@keyframes rwdcur217132 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEY0lEQVRYhcXWe2wURQDH8e/N7e3tPSjXa72SApGUAyM2UFNo0kAwIkWKoSYaCDESQiLyBy8NaiJqSIwRjZEgJIL4RxX+EEtFCSaIFEwxPEO1YIUEjIUCB33R3vWx713/WIL44B/u2s5fO7M7mc/+ZmdnYKSLu0HERnJ8gd9ZbL/G6pED+EBIfHJpBS+ODMAGAoiQRO2Pi6gZdoBrAC4UhpCE4Ou6GuYMK0CzAROUoCCuoDgu+3ctoGLYAKYNhgX4HIoiEAkQtV0O1lZTOiwAywHdAiwojE4hrkBAENcsDn8+j5IhBzgumA6oJsiRIgpDEJUhIBhjOBzZXkXxkAIsB0wbDBv0zGlisenEgqBIAEzQbA5vm0vh0AIc0G3QzEEST69iVAAiMgT9AExRLQ5ufpK8IQNYjpeAakG66Sg+aTwB4QECAlyX6YMWBzbNRsk5wHTBdL0EVAvaLtXR2X+NtA62C5IAWYDjMlu1+ObdWUg5BRh35t90oM+Aaxmd3zqhuQMu3oYeDRxA8oHjsmDAZPfblYhcASTL9i4sIGNASxccvgINV2FaAibnQ3EURge9RDSLJSpkgJW5ANxNwLDhRh8cbfMGBzjXAYMW9BvQMQjdKgyYMGjy8sppfJgLgKTfScCwvcgPtd6999aKqRwtiZGUBJMGTJLdKpP7DJKGTQx4Y3kpPbUtfJANQFgu6A50qtDU7jVOymMr8H7lxNKzk5JVbWPHPdGaJ/sO5Css/aKF/HiIAr+g0nC4vupx4tkAJP1O/G190D4AVROof6aE9dUrdq6+evand8aXzUpcajpB4JZMVNbZOJMzaZ11u3/nFHAqm8EBJNWEtO7N/+Q4xyrGsGz+Szt2Z9pvLDH8Ieo/W0W35i3FfAWiASosh8ZXylm6pYm6bAH+hRMpvznAwh6NC6WFVMUjReu0tLb23PGd7Dv9K9ubOd/WzV4kLoQlxo2NEn4ohN9yWVhZzP6fr9ORDUD0aNCrkUqEqQ5JSH63482brac42Ory3WXWA9NSOmt++JPlkmCiDxqScXgkjiJLbMo2AZExyPgF1RuP01ag8NzooBvuVds51EodsPnehz86Q2ZMlEVxhd6yBOTJzF8/I7uPUPh87HnvJOcBiqKUF4VBswD48v861OyjNxHh+1jQh2kjXe5halaADcf+rhSECBdFIBGGuQ/Tdb9OgwZdt3U/qX44eYVoVoB7K3kyqVFBeLQQZo6j7H6dejXKrqQtmjug0yKVM4BqceRWP8RkGB/l9S1z/vt2DYuZ02kUzz6RgsZrdIE3fQ9a/rG1pvpp6NG4EPQzJREm6QzQuKOKNaEAJ/wQlvy80OcmP77R+YeovwjAp3j72AMX378btj5FhWrRGJFQwnIA2/EhhGLkFZRKM55fKb7dtow9F+H0TZqBSkDLKQBgbTnzTJuvghLxUTIofu+8cDUNtS2A9wt+FrL7Cd0XALD0MRIZnVf7DGoyBiVnb2EAv+Atz11455Ssy19UNL62UGmhogAAAABJRU5ErkJggg==) 1 3, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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}
div.testarea{
animation:rwdcur217132 0.6s linear infinite forwards;
}