@keyframes rwdcur18210 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoklEQVRYhe2XW0yWdRzHP8/7EnJ4oeJgzSYq2sZSGVkRFgNlug4zTRwQcx5ac3Uha+la2fKi6MTMMbIubHWjucZqNcaspbIibYux5iK98DAPUZISckbw5fl9u+B5GR6ClxdhXfTdfhfPze/z2ff/3/Psgf/zX4qkBZICU8n0XfccA7RIqpKUPpUiw5H0k4biSqqRtGSqBQolqa7WNCK/StooKXoqBHySzu79yHQn27Vj2zUiFyWVS5o+2RJbJCmFXYrjKQUoUnGuqwvNwzIDkvZKyposgURJ3ZXbTXE8pnjWKECpApRqlvO7Dnx9TSuHvWO7/kJPWKJKkhLZpDieUIBSJbBBCaxTgBIl8bbKXzQNDAzLnPeaSxwPxxlFIB04VVYs3ydf5OMnBR8BIAowRD9GD6KPB9IO8UG1w/05DkAPsAeodBzndMQCnkRNyx9aOXvmQnwk4ScJH3d4EoOeRBdGD0YPKU4Fb76/jOe2DK/9xhM5FKlAHlBfcK9x5HQGfqZ7TYQkrnrwDlw6EP2IPqaRxcolX/HaTocFixyAY0AV8JnjOP1hC3gSR3/+QVm5S+/yWkjxJIaOWvQzyCWMLkSXJ9KH6AdEmnOSV9+aR+FGiI3jMvDx4CBVyam+v8ZihwTWu65pjnNZPm5XFLM0jYcUy3LFs0bxrFIM+YpmvvykChwBN0wim7Q621VdrenMCQueO2WVYQkEgxbV12stn+82b5lfflIVzXzF8KhiWKxoFo4KHznJ7FRdrbU2NVpGWAIAXZ32+t8XTTOcA8OLHBLkJ1V+UuWQMCYYUALP6sNya99fbQvChgN0tltKW6td2bHNwgLdbGJZqq3rrH13hWWOCx5KW6t9eu6UKZkd44bfxlwV57qdb5TZoojgAO1tdt+FZtNLa8fXgkOs8tPd7udX2YMRw0O51GIHmxpNAUrCFshMdLtXZ7s5E4Z7Ak+eOWFane2GBZ/nc3uXZ7iP3BJ4KM1n7UT9t6Yo5oxS+zTNda725s12824pHODP8/ZCU6MpM/HmLfi5R/Pj3Cv56W7BLYd7AnFNjda+Z9eNlzGGxcpNcwdWZLnLJgUeym+/WMX3+00znWMjXjIbVJjjDqwtcB+fVDjAyeM248fvLPjey0MtJPGuNhdZcHORrZh0eChHDlp1zT7Tw3e7qnjFgu9stacj2TPm5/jf0lBv2Z2XaejqwPp6KFlf5vsy0l0Rp6HeDtfV2jNTDg7l+FGb8H/kP4Rpkpzan98cAAAAAElFTkSuQmCC) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur18210 1s linear infinite forwards;
}
