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12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHvElEQVRYhcWWa3CU1RnHf2f33d13k81VWJJNNskCISRIEgmEmwaMODVeerF1tFWndRyLpTN+0LHqOFjATukHa+kXWto6Hdsy46WMFKWWsVoNkMRECAGyBAgJ5GLIdTfJLnt5392nH5bBC0RwptVn5nw457zP+f+ey3vmAEiGyyHzPU4BhK/JZNvWemnbpuSxu7NkXr72tcDIi8+sEtmDnPzzYtmx0Surq9O+chB5dkONyB7k9F/qZfRf1fLG76rkttWzvjIQAeTp9StE9iBHXn5QenbdLMGmxbL7hUJZXun4v4PIC09WCiBPPLxUpEVJ5x/ulJPbq2XszXIJvDdfdmz0SoH7fwdi+fQkw+XgRo+DbU+U8+uXPuKpPy6monIvETwMd+cQHdP4/je9HNjVwG2rZ3ERYqZxTaY+N5fn7vFS403nVDTKk9vP8uyGGn7xVB7+falP3znWx8ETo3w8eJ76KrhhsaJivsJbAKRB/wT4h6D1uIX3PxBaWswr6cwIwD3r8mVlLMDiZQW0jE+z8eURfvZwJet/so6NT+9l6Pxp7l0DVXOhtRea/Q6OnEwwOJk6yutWVN6QZGWdorY2m46OdHbujLB//9AV9S5bKHA75IU7nAx1R7nxlkLeHZjimT+NUDFXZ21ZjO8ug/dPwev7bZwZcqHbM1i53E1LVxcA5oUMYiGwqCglXhs/+JGburoGdu0KsX379ss0tc8DDI7ECKRlAlFamvpYsnwuFXOn+NbCKDdXKH6zF97tcBA183GxCEmcoLQonzJfAaFoFJvNxb63Jxkem6T73Ci/fH6QI3edZPfu3WRlZbF161b5NIT1CmXZHDfVpvvXZfPvlhCvtY2zwmfQUKV4/g1o6pqDkfBg5TogisvlQE8PUzaviOLCfCwW0HMiGGYcFS1Exa+n81QTHzT+ky1btmAYBm1tbZuAzTMB0HPe2PTI97Jp9UcJmgk23KT4beMn4nZm41LLEC6gbKNEY0OMjYeYCoUwzAS2rHS8viwWlbvoPhUgYTjpOdtNT+8xHnqont7eVvr6QjMDAJvDcWPTcMTKvRUGncPC35p0VKIGK06sOFHYEJzE4iHcBSaReJy+/gGsVo3SfDdLFpSQk6ljSoDB3tmIKE6ePkxRSSerVglvvRXYBGy2zADAK+9FCI9FqCqEVz6yYJhzLzaNmzRWYHIeJ2XoVBMczcHhcjKnsBBNd3Kw9ThNhzrZs28/3f1dLFslCCaSzOPvL41SVRVmxYpU+80IAFDnTdJ6Fvom7NjJR8MNxInQjkYeETrQyCU8Po8Mu05VxXx+/MDdWK1zaD7sx6k7KC3zcUu9m/KybNKo4tTHcVpbg6xdowDkCwFq8xTNZyCeyMUgAMQBOzZVDNhxsggLOnpyBcPDGu7MNEaGBrEl53LWv5Dj/lEKstKZnp6meIFQ6JtCknk0Nwq11yevnoGKNOHosKAkGye+i+L5GDKEHQ+gEaGTCMeZDpq803KUEz0DjAXPk8E6RvpL2b13kANtncQ1eOShMn54fw3HPsylwsvVAbwZ0Duho9CJMAjoGHKODOow1QQAGdRhp4RYeBYLi/NYs3o5BXnFRDiOTjUXxm7ixIkxCtOd5GQ4uG3tQmZ58vBmpjQuu4iuZBo6NoovzadpxCmLiNONRg1JoiQj5UxMHqLpYBPjo3bslKXWZYqpiUyaD/s5fKqXWChCrssFxjVkoN9Q+HKjKBXG4BxWnAgxHMwjzsdo5BFnEJNUNi6EI3QNTODKcJEkehE+D03mEwhOAlBVswiJRug/ew0A/hhU+hQWLYRGLgkC6FRjMkGCCBb0S+Le4lGqy318u34ppQvsmEwQ5QgxzuCgnAthC0Wzc6n0FeGZ1Ye/W64KoNrGhZXzICGpKK2kE6aZBAFsKocIneiWQhZXRbj9TuFQ9wChSIxb76i4BAtxohwhHjcYCYY41tnDyooY7ceuDsCBk4rahQrPbBODIFH8F3d0ADwFIUpr95GZ34PVppGTmcngyBjx6TGynQWYTCDEiDKGsoZxpukc/vAQtT54ryMV5IwPhYsmv1+vGJyEX72Wg5ZciEkSJz6Eabw+oajEikvPxSImhmmQrtsZDcZpOhAGUj2QIIzoTdgcUX7aMEJBFjy6QwDU1f4C9ddGZMv9ivbTAfa1d6EnVyFMo3DQ2zvEQG8xJv1ouBHCKCwIYRJEsOIkih+DIBIzuLU0ztoF8Nzrnwh8YQkADp4Qdh0UXn3OQm1ZgKiliQg9mARROIlzBitOQEeRgU3lo1EEgMFIKo0qyNISg8fvCLKrUUjT0y6dfy33gNr+tkhWepID/iR3LbWwrx0iyVSEdvIBMOlDw01EOtDIBiDGKJplklvLEzzeMMV/jgo9xiweX+ukf8SgazB+DfKfmGxoUBL+h1U23qdkvscpNkuuWJVHbCz5zFD4xGbJFV/WdfLz25F3H1OyYS1Skq6k/e2bZPzNenn09uxUE3wpBJDV5YoH61XqUdoFzUeFIwM2zg2nqunN0ljiCbMq38ayYoOOAOxsTzl/x+Ogf8TkxZ2ZvPqOm/ue6frSAJ8BqVsEy7xQcZ3CqwmEoX8I/MNC6zg09lto6k9eclpe6eAbXp3SbJ0HHhhGNXz5DFwGcpX9K53/GZ//AljBYU7rumKEAAAAAElFTkSuQmCC) 3 2, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur239409 0.8s linear infinite forwards;
}
