@keyframes rwdcur61047 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 3 28, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 28, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 28, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 3 28, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 28, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCElEQVRYhe2XPY7DIBCFX1ZbpEzp0iXlHMElR0iZI6T0EXyMHIPSR6CkpHTp0h1bRKwwDD/ORtot9kmWFWx43wwwwcAv6/Rqx8fj4eK22+12eLxDHcZxdEIIAIAxJnkuhEDXdei6DkTUNPZnqzEAWGthrUXf91BKse96MGutA4C+74sgVYBxHJ21djc4Fz0AFspa60oQRQBvnjMsKYTRWrvclGTJrterA/LRHpGUEsMwQEqZ+H1wHfycv8MceGZjnmcopZKdwwL4OX+3lmVJ2hKAd0fvpZSCMSapH8kijKMXQoCIAABa6wSMqwu1PkUAgE8Vp9AoNOn7vqk/EE3BMAwOANZ1ZV8mou+I/W8O6nK5sP25aUjWQGv0wDO94f0VVSuhT62PlohARNBa79rCewhYW8y7DOSiN8YkUcZmr5gDUQZ8h/P5zELkzGLj+P1mADxLs9u2rQoRg7QYSykhhNidG9hKWFPOpBY1V2ETgJbUhVuxpb00PpeBkzEG27YVB6otwhzcNE27f8TsFOQyEZdZf3mIliyE2tEIIZwxxrc5P2gMEGpd16TyxfD++TzPyXkgARjHMVylLMQRlcyB+i44AdiluVVaa2zbhmVZsubfBoEcEWGapvj4lJxkuKxkIA8d/R0ROSJy/lgdPz9wNYnNgNf9fgeQ/eLhTH78ZVQif/kz7l9/Wl9PDCnztVWR5wAAAABJRU5ErkJggg==) 3 28, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 28, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 28, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 28, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 28, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 28, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 28, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 3 28, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 28, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 28, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 3 28, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhe1XLc7jMBB9XS0oLAw0NPQRDH2EwByh0EcI7BECewRDH8HQ0DCwMMwLuv7k/yTfVtoF+6RI7dgz82bGM7KBv4zLdxWXZfG5bJqm0/ZOKUgpPaUUAGCtLdYppRiGAcMwgDF2yPbPo44BwDkH5xwIIVBKVfcGYs45DwCEkC6RXQJSSu+cS4zXogdQJeWc8z0SXQLBecthDzEZY4xvlaTJbBxHD7SjPQMhBDjnEEIU/n7UFELNP+EceGdDaw2lVNE5VQKh5p/Guq6FrCDw6egDlFKw1hbzoziEcfSUUkzThGEYALwjkFIm++d5DsQTWayzLEszoGoXxKkKhvLfuaMYPZ0cSQk45x4AXq8XgHcZ8rqFiFvG43XgHUyIvlaG4gzkDrXWyf/Yae6sRirXz7E7CZVSGMcxkS3LUuyryYJ+D0kGam0CAI/Ho2ukhSN6SQZCra7Xa7LJGINpmiCEKLJRw/P53I08oBiNlFJfIxEjjNa43uu6hmnX1fvd2l9+q5NwD8654nBprXcnaG29IHBkAhJCwDlPZJxzEEJ2dXP7tQxcrLXYtq1rKG+3vYETblLzPCdlb5aglYn4IK7r+vUBwDiOEEJ0ieRI2FBKvbU2yDwAMMYKAgFxTeP05wfxdrsBALTWxaEvCEgp41NaJXEGPefAfhdcgPccMMaccmyMwbZtoT2bN698wTPGMM9zfn0qbjK1rDRInrr6e8aYZ4z5cK3O1098h1DNQMD9fgfQfPHUnPzxy6jH/NvPuP/4p/ELbQg1j0JTyDcAAAAASUVORK5CYII=) 3 28, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 28, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 3 28, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 3 28, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
}
div.testarea{
animation:rwdcur61047 1.75s linear infinite forwards;
}