@keyframes rwdcur45367 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMUlEQVRYhe2WzWrbQBSFP5c+ih2suELGdmyM7PoHQ/wQzjJdtFCyaGkpdBP6uyi0i/YF5PdQIYQEBwJJIF7EzzKnC8mK3ChWYpuEQM4gNGg0OueemXs18IjbQngoat59CBA+6vf7gYQlkVlIwN+w3wYyC3wjhieLTNr8trkM5wwepgMAvc+9S0F3uiHDTYgf0HY6nah/N2KEut3uJWlMDD5yXXcl2TFXwP+kzWbzqpil3biu4IRErVbrCmm9Xk92ZtFIe71ePCIvyQHXdRNJK5XK0gK8BFs9FFrux8h9VKvVhI82NjZu5cD1aZhhC6Cz2wGg1W4BDAD2dvcAMMYAUHtfQ1L0rFQuAeDsOKlxzi8ige2DaeFpfGwgif1P+9Q/1JHE4dfDa6fbr23OTs/mFqv0KibUfN6Mok5C5W0FSRhjovvpr9NgsM3SAjxg4DbciGB6jb6PKL8pI4njH8c4Ow4nP0+iqdZLi/H5eK6Ap6kCMmwhBsYYDr4cAFB9V43WfxoxEJGvv1pHUkAOw1SOVIS7v1qtCj+WYuHlOI5s21ahUBA+yufzWltbW3FFVJhiMeJisSh8ZNu28JFlWTPjNxGQvgSXGB6Njgalcimy3SiwfroExhhyL3JIYnIxgZXYH0e4FI7jzESaz+eFj3K5nPBRNpu9sf2LHEg8YFB4VkAS57/Pr77TBmA4LWarFRCIkLVuMf4zBiC7nZ0ZnlxMlj4ppQmI/ymT2j0c1x/xiIeKf1JRqSsL6R1JAAAAAElFTkSuQmCC) 13 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
}
div.testarea{
animation:rwdcur45367 0.53333333333333s linear infinite forwards;
}
