@keyframes rwdcur77603 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhd1XbWiVVRz//c95nnvvrgjThArCGr0Qy4JkLHMYsflCrpfRKIvQMcw5V5ujoQa9fLCt1mQ5dZuXZaxpYi9kK6jQMkbYKrKgLBAqLKUgkdZKd+/znJd/H5Z3m/duO2PrQ/2+Pef8X3//3zn3XOD/hocP3MF1b5ayq703U4lXdJdwXEqctxYmdPcTM1VAEEgMhhqDocbZQKF873InFmaEgaId5ay1xtHqtwkAiruKOfCsk++0CyhsrmCjDD7b+ApdWFMqB0q5+U+rgIWNNWyUhdZ6zLpRORDCjYFp4cbWp7PO+Zbn1zifgjEivLO7xNnx+sRu1rE5WfeUiqCgca27CKtfK+W/rMafgUFx13JWKgYTxGFUBDqMQ0Vz8c3mZhrtaDgOK2NZgxp/Dr7aso2ybl4EAQCGGPsfPESBtfio6jCxEeh/7FUyyochAvtx5He28XWJPZy3ez8DgEEU4EhGwPz2bWyiuS65Rxg4pwzKepZxb8UHBABH63oJAI49+dKYLq7u6mGYYd1qjuFUTVlGl8qfC+m530TpACu6SzhQEio5C59sfGtc+q7sfIONjcLABzHj19qVadu8zgMsoPFjzWon+oFRIjxUeYRsGMFkl+PPNfeRZQ9WR2B5mI3L29/nK9rfYc2xKSUHRjFwAUXbV7EKYjAqB18+lcga7LKdh9noKFhIkDQQRoOEgZAWZA0ENE7X3uNUSFajgsZKNjQbOpaL4w1bM2wubTvCoYhjoO5WumT750ykhhMLDSmS8GQIKZLwZQBhh3Ci+tFxi5mwygVtTazj82BMDBoxGB1FYGZD2VnQJg4DCSkVhND4o74ga6wbdrWwlxrA15uey7o/4cC/rX+CTlStJw0PJzesoiHOhUEUAhbCDxERKQirQWaCiz88BzIBChrX8qKW1RmXk9NvwckNDxEA+DYJI32cqV9KADC3tZ+FlCAy4/p+988IC5+tYIhMO2fFzu84yAwfpx+5K+0zr7WPKUIQRkMghCfDCcW3uO1e9iIhhJdCX9WHBDg+SPIS+1ggNSY5AJxtuJ08TuG3+hIS0oKydDga/fUHScDClyOTcBpBlJIwET9jff6uXrYUAAB+qS2lqxKv8zWJvezJEF7yd8hgAF54BsIL8cWWfbSko5T7at6lsp5l6QqcGPDUIL5fV5lB7anaMvIolf7+qfp++qF6DcEoQCchrIYAQ5JF0Y5yFsKieE8xazvyVphUAze1PM5EBAsPxzc9M8b+2kQ3W+tN+fabMhZuXZ9xfBa0NXF+507n98N4mFQDi1oq2NpUxrrQQyATTDe/Gxa/8EC608LmCi5oXMc3N9VNu3vAgYHbOlcy7FD6W/oaEAbHNr84I3OftADyFYQdPt9LOu5mNufxaUPvjInOKVDpy0s5sBZGSRjj4+Oa9/5d1V8M179Z/0n8DXonyN4XRGgcAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur77603 0.26666666666667s linear infinite forwards;
}
