@keyframes rwdcur10225 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhe2Wz2sdVRTHP+fOfTOTl6eNrYEiGrRorBQEN6Wg7lyYXTcWEdy48Q8Q1y7ElQtxWcGFdFdQdBEQFEREieDPRbVEaIo+wiuEl5dkMm/enbn3uJhnpTbN+5XipgdmNdxzPufHPd8L9+yeTWnvQlPBzOpnKgcXwT5k0m8vEZ//XwCa0nhbCQsirHwApwEErEzhz0564EPsWZAlEbME+lpC40qsZSeGloIbQK8CN66/aJLgl6FlkSeJ7DuAKCDwyNOEud8RSeCYQr+EvkI4coCXwPgo+Qw4oaoIICKLOypFm9AqkXmFvaquwuDIAc5L8hYiK6p6y7mWyGNzyuIVNDfgpAbIAlRHBnAZe1ZEXlWRJ/77z4DNNZARkh0kF9jxsF1BrqAzA1yEZoq5ECLzCkh8e3w4LqbZEJP8oqFnEQf0Suj5EQM5FsAL8FRi7Bsi5pTqbQnJTRLFzKGtNuwZJBtCZAH8nXyPdW8fMMlzRsy5A4Lfcr4l2BPQKuDhCM7MwakE7j9sP4yswFdgM5XnxXAD5aSKiEBj+FsA9tGqq1qsavnXd7C9j6pFjEUKge2ynolyKoCPILxMWIvUf1Niv+hr6foYTUWWAoRdGFwK7trn6I0NyDPwCsYiUQKlwLaDrRJyDhjIsTbhhXqpbAmD7hlor6h/83Gi0/Mixz8O5fV12HWokTqjqgEugswMB1AOiTPx7t6A4hP8akMwHqolZDdGujE4C1WKdBNkHfg+R3/M4XoJu3fajBNpgUJwkD0LXVHpGlFr8GtNBIs86mtBuhrgZ4euD2BzAD1Xl/9Am1iMSiieIe2kaAhQ3Cf210p9sJBaSB380Ud/yuDPCvIwQhMmBgDYpyiUpK1KcVJDXqBb80gvguYA7ZbQLestOFKQpnoPLANI+A2R5QFhzUNhoIigEnBaa8BYajjtk6rriZZBrx6DBYEqgkEEhUClEA4VgFkB9iGOJFwzSrUKm9QK6BScBzeq7zMDODD7vvraKJ0XSVOtsy4U+h6quw7wOuQNzIMB3YwozLDnjhrCjfMOmAkAIEY6xsi5H6AT6hZkw88xQQWmuoYABpqE8OkimGHWmakDj/0gHfqZzhw4j+69D0WoAYrw7w24uzMAkFF+adD2exAr9Zr+p//jXkGYoQXzxAsVfnOjzjYEKDwQ6kEcewj/BvQNmJru6Jx+AAAAAElFTkSuQmCC) 14 5, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 14 5, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 14 5, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 5, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 14 5, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 14 5, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 14 5, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 14 5, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 5, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 14 5, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 14 5, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 14 5, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur10225 2.3333333333333s linear infinite forwards;
}
