@keyframes rwdcur124682 {
0%,5.1631578947368%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 0 31, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 0 31, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 0 31, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 0 31, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 0 31, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 0 31, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 0 31, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 0 31, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 0 31, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 0 31, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 0 31, auto;}
63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,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) 0 31, auto;}
68.421052631579%,73.584210526316% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYheWXPW7CQBBGnwkookN0VEnJAVI7JXehc52U9HSchZRE4gK0VlCSjiZtGqRJAWYX72KP7XUo+CRLK2Hvm29+WBvCSo6XWp3AAdiBXDUAgLjFvb2SxWJxKMFwpi5FqAzUdhsqgJVIpd47qdsQLAAiwmazqbVBkwycwdfrNWmaml9Hy9M9bQQQZ3Bb8/kchjO4f1JvVDeAlZ12xz1Af6LaqGoPeGuepmkt9wBRE3jm3IH3J7CNVPtrM+DU3IEPXip4MdJmQDK43fFe55C5fwbeyzYua8LYhtu6CDcqhWsCWNnO4ULH98ZmbdyrVBSA5OGg7niVeyjuAVF1fG8M3YfDukLtM12aAmnQ8Wo4+EtQ7vz3DfZf5oltpJ77sgCcc7007UaV4b6HHPfT6dSFQ77uteBw3gMxFIyb73BpCAe4s9afIsJut/PXff8BUQ86g2BwyE2BPe/euhtwEDh4pqDwn+77MSjcJ0mSxLxaj5aHq8YXj1Z2Cc4BP6/5e1tzDcdT7+T+CrpdOJgG+/ePSYA/eOENd46niQoAAAAASUVORK5CYII=) 0 31, auto;}
73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 0 31, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 0 31, auto;}
84.210526315789%,89.373684210526% {cursor:url(data:image/png;base64,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) 0 31, auto;}
89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 0 31, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur124682 3.1666666666667s linear infinite forwards;
}