@keyframes rwdcur228106 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhb2WXWibVRjHf29pUQOh2dI1pUlKm7EKcSvsoqt0E1HGENoiiJPpVnsx3GydMkFlH3ilUGFgQXRWL5St9Ma7ob1wFlxtV1iEjXRSp5VE89FRbZeMsCh27HiRnDfn/Uw2in8IefM+533+v/Oc55y8mhBCUJamaRr/t8oAonwpqo3faNXLi8//XEXTNIQQYiMq4TQZc24dYPr8hQ2BkMZD3oBrXOavNw84/l3sgSGEEEIav9mzw3aMjMv8BoDp8xfY+/Kz9wOhl1kIwZA3YDAeu3Jdv5b35feQN4AQQlgqIOUCoZsGe086ko1duc65wor+2wwnZQGQVViMJ8wQuqlnU5slUWf/OL8WVvQS12JuC2CWAkFn/7jrWAmhGoO1H2R1LD0gdaS5qRqXO8Q3rzrOWjUHmwp89dZh7LZwtdnXIrO5BUCaKwPEtr5PbZMVcynbXqhRAtAANLXBzOay4YLhCNl0Qv+uxVwug6pzhRVCu0+RnR9FAtRrmqaZTycpaSJNCUf0WLB8LcGksumEYw8MeQNkCitsfixFbnFSAKUmrPXEy6YTABTzKQOIGeKp4Yt8r2xJcwVUOW1DoR4ydiVXTYu5FFlTzLwlAYu5G4DjGhdzldnLipjj8tnO/vGq/VLnGFGTlkueuTZBMZ/ixplnDCDqkshxTrEHApB62NfBP/kk7a/Yb83MtQlu/T5DaOegbdwOpupRLLU0NWy80f6kMXkuRWjnIEtTwywtzxtiTR17HPPWVAG7BNn5UcMyXD0dtUKa1DWwr3YANblUPBZn1/6j7Np/lHgsztXTUX1coG/QEo/H4ta8pmWoeQkeankcgN4jh0uz6e7i35/ukPhsa3nEa9z42xgH2BQ9qOeYfudpmr++WBtAMW/dPl3dXYy5QFriyZ/x+Co57i2nLc84AWi5xUlhXvuRQy/x8RvHqdvi5W6jl7rWsCF+91amlPR2gXt/FVxQK3JtQrUPPJu3cva9d3VzsJ8RUILbUvqo6v7wh1IupSruAErDNHXsQYtEdXOAutYw61OXWZ+6bAsROjRhWUbVHNybUCv/Y+nbMNh7kgZ/pezra2ka+nbbPtw+cNZgXsyleKS50TKupnNgNTlX+sOZH0UIgRCC3GqOBn+Ygfe/YGRyhr3PvcjQ62/T4A/T/MQJg/lqcg7/o0bz8u5wfi0HhNxC4Z4dLHx5Qn9VW/hxgdnpWQC69/UCcCcYAuBm+ibPv3CAxeScniisvBcU8yk8vjY8vjZy3Mc5AJBfy+Pz+2iLVGY3sn07AAeyGS5dmtXvRxszLC9nSf7xG+GeDwwwa7/c1qvg+D6gzt4MMfPtDMdOHSMei9MSagHgozOfABBp30Zra9B1Impz/weLZfisuTXmFwAAAABJRU5ErkJggg==) 1 1, auto;}
}
div.testarea{
animation:rwdcur228106 0.8s linear infinite forwards;
}
