@keyframes rwdcur213896 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhcWXTUhVQRTHf3O6vexlD3uFaRKlWYuIKAhr1UJC+sJahUVYtLAWZVQQRETQImpRkK3aZGqUQUJRUNAHfYCJC4mKioJokU+zeoVIPB7TTIv7Pq736eZ9+M7lMBzuzP3/5szMGS4U28RQVlR9YIcYDhYPwACGS6LZXRyANEi7xGmcegA3AwAOhlvyl/riALheguGujFI39QA6BVGK4YFEWTE1ANojrlMeRvNIItQUHiAzA8m4AsMT+cqCwgKkZz2RL0bzSD4yr7AA8YRgsh3vy9E8UAOECgPgF437gOJg46xBc0/1UlIYAK/7IGwabj2aHvUYJ78AXkGvsDtz/7vNaLrU/VQFzdkcG/NExtPqCVrXm9CMAvvzAZC5BP6l8GfIhWhR3ZzPB4BD3BN5M2A4ieEphlo0S9HUolmWiMvQHFed/LbNnMsvgAvRZhs4q9pwgADgAB+A17aVj+oGYYwLo64StvuIZgug1ENagCup2cNtRtnJCAeAU0C5b0w/cNi20petqNfEt+YvgD0YughxmSDllJDOgQMIdcBL1UZTPgC8S/AeYRsVHCVMU2r3x3hDjBdoSnHYimEeGgdDh7rDO7udd/kAiCBsUjtwGONESnyMY2YxF5OdVR8hFaQH2GA1AeA8sCUXAFQnTeo6KwGq7aKWKltpK+18O9fOuTVRf4lSJjF+yV+sjPJP4oRz0XcwdNtmN6imZrXBfTS6o5dXGQNMmD/VdtF9oFmjxWBWDjL0LGsAuzcdRImWCoKDgyA/Jxu0hNpoEtRggoMMZas//mL5zKdIEgBYhXvkMuw7w6sEYRoOAQKRrNX9Jt9okG9YiWBlmM/yhdKMPjHqp9tp/2baGXa2nfVjoa3K6XZU44J+hDHeIixP5GaAGIcw9BIgSJBdKsQFHEKJGnnGLOB03gAA1DXWoXmOEEgUHvewJjZGqiA5vKGMtbaOmP8bOQEAqDY2Ajdhgh9XAYQ+Sthm9zGSi/ikAAmIcuAI0AjU4Bbs10A70GlbPbdHDvYfjalMbWmr4AMAAAAASUVORK5CYII=) 1 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHElEQVRYhcXVX4hUVRwH8M+5DtvM7DhON1kieoiwHvpHqO1DD1IS0SoVBIkPUlFRL2KRFEQEPWW9BG3hS1CaEBb5IEU++AcMEvtDhISJYUgsS8S6OztNi063e3qY3XWc1Zdm1j3w43DuncP3c84ZzmWpW5KrLWk+NiW5rUsHyJF7N8lsWRrARchHScsjVx/Q3gEoyH2azFi/NIB2FeX2Jw3DVx+QzSMqcgeSSXdcHUDWEZ7NVypzMBl38+IDFu7A3Ph6ucPJWTcsLuDiqi9XN8kcTE5ZubiA1mzgXH9p3SZzIPyoujiA7tBWF6hFbFkr80U4prg4gM7qQsSLuHUy+8Ihhf4COgM7g9sr7363QWZP+HL+Bu25FeL5jlHe0WeX6du1WaaB5/sBWHgE3UfRvUNtxHNhr7f7AShodYw6dyD3mtwRuVUyt8iskrl1dlyTeSV8bCo+4a3+AtqI0figN++MtxfGjQ9MnZsqxN/84qyf4ianwidSeRsTPpTGp032Dsjnn30ehm1fE9dsrai83tQcmqpMCWXiAGGn70x4IW5zHMf/b/BcS7rO/Gs1T0rtmVZ/r6AwtEJN6ZoSNe0qGsbRMGpTr+GXAlpOyj2q6CWTNtfVNTVVVU9UVd9XsUvVhCoSA9gdRnv/Ys4dwbjEiKaCsldVmbxuUs3E9l/DmXfmfhx+UFW2T9EDZhSxAw/3AkhkGnIjcbPfzXhMXTnWiefiZ53hENdqSDyuMv+n2xBGpb0BcnvjFidmx2s0MIk/7L7chPiQurKvZr8KCe7qBVCIT10yLjuPBnHAxBVnVf2pifYtWukF0H2nj4M6Gu6+0qQwZLUaBsBYPwGH0V5Zy8vhyMLVDcbSfVZap4aKCfzcT8AhnJSjaRWOJqfdmzQZjveU18f7nx0ytF8qCTWstDNuk/UNELfJ8QzOm0HTaplvDLhwzsRf+OBaaXVw2SCpE1I7egmHZQueHDAWRnwvt1GipEQoWxYHY1huuYqKf7SOTQ9Ob4w3mu4/oI04E0bsEv2rKA0lKy6kF/4uhdK3qfSNgsKLY8l4s9dw+A+WO1ggah/UkgAAAABJRU5ErkJggg==) 1 3, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 1 3, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur213896 0.6s linear infinite forwards;
}