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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYheWXz0ujRxzGn5n3fY0Rf8RgmjfBNKkaomBqtbiSoFsEFbsU8SBYD/4HvfRiDwVvPXsRehPWc0Gx4KHGLSUU/IG7KmhCUkLyJsRY1ERkVfR9Z3rYJuxuNstmYO2h39v7wvOZ553vzDPzAv9xSaLCyclJSgj5SlVV5/DwcPro6EiIQ0VEU1NTNBKJ/GoymX6XJOnPg4ODp0KjAyAiIr/f/wWAF16vF5xzRKNRNDY2ure3t7VqWUIzoOt6naIoIISAUgpFUXB9fW0RYckiIkrpG8aLRoRYIiLOudBgH9UAY0yIJboGynS6roughA2Uvbu7u3tYA4QQEPJqFxNCcH9/L8SqOgn7+/s/7e3t/Xlubs41PT0Nt9uN09NTnJ+ff9bR0fFbJpN5+dEMDA0NWQKBwNbi4qLf4XAgk8kgkUigr68PVqu1fW9v7+tAIPA0FovdfyizlIQjIyNyKpX6jjE2QAihhBBwzinnHJxzGIZB7Xa7JxQK9em6jqurKwDAysoK9vf3MTg4iHA4jHA4vGMYRkaSJFZsEyGE/cthlNJtt9u9GAqFdOC1INI07Ser1TpnsVhKvX27BgYGQAhBNBpFV1cX6uvrMTExgdnZWSwsLGB8fByHh4eP7Hb7o3fpOecoFArfaprmAPDDGwY4509sNhtqa2srTlddXR3S6TQikQg8Hg/i8TgaGhqQz+dhNpvhdDrh9XrBGKvIUBQFFxcXT8oMANgqFArdTU1NFcWxWAxnZ2cAAEopmpub0d7ejnQ6jWAwCJ/PB4/Hg/cdzZeXlwCwVXwuGVBV9fuTk5PrXC73+WtZTznnYIyBMUaz2aza3d3dJssy5ufnEQwGYTKZcHNzA7/fD8YYdnd3/0omk39TShmltNhOBgDs1dQcOhyOH+PxOIAqj+PR0dFPGGMvZmZmnG1tbaCUorW1FTabDZRSLC0tZTY3N3vX1tbOPpRZ1TZMJBIvXS7Xei6Xe6yqqr2npwcWiwXZbBbLy8vPNzY2vllfX89UwxS6kLhcrsctLS1/+Hw+EEJwfHyMfD7/paZpz6tlCd0HZFkuxm/pXU1NTeWl/54Sym9ZLvetKIoISsyAJEllX/ugBt51/aKUPlwLKkW1SAktQvZW1hbDSqRE18CtruulgXVdh9lsLjyYgc7Ozv3b29tnqVQKyWQShmH8srOzU/VPCSAYRAAwNjYmJ5PJMUmS7nw+37PV1VWxHvzv6x/upWqli30XkAAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur34128 1.05s linear infinite forwards;
}
