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11.162790697674%,11.527906976744% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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13.488372093023%,13.853488372093% {cursor:url(data:image/png;base64,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) 2 1, auto;}
13.953488372093%,14.318604651163% {cursor:url(data:image/png;base64,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) 2 1, auto;}
14.418604651163%,14.783720930233% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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16.279069767442%,16.644186046512% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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19.53488372093%,19.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
20%,20.36511627907% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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30.232558139535%,30.597674418605% {cursor:url(data:image/png;base64,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) 2 1, auto;}
30.697674418605%,31.062790697674% {cursor:url(data:image/png;base64,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) 2 1, auto;}
31.162790697674%,31.527906976744% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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38.604651162791%,38.96976744186% {cursor:url(data:image/png;base64,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) 2 1, auto;}
39.06976744186%,39.43488372093% {cursor:url(data:image/png;base64,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) 2 1, auto;}
39.53488372093%,39.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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41.395348837209%,41.760465116279% {cursor:url(data:image/png;base64,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) 2 1, auto;}
41.860465116279%,42.225581395349% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhcWVe0yTZxTGn/e79GuhusAwKpvMsSlDWSyIJBqyxAuTMRipm0xKdtGZmJi4CNpFpi76B9TN6B812sylsDFFMzMxKm5ckpl1GReRi9u83zATUXBLhq4qlmd/kIFcArVpy/PX9503ec/vnJz3OcAwun1SY/w4icOd+VvS4MDloxrbLg4JBwfAMkfmHxeAu50eTIsSQQFQ/v9YOkthtlnFyzGPYYwQWPaAuHRDYlNXT0BJ+jqg6YHoKOJbB3HjvMCMBBkpc4PTBQDAqW/0PLRHZlK4TABocYbwzH4dc+fLQRlGdDaY2NW6hpWFKt+KlrlwiszGfXrebtJxfZou8BDNJRprv1O4LE6ic7GOzcUGZkxXeKVaZatLx9xUNbAQ1QUKD23ur3TXGpWbshQCQFujzFsNWcxP938n+oZw0cbHYlI4cOc3me8kCUZOFkiMUxBvFIxM8AiD4W/kbd8CW7Z3ED/afYA9ki+zdo/Gay0KT+8N4etTBw7g3YZYtp/dxq1v62gawSn/6ZSYNs1HJ40fJ/j9pwZ+vUoeYsfzn5d5r97Iq3USbZlvMtwQMeD8/plQlm9W6Vwp02T0DkAZHGjqoiiwPyCFwJMm9OUGI+fF9OAnuwecEgadPgqR42/iL3cnAODsCYXlRQ8RMtGDqlMymu95/Gsi9TsM7HBp7LgguNOcyIOfu+jML2Ny1Gy2VWkDqq3IMwRnmdlzDzIv4WNWbB8IUPqhythQiTPC4gIH0f6zxvOHJ/GHLZHMfkHl6mf7IdYm5lCvyEybkxM4gEtV7zE1utcnjuWrPJoTyqVhvU+v+JNf+ZnZwePOc6MC+Lz4O1oPoPtR7/0Ztm7Bl9x4Y6aEzAiVv5zYiwmvPYP0j2JHHUSfAdx3gFen9//by4C6mz3o8hCTZ+7Hvt3vQ4jRF9mQZ+iNWg7IPFxKLExWYNTAf9sj0CHexZ9SHbI/aILFug6msi+w3tqD625fMoygk1+pXGIaWtniFzNZZCvhigXPsbzwFWbNlQggOKscADLmLScASFIvnMViIQBYrdbgQQyWy+Uau+QpKSkEAJvNNnYQDocjcD7gjSorKwN5/ega0xkwm81jlxyNNURjjVcAfp+BtN9Psy0+yd/Xeq+KbrfX1QdEq5vrnyr5f5EhcPBXsxESAAAAAElFTkSuQmCC) 2 1, auto;}
42.325581395349%,42.690697674419% {cursor:url(data:image/png;base64,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) 2 1, auto;}
42.790697674419%,43.155813953488% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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59.53488372093%,59.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur194236 35.833333333333s linear infinite forwards;
}
