@keyframes rwdcur128680 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA30lEQVRYhc2XQRKEIAwEJ9Q+jKfzs+xlsbAUTIYgm5tA0W2CCAJnKLKO+gVFPPOZBj9BZ2SGA1iwR6TbEQV/krhtjIaPJC4Nq+A9idPDavidRJqBCwol0LLSaKABLqzESeCt1LdRmXQGomK/wI7011BkDcsAuxgjBKT9Irwi4inBzeS9f4kqsmnOjxVugFLhKsHvrUIXrXsNREus2AfM9QeA5D3DRcIFRZhFeMCuDXZ4DUqAAfXiSP/bW3It/faf0fYj2X8dSldLmI7lqyRcF5NoCepqFiEyfTllZLxb+xcZX1MtSb0P+QAAAABJRU5ErkJggg==) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACT0lEQVRYhc2XvW7TUBTHf/emrQtR0pAogkhJFwRIFWvhAdKpAw/Q5+iUBYnBykPwDEgkFQgpTBUDYmCBIjUTtaUM4ARiJalB9WVwkjbftuM2/CfL1zq/c4/Px72CADpofVbvOo+wzjX4K8HtL0hg3UXbdHgSNzm+81D4tbnwwxfWK/WyV+SsnbwELpKEdLLH4VaNUuLZXMbcxUKjrYxmApRP8BTrhbSNkUvO5MhpL3W7oqi7yrCWgAMoMKwE1F2l25WpliY8K9k1pZtFuFgCPE0xKOXfoyf2RpgjEdDtyvXAAS5AN4uMR2I0AnVX4fhO4HDSFDyQQ8gwAoVGOzj8cQhnHeGxrjqg2xUv24PDRRgnjGZi+CsEQNrsquavW+EcAMWX4KWSSfWw8reFBGi2A8IjkNVnyv3WqfLd4aKUC/utUyU/dvIroHv61MkjrXMtGmshkvGHoyH4plSoxnOZhOA1bMGgcftNyhgIvirlu99P7nLWtv1VhoA1n2g/0FCS0+fhDHm7WmY+jtORrAeswSid2HCRmU0nEltX5LszZjUH+TRurgQOsBs3+wl1ooJ1w1k1H2QmSGBHiDXwDpCBhlGI4TOuTLKH1feDw61axMW1QAKeJ18PHj0VGm3vEHoD2sn85CSXHWmlnlZ5JAPQ7x1B7BrhMSjnjkZe/V/HcgA9sSf0fNULVVTSFOVCdQION3A1207bnAW9mg1k5JJC366SSfUWfDlpNZPqUS68nQvv++hfB7+P1Yfufb5378Kfsev5hktWc9iNm7wJcD3/B0TY45ZgH+3mAAAAAElFTkSuQmCC) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACS0lEQVRYhc2XTWsTURSGn5nEDIGWWmgg4giFrgx2Y4NgoQ26EMxC9/4DN11mNdaNK91lIy66zY8oKCQDWWi7KiRQECJGUphoLQo6wfG6uJOYMR+dm0waXxgY5uM+75x77pl7NBSUr30Qr5tXcU9j8B345d+IAwugLXvcNNscZtJa2DHPfbDQKIu949t8blwCL+SoMUisehTWqzy7sj2WMfZmquwKp54AERI8ZPTU9Q5OzhjJ0YddtFoVQUkIpzYFHECAU0tASQirVRk60oCzneaBKO5vgDsFeJgM2Ll3SNHMBpiBCFitymzgAC4U9zf4NxLBCJSE4GwG8H4tAY+0HrcXgVTZVYc/Dr3a/urMZ/UbsFoVme3qcG0SE0490ZsKHeD50eZ02a4qAS+ONukZ6DRiF0iXcn2mvlU7EaErXJTyYKt2IvS3zZU50KUOmivo7mlE4Z8gGX98jaGxJwSdiYFdqvDPZSq/DJnRCdB4JQS/laD9GvXZIpQJXf7JVTVB9RnnQcWC/KroKkYcdBYUX4rSxCLoxnLkRSDc/APJyx76LbM9FzhA1myj25m0xmSlQAwcCnBiYGfSWhzkBrLzXsGFCmiEjFUPF/9nVFivRry4zpEGT2+86Z5Kpcqu3IRegK5lfvIxlwyUUql5bskArDs2GDOEG7B71w5c+r+25QBFM6tZ920Zqqi0BLt5ewAOF9GaZTo424qtWVdOztCshzbGmodSsYqBsebx5EF1LNz3GF75+rF498nE+ZKEbwTb80VZ27NmG1uhPf8DTLzZDW0XvJEAAAAASUVORK5CYII=) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhcWX0W4SQRSGvxlIm5BQidG0bwClSUPgutdi+hg1KMZo4tgrX0G8xUZ5jCbExDuvjCy1iQhPYBu9aDFZgxGOFwtYygKzsNA/2WSzs3u+M2fOnD2jCKC96k/52LiNnCv4BfztD0SBOLAp7Oy0+XovoWxtznzxyRdH3n7I0Gkq6Fla1UBKMPsnlJLZqYypg7FyV1xHg1iCfazHsj3cYmQiR/s9NC1HMCJubQE4gIBb02BETMvxtTTm2cFpUypvkvBnAbCf1uHgYYvKbmqEORIB03KWAwfoQOUoyfVIjEbAiHC5BPhV3QJKasgdRiBW7gaHv7Pebf912WdddcC0HC/bg8PVPE64jh4uhQYoHWcWy/agEnh9nGHoAM05QrmoD32mzlUvxLrChake5KoXop3Gxg3QPTnfNtByHlL450hGOVMoHovMVXgGu6Bvq3/vpfIDy4xeA0VB7HNgfJaTpi1WTmjvTx5UoW4ZHcgFb1bhVYwoaOIBPwrTiThotRl6CbRbf0BtCTqbbt8IHCC73UbX8gnl3xdZwK5fAeBEoJZPKC8FUwKNAMkdBDRBKikIg9/x/knIm2sWHV7e/zS49RQrd70mdAW6m+vyoxgdKaWeVtGSJYBXPi0ZgCnUYW2J8HU4LNRHHvm35UdJ6IQPn9mWA1R2U8o8rXvda1hKwOGz+hgcVnE0y/VwHwU8mg3kFiPKvKij0jLjzXGrKi2Y56dT4X0f7bX3/kw+N+7w+3vE93iutoTsdpta3v54/g9mwdZki1nNKQAAAABJRU5ErkJggg==) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur128680 2s linear infinite forwards;
}
