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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACE0lEQVRYhe3Qv2saYRzH8c+Z4BBq8FI04OIQC/boFaLVeKeUDlnaP6CU0tBJqLj3PyjFJXtXB+naoaMoVwQ5EG5xOgdPuSJEyA/1LjHPk28XU5Am7eLpUN9wwz138HnxQJZlE8ALrDDK5XKTVSLIsqyVIoiIVoqg2yzLomw2u3TEbwBjjEzTJFVVl4ogIiLOOV1dXZHjONRutymTySwNQTc3NzSdTsl1XRqNRnR6ekqGYdDBwcFSEHR9fU2u69J4PKazszMaDoc0GAxI13VKpVKeInwAwDm/89nd3cXx8fFWMpn87hXir4BbRKlU2trf3/cEIQCgi4sLMMbAOQdjDIwx9Pt9qKo693MsFut0Op1HiwTM3UC320WlUplyziGKIpLJ5CWA6AwqLHp8DtDr9VAsFp1yuezYtg1BEHB0dOSTZbm46NE/AJZloVAoOLquv3Qc51O9Xnc450gkEn5BED4A8HuJoHQ6PQHwfPa+I8uyq+s6tVotyufzIwBvvBrfkCTpnWEYrwFoszN3b2/vaSQSeRwKhYRAIOC3bTtm2/YXrxB39ezw8HDSaDSoVquRoigTAE+8GNq45/xnOBx+H4/HH25vb0MUReHk5OTBYDD4tmiA774PzWbzs6ZpYwCQJGnz/Pz8LYDNpQEAfNU0DaZpolqtXgaDwR4AtmjAv3qlKMqPaDT6EcDOssfXrVu37v/oFzNuQVKtJfRzAAAAAElFTkSuQmCC) 0 0, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABBUlEQVRYhe3RO2qFUBSF4U3KOwEnYCVcUMQHKiHTs3E2mYQPsLGyshM8qKhRfK40ubcISTo9Kc4Pu14fbLrf7zkRvRHH4HneB08EiqLgigAArgg8KooCrutejngCtm1DnudwHOdSBABg33fM84xxHJFlGWzbvgyB4ziwLAumaULf92iaBmmawrKsSxBY1xXTNGEYBrRtC8YYyrJEGIYwDONUxAsR0b7vP54kSRQEwU3X9fezEH8CHgjf92+app2GQNd1qOsaVVUhiiKoqroSEb6fLMv5KYCmaZ7jXz9/PWPoVwBjDHEcwzTNy8eJiJAkCbdxIiKu46QoSs5tXCQSiUQi0X/oE2Yb6toenOsOAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur134414 3s linear infinite forwards;
}