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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABZklEQVRoge2YwWqEMBCGv4iILPTcZ+iT9OH7HL32UFoRsU4Pm5CpSHETRxDmg5Cwm2T8JzMZERzHcRzHcZzLEk6w0ajxYrm5BY2I/AAd0FrYsxbQxv5GFmFiwIq0fx/7+WgDlifQiMh3HPcYOctSQAsQQgCj8AHjE1DjzsqWaRJH7yc71xNwBjVx2ZDv9i1H9Grccg+jm5q7xDZTUeBKK3EqUHmjsG8rEdFrnoEptpkCMcUCyB7tReRdPdSuDbSQuO6JLGS3iBoBKSz62NbVtgXe4vgVGIGBXMwWsvdH9f/0iIDSHEixq8cTf6/LTs0fgS/gM85L69LatP7hXKhJ4rUH1wmtk3jg/vAfce7WXkUJfVR1TGLWvyEihBCShwe2BRRz+TpgKkDdNFV3/X9Yv04TQnghh9jhIswFkBM93fGHcoaAkSzgUiewxOraYeR9sBUwq14XvkOx/qxi+knFcRzHcRynkl80a2zpLscSEQAAAABJRU5ErkJggg==) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRoge2ZXWvUahDHfxPCspZqK1JfUAQvvPBO6f05pwj9Fv2o4rWI+Am8KF5IPXBELeu6TTPnIjPN7DbZvLiPKHYgJJt9Ms+8/eclgSu6oj+b5CfskYXrMiXzFJSp6jkwAfIU+6VWILfzFrUSG6XkHhAR+J09oKqQyPqQVoFMVb+aB5JYn1RMjXKA1B4YwzSjVrykPTVmAAEDXcbqy/fyJgMoA85V9QyY9hHMPJB1rPN0e0adsXrJNlgBVUVE7thGnUqYB7pkmIjITVO2l2Hiw4NIRK7b5YmqfgImh4eH0zZeJlTr/mb5b8BURO7b/Y1X7IsNqSy0q5VkD4DbwA0u42lqaxR4Cjy0ZyPlwI3A6y6wa+uSeKAEFsBcRHbs+oTK5UNcn9naM6rwuWO8ZsDcrnt5YUwWciWc9lT1XwARuWUCzNc872HjWMqBwnj60TuExuZmV6LwzQys24Fn1gDg3O8HwC6ole6dPiPDseSbLczy26p6DBeWXd1noqpf7f9HIuJ7u9WLMUJsohIXVNabmXBQKXPiC1T1NbAdPOJh4zE/SnjY3EDj2Wnbjner6dOE36cG66kdHjqjqE2BjLoB6+ulDNhyy5vAB3b/hSskIvvAFztmNAvv4Vm0/L9eEDUCOs9Nh/33T7j+a3V9F1HVl10qj7ZW/UYQi8g1e2hiYMuAY7fi6tmeaTKE37+UVuN6XxfPVJU+/o5dQJ39GuT38PEW2BWY0D0a5gZYF/BvE/5VEOI5depsA6+n6ZiqvVbMCLWiLwaiUuuq7YTK5W9bQHzAMogXNFMTBoqgxFoPtFEXsOMEtq+qbzxMLBQOgJd2/Zj1IO6r1KBCttpCLAmPNWom4MKyzRuowyZ4pQznH0qjoytxAGimqucigog8Mp4umNMCmJnlS6xOiMie/T9aidEKrFRVVyhWWML9OVXMf/F7RlssA3Qw/Ugv5Fj4LiL3qAAMlTVPWcZJzCCl9UpT4BjwZ0t+YjPnYbMD7BkfT4veWU4anouWLqiEx8Dv88WgdnpMM+czLKr62X572Cz1Ni3jZAnMj46O5sCpqn6wcPRK23sehuHNnFv+pm2YUxelGcuFaQp8Mww8A/4DPrIM7pzQJqjqe+Pdeyob/FbCLP+J2vKtm3UM9BBGVBMeBr5HHYOBHRHx4XztGBj7mBa6qC1mecdNb8MOVSAWs5j+Gl3dwwOrPAsq4ZMN9XEW9t+tGwUPdPX1g/hGGvtWohdzA/CTIGCXEoOrcZI3xk4GyoiT0bNvGyX9wBHCZ6kF3iSl/kIDCa0PaRUobQRMZn1Ii4EinEsSeSD1h+6kH7mv6Feg/wGXciS3oIbztAAAAABJRU5ErkJggg==) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.333333333333%,97.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur153739 1.25s linear infinite forwards;
}