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0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABs0lEQVRYhe2WvU/CQBjGnwoFRGJEo1ExxsRAosHNxElNjX8A/4Cbi5Mbm4OrGwOjiYlxVmeHC5OLiZML3RAjRgVFNKB8OCimwH1x1LD0mdre0/f99b27twc4cuSoz9JsiXLQaLTcxzXpuHSjNaAoWHvyLkHEALxAv750zOwYipyFpSAGRIRUIIvSMROGYSAc/knYvKZBqQMIRAiBaZod1wD4U9QTgCCwrNjzw1sHlOShxAwIITAMA3e72dZBzjqQr0AzKePLm8kJIex3KZKvQK9iVEF9j9sEIe5YEhARF7A+8oUhvY6boo6LD87MtkHIt2IKiE8DktEXrMzl4XHV/p5n8gEkrydw+uYSQsgvQkr5TpafsDr/2JIcAGZHS9hfy2BzsC4M210fsEBsBatYChWYVp9exfYCY9xSTeVGtBisCD2TwxYPYxcoA+Te3UJPsawLPcoAiQcvcq9+jkPDuTnyfwAAsHc5jWwh0PG8UnXj6CqEw2dxBcR15ChV1rCRmsLO+CeiY2V43XXclzw4vvUjXaO8ENe09u2sdiRT6ZBKrdguEM7f0J5DKQumi8Opo77pG8ATmh3Tl9WHAAAAAElFTkSuQmCC) 16 18, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 16 18, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 16 18, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 16 18, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 16 18, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 16 18, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 16 18, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 16 18, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 16 18, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 16 18, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur237795 1.2833333333333s linear infinite forwards;
}
