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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUElEQVRYhe2Uz0tUURTHP355DBEuZFbRougHBiahMURM4MIcR5p+SkSQRIs2/TmCULSskAiMEjOlQU1EXFSEYUZYoAuJMIkWIcOZY4sZw4aZeTZjbZwvPLjv3nvO5/vuOe9CTTXtBC0vcnh5kaDYWt0/AkYl2t1JAh0Ae/dzoNjeoq7+VkufiEjEgYREJ3DcHQG4A3CnVGzFBj7OEZW4LpF0pw3YXWxf3sCzbTfQeJTVhXmGALmzG4gDgTtIf8DXgLFSebatBxbmiUuMA5GCpfTBIyRKxW1LD3x4R5M7A+45eMEJlDx+AFULn33NMTNemrHHDNzJmDGTH+POcLn4qkrwaoaYxKhEVLlMaxKXyNV9HPjc3MqhcjlCT2B4kPrhQeKF89OTnDTjhRlRM7AsP32dVHMrI5Zl0rKsWJaRsPyhBsxod+fa5rmJNG15eIMZmPHDjGRLLNftLTHcjCdm5eu/VQMpMy4OPs7tHRmiw4znZtTn4d/NSJ6IM7U5LpPhvhkTYflDe+BRP4tBwD7gVBDQEAQMSOySQGJVItHeyZuwPBUZ6L9Hk8RcHjYtEZOIBAFIfJVIdJ1ltlI4hNwDZpzJw5GIb4zd+RIEnD7fzftq4KEG3EkVvCOxJnGh+0r1cChTgru3qZf4pjoim05h45bLSEwCT4HBqz0sVWqg3F/Q4U7E13Nfnu/4jSdiRtydc8Dlhw+IVmqgZAnMSP2+0wEJx3nrTlpiFJjquUGmUnCoAaDLnSUgDYwCYzdvsVItcEvq6yXS10vjf4HVVNOO1y/vD+Wa0+vyMwAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe2Wz0uUcRDGPw1LiERElIiUpYgZbaQhIouQrGXZb7KDeBCKgqBTl6A/oEOXIOgUEQRLLBVCS0rq+qMwiaiLhQoJlcUiYRASEsu8YwfftU32XRffjS77wBzemXe+z/POzDvvCwUU8J+x7l8TzH6hyoxWYKJsByMr44F8EyY+sxkIA4dFOGjGTje0L9P9vivw6QPrRQilCIH9IkgqbgbA120VbM+U76sC05N0mHEDKBdZJvsLru+Z1xniFcgFVbuJAhVmHDDjphkzZqD6x8zAjB6vM/I2hNOTVAGDIpSvCCWBrZW7mM+Ul5chnHpHjSqDIpSZgbh1dcs/Vr0nMzn4bAHA+FuCqjw3o8wteVKVi6okVyu/bwFvXlGrDsPqUOL2/Jcq7TV7uavKkOvzHMCcBPTGKM3kH3tBgyrDqmxRBXVYsEVOBet4CqAOj9RhJljHe18CVLkW66Yk3TcSJ6TKgCqb3Kf8qcqJ2nr60/Jiqkti/Ao4bsbp1HV/L82q9Kmy0SWfV6WtIcRQel59I3OqXPcl4OEDqs2oNKMdINZNqyo9qmxwyX+ocqipmdFM+Y1NJHwJUOWISxR+HKXLjCeqFLu+OVVawq28Xo0kG7LuAVWOiUAgQAC4r7r0jovwTYSWk2eyD1gu8NyE9+5QLMJ3EYpc0pQlRGg528GUX3LI0gJbJGxGUfped02TSc5FI4SiEf+LzFuA0aYO2OLyByUloNyMq2a8NONjNEJnNLJ2AZ4zYMbRdJnmgCw1bByIm9EnwmhnFwtrp/cQcPsWNWl/MgkgDgwgxM9fYNYPYU4CgFIzrojQf+kyE/kkLKCAAlbiN9mdLoyFr61kAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur213920 0.4s linear infinite forwards;
}