@keyframes rwdcur54582 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 2 1, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 2 1, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 1, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 2 1, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 1, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 2 1, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 2 1, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 2 1, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+klEQVRYheXVW2wUVRgH8P85c3Zm9tru4raFFihlC23BJkhbiiAC4SISFQM81QRi4gsKiTEaMWIlMcZLTHjAxAfFBxNpRCMWkmIlgqillYuESC/QlgW6Zbvdnd3t3mZm5+ILEKFaoOzqg9/bnIf5/+abL98B/uMiANDx68m6qWWlOxljdYzS1lQ6XQVCy6KRyLr6+oX+fAIoAEQj0lWe55fyPD9jLJHYFgqHVzldzipD1+fnMxy40QEAaD/yg696XvVOQ41t8F8863EXV2hl7muMaMHzIyGleb+66LAvY7U5XQVGTRGnVlZWqoSQid59fwAA6D21r3FmceJnM0uYxUgiIy42bHzcMDL9rH1gXr+tcIavwOWURZH/g3DYbzLaGvJ6/SsI0SYLoLc9pOIvj/rtDAZBMm0HCRyhQcnDsiNB+ISgz0U1OKCIVlOvEwn3IQNrmxaJbrsYDrtyAmDZcEMiakCPl6H73BDSwyMYONWFjoEy0Ew4JssK5EwGSjoJM5Okoqb6eJN8JINtA4BjpskeCACYWl9Ch8AJOJitglIwHU6rjHMDUTCqdBICQ9NNZDQdiawGWZHTuirHTNnYBQAl4bAIAO1RyTYpQDIU/2J5qQscCN6s8RpcMgyqGdi0iINuIm3opsFRCoEx8IIIzWITFZO1JBLS4wDQsndvGgDWuD3pSQHe/Vp5LyXQoZSaRlZLUuLwwsEiIERFGBUrM4ZGk2oGSlYGySoQiU4tFqXCa9MlANi9e7dxr8F/C2j59lM1KBvbzw8HvrqUsmoSKUFWnBIayC7YHuXKC4kBqmRUjEpxbTgc6R8bS7RqCu0SrO57/uIJAQBQv7LpYFpwVZjuIvaQWI4CfrZrjCs6LVqIocJUdZPIPMcYYI4F46HPuga+/6C8qCg4WcC4qVWG9jiSsYgv7FyNQCyFh+0BsTYUqBvEzFaBMY+paUGTcrWi3THk4EVRnFV535M/IYBwtCSuFhfSdBCc6MXOvd+ErqXCzdU1ddULan28znMNgsG3qVHpqGAIwRVVKya9hIA7NiEAvLhlU+OOzct/Einlk6oivX7wF5e92MpCZ2Jzfzx6+OKDhN0V8OTTm6rsNttJw9AKt9ZacOwKAbUlMDjKI3w9NvfEsbacA24N4Zq1z7imeDyHChy2Qiba8Z2fh0M08NZzW/HGs/XQlEyuswH8ZQZqprP9EQ2+VzcuhcsmgDEOh06cwXBIgn8kmxwYDIXyCnjikWq55cQFTC/2gAAQBR5N6x4ztjR/sn5wJN47EuyO5QNw6xfoGnuhaVXjLqvAw7xxFpLiqm5zr/dM8fryEX4bYP2Ot6VHF8wPwjShqlkAwOB1SSwtLn5pVll5W8PiVXlB3LYHei4HjyfivVJc5j1zyuw4fu4KpDjAqI2pqpzMB2DcHti8cUMNpXRZgV34WKYFlBKC4dHRL9tbv27KB4C786C7p3f0QnfP6YbGJQsTaWUubxHgtNkqvVNLewYv9fXkGjDuMrpZotXZnEwlJVXLQlEVMZkaO7Bk+erncw0Y14Gb1dnZEfTNqXYzZlnKWywQRZEQSp8qKZ3529XL/f25AvxjBwBAkZVD0+w6ZpfPgsvhBmU8JCkq5ir8rnX29O/vjwYCpr+vz+z4/LUDjcvW1uQ6Y8K73N99NmUGYOhDB/a8s6/rlc4z0VznT1ycxUM5i6fw3039v9Wf9rsd3bXlafcAAAAASUVORK5CYII=) 2 1, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8klEQVRYheWWW2wUVRjH/+fMmUv31nahF+iFAi20pRKVFoogIYaLQFQQeNCaQEh8QUNCjEaMWhuM0SdJxMQX8YEoJGBSgQSsBBCxFGiRGHulLQv0srvd3XYvMzszOzvjg0CESiPtLj74f5vvYX6/fPOdbw7wH4cAQPOvF6tnFBbsYYxVM0qPyYpSDkILR4PBdTU1izzpFKAAMBoM3RIEYbkgCMWRaHSnPxBY5XQ5y81ksiqdcOBOBwCg6dRPpRULKvaY+thGT89Vd3beHKMw+zYjhvd3n1+rP6QvOVEaz7A5XZlmZS6nl5WV6YSQid79aAIA0HXlQO2svOgvVoIw3owhLi01bULYNOO97Mfeqn6nu7jE5XIGBIE1UY4ejIhcS+306ZGpCND7HuTw7hGPncEkiCl2kMFT1Btys4TPi7mib46TGtQOPVci1quMowezktbezuHhkpQJsERgcXTURDJciI5rA1CGfOi7cgnNfYUgajCiqiq0uAJDiVGmqbmChZ1JKuzu6bEEADhrWWxKAoBldEeTEDkRjYlyaJlFcGaouNY3Co7olwGYumFCMZKQdV03NC1i6taOCDcqAUB+ICABQNNoyDYpgZg/fHBlgQscCN6vzDG5WADUMLFlCQcTUCzTMhnHQeAFEF5iOuGbtbi8qb/tdAwADu/frwDAmmy3MimBT45qn8oiHZB1BQkjRokjBw4WBCE6gtasFUoyQRU9jmRCBW8ZlGf6TJfdUNvb2wEADQ0N5r8F3824c3TlzLcbtXDwFU4qetkpDjNOHvEPcVV7VSn/C55aAEzTonTM4XB0OF1ZrUygX1cUFf0x2SNJHyzUPFfXqIiuOVZ2LpsulSBTmOuKcLmtIk9MHZZKCDUYpUY0Ll/wDF//vLKoeNJwABg3tdrAPkdsLFgacK7G4JiMJ+yD0kL/YHUvio8JHHNYZtKgvOhyZthlS8ph9bBoA8gjt/6hAoSj+WE9L4sqXnBSDvbs/95/Ww7UV1RWVyyoKstiEvekqMqhuOVrXb9w/ZSWEPAPM/DGti21u7au/FmiVIjpWujdxgsue14G87eNzT9z+kTPVIETCqx/cUu53Wa7aJpG1vaFPM7eJKC2KPpHBASGx+afP3sy5QL3hnDN2pdc09zu45kOWxaT7PjBI8Ahmfjwte14b1MNDC2eajaAv81AZRE7FDRQ+vbm5XDZRDDG4fj5Ngz5Q/D4ErG+fr8/rQLPP12hHj7fjqI8NwgASRRQt+5Zc1v9Vxv6feEun7djLB0C9z5B0mCv162q/SBDFGDdqflDYT1py97gnpZTmg74fQIbdn0UeuapKi8sC7qeAAD0D4ekgry8N2cXlpxcvHRVWiTu2wOdN7znouGuUFgV3PMK7Th37SZCYYBRG9N1NZYOgXF7YOvmjZWU0hWZdvFLlWZSSgiGRka+azp2tC4dAtyDhY7OrpH2js7WxbXLFkUVbb7Ai3DabGU5Mwo6+693d6ZaYNzP6G6kDGd9TI6FdCMBTdekmBw5smzl6h2pFhjXgbtpaWn2ls6ryGaMXy7wPCRJIoTSF/ILZl2+daO3N1UCD+0AAGiqdnymPYm5JbPhcmSDMgGh0F/Xr8eSq62/fTYyOGh5urut5m/eOVK7Ym1lqhkT3mI9HVdlaxBmcuDIvo8PXHqrpW001fyJw/FuyvHurMdL/b/lT345C0aBqRW5AAAAAElFTkSuQmCC) 2 1, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 2 1, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur54582 1.4s linear infinite forwards;
}
