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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhe2XPWgTYRjHf3f5aJvES0xbtdqaEKG2wQ9aUerH4NBREcGCFoQODiIOndxEUQTBpZN2s4Mfg4OLziKKig5Si1qkhUZTK2Kr1kuNySXncG+ul2v6cde4+cAD9/H+3///fb6SAzc2peuucBVMdkX++mXVREiuyEvWsQeaJGd7uBZgJ6+SiJUBFyOvgojlQcuRr1LE0oBKhWavAbs5FOFd8q19s0qCVlmEztuwyrZoBKaHkMV7v3BvW/YLFKYB0CQPeW2W1BB+QKvvo1g1AdPGpgEgIjwA1Lapb0EbJyf5yeHjV3YSIAqo00PMuRGxQIAgjwDrgI1AA6AA/qQ6AlqKnOQjK9XwfS6KWPMFyAl3ZGUFZCFvBuJAArhmB8nBHgCKmXsAh4Ex4GN9H3NOBZgREDkPYJw8DrQBV6yE8wKmvhUzTQ3iNiT2cVXQXtt1BCOkCSu55Hs3C1Jx1hOMKAV1tphJNojTl3Cuu8kK9GPkugERdjnYA/KwqueTip5vj6zJbkbPJ5US+Y1YP0BRuCuzRyAkRJgn1/M7FctpAXjh3cF3OUzR0O+a3C5ARvS7+UTymJu/9G7HR54ObZQu7Y3xMPWkhHNtVnAR0IQLAT5TwJxUS4c2aoCCPdbCdNx6iwnQgCygzvOHTAEH869Mck+jlLbgVCHCVSrMOSBmQBxoxWjBa3Kwh9uTASI1YTL6WsYyMhe7Cx+y7x+0Xvh0nKZAPY9/rOduy6FNwLfO8Yk/+6IeAJ7NFEhdji/7Q2WtAQ34AcwAn8EYND7/BY51J5BqG7l0/zcnHhZa8/outik+zp1MMHEzw4HxkcksdeyLerjT3wxA70Ca1AoiYKZAzHEV+ApMAEcBvhYSyOGtyOE2Lp06QGNwKxtCW7h6ej9ysIXBs0k6oyG6ojUmuROzj2IZow0VxIQ7kno03K4oDJ5NIntry8C9A+mKpL0D6RWnYMECUQsll4Hc3vF3P3dH67jVH19AYg27U3Ko0MP1feQwUlGqB/X5lqT0dEaidyBdtjZ1JlZ275QcHH4XxM5P6GVVfiZG7HoKp5XvWsC/+E/43/7bXx6HKVx9PJQ4AAAAAElFTkSuQmCC) 13 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 13 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 0, auto;}
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}
div.testarea{
animation:rwdcur14629 2s linear infinite forwards;
}
