@keyframes rwdcur48371 {
0%,0.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAgUlEQVRYhe2V0Q2AIAwFDyfUUZiEUXTD+iOJH4hKMUbzLiEhDW0ftAAIIV4meJxnsDyfGmMNHgGiB809sK9/prUPuiSv2R9LnsDyaBVxegtmsFLQnDRux54Ka458bwmoESGMYNFRe5eABLZAKO3+MXr3gFvEFXuNb74Dv0LfsRBCrLGELxnKAafqAAAAAElFTkSuQmCC) 16 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8UlEQVRYhe3UTUhUYRTG8d8dx6HSyoVtoloFQfThwhYFLYLEoA/MIMwWLZLI2rsJipAgaNEiogjCiD5IwztUCFJBtC3SoBaBEFFUqFRQYung28IRDEzv5Kxi/nAX77nnfe7DOfccSpQoUaJAuqiNuVQsvShpYkCW22jKh9bv5dV8DaSSJkaTJqpgghNzfTzL9nusmqe/P+kh00n11LmblpjHMW0BHSyAmGMxIebNXJqJWzCd+ywf52FEbpz6NMcjRgN1jWzLm/seURlobeTy37QSt2CKbk7meB9xrp/NH2gf4GI/ZyNWx+zKp+7EjRxXZtNLF2oAg1VUvKR5KSMYLKeliusR9RP0BRZGPDX5zErBFYhoHSId2IQnfbTmqAg0vSUTcS1LR1K9giqQpTbgNWNLORpxYISDo6yrZCzweYI7ChjPgirQwPNAuobmFIdxfis7FrMyIl1GLsWWwJKiGuhl0V2aoZw6XN3ILTwIdCPzjYoVHEF7ho9JDcw5hj1U/2QowjjL9jMccyZQk+bQHoazrA30BgZS7G7gR1IDiYi5mV8sz6bF2vJL6HQ3v6aNnx4yRTXQSSrmXRcbZnp/alorYy7EfEqq/U+bcCY6SZXzVf4HnKBuH4/muldWLANdhCa+YA1qG3lRLO0SJUr83/wG3TuIDtj8kCkAAAAASUVORK5CYII=) 16 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAgklEQVRYhe2V0Q2AIAwFDyfUUZiEUXDD+mMTPxCVYozaS0hIQ9sHLQCO4/ydYHHOIDqfGmMNFgFOD5p7YFt/pbUPuiSv2W9LnkB0tIo4vAUZpBRUk8b12FNhzZ7vJQE1IoQRJBpqbxKQQGYIpd3fRu8eMIs4Y6/xznfgU/h37DjO4yz1BC8Z6c2e+AAAAABJRU5ErkJggg==) 16 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhe3VT0gUcRiH8c+MWoFi0CEkKArqFnXI/pwkCooQUltaoktdgiJKTIo61iUiFvHg0UvSoQV3rMRLIpLXCCroJGV0qSCpKNhanemwS53S3XbJQ/tcZhiY7/v83vcdhjp16vzvBLUIibiLuIGBozxdCYECGiFkSxdz5b4b1kIgZiNu4FUlxavmPvuyVR5i2RGM0/adOMUHSErPIx6iJWA/niRkFsil+VGJwLL2BW6HvI+4Uip8YqxYfOgZR7oJAq7hVBPfKilelkBCGmLuQEB/wOAb1q9leIDCa87Mcj4mFTFUM4FsscXTmE/xrjTv9i4mE4ZxKGAbDqxix3PGE+JR2soVqOgzHKU7pG+OXjx6wa6PzHQwHHK9jyBisUBzmnw5mRVtcMjBmEzCl4T57ZzbTSYsdmFylHbMpslP0Bpxb4w9S2U2ViLQw4WIxQ5WP+ZlwNVm8glTIbdC+mMGIc/pgHRMCzqXOFTF7HzLyGZu9hVHePgSnRuYwrGG38vaW7pmlgqrqAPwidlWZgJGIrbiQY5NAZcX2Hucr/waV29PUeyPVPUvyLKmkZMJc6llCtWMHOtyXMzSWou8v9mBswGDTXyOGPnnAjHTCRPF2+oF6tSps+L8BEL5gp+e9YwXAAAAAElFTkSuQmCC) 16 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe3Sv0tVcRzG8de5mcglQqIiaOiXEFTIpSmyxQaJKOQOSRAEIUGL0I8/oCGagkDabAiXBPOec/vlliT9sKEQI6whLLQUQigCQ651T4MKDaHngC5y3tv3w8Pzefh8HzIyMjLWGiUOptHnkgojRiJuL6UpU8jxJmIkXskAEc/QiLY71MED8otLymyACl/wE41lhlcsgHnjyhx7zjFbpvCHmYiHEdeqfO+joY3pObZj/BfNCb2TEbIJ+mgIiUMOwVVqIlpC4jKFtL5BGvEjtlWYWMfJMfK4jq04v4PJgCE0F3ma1DNxCaHCIM58ohJzDwMxXTE94+zLsT/gVBrPVAECBmp5HbMTv1/xdWh+XlNlukptzNFVC1DlyQnG0BQw2UhXgZ6Yt2iv5x36Vi1AQGvI8EXaYz7kmcozgtlLtP7gfapSSVlCiLiF49/YO0MLPl9mNGQ44HmRjjR+iS9Q4jQU6Qi4u4WJ3XzcxZGIwYDRxeUR3aWUXViSiBsRcUT34izkQj+bQ46VOfuPtnNBG/ezcTnvRF9wn8NVXiw8rxS5+T9dL3XrmUJ9jqZWXibxT0SJAxGPl9P1Urei58/IyFjz/AUcn4aO39OLRgAAAABJRU5ErkJggg==) 16 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe3VP0jUYRzH8dfvvIuEi8SclIbAIaihhEwSpHOKKOFMIcdos6CoqSQcIqQhJaIhIlqC4rDfSdLQEIEgNETUVg0WEhIlYhgFdt6vQQ+iQe/XHS3de3ue5/vn832+zx9q1KhRIybjtOa5P0G6GvGScYxDHgcchoh3GK5UQCKm8VjEMkbruV5p8orJkQ7ZWUmMWDtQIqQrZDrFV5wKeZ2jsbT+kN0hk+O0VlVASGOeHwG3cC1LXYEzKwykmA7pWgt6IuBIHZerKiCgD/tm6PxAZoyfH7kxS3eRCwFXoZ4ray7Ho2oKQEuR+QQH0Vdkb0BPgrFjTKA9R/oQCxHDSVqCjYsqj0maC7x9xdYGViLuTdHWRP8unkac3EEWc9kY13PDdyC3+uB8P8pcnk976HhPGLDYRriFDhRSPMcsDpSbnA1aMMHNFEtJzkKRSxgJGEJ3mou4gxenWcCTiPE4AtZtQX61mmksZNkGIVGB+n6WR+ndTpikHSN42cv5qglYE7GENw1kMnzLMxitHq40FnEOnyOGenkQJ3lZ3GXzn3M5Es9I5rk9SXMl8cu+BeuRY1Mdgwn2Zxn4pwIe0bTCl9K4gVSGQrn+f/UX/E4P85jBFDrjJK8auSoUUqPG/8svAyF6wOdB334AAAAASUVORK5CYII=) 16 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB50lEQVRYhe3VP0hVYRjH8c+518isbkOBTkJ/h5QQaoigpcWIMrUQRKIhwqYg2oKQiGgSWiKiHBwczK43DSKXGhuzKYK8QkNBWEiYRdd73gbvIFFdj1cc6n6nw+F9nt/veZ73PIcqVar870RJA7K0pTgTOFpDfRvzlRhIrSDgOk5HbFrgSCXiUJM0IKI/JpNitIP3lRqomDH2VhKf+A6MsatIF3qiRfF8YCDN/ZN8TJov8R2IGYioD5xtJ8rThHyRyzmuwAj7crzIMbyqBrLcCExMc/cd/bcopHg8zZfASKAH1jGDg4Fj5XIuewSP2BMz/Ir9GS5E3EyzM2YatbOsb6HYUco5SiGiJmJzO3N/ylu2A+PUwUveRrRcI464Heh9zus82wPzGRqQz9Jcqqy1wJa/iZftQI4PaAhs7eTzKFNpTkwxiJlv3NtAd0Rz4NQOegJxB1fLFbasDgQmS4/HS4cfBroD/ZitYyiiE88amYs5lES8rAGLlQochiJDga7dTG7kXKDpEulG7qTpTXM+iThlRhBIRcS/vs/xJmIwXrIL8KBAXxc/kppYEVkuZjnQt4JdsuqMsy27jG/+dyT+GS1lgrqvfCpSWxpVOmmOitrXynzEAr7j6URpZ6wpT8isuWiVKv8UPwEEJIO1oK6CJQAAAABJRU5ErkJggg==) 16 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAgklEQVRYhe2V0Q2AIAwFDyfUUZiEUXDD+iOJH4jaSozaS0hIQ9sHLQCO4/ydoHXMIGU+GeIMWkfnLlS129a/YOkDc/KWvVvyBFKGRUTzFmSQWtCSNK7Hnipr9nwvCWgRIYwg0Vh7tYAEMkOo7b4bPXrAJOKM/Yj3vQOfw79jx3EeZwGxOy8ZLAfGvAAAAABJRU5ErkJggg==) 16 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+klEQVRYhe3VP0iUcRjA8c97/lsM5CgQhTDLKAhqiAaXamhIIfSUo6aWKIyWbHZwkAgxWqQ/W5Nk6B0YEgQVQhYFLS5agYMVQX/QECLvet+GU5DA0+vMIe47vi/P83x/z/Pj+VGiRIn/gaiI2KDY4mPUZfmA4YieBG8KiS8vViDDueVTJFGN1mJzFsxD4mn6RzhQaOy6I3hC+XGyq7+NEg/oRH2G/iSLhRZeIZbvZ4rmeTIphlYVHwiYCplEbQULKZ6nOLbpArgKEa9ghNMBh9uon+HjLGPtlIVcixgcJV6owJojGCZWwQz2VFHVwlKKtzg7y5WAI3KXeHvI5d08jhhq52AhAmt2IEnYTlMZO1pYGqMOtRleBCTQM8UJfArYv8R0xMQo+zZFYIVTfIEsvbg+RyIiXKTpG/dCTgacTxIGXMzyflMFVqihKyLezWjAdDU1R3kd4xHujNCGl0kWH1CTojed2wt52fAi+kxYxvf7VKIjom95FB0hT2M8i7gAGXrQHbEXZ/Ll3XAHlls8V86PBm7vYmCesp1MNubuR0OCCYi4BL9yInnZsAAkuJUgCLmJu4dYiNGF5oj6VUlbI8Y7eVdI/nX5c6bp3MmLoqDXMJVbSI0RfVluJAm3TGCcyp98tdyFgG1tRbwBf02K5jSDW164RIkS/4rfJxWKswoeCQUAAAAASUVORK5CYII=) 16 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3ElEQVRYhe3VPUhVYRzH8c85SUkQhARJoPSyBL3QGwgNLu3avVwMbKkWa1G0oLaGaIjAcAqXgsRAy3OulxSrIWqJhqYIalCQUJBAiF50UE/DvUI06Llwmrrf6eHwe57n+///eTjUqFGjRkaMUh/RVu2+ME0oSZGp43XAeMxwpgJF9hT5XuLERrmA+5Vl5zhH0woEmwUiZgOa8TjHeRjn9Gp5/TngUI4uGKMxpDNHfyYCJQ6u8AGLeXZDzEjCr5BX7TwqEiecCmk5y3zai9fZcARtfFphxwrHIaKA1jwXZ5i/x+AsXQnXE+YiLmUqAB0sdzAf0RDwZAst/QxhAoWEhS+EYblDRzIX+IOBhCszHA4o9LHtPb14tkb7N34EdE+y9Z8IJDxMONDDJNZucXmJMwkTAYWvrAU8XaKhGoFNX8E6NwmP0TnNVMhHvAnKI1gM6WkqC9zJ01SNQOoOnCxXNrCfu33leS8HXA0Y3ceLkOGQFiixqxqJqogZiZgr0fyc7QkiptdfwBiNMUnM7TTnpe5ARCvkOIfeVWZ/cjumO2QqzwMIeFfZsreawja7/FqlqqH1b6PU/50bpC7mbcxCZpdDzIWKQFLkRor8zkwFKP+UIl5mfnCNGjX+e34DRj2EXQfpEL0AAAAASUVORK5CYII=) 16 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAgUlEQVRYhe2V0Q2AIAwFDyfUUZiEUXTD+iOJH4hKJUbzLiEhDW0ftAAIIV4mtDrOYHk+OeIMrY7iKZpqt69/xtMH7uQ1e7fkCSwPj4jqLZjBSkFz0rgdeyqsOfK9JaBGhDCCRWftmwUksAVCaffd6NEDLhFX7Gd87x34HfqOhRBiBW27Lxk+rmBBAAAAAElFTkSuQmCC) 16 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhe3VQUhUURjF8d8bFULCigzChZhY6MaEIiIqpGgTpaUYbWqfUNaiRYuW0VIMpKQgaFEw6ns1icsi2haFmxal5EibFMrSqJjmtdBAwsaZGghk/st37z3n8M53uZQoUWI1MERDxKsh9hd6NlGMAGX0o7GMJxE3i6FZMMN0R3weZnNRhSNaB9m5zPf1IfcesOdf9IOVNoS8C6iJOdrBSMhp1OFUgp4s15EIOHOckUID5JyBkL0BNZjrWBQP6EOyg63jVE7ThC5cCXldaIDyXIsZXlZwK8sLiDiC9AQzvcyj8gsmufuRHS30p6htI51vgBUrWErIFLomOYv3c1hLFPNwlo0tHEgw0c6bfDXzvoYh25Cd5hk6YnY9Z/cYXwPmqujO0vhjoaK8KfQPRAGXJ2mNuYTOmNsBDReoCJkvp6mN9ChVh/m0kmbOGfidMi5mqf/AjXVsCngacC1mKuRkwFgb6SRrvjEb8ijDoRNkixIg4Dv6tlMd09NJBdyhMmAyw0Go4OrikUwu80XNwhmkuZyBmGYLZvsS9B1jFEIeB7Qm2NLO27/xWJYh6pNLBjdFbZI1y+1NUV0041+EjIfEEb0DBdb3J/K+hqmFnmcWOzu/oUgvacFE1N3n3H8xL1GixKrkJxrWgaW4EwucAAAAAElFTkSuQmCC) 16 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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92%,92.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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96%,96.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe3WTUhUURjG8d+9zkwQUlYmIlEhbZVCkLLoY9kHlroJN60iWrVo3brCRe2DkCgEoZkMGaKNIEJpLWwrFTFG2QeSBVE5M7fFzCryY+7UrOa/Ovdwnud93sML51KnTp0qmCAxSqoajzCOKM31DN++sJxksOYBMI/GqLTeV02AWIzS+IitNS/8N8ZpTdMfVx/EEWW4F3E0oC3iM2YwFzJ0hnf/NUCGEwG784wPkLtGU4LUHrojjjcwfZo799mBswEL/dxdya+iIczQhAMFpt7Se5PCBj4kuPWaBJ4UOVk27gwZCriwmmdFAQJ60D3P9yKXI2Z/cBA7Q4aKTEYcgoinZdne2AGybMowkuZZ+fAMun+ygNaXHJlmoljqsn2AXEAb9LMYMRxxfo2mViYifEAB+spn00QvaNjMMvLLbEvyKeD2Ri5t532KjlOlkGuy6g0EFPEVxmgp7+U6aA/oCphLsoQ3ATdauBJycb3FKQ3OWpwLmevlY/l7OGRwF7PzdC2S76C9gcMIf/F4vcXLDVXOGJ0FegKuRjQF5DCJkT6ycTwrJkvqIc3V+sS6gT8Zo6XA/i1kj5GvRLueGViVDK+KpaG0VHoZZ2saAFNojngeVflzEouo5hXr1Knzj/kNHOt834rRPzAAAAAASUVORK5CYII=) 16 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe3VQUuUURTG8d+dmcxCZTASqUipFtFK8BO0CKqNGuaitlFB0LZFi+oDRG1bubdymo0kFO6iRRRBtdUkpEJGBSUdx7kt5pXaTfO+4Kb5r+7inOc+9557zqVNmzYZmaIrS34hTdIchRXWAgdRRz6tgVyapLPUAp0Q2ZxKqZOJFxmvfpeQVWCSzsMcqbJ6icqeGCjxALcjRVSxlOMJXo3yrhWtlms3zflA5wFOjhE+0j3PcI33kZFpbv4dP9fkobdk4BnHA+dqTH7h9GN2imwEXi9SyVPCjST29DRxhc+ZDNyj8Jw+yJOLjM9TCZQjP6sMoB+zmyxgEAp8S+p7LLWBKbqG2M7xFfazFOjvaTy24hoDb5jfxzB6LzeMFWGUddht11QGJhIRichFqpGO69SQK7IxRHetYfDt08YNVSeT+G3yY02GVNMSRNYjy7ONqSdQKdEbOYpKkV+R1R1G8kzkuDP45wD1Zvott2GJK7gQePiBT/epJYZOBK7WeTTO4r/qpZoDZc7scCtwLdIRqEQW8twd4WUazZaZoWeGjj3ZrBkz9JQ5lSY31Xe8S5m+Oj+2EButeahVjUzf6BbLyXId37NotWnT5v/lN2iFe/YBgFOEAAAAAElFTkSuQmCC) 16 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur48371 1.6666666666667s linear infinite forwards;
}
