@keyframes rwdcur241760 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYUlEQVRYhaVXX0hbVxj/XRcYBqM3uiR1xnVrK2tHXQxDHHS6h1oYVNOHsoeZMmugS0jogw8l9UXXvKRlEFGJ5I4+2FJ9KXuot3CFuYcxaMvGFkPH/oBWWrWiYWvSG7L2ZWcP7hzPzb03f7YfhHO+833n+33nO98590RACQghhJcFQRBKbSgGB33MVpYXTe2qAvkXXV1dmh+FEbn6PEf4IP4LLJTc6/UCAERRBAAEAgEAAB0nhBCf74zOQSx2BQA0QdSSDQsvUHIA6O/vZ/1EIgEAWJi/aehEklKwNViZPOT/lFQbSB1dfTweZ4OBQACZTIbJ8XgcXq8XDbYmzeTVtXW4XC4NOQ10Yf4mBgd9FbeIZcDj8SAQCLCVDw0N7TtcWDCcfOTwW2VXRzNGMwLos1LHCw6Ho6zDUqyurWvacoGYbR/LAF1xNBpFNpvVGVqtVt2Yy+UyJafbs7OzA2VJwf17DwxrQgD2TwEtQj7ly8vLSCQSSKfTKKh5HZFaKAKArg74ICiCwZAuCM0pyOVyEEURmUyGZYGeADNQ4tW19Yo1IUkpACB8EBZg77ajl43X68XY2BiblE6nAQAFNc9IypHxOmrLZ6EULAM+3xlIUooRUtC010pqZluahbpSg/jVOApqHgU1j5WVFUMnypKik2eSs1XZzt2YgySl2HekDti71yUphWAwBGC/sAAwx9SRGdFHH/TobM1AeVgAdFCWF4X79x7oJswkZzE64metke5YxxFmw+NiJIy5G3NMpseRboEFML6z1UIRypKC6akpAMD01BR++/orwxW9zG7g6KmzuvGLkbChPQ9dDZTD0VNn8TK7weSZ5CzCA32G5LzN+eHzAIzvAV0Asrwo8Ht0ZzqKHrcTAv5Gj9uJVx3tzPHoiB+///q9Rn9nOsoyxZOboeoMXBr2sf7oiF9XC7weAMIDfQgP9CEWiwHQFl5VAQSDITx5/ASe0xcwOTkBAKzlUar3nL5g6MvsbWAaAJ3w4lEGzeIBBM6NoFk8oLMj6p9o7ehm+heP9t8Rl5O3MD4+rvPJo+KLJRQKkauRc0ymNVAKvjgvJ28BALa2npoSVx0ADYL2P/N/rNN/OX9bI6dSqf/3Qi6FaHcSRVHIm4eOEUVRyBttJ0ljUwt5vfUgURSFHH/3faZranbW9Eq2VDJobztJ7K+1MflS9Aqk6xMamcfbHcPY3vyJbGx9U1UWKgagFh/iFfUpgE9MSXkU//oOTS2AWnSS3LPdyq/ickrR7iSivQWNtm7IsszGv7g2oWkpZFmGtb4X1vpeuNsPQbRX3o6yAdisnWi0deO5+oOOiG957GbvYjd7F9b6XtisnZX4y5+CUChEaNWPX5tE+seHZZ153+vE7etJJo9+Hq94Iqq6B2h/c3MTP/+yhoaGvT8oz7LbsDtaAQCFQh7H3zkMt9vN5lZzHGs6r22tB0mL80MAwB+732Jr+7FgNFaLz5o+x4ViDpHwCUTCJ1Ao5kzHasE/KWgaqBMYXvwAAAAASUVORK5CYII=) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur241760 1s linear infinite forwards;
}
