@keyframes rwdcur246519 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 27, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 27, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 27, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 27, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 27, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 27, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 27, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 27, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 27, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 27, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 27, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 27, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhdVWXXqjMAwcqe3BsH0q/OxTxYh75Cb9drH2IUANcYtN2u2XeSEoRjPWnw08KaZG+7dCRUQLZBpjVADa4oxPCEgA4L3nmUwBqPcezO3uXhvXT33fMwBYazd/GGMwC0MIYQLwUuOQWgWIyLpNVQXRvYtZTJXvlpip955VP1JcIgduUUBlQbYISNZaEBFSSkgp3YzzM/89p6fKd4sABoDueoVzDsyMlBKccyuxcw7d9drgsr4G1HtfLDwRWZ85hmFACOGQ40wbrlhI9+QtqI7AGRJrLVT15yJwhLxjHhHw7r3HMAxN5CKCvu+Bg3asEfCqqncFeISu65Y58SVHVQpayYHbkDLG7IfVhN1hVXMW8FKABYefQkSgqnkd/IkxMgA45xRzA1RFQFXRdV0V8YLC+jfnXNp3U5WAZedEBGtt+qq6l8n4SQry2qgW8JeZ149UdQnj5hwwxiCltGm9cRyX9wnAFGPk/Z2hpgbejDGbQURExR5n5tUuIggh4HK5gIh4HEcQEZxzh8OpCCJabz8iokSkuQ0fV7WNvbDuYeTO8njmRM+D9lxske/2UV8PkZfe/yv5aRE/ehz/Bn61A06RP3UXfAv+AR5T6AzbPP5yAAAAAElFTkSuQmCC) 16 27, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 27, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 27, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 27, auto;}
}
div.testarea{
animation:rwdcur246519 2.6666666666667s linear infinite forwards;
}
