@keyframes rwdcur244621 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVR4nO2aS0hUURiAP3ssNKSCwkUvUJjQheEqXNhsYtIgCEciooIkaZVBlIRKbcJqET0WUVysRSQRFoGLcqKFSriIslw4MUQPy4X03kQQMS3Gg53TzNw7ce7cift/m+Hc899zf+b/7rnn3BkQBEEQwktZro5IdW26kIHq6zdp7cG7V3KOXUosCDqBoFnkFrAzvltrN7fs8Dp2GkrfBDHALSBSsx6A6sgG35MJAjHALaB562at/WD0BQC3B6/lPa/U732FGFDoCary/0uF3Qi9AfIFBJ1A0OScA8y1vS2WNbRre4z4p3Gtv386WdS5RQzw+wKq4rUtRwFo3LZU6z/77JHWjjpOGmDk4zvAfyNCb4Drt9u2/YB2z3p9/qvKt186mTfONMBk/6njgH8miAG2B8xV+Zn337PGXxg4n/V4VSyqtf0yIfQGWH8KqNleoSp/um45AJWVC/UTNmafI2YP9QLzJkRXrAGgfzppLVcQA+wZ0NidTMP8c15V/mZbDQCtTfUAOANjecfp2NUEwJ2xSQBmWw8CsKejIxPgZN417n2asDIXiAHFutDKqgqtvWSoC4Bfr2cA+NF5I2uc34gBfl/gzdRnAPrODWvHHw/qu8C6uU8Vp84r9zc9McDaqsptBajWAV4p7z0B+L8iDL0B1ucAVfFVqyu0z2NTX7LGe90LzCZGbKWoIQbYGujrxNUygOG+zEptS3c3ANMTP4G/3wSZu0Oz4tcdB4DYuggAPU8eArIbtE7RVoIKVXllRuJtCoBYItNvmlAohb7BEgNsD5hrLhgf+qbFrW1YDEAsmbnHlQk4c0YUeO+ryh/uPGJ25f2nihjg18CmCQplhIlZcfldoEj4/hRQJihMI3p8/m1wcnI0b78YUOwLmkb0FzsBAzEg6AS8Yq7wTOJt+/5pXDEg6ATcUJW/fPGMp/jUyw8A3L93y1O8GBB0ArZ5lXpeULwYEHQCbvyxi9OeAm4rPK+E3gBBEAQhzPwGcBzwSL99zcwAAAAASUVORK5CYII=) 31 31, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVR4nO2aTUgVURTHf/ax0JAKEhd9QdYLXQiuwoW5ynQRiEpEVAtJWoQGURIqtii0RdEXBfGwTSYSGoJQ+qiFSbQIM95C6VVWlgvpcxVBxGthh8ed3nvznsyHMue3GWbuufce5vzn3HNnBhRFUZTgkpOqoaH2WDxdx2j0SdqBYzPTKcdeSqzw2wG/WWVncLLllHE+8vAeACU7DqXt1z/YG4elrwRVgJ1BaHsBANeu33DdGT9QBdgZjDx4BECoaCcAwyNDAExGJ9L2W+rPvqAKSNUg63xt9R7jukR+uUTYDlWA1xOuK2s0Ksz6r8+M9p5Zb5WlCnB7Aol4cc1pAMr3rTXaL718apxXhsNxgLEvHwH3FaEKcGtgiXzjzfNZ9Tvc1LRwlAvdnXFwTwmBV4DtXQ1tKzaytt36nyryc59+JrW/2ncl6fXCqkrj/Gh3J+C8EgKvANsckG3FJ9lekMhfKFkPQH7+SrPDruQ5Yv5EB5BQQuWGzQD0zE5n444tqgCnBipvm45DYp2XyPc3FAFQV1EKQLhvPO04TQcrALg/HgVgvq4ZSKwOhIkDHHkRcSQXqAK8mqigMM84XzPcCsCfd3MA/Gq5m9TObVQBbk/wfuobAF2XR43rzwfMXWDJv6PYSb9cd91TBThWVdlVgFIHZEpux1nA/Yow8ApwPAdIxDduyjOOZ6a+J7XPdC8wHxlzykUDVYBTA/2YvJ0DMNq1UKntbWsDYHbyN/D/myDr7tAa8TvhMABVW0MAtE88BnQ36DievxWWyIsyIh9iAFRFFtqtSnCbwCvAtTeuUhdYc4GwpWw1kFgFRAnCYp/9bN9gqQLcnsD6JUgUIVjrAIm4kG3kD9Sbf670D/YCqZUQeAW4vgpIfSBInSC067dBf/G8DrAqosdrBywEXgF6A/x2wG88zwGLxVrhWbGu/0Jp6W4AYjPJvyipAvx2wA6JfGfruYzsY29fAVBdsx+AqdcX09qrAvx2wGlamo8DEHvzOSP7wCtg2fztabcKSLZPxcDQLd0NKoqiKIrJX+e/+xXYnzUWAAAAAElFTkSuQmCC) 31 31, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 31 31, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur244621 2.1s linear infinite forwards;
}
