@keyframes rwdcur11479 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKElEQVRYhb2WS0hjZxTHz32g11HykJDEpIkmookx8VFKY0R7vY3oQrFlKGMbQ61YXERKS0HdtF5DJYKLgTLoKIJS6quPcXRKLTaUD0crFjcSlHRTEmODttim0jGmxeTrZpwaHaePueYHd/Odc/j/OHfxfQAAOCcnB1ut1htwjq6url2FQoEJgsANDQ14YGDgjfM9T01TUxMGAKxSqSIsy758eo4QejUrK+t3AMCnn9Pp/AYhlCVkPt3S0tJMEMTo4uKiBAAm8vPzGafTeX9sbIxLJBJJYbFY7MX19fVrAPBAMIHm5uZPEUJ/AsDEwsKChCCIGa/Xu2U0Gh/QNJ3UvL+//3UsFosKFZ7EzMzMjba2tj/EYnEcALBMJsMURT1av0QiiVssltevJPwsXq/XXV1d/V1paSmmaRoDAKZpGnd2dn525eGnIIS0IyMjbyqVSrdMJsMEQWCdTvcDy7KVKZMAAOjp6THX1NRgAMAkSeK8vLxfKisrnxMyg3xSkWEYoCgKCIIAqVQKwWAwe29v7y7LslUpETiFoijo6Og4sdlsJ6FQ6JlQKDRVV1f3bMoECIKAtLS0eY/H85bVao0FAgFtPB5fRgg9nxKBUziOG6mtreVlMhmsrq5mzc/Pv51SAQCA5eXlmwzDDGKMYW1t7frQ0ND1VAuctLe3f6nX63/c2NhgpqenX+N5nkmZAACA2+2+73K5vidJEvx+/ytFRUW3r1QgkUiAz+dLOrtz585LJpNp7ejoCILBoPH/CjwRi8ViViqVGACwVqvd4Xn+hbN1lmXz5HK5Y25uru5KBHp7e/3w8DKSSqXY4XB8gBCi/2nuv3DpL0AINU1OTqoAAEpKSiASiQDDMO8FAoFsIQUupa+vb1QkEuHy8nI8PDwcoSgKi8VibLfbC4XMeewGeJ7Xjo6OFkajUdDpdFsKhcJeX18Ph4eHQFHUzJULbG9vlzEMUyMSiUChUCxmZ2dvkiR582FNjxC68IAVTGB8fJxWKpWfBINByMjI2JLL5e9zHJcoLi5eKCgo2I9EIpLu7m6LUAIX0Gg0tEwmwwCAW1tb3zlb0+l0EyRJYpPJ9C3P81oh8i5soLGx8fbBwQEYDAbY3d39/Gytv7//18zMzMTOzk7lyspKiRACSSCEzEql0g8A2OFwLCOEJOd7DAbDTwCAXS5XRIjMpA3Mzs7WUhRlVKvVEI/HP+Y47rfzA2q12g0AMDU1JUT+3wI8z19bWloyhMNhiEaj94xG4/jjBjQazXpZWRkcHx9LnE7nR4JYAABUVFQU5ubmYpIkscfjuXtZH0JIXlVV9RUAYLPZ7EcIPdXT7NEGNjc3IRwOg1QqPbHZbJ2XDXAc97PZbP5CpVLF0tPTjT6fT5ibkGVZuV6vvzU4OPjhv+m32Wzv2u32WwghQZ/pKecvCPB6l6G2bx8AAAAASUVORK5CYII=) 0 0, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 0 0, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 0 0, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur11479 0.86666666666667s linear infinite forwards;
}
