@keyframes rwdcur180777 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkklEQVRYhe3VzWoTURjG8d/kq7XGGEvQWKSN0IVIFHduvQfvwI1Lb2FuRlzqzr24UVBcFCkiMohgsaVEk5QkHTMu5gguZ0LVzTxwNgPnff7nPO95h0qV/rOiVTdm8aCGFmqYRXGy/CcAwbgf1kb4fIJvOIjiJP1rAMH8GgbBvBVWG8fYx5coTk6K1myUAQhG21gPADdwCx0s8Q5PsnjwOYqTSZGChW8giweC+W0M8dCVtYH1OqcZ3xdMf77HMzzGhyJxlLmBBjZxFw/strdcrlHHj4y1GofzmybpHu7Ie+LorAG6GOo2t2zXuXohD2W+JJmSZkzSnjySzSIAtRIALXn2HReb9NrstuhvsHOe6+fo1cljWqAVmvbMAOAAI8sa/UbgaaJBr0UjEsxHKNSEZQAWmOGN8ZxLvwG6qDNeMs3gZQA4KjKcygDM5Jm+Njr95OtcfvoMKftjPk7glfw5zooUXWUQdXBPt/nUox3UeXvI82NS9/ECo6ITcaV/wR8gQ/lU3EOCSdlRXKlSpUqVKlX6BS68do63hi0HAAAAAElFTkSuQmCC) 15 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur180777 2.6666666666667s linear infinite forwards;
}