepUV5mpRCeSyDIaauFX34jhVhQFOHriVUBmKXVvYC5PL0qXpy8CcHa3UzzzfCftdh+ziTounh00qg0YGEPnIyYgh5L956XqygqtNQFkpYJvz/hwB+IlGbEoQHO9DmkVNSceeNfttImjfbsQOYUf/7DgnlkqeQqKAjRaC5DMo+uF+573ttnFG693UVUI41/eyvc/G+97SQBmqw5yjsJf9Hvb7OLIaz3UiFkWUjZ+Oj9UjrYxADZo5JJ5JOkOQbfTJvr6OqnRZggnLfwwMLWqC0nx70CVxmI8j6Rn6WmtF0cOd7Au7ye6UsHAYIzh2dJMVzpARQ45rWHSohx+xYkpN09cBde4GZdvYVXixgAyKilFQ8onEVqBFU3gDW3kgmto1eJQxAMH2h2ChEI6UyBfEOi6YC61Cb93ai20gSIVaGrZBrJKUtEoaDqBWB1jIxOrMt3f46EVqKuvJbKYJbKkEkmu59pIcE3FiwI0bKxjeCLFomxmyBNiOLg6x5cMoGbzTM3r/OaOMXT3QrrW8VAPBAMhkrLO75Phf0W8aPS22R/8A61x/AleVqBEkSRIwAAAAABJRU5ErkJggg==) 7 31, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 31, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 31, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 31, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 31, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 31, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
}
div.testarea{
animation:rwdcur238813 1.2s linear infinite forwards;
}
