@keyframes rwdcur52502 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe3VvW7TYBjF8Z+TEFBIkFVByocolkBVhw6UDm23CjEgIQE3wMJNMGJugoGVBa6AFVaWLlBFqEWWyocUpaWgqq0iK2aws7DgABGL/5LlwY/Pe57zvK9NRcV/JviTl7I4quEU2sU9xX4QJ4dTN5DFURMzmEMXTdRwgI9IgjgZTsVAFkeNYtFrWMB5dOQJfMUXbKIXxMmojGZjEgPyyGewijXcwFl59x/wttDsY/BPDRRzbyHCA0unFy23OFNn66hl46hrZ9jFEJtZHO2VSaFW1kBR28Sa1faiuyGXZulcYOkyD89xtTmP67hYVnsSA+Q7ft1KG1cwj+XimuNeCLcLo6XSnWQPjIr6hrAtb3JFvi12kdIZsPCD3nFa1P+W0gkU8xxhwEl5AvflDd9CiBO06vCprO6kI+ijx3f5aRwHOFtIZbw7HNel0zCwhzde7mLjl0ef2e4zzB7Jv4qlRlCfZPUnr/ezeD3cMUiPRf2bwhQZnvH+FS++PcbTIE4Oymr+zb8gkh+5O3iOHgZBnJSKvqKioqKiomLMT7PIbGKid5x8AAAAAElFTkSuQmCC) 6 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
}
div.testarea{
animation:rwdcur52502 2.6666666666667s linear infinite forwards;
}
