@keyframes rwdcur171749 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYheWXYW6DMAxGn6vda9ys5mbpybwfiYNJ6UghVJpmCQUiiB/xZxvgr5gZZmBmmCo2al3Ji5sBiIi8BADD8hNSnhtht0oighV7RfB4pHxq43ZgWT87NqVybMJ4KEb5/WonFEAknxSaVWguDIHUFy7O72Y1NPWJznc/JFQPgx9awuHjW2sdzZgWwk11HyLfs6RrHIdA0LET0WlKqUK8BXAGwp3t7UBXaCKEdkBERz27YIbtplNJw3gN1MK1WT1j1YyjyMH0PaOJlNK5MOxB6J4mmozodjgCYqjzXgivBfneRYhDnPdCGCEDruicLUSslFaul/Tb1seQjxqHUM11ooXw+RYi6uKpHb9jpYMudUIBhCklvr2lA/MspJRsmqZ8Y6gPt6dVj0FU/6qQpimrgNzSIc/5TghIhRhlLkKUGpaoA41zV2eHhiMKVHWdHcZJDbTmmphj/EW4m9URLXrx/jASwK1CwOrzbp6lnoMcb069ELCkpwYt7DWw4RBQvw0/C9BCsOH8uhg8Q2SHv/z+/U/7AVDpjQpTrpl5AAAAAElFTkSuQmCC) 2 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 3, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur171749 1.4s linear infinite forwards;
}