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10%,11.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.333333333333%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhb3XMW/TQBQH8P97d1huVAItBcoCiKgwIeZOTIiBD8HmkQgJZeADMHhB3lA+Ah+Cz4DEFFXdWEBVVdI0tZ3zOwbbjXON01ZJfJIV3emk93vv7uIzAbAAbiNvMQCDBhsXv6cAtgG0AegmAUBeAQvAEuF5AWkUYaMw+FMimKlRRLkEiMLgLwCI2AEz7aCh5eBqZxbBjSDYHYjC4HeOkIFqAHEJACCOwuAnAGQNIFxAWj5RGPy4QChe2xF1AbGD+A4AWSYH60JUASnyf8ESEBeIb+tEuICZCmBaiS/rQpQAN2j5Tij751EYfFwHogqoZm8wpxpRGLy/QPBqEPMq4AY+dxDvACCT1SBKwJXZV3FRGOyvClG3B+Zmj9lK7JUIXgJx1RJcOpYO4h4AyBKIRRVI5gWdg6Epgm6McAHXCeiOY4qwN0bUVeBa2Xd7/er9sYq4e11EOeFSlt1e/6s7OQqDlw7GbQTAithDZuqIWAAYYsFFtwooA38GgPs7d/ZFRLJMjIgVZkK31//lZrwsogTERfBPj3a3XqepiZNkkk6MibNMUivWEBNvbHgvFLNWivW/4dgugEwRRB2x9YgSYLq9/ofdh1tvk8TEcZIO09QMs0zG1toUgABgIvKYyWNmf8P39rRW+nR0XgfJEdYeElHH1iAI+W0Y7XbrDYDRJDVHSWpORGSEfFmkMp8LtCYiTyn2tWJfa+WNzuJBDcQCQIE4cREEwGqtXjGThsXQZNmxiF24cSoYj4h8xeQrrXytlHc2ngupRRCAbSK0CsvY2sW7th4Cj3lakbNxcuBACgQ61mIG4QPYLJ5lXq0MwCdCWyl+4N3STzH96kIUBo8r/WcoPn4Is7ciwfKtrEiLiDaVUv5kYqrLUm7aPQDHdWd5FU0DaBFRi5k8IvKNyQbOnCfrBABFNZBXxAfQshabxVgKYPgfSXLJ/Uh8e0gAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur10022 14s linear infinite forwards;
}
