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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 28, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe2WYWhbVRTHfylxzLShSSiZS0gvTWY7iGiF1kJXuo26DTRbcC3YDYY65qdKdU5dPxRKGQOnDKFYQVEI7SehDhyBwsSxraulNLI5GrBxWXmrqfXZJSlxnbq21w8xb02btS9rq1/8Q8jNOefd88u559774H/9xzLoDRRCyKU2RVF0P78mACGEtNgcWG12EnEVgFQqyfz92TWDGPUGWm32rO+0LKRSSa06jwJSoDfwq3Ynb+9N8JJvfxaI2WzBYnNgsTlyLtNqWpU4M2nZtkoScZVUKsmbLScAiN4aI9gfxGy2aEuSbxVWDBZCyLJtlWx1uAD4ZXIiZw8s1roDrORvq3uZ3kvnqSnzMjweJma8lzfAik2oKIrheF2jPLa3ic8v9FEuPNRXPJs1jihRyoUHgHMToXxyAzqb0OoVAOzYU8wLX7RxbiJERIlq9rVoVYDh8TCJsEK58ODdvQ+fvYKenh7KhYdEWMmK2xCAjHovndfGNTU1WYkjShTYoHPgu9iPhtc/7SRmvAfAa83HeOzXUSJKlCtj1zSId86e5URLe97ngG4JIeS8EpLzSkjeCJyWtc7tsta5XTpdHu3zm6rKfCHyKpkQQrY8t5WR6BThhJu7C1EsNgfJ+CRzC+kNdf37IQYujnCw+UVdc+vugcyZEAiZ+NN6AACLzcHztQ18dOYTSkrsGAvmuD9wU3dy3QBCCNnkOwLAzJzCzVuj2N1m7T4YHBii42Q7ANVvHdGbWz8AwCvVj2tju9sMQCKu0hfspa2jlcGBIQBMpkKcLo/uPtAN4N29D4DmA4f4KTJKIq4yO3sXgPc7u7IA85EuAEVRDO76RgAuXr2g2U2mQiBdnQygyVSo2dcNQNOCkc7DmzEC09PpW3HT5mL2d3yGu76RwgIPVps9L4C83gmf8j7DZGwKh/MJJmNTqPE7D/zF9WzaEicRV/nh2tD67gIAm2VL1m81fof+U0e5ffVL+k8dRZm5QiKuapV5JPl2tj60e4UQ8kbgtHYSOl0euavBL3c1+OWTFU9LIYR0ujzyeF3jijtgaQ7DYkeTpYJXv25ZVr7MmxFA7Odx/vpjJufkei6jgL9b9iXHCF7uMmgAvp2t8sM9OwAYHple9lDH9Q+W2Tor31stV07VVJcA8O43gwQvdxkMmX+ecfxbGh6Zpi85lq5AVVGpfKPhJAAff3tmQxMvzhP6/faDJasqKpUBf/fG3ef/KODvllVFpbnzPNSxjlqa42/GJ3sfJr2mBgAAAABJRU5ErkJggg==) 15 28, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
}
div.testarea{
animation:rwdcur229305 2s linear infinite forwards;
}
