@keyframes rwdcur133558 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 9 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 9 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 9 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 9 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 9 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhcXXz4tNYRzH8RcjSddGmqRZiBRCQ5EkGz+ysfNjJ0WSxkIp+QtkgdUUzWJWs2CKnR/Jwo+VlTIiP2qQyYjNNAkx1+J7pnvuzXXJc575bM7znPN0Pu+e5/v9nu/p0lk9eIA5ePQX65PrDup4MxPmmwrzcXxGb2qD2R2eH8AIVmAnNucG2IozmMBHLM8NsBC3SjBzcwOM4kcxPon3uQE+FNdTIiAfpgbopAEcwk+8zG0O90Qa1nEwt3l/yfx2bvOBkvkTkQ3ZdK5k/g67c5rvLZkPYgOO5DKviZpfF+c/fe9sLoC+wvym5vpQKUDZaA++4DCmqjRtB7AMVzGGbTMB8FUUHriPYyIGYD5WYljioCwDjIgjmNYlTIpUXIrneIvTVQFcx9rfrBkVx0N8D8aqArgmOp5ay5obYgcIwOGUAK1ahyHMK81rOI/VuCtxU9LVMh/HC1zEItGAdOMEFuOo5jj5b836w7MtoguewnbsS2n8r7pc1YvbtWRrNAfjJ3EUWQCuiB7gmUYf8FojEyoFWIL9xbgHO4rxd/FvWDnAZGFGlObHxXi9yI7kak3Db1gguuBdeCV2YZUoVMnVLg2PY6PYoae4oPGDklS/AFWVXt7D1OU1AAAAAElFTkSuQmCC) 9 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 9 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhcXXzYuNYRjH8Q9nkjRSQpNmIVKICWWSZOMlGzsvOymSxELZ+AtkwawUzcLKAmXpJUleVhZSBuWlaCIjNpIQcyyuezrPeXIc8jz3/DbPdc5zd76/7vu+rn6nobv6cRc9uP8X6yvXDTTxejLggwk+ho9YWTVgapf3uzCCxdiMtbkNrMcxfMJ7LMptYDauFcxMy23gFX6k+gje5DbwLj2Pigt5r2oD3TSMPfiJ57nhcFu0YRO7c8NPF+DXc8OHC/BHohuy6UQBPoqtOeHbC/BzWI19ueC9YuY3xflPfHc8l4FDCX5V+3yo1UARtA1fsBfjdUI7GViIi3iLDZNh4KsYPHAHB8QdgBlYUoeBnkI9Io5gQmfScxQL8KQOA41SvQK3SmvmikH0DJcwCw+qMlA8gssi8fSW1lwRO0CEkulVwX+nAZwvQAaSoZNYhpsqDiWN0ucxsdVDmCMCyDwcRh/2a78n/60pf3i3TqTgcWzEjirB/6qzdf1wp0i2XPtl/CCOIouBCyIDPNXKAS+1OqFWA/OxM9X92JTq79qHVm0GPicYMZofpnqV6I7KVW7Db5gpUvAWvBC7sFQMqsrVqQ0PYo3Yocc4pfUHpVL9AgIqW3a5JhVWAAAAAElFTkSuQmCC) 9 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 9 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 9 0, auto;}
46.875%,53.025% {cursor:url(data:image/png;base64,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) 9 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 9 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 9 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 9 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhcXXz4tNcRjH8RcjSddGkjQLkUJGKJI0G0w2dn7spEgSC2XjL5AFVopGWVmYqbHzI1n4sbJSRuRHjWQyYqNJiLkWz5nuuTfHJd/z9dmc55zz7b4/93yf5znP6dFdvbiPWXj4B+uT6zaaeP0/4BsL+AQ+Ym1qwMwu9/diFMuxHZtyG9iCk/iE91iW28B83CyZmZ3bwBi+F/FxvM1t4F1xPCES8kFqA900iP34gRe54XBXlGET+3LDz5fgt3LDB0vwx6Iasul0Cf4GO3LCd5Xgl7EeB3PBG6LnN8X+T187lcvA0QJ+Q3t/qNVAGbQTn3EAU3VCqwwsxRDG0V+xfljinCgb+CIaD9zDYZEDMBcrMCBe0bUYGBVbMK0LmBSluATPcKmIazFwDX2/WDMmtod4H4zXZWBETDyNjjXXtf51n8iD2rQGVzCndN7AGazCHYmHkp6O8wk8xzksEAPIQhzDIhzSnif/rBm/ubdZTMFT2IrdKcF/q4t1/XDVSLZaezJ+EFuRxcBVMQM81ZoDXklc/1UGFmNPEfdiWxF/E9+GtRuYLGBEa35UxOtEdSRXZxl+xTwxBQ/gpXgKK0WjSq6qMjyCDeIJPcFZrQ+UpPoJLVBe3rw+DdoAAAAASUVORK5CYII=) 9 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 9 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 9 0, auto;}
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87.5%,90.525% {cursor:url(data:image/png;base64,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) 9 0, auto;}
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93.75%,96.775% {cursor:url(data:image/png;base64,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) 9 0, auto;}
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}
div.testarea{
animation:rwdcur133558 2.1333333333333s linear infinite forwards;
}
