@keyframes rwdcur54568 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/UlEQVRYhbWXW2wUVRjHf7Nndqbd0ipbp4UGkGsFLIqpkL4oRNEGFQj0gYfGiNqQKILBEJMlRsILqzESQATBClHExBgkoCKSaAwXC0VMDJc0WGjBSi8HxtKy7e50zo4PbWGpdHdbyv9lJnM55/f9zzffd0ZrqbQ8ErS+TNJXb+2xkt5/bzja/y6mKd9gX0xU3yAGIn0oAO4EkVch03JlwACJyzEQoP40JEuQrvq6klchNa2X1AqpWcBUYC5gAGN6jt8DZ2VYfHovoPQ+58Z5R80vNEQDUICGD48SYI4VUjXAMCAAnJdhUZLqixkMQFMHLo5ilKHr4HkALlCI8BmoeO+z462Q2kEZr6QzyZ1Ae2ETc6AV6Kh34ZKCmOtS66huMJ/PwK+DLkD4ADKAwgEE2q8SHbABJwo04xJAJw60K1WS7Re3nvJpENdy8LyCoQBIdKANiCtg+nKTRuWSXTaOWOlocOPctF954HlRoH4oABIdaHlb2s0jsgBMHn3WpKuujc68TDqnZBM9/S85wD/AGCE2A+3hwuAuGRY77wbg5meYVyG1JeBNAlZbwQXuTPbdqFJce2kyepfian4WjiFoys1geLvD7HV/bKc7QTtkWKxKNVF/iXhbIdppBf2rreDDa6S9T69mecZiwZUdZ2guyObyyCyu3m+Sb0cBqFo1fWmnUq8DS62Q2j9YB24CtFRaniZtV5P2ubVWMLNU2h9Fx0Lxqya8X83C0PGQKzQyoi7DIl3kNUVwgKhSOUCJFVIHrJB6eaAAWmLNTiyVnhUMlEs7si0UxKiHrjFQ90mMIsPcDBQ44wKLjLoOPKXQhACIA78C+2RYbOw7UX9LoCVrGlZITQHKjzqxd4pfNHEfgEMfxMjVYbZhVjY/P6rCOtaM77rbXR9cdYbuevKhDIu96UCkakYO0AmQ+TXrPQ3KAuaaSULHVqoi/4eG2raiIO4Ig2jMoVmpIrrL9WNWSM1NMXZqB3pceHpvR+znKDBvpYm/Ecz9gAZ4oJTi7/JCci+2Eq9qoVa5FBvmMuCyDIvvUgGk047PLQyYU05FIgzbRt8kq2kEXL+P5sm5XHpjGk0uHHZiHwOzrJBac9cAMiwagQ4X+M2J7TT3s6nrSXDmAHA+psD7rAYz4pDV3sWMReMpnjmCUyumrap2YmutkFp3VwA9urrBCo6rciMAx/yHWeY8CKqI+RMM4QYFjN5T//uEL/9qyjt0haw/W9E8j1x06hy1+q4BZFhEgMt1EaC7B1z0/IAHCKHn+gWNSj0O/OKMzQLPY+LJZnxLHiKCm3RsHVJvxQE0acefA96U9omNVvCJ7K2UO0+xW5xV52IvMLX1WxgpqDUu3qhG02bmnJBcOdzEBRfyUwGkqwOglXTHXQMYnY9AdBpTczby2vgysfX0nti71qKJBGSUs0caaHNhQcAsD5XJ3f0F6Et3+9yr46Bp0pZA/X0bmKEy4fpKtuLCKKHjZOrUHWngpBuhNGDOAw4mG8/XXx1YXyb7LZ8lwJYO+0LnYk4ajYAG5o+UHoy5fPP5KbZfj7AiECwGzsiwuJYMYFA/JlVWMGtzhx05uivGJRdORyJsgp96bmsAW6QNQAvJN6k63FqP/iKG2380tAqpeVYw6xlpR0YCX1hBsUna8WTvJAUYqFoqLU8CX/VEJ0G1YJFXIe9Y2pNt1dMGSDdZB5rUKZvRvVCiU/8BH+shfFDPYaQAAAAASUVORK5CYII=) 3 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDElEQVRYhe2XW2wUVRjHf2fO7M52W0rdXrJUWmgEBF0FEq8xKomEBwqE+EQEH4yJD2ogxgRiYjREgsYY4yUxMUQSFBQwJHLx8mKkGgupxUskBUlTSoGy7SxTLHS6MztnxoeZpaUCu5CqL35Pm50z5/+b//fN952B/zjEtS4E9alqIAFogAcMC9Ny/xWAoD5VAyQn/O0DOWFa3mQCaFcRj0fiGhAft0YDqidTHECfINwApIAqYLzdNnAhAprU0CJxgDkRQDOQiSCKkSR8ev8fAYgE4oD2gW3tj4RSE9bWcKUrkxLFFLgRwJIl+lS+dZ0tj8WN7UAa6ACGojU1QX2qHzgqTGtS3Lj8FgT1qceBja5SmbiUENPBjzT8AILgLaAtWp4VptU5GQB6JJ6Ifu84obzX7wREZQUEAcQjkGH7EeAcoRMNkRMuYY8AyAvTyt8UAGHOG4FpNkCThGFA1yFhAAGM5O9D+Tmgl/DqCcK0DQNZIBnUp/LCtKybBeA311m7UOp4LRA7lIcKA/w4KA90DZS/9KSraInLA4RF2hDtsQM4DuHrLEwre6MAHnD8mAcnPY+VP8o3neXBeuPrAggbhBa64Srs5zMcU8GyeR8d99C08H7fbwbeB3oiJ+LAYHHv63VPDUCYFkD7qqSxcGXSmL/JtNYb+3lRzVEwWgA7D3mX7jWzGGhIkrzoUmhK6BAUy9gGHgLuJkxlHWEf0YFEVGNXjWvNgsQLpjW6aUMKfQAG9ymapHzPnn/LWqfGQPN83MoYAwd6mILOjLhsj8T7Ihd2Ab8S1kaxMPNXc+J601BfZ1qF1zam0IcgMCC5RSGMePhaAnammrOd55kdlzmEqCMI+qLbPWBbBNMD9EcuDUZulwYYBzJzt+2cXP6UQcXngNQJ8g4ipoMfcG5FM9O+PAu6AF+AFJB3Ab4nLNQOYE/kxiBwZjzE36bhBPE0ML1Wh4pd7CwsAjyFqLo8qbNV2RGQgC6hIgaaBkJAOFvSwALC+eIzNlPKAyDs/wkd6HbVKv0IYXPyPBACT6n0lI7z4AUw6kDBA18BAWgiTViMc4EHgZmR3hXnjFIANnDp0bixoUmC+DP6t6DA99GltEaUwq8S+NWxEMAtjCVW1wAuAWcIT1fTGSvKcEkJgOKNh3sVVKG4VcpPvXt5QhsCrZv+fkWqZshl4Nm7yNUmaD41TCzvIQs+jfv6ADqB0+P0hst2QJiWL0zrBNB5e1zOO+h4AEf0n1iXvx+cVjKz4/Krc8oj82HXq4s2/7z14lSDpj29m75ZPIOPbYedtrOUsH0PAl0Tp2ipFBQPKxrQcIERgBxQhQA5BPmVLJ31tEGb62wEqs+kK9m7+YGXfQSH967gyMhI0cluwj5xRZQEGLcmJ4HvXGcboCW3sxUHEl9wUIzCXKkD/N76SscbozGNo7UJuhZ/xs7QyaPCtPom9gAorw+Mr9zGHbbzx+qk8Q6QUXewOJgK+iFy3j3Utbc75N5exC/pStpad3MW6CmhUaoIEablR2kAGFydNJ7MKvVJWsqsPCZAavgtqi6ohBap0y8Fp1t380OZD1hOCmDs1fGA7gC4oFSaIIAgQDulEWvjpcOOh/XcAR6urCSoT9WWs3FJwmIE9Smd8ACSBpa1u867BaARHRfo8jwcYE3SuA3oLffMWDbABJAFQOM229nrMMIzydTs6HJWmNalG9nvhgEiiOJHjEb4uWbfzD7/B8Bf/7D57QvX9hMAAAAASUVORK5CYII=) 3 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur54568 2.6666666666667s linear infinite forwards;
}
