@keyframes rwdcur163251 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACr0lEQVRYhe2XTWgTQRTHf7PZZGOS2qaJl2qxoCfprV0RLWEFwYMigp714N2CHyCUItJDD9JL8SYUehIVD16kx7VqBdcqiIgnFdpCoV82SZNssrvjIWm1qalJE2MP/mFg582b934zO2/Yhf/6xxK1OMvJ6S5atK9IIJ3tFAl9tl4ApSbvoDpAWwiieyAYuF4R1LTa5KR1SZpWvLEAOWeY7xlYyUIuP1IheReaukIsMk7QvyBNq3u7kGot+UWi5wt/em2aOkgsDCENND8sro0Apyu517YD1ajgPCadB8+DtA0FZ3w798YDeEyQsW8yn4Q1exDXe1TTfPliOihfv080HKyCtu7A3uB94pHn8uW7I80A2HoIbWcIj2Uc93MzAJomaVqHpWlFyu013YQ7TNxBwDeHEOB4IBgVfT396+ONr4JyaeorWkPQ2Q4HY+BTrkrTOt48AMfrokUrZRMQCgAcbR6AqnwjZRefPQmZPMCbjeG/DmA7J1jNzJHM/jwDhj711/OWq1IV7E7Jj58uNitXw+8BaVoJNPUJeSdOQM1gOxeEoU80BECa1gGgD/CAKWFs/iSTptWLEBbRULHccgVYSoPkpDB083cxqy5DaVq3gBngAfAQmJGmdWNzNKWfliC0hyHoh7ZQsanKQKW4VQFI0zoPDBOPwKF9xRaLANyVpnV2w9EvDAK+zZMDKviUU3UB4FOGiGjF1QhRbNEQhDVQlNsbfrY7RtoGKUvkElI5KDj36gOAbjT/VmtQBYXeXywjuF6SmWVYSMHsCjgueNypF+ADdmGrNeeAx9v1rjD0JAV3P3n3MqnsGLZzhbwbFYa+WClwVVUgTesc8JRYGFpDReNqBpbWAM4IQ39W5UJ2BlCCuAaU/wv0C0Mf3WnymgBKEB3AsVJ3Shj6fD3Jd4V+AKRz61sF7sruAAAAAElFTkSuQmCC) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur163251 1.1666666666667s linear infinite forwards;
}
