@keyframes rwdcur70889 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 20, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKklEQVRYhe2VvWsUQRjGfzN7s7u395F4SVZTxPgFGrUIKiraCDb5CwQ/wC9sQ0SttBZRkGBhK1hoq4WptBAVDBKxSBQ0RUThcpiEE+/27vZuZywCkQiWc2dxD0wxwzDPj5ln3he66qqrrv47HRk17bST62Z7d6yaXz3XNog/AGNHDb4Hvosa2kbq4d22QKwCjJ82hAVwFUjJwO4TZAb3wMQZ6xCyMHHWUIkQG/vXFoOPWVQ5B9rArStWIaQpLkH5F6Sc1eEq0p6htxkiNw/ChzlO3b9jDSJV+7KAD9S/L0I+C/kMJJLai6cEIqb2s8qbV69t+SPr7+eEEALVTKC/F8I+CCQZtwdfhhAElIpFawApgNrMrACQl88bvfCVkrvM0IYMn2/eEACJNfu/6oC7ZQSkRPe1qPoNi7b/AKCeIIY2EcRZCHT7AYxq4Q3vAleiEtUBANEiMTHV3irGFe0HcPPDJNUVWpU6jVQHMqBUHuFk8GMfdAcyoHWMLq8gUDidyEBW9iOMoeYVyXlOWwBE4fY1Ex08xkDPARwUpegtMmpy+PkYucTQbAmeTXrWEimd/fvIFXYQOWXQmiC3nXS4c21DpODS9ZfWmpH8cfykyDdCXOPjxWnylRBFGi0h0YL42xPefbLXC9audmSyYaIlSa5hiEY1W6cFpfnHeCTMTF209gTrDj403jBhCuYXoVJ5RE/LMDt1wWpFWvcLpu95wvVBLT+AFaybA/wGPjK1h+APt/UAAAAASUVORK5CYII=) 4 20, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe2Vv2tTURTHP/e+38lrTNu02lDTqlSHYnFx0aF0EAQdBIsIDg4Kajc3W1wEcRVEEBdxclGqbk5OBaF1UqEI2khjNX3SpDa1+fFe3nVIleYPeE+HfKd77vL9nHvOPQc66qijjv47HTui4rSTbdHpcYUUyKvnYoP4CyCmLyukANNA68uy/8VGLBASQE6dVzI7CFKCm0B3uxGOgXnvTuQQsmfypApdB/FrswVgGtTXCjTWG8itJkyeiBRCYlvglWiWS2CbEDRRfoCo+VjhHsSBYS7cmokMQq9+XMIWgtqnZRg7CLUGemY33qubmKSxwgpz9npU/sjqwnshAT0IWzdhiJ7uRzfKSCMFgclqpRIZgA6wNf9OAMgzEypcLuJ/z5Pp7aNwd0ZE5ryttjkgDo1AJk3gFZG16LLeKX1noJp1yA0ggTDvxQ+gdQ8iRiVqZRXVtRU/wK7MGEbPUUqZBfB+/gOAjQFkyUbPjWPkVmIBaGvCwAtR3xSab+Bqe+MHSIYK1w0QBQvhG7EAtJXATwmSq4L0VxNX2fEAnJ2pq8+eIpuEJRXgrGuEa0384ePos/dV18gE5cOjkQ0kaUlFZUhQdgRhqJPYgIy2Tde/D0s5nHr2PLJlJJ/ctoWTExSzEv+NhhG0kq2lIJEaInj9kvlCMSr/VhN+uGiKXquJs6bQZCtZpSnsR3PUqnV+XL8WXQn+HN5esYVSisb2Y6vZp1hVg83pG5EupLZvuPjAEom05MviY/RAkn94KfJt+BvG+r+97dswnQAAAABJRU5ErkJggg==) 4 20, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACN0lEQVRYhe2VvWsUQRiHn5md/bi9y553ufiRCAohFiqGxDLRUoOdprEStLXVytbOv8A/wLQRQUUsgkXwA6IkKFFzhhSJovnQJHt3e7cfY3FKPMFyF4v7VTMMw/MM78s70E033XTz3+X4qM4SJzt24yMauQMTY5lJ7AlcOKMpuKAU7NTIP5zORKItMD6ikRIsE7w8AHG4S3nhbeoSsjxxtv3yoAlSguuA6yAMG6SkZ+ZJqhKSwwehUmqDy0Xo3w+WSWtrlcb2EqpQ4cqD9MqhGu+WcLQmiELExfMYvRWiFy9JpqYJhwaRfQO86htIi49qPH8jcmOj2tQG1rHT5L2jbBoa69MawW6dqKfON99PTwCgMftaAORjS8eESFWgfOoka7fuiCbQTA3/9xxwXVRg4fUPo1wvRexe1J+bOA6Q6wXcQ+AUD2cvIGwbKyqg3ivssCd7Acco0bdg4m5ArZjLXsBtVChuCEytMT9nwu9sQqNpQA4cG6xY/utOegKx1oSluH2QDb9TIPFatH6VPp8zMhEQ524Eum7B6qRPQ21Tmd/H0EKelRMRtSMG4aJg5boj0hKQ4QED35cIGbO9W6XZbM89VVfEH028Rcnk7WepfUZy5qYp/M2E5IdCOQXqvRYtDZUqePMJ9fX7zM9+SYvf7oHqPUeY3wVmroxjWwCYQhAtT5Fs+VQfX06vBL8X1UtlYUUWkRFgCVj9MIVtaJafXksN3iEA8HV4UJQQzNXukiiYe3Q1VTjAT3CStE6pP7JYAAAAAElFTkSuQmCC) 4 20, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 20, auto;}
}
div.testarea{
animation:rwdcur70889 0.83333333333333s linear infinite forwards;
}
