@keyframes rwdcur72850 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABn0lEQVRYhe2UPUscURSGn5mdu7vjzK7ZwQQJGkggjX8gP8TKMiSQKoUKQlKIpQREjJg0Qso0sfEf2KYJUfKBTQoDSiLqurszs7sz91hZKXo3M7AQ5ikv7znn5b3nXigoKBiA6ScrkndP21T46tmO3H1gLDfGMRHNPt+UqudQTnKfb5ZAqwfK7yGOHo6Baq1FIwhxvf5wDLhV0JLSTYaUQFC3sZ02a+9eW5dnL+af5vIijJZwpCz4bszb1TcyNtHgLGzTtfNJwyiBtB/jBxaTkw20buPX+kg5ZmHjZeYUjBI4jQ6p/3Ho6L8cd5qMP6yh6ho5D7POHz7W7ZKbWfw4Iw73IXI53D/i/fLmQD2NruAmlPa5N+qSWncYnQoGrs/8uSdHGloWfknR/4edyGxgf+8XcTOlQpmqUgPXZ94BgK1P6yJ4/Nw9QGQMVaqhE5teVCKNFBJqfnz/zdbnuSvzMu8AQOdEUCrl0cRjzqMKUejQRbDwiLsjHJ8cXDs8NwNfvn6j4gRoK6HTSwljodmsILFL4AkftpdySbqgoOD/5AL/5o4hk77JvwAAAABJRU5ErkJggg==) 15 17, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcUlEQVRYhe2VTUsCURSG39GZJp0xBidLIwj6WvQ/+gm2KMIiMHIRQYuIoA/QhVCEKBRELQKJcNEPimpTIdiM5sdo49y57dqU4MCtNvdZH8773nPuOQfgcDgeSGys0KvbVcoyp89LsKyIEDGEdHadmQnRS7AiyfDTAKoVwkq//wosLM/TWEwBsQdwclwQ/tzAWDSMUV1Hs8FK2qMBVZ+C42iom566xs6Ark3A7w9BH57BaabI7BP2ZWAttU1FKYxmKwjLGgRxVBylCkxM9FVP06ihXK6BOBLclgoVEp7fLBb6nP+HyUJJxnNU0zSMj4jYzCx5yunpFvSiI1FoMR0kFEDm4OxrOtL7SZrL79JiKdFzYphUIL6YpXOzk4hGfJDlBlzUEVDa6JIuiGui2rTxYTvY2zr/psdkrdn0EWpkGkJQACQfiOPCfDdw/2CgYlpw0EHp8u7HxzI7KjuHeaooAtr1V7yUn3B9ccMsN4fD4fwqn424dFlUZUDPAAAAAElFTkSuQmCC) 15 17, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwUlEQVRYhWNgGAWjYBSMgsEOGjdW/k/tTfxPK/NZ8EnW7cv6z83KwaCuo0Ur+xmYcElYpFj+/3+Pi4GTiYeB+w8PQ/P8VpRQmDl95v9pbX3/y5JyKQodnCFwYs5xRjEp4f9c3IIMUlwiDPJcwgyzZ634z8TIyMD4+y8D2y9GBjY2DgY+BZx+IArg1b2paQvjsyvPGL49+8Tw/wsjA/s/NoZ3L94xvL3/muHr6+8MHD+4Gbg/81HkAEZyNGU4Zf1XlFRkUOKTZ/j37T1D+MJ0ssyhKqjzyv/fGFlMcnqgmss35S37/0voO8NX1i8M1x/eZ+iYNYEos/FmQ1LATzY2BgZ2ZgY2HlYGTvF3ROujLAkjgRtPbjE8//WB4Q8rCwMjOzP9HfDm/1sGFi42hvffvjDU1dQRHbVUc8DElb2MzDwcDP8YSUtWVHNAV+PE/yycLAz//v0bGAf8/v2dgYOLgYFfiYthwqZJRGdHqjng8ePHDO//PGdgZvvFwMbMzNC2u/F/ztp4gg6hmgNmLJzKeO7WOYZ7/+4wMDL+ZPjF94Hh/1fCuYHqRah7qfN/bQkNhpc61xiWuu8f+CJ6FIyCQQ8A8+qJI8h8Is4AAAAASUVORK5CYII=) 15 17, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeklEQVRYhe3WO0vDUBgG4DdpbrZNSsXLIohDqeLqn9FB8L4rFEK1tHQoRdwFEQfBSX+GLroUleKmhYJFq01Tm6ZtznEQFzGY2GhR8qznkpfvnPMRwOfz+f6q9VSCerEP42ZyIpmm41NxwNTB8AQV4x6ZtbSrPT7i7AaONxZpeTQGCBEwShh8gAdPKBovOqROCxJYRK1ePv2GtRu4mZkENx2DOBZFoGuiVCxieWGOub44h1XTEGw1oZBuzwFsK5CcTXxa2mFqYognCLUMWIb2cwHsPJZuUWUJ6rIIkfPgDP6NXXWe7mSWXD9N10dgZ0RUwIYVHO7laVOSUDF0pFY3v3yingVoEw4DvAzG5CEJEoIOW4xnAepaE1U0oLEWBoUQSNvZOts+4NZZ4QqnlwU81J8BKYJOu6cG+X2qukUPjk4cX0bPKvBuIhbHXaXseL7nAYSgAGp0+hNgO5+jlhwA0Wv9CcDIURjGE7K5bJ9uIID95IonPyo+3695BYH/dN2O/pLUAAAAAElFTkSuQmCC) 15 17, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe2VTWvUQBiAn5lOZpN+xPXgtogWWUR/jGeR+oHoHgRB2kOllYoWpKIUxItYL9KTB2+CqOB/8DcICwUp7XYTs8km2Yw3QSlJ1yxdkDzXmXfeZ955ZwYqKioqxowomrC6/d5EM3VO+h3UQUpqK1KVIU2E7v1gbXG1cI08VN7g4tfPRqc1Zrs+PaeODDysJMQ2A2xHElilcucLXG0tGPnlIx05iWcGREKztflMXLt1x5x2J5m/MI9IktIC/7SF9fvLpnnxDKkVcPvmWqkyyGED7rUum7MNB3ciZsbK2HjSMmUEcnvgMPa7KSZNIDqgJmJM2C2T/z/h+col8/b1XbP1avn3cTzYfHSkoyl/j4CXj6+b881z+JwgRBEmE8RC0263ebG+kZtj6B44jDAQZLGNMIKf3ZBIaNRsg74TFsaOROD7jseU6+H3dmnv+EzPNZhrNJHo4xF48+7DH2VeevjUyFih4uLYod+Bo6Cn6hhtYQ364xFQdkbfdeidmh6PgCYDUnzpjEcgldBxHWreXuHckTTh3zjs8i0J+LSyNJJ3ZmhutK6U+qAqKo6VX/w1i0CUr4JMAAAAAElFTkSuQmCC) 15 17, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhElEQVRYhe2VTUsCURSGX0cdP0dtMmhjIiT9hqB16xYtCiOQiBQKQ2xXQVGLiEwiMIMWUWAELfoD/YQgwl1CgSaZYmp6HZ3htqqV0phDEcyzPve8D+fAuYCKisp/IuzfoX7fFVWyJ9NNsWiSwDtFBAOLiknIFpiYHKd2BwOLrY740aHm1wUcVifMXD8EsaFUdncCnLUPdocehGT/RsAz5Eax+IiD2JZi4wcAWc2WFkJ0dMwLwrQgaFvIlnLYDu4rIqKTU8TxBAZLAxKlaOoEOM16JbIByJzAJyvrM9Q5bEWh/o7dwLmiq1DpiVDCR1ePf3Yde97j2uk05flBaCUOzQoQmd386umf36A8Z8FeNNIxp2eB5egUHXG5wWoHAJHFw30OnMkDBlYITaCQN0KslhA/m2ub1dVn1I5Y+ELTLBPYGBYmsPC6vDAaJBCSRvXtFqRyg0Y51fG9rDvwHZVCHTZaQ/GV4DmfReblCZfJa1nTVUQgdZdGxlxD4iSp3gYVFZWu+QD5BHixsqqMZgAAAABJRU5ErkJggg==) 15 17, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur72850 0.8s linear infinite forwards;
}