@keyframes rwdcur194127 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSUlEQVRYhe2WwXHbMBBFHzO5A6yAcAWCKiA7cFKBnApUgpwKKFdgpQJTFYisgGAFACsgWMHmQCqZyYws2VFysf7MXoAl/sfHLkC44YYbPjqScwnDgIQOQgCzgOXy/DdXg3dKtlvEWiTLkMUC0RrJc8Q55Bocn09NHCpkFI33I8bA7hmUhthD08J6DYsF0nX/yJHdDgnBynp93Om9GHMQa6No7QW8wCAQZbN5vxsnHQgBQGPMcWRPCAlgMSbHWgtoYhx5egqAiOaOeEFdXSTAOzgcHForYARIpl1DCJFh6EhTgzGWPM/o9gnhLcwzPp2aqFtwLpIkmrI8WtwDAzAwjp4QHM4dYJ+gAAW89ThOCuh7EtdA2/bz0gAyiwhABAZW8RsJoOfYfYft9nIRJwUAdAGaBrpunF3QM/HvOBJrIJ3lxajYPV8m4lUBMZJ4D85B10FZ9jPxCESqrCZVimwm10AGeD9SFPYS/tcFAHz9MnVEXYNroCwBIlIkFMaQpyl3SmHgVzQNxDhQVedduKhl1mukrqHvIc9huYSHUqHSlERrUArf9zQh4IAXoDpAmoK1V7qoNpvpCgbELpCHB6R6QSJIAAlKyWCMtMbICqRtkRCQ+/vrXNkAbEtktZreBKWQokAeNxPZn7kiiHdTzmtrvsue8lFJ40baFsYIdglFAdZOARAHqBvYbiGE0zzvPp+qUhIHTd30ODd1SpbBnZkerXGcCvccx18XSNsiaVpQVQ7vI30/jWsFux//8d8BIA5IjFcsuhtu+BD4CZBgHkUqUmhjAAAAAElFTkSuQmCC) 15 16, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYhe2W3XHaQBSFP2XyvksFWlWgdQWiA3AFmA7iClAH0EHoAKgAUYFEBVoq0FLByYPsOJkJP3aIX8KZuTMa3Z093+he3V246667/ncllxbEiEIAYyDLLq+/qdoWLZeoKJAxCPrnukK38vhyKrFaoQRH14FzsNnAdguPj/BcQp7fDuKPKkvUdYWWy1ejkZzbyvsoa1tBEHSC+FcgX08l2haqak+apsAB2BBCAnicK/DeA5YYj4QQFKOwZMQr+upXnVxsLZpMYDzOCWHPdEoCuSADHMY4BoMc5zKMSdlvEsKFPd8FAOA9GhbgHywhRMrSAjkwAFJggLUpRZwSgAAc3wlwsgkBug6qHVRVxBgA0ZejAyLQMYlTEsC+RMr7mvMswOFAEgI0Nez3MJ8fX4zf4tX4NQ7Aem2vhjgLABAjSThAVcFuB2UZgR5knVYMjHkpxlthQhDr9XVf4iIAwGQCBqi2PchsFtAwYZhlFIMBmTE4+Blte2Q0Kq7Z+nqVs34KAvIePT31UzJ6r1gUqp3TAvQEMqCmMarrGw+rxQKNxyh3yBo0GqL5HAVQMEadc6qd0wTUNCiEfzAt1ytUztBohFKLnOuhvi9+N5NQ26Lh8DzEh0+31dJo1/T1bpr+3YMH7yH3YC00DSwW/d90cwCAukZJktPUkW11IOxhH97yEhyP5z1ucr63LQLLMVrqpiPG3vXb8yffH+66666P6Ae5uQOx78IaVgAAAABJRU5ErkJggg==) 15 16, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABf0lEQVRYhe2UwZGjMBREH5uAlIGYCCxHABlABjsbwZDBTAZmI8COwHYEiyOAjcByBMgR9ByY45qyPcuNV6WLvkrd1fpfsLCwsDBB16FwRnNqJFPFskR5DnnuQBf8evr8M/yYKsYBmgaa5kK8ruhaO2sa/6QskTWoKNDmw6r9k8rasyAIBkH8lqm7Iq0qtN2Cc+A9rNeW1EXq3yLGK8MQuVyE5YV4550PGQCoa7Rt4Bxg7UcjKw+7XcAYx99jQnjwziewKgpkLUpTVJZos0EFaAUyzDsxgBGken1FfoUAZRmqKpSB3Nea0YATWIHX+/vYmM4i59DPEvlRfPZJEaSCTHXNmIYfhfPs8QSeaBgjSFDuuUocfp0IAfoeug6SBKoKqmq2ZnQKoGCMhjRV9F6HA9pvraq3sScAVW/3JfEtl/Er7ghgDENr6fsrbRtp23FUj8dpjf8eU9cZJckL+31P2457p9NtnVneqe8RWLpuTGK3m/Vzus0Q0GhmYWFh4TafI3m42DEIuWcAAAAASUVORK5CYII=) 15 16, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRYhe2WwXHbMBBFHzK5A6yAqwqIVCCmAskVSK7AVAdOBWEHTgemK5BSgcQKCFYAsILNgVQ89sSWYvuU6M3gAgL4fxcLgHDhwv+OOXfgfof2yWKtIcss0OP9+fPfbGC/Q68riBH6HvIcMgcug7J0LEph4EBZvs3MyUl5ji6XkGVg7WgiRmhbOBygEJgVMC8tm83w7ow8QQS9u0O7DlVFj/0xok2DVhW6KFHnUBF0tULr+nHcu1ks0O7wVPw5TYPe3KDzOWot6ovR2IcYuFmjMaC7HQoLFdmq91Gd6xQ6haiQFOD77ZgBETTP0fX6PBOfX/vYdoB1xJiAB0IwgEdkjvcecKQ0EELQza1S1zOMGWvj/h6WS7RpXq+z06dgb7VtB9ZrDBQKM0CwVsiyAhGPtY72wRCAuobQwaGF3e60xqdTBtp2oCgEERR6IAKRYegI4SeHQwMPBgtYoKowMgPvoSwBXt+KkwbWa0xKiXJ+XKsHApCAyCpdYwA3tRy0qjCSP5oYzf+ZV2vgSNsmRJgkEmOsiWPPMFnLgMM0Jw1QFBYYSPHltU9mAMa05gKLRT8JD0CiyXdk1pJP4lMGALi9xTAMeJ/jv7zTAMD1NWbc0zF6LQ3lbMY8y5hZi8DvdiRE8D6jKD7AAMBmgwFHINHv92gIzJxj6T0LETzjGbFT4YUWYoyI2L+ROU1dj9evgibQCBqs1SiiexFdTQa8R7eN0+3Wvq8In1NV49n+WqIxwtUVrFYOXMAb+JZgqFBrweWWYejfFuk5bLeP70BZjk0E9R69q9Guezl6+IsfknP48WPMiDHjHeALcNnHaly4cOHf4xd+LBZWTUirdwAAAABJRU5ErkJggg==) 15 16, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACp0lEQVRYhe2W3XHbMBCEP2TyDrACniogVQHVAeUKrFQguYI4FUgd2KrASgVSKqBUAaEKCFRweQD9F9uMNXYmL9oZDkkQvF0cgFvAGWf8Z5hTf2ga1PsckYwsc6AK5hcip8c6CfM5WhQooM6h1qbn3KGTCTqfW725cXpq3HepFkFFoCxBBPIcQoAYoW3hcEh3gPEY6gl8W3xeRnSxQHdbNARejLDz6GaDLpdoXafsiKCz2cu+J6Ms0cUcbVv3KvmfuL1F53O0qtIUTacfFFFV6G5nteveH+juDv2+SCIgrY+h/l+GPo7HUFVjViuAWkW2WpZBnWsVvEKnEJ4RXFxgMkn/TibQNMOCBxfKaonW05zR6GgAhSlQIlIhUgKOECLeB0JQHCNCH3O5RL2H/T5dMb7ONZgBDBwO4clbC+zx/idNs8b7Hc4FqipHEvkDrq4wxqRdMxq9TfF1iF8Vui4+aTkCDoAYlRgDIRypwgwLWOBp766DLIOiSLvlGF5mYTADIaSrLzqA9iI6IAAdl2GG6WU5IOdx0a3XGFVwDkbl6xyDArxPAh5T6Hri2AsJD8QOyPrWPwfh+qk4WcB6jTGAs1BPUDiaJCAAyibfkVlL3pP3GXghwDiLc69zDK4BAI2QZ7DZ3rdYIKATIarQHo8cABPT7N9P0j365jcFDO8C4McKIwVIBqmoODyBY7JFRs4xLUtqEUprGSWJz2qDiHtTwLuxWKDOphq/2yaCANqBelBvrXYi2ojoZS+gKFL/pik+7gsAi3mq8SnosPXOZsm+b1ZOt9tPMKZ73N2iZZGCX1+jIVQagtOuQ9s2OeN0mlzx+trqfn/6GeFdWK0eXa8o0KpEC0kGVNfoZiPatn8f+accGrZbNEYLpP1eFBFj/vER7Ywzzvgs/Ab6Nk5UI0LmQAAAAABJRU5ErkJggg==) 15 16, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur194127 0.66666666666667s linear infinite forwards;
}
