@keyframes rwdcur27788 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwElEQVRYha2Xy27TQBSGP48mdWgKpBIL4AEQuz4B4iUQaxbZW+UBUB4AIWXPg7BnTUVZIjYIVC7iJkjSpJ5kWNjjHo/Ht8CRrGQ8l/87F3vGUQIWYTOIaDB/vG995+umQW4xvw3wVF9OXRrDk57znakm2jqbAlEUoZTCGEMEPN5lISAKhbQujAnYKRADa2C8v4+5uODMGIbACnjWMr8C0DZgJiClOMB4OGS1WvE1b0uI0PyQg8oJJ2CbCmh6pywOwN4ecRwXzVUO0ZQOB+SgOtXAFIjfeuIAmw1pmpZudYGQVvHYD9eUgOfAeDQiWiwAWCvF5+221N+lJoIA0n6CbRJP80dxYEwrhDMfplQD8n9XcYBUa+LtlpuqnNG6dLTWwJTmsEvxXSGC5jxf5r/ysqORBWyqtU21tmQeFJe8v1bKvofS9SX/9Wus9Ix29XxgDADWjrNFol9FFFx/15oo4rWruPzv+vqkQ/2r+C4QMXCctzXAG+AWsA8ckOWkruBC4rLPpcNB+On4DSyAjxIA4JNY6C5g1pX3HgBmMIcbwO18gVcHtUDOlFKk2y2vA30FwA9gA3wHToAjYwoPZBQGxpB+09lAb+uS3hdjteaFMZwAV4BDsrxfd3AA94EU+AAs845T4KWAgHKV14nLMVIc4Bw4y7kfSIAEeAhc9cLTCtFD3Nk1YJJrQnUvsM+BP97NI+Celw4J0Ef82NMNndk6Q/jWVVzqVfaChCxEfkcoHX3Fk8qshvPADOiTjj5hbwTwrDUdQC/P/fOAhnINyM1pBtEkAHEKICLQN+xSL1xN5cFMqKbDQSygLeyNX1LakUiyrhDvqG5g0vNZeK3S6bvXhwleOoZkbzfXbiu4kFblMfTP7W5i3o4mXL4x5zmAL143/798G7p0HJJtq3OyzbGu4NosWIQ+qd9OgEcBsK7zpf0Fh3rJAExh4iQAAAAASUVORK5CYII=) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur27788 3.7333333333333s linear infinite forwards;
}