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28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 7 7, auto;}
38.095238095238%,47.519047619048% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlElEQVRYhe2WsRLAIAhDtf//z3TqXR0sIYS6kFnxCQdhjFbrsCZ2zIwM78a/uMC/yYz/PXYfzEAG4lubGj0Pzrk+7tfUj7cKyMD7kj4TYAnqIAJdUAMRbEM9BDEHtBDkINJBJCahBiI5ivMQAi/IQYjMiIcQuiEHIbbjOETBPhCDcNxt72K+MBct3Igw6N4JW63jugH9OjIf6tJ2tQAAAABJRU5ErkJggg==) 7 7, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 7 7, auto;}
52.380952380952%,61.804761904762% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAz0lEQVRYhe1WQQ7DMAhLpv3/y95hYoKRBoek6gUf02KMCSitFQoPo3O/AUn6kP+VIz6HQKFUThrl4yXNJQHpQLIDBC6U6cp18vNOEA7omPNOkC24T8TCFMQikJjWpTG0/Pj7hpSI5T0wE5HBkoD+u8S+HfKtx8vPco6P2QXEjmhyDON+7l/M0AEhmFvrnbBxG4tIEgOYVGOd4ET7SE3i7gAzXjbfqD2pVSyhPawoM6JvVoAW8k2G4blNjhZN0o3vAXMxd98DGXCi601YKDyODxAUTx0aLn5RAAAAAElFTkSuQmCC) 7 7, auto;}
61.904761904762%,71.328571428571% {cursor:url(data:image/png;base64,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) 7 7, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur227796 3.5s linear infinite forwards;
}
