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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhe2VTUhUURiGH2dGZxodrUmj/+h3UwZZaYSUBYoabYpIWtWiRbtWEbQqiIKgaBNEtG5TZIWVZSkyVFgRKkaUSWSTI95759yfmXvu1ZlpIW7KtOAWBfPsznc+zvvAge+DPHny/MvkJjiZk1zX47R87KP8T2QUzChg0UyQNiQkRskKQZ+UPBqf4HEOYjV1yD8qoA0TKg6TLCohNJGG+FcQAgwLbJu06xKzbR7bkkfZLH1Hjv2+QGCmy+gy5Jf3dEUcGksjUebNLUDVVBQFviYIa0kaDIMqXwGVkVKuATFPBQCk5IEjaRRCw7Z9fPoMb9/BxyFa4yNcyuWIdXSS/d3gKXyzNWQz3LdtGBmFN71Z+gdAVaEwwPbFCxHThbff8YU8E1i3icFsjkHDhMEhssPDyEgJVG1iwcb1dJ47TdU02qc8EwDIZLhvmvB5mB6hszdQSHrJIqjcQLRiPk+uXmbbVO+zDta4DscvX6DIMwHH4UEyCfERbt26S0cmQ9OYiuX3w9IlzC0upr31BrUA7jj7bIcSVaHOMwEp6bIs0sEgNwHOnKfbdan/EkcEArB8KaVz5tD+tI3drst+QwdFo8kzgbpmpN/Pxdv3+DRVO3acF6Eg9Y6LVlZWSXl0Rdjvo811qU4KSAqaPRMAqKjg7Pe1g4d5FSlml233K8HQSsLhrSF3HAwDUinW7d7JKs8EWg7/OHZ7nxMoLCIqJc/GxrqQThApIWVDKg3pNI2zvTvrIJqOgZfBHZmMc9S2aTZNoqoGug66GcPQITE6eTYt9gBXPBdQVKfbtBCqRm8iQf2YQq2iERYCrBQIHd5/AMOirnozoZ7XP19aMy6jX+XQAUKKRq0Q1BsmDUJnY2J08nvXrqHpwyAPvcj5ZWq2UL56FS3A9cr1nPir4Xny5Pnv+AZPCjM3XaM6dgAAAABJRU5ErkJggg==) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhe2VTUgUcRiHn11ld/Nj09hC06yMoCiWoMWSRErUvou+oC516OIpLIgOHoLu1SEo6FReDMokLS01BQmKMg0TSftyN01xv2bH2Z2d2dmZDhFYoGt+1GWf2wz/3/s+vPMfXkiSJMk0GFqa3VAojfpIXcw+pmkFwphJw4uMxe+ly+/nWSxG++ZtDPwTAQBNoC4lnZPIMDoGQggUhe+xGK1qjDZVob38EBOLJjD+mdMZ6dxNzwZFhG8j4A+CIIAgghRGV6L0a3HqrRauVVUj/a3AjN9XlnmqquiKgnnZyjMwWsvomMHgEIyM8d3vp9Fi4dEKBx1Xb6D+bXNIMAGAoV7eGAYuNQYfhqCvH76NIIZEdjQ00T+XplMxJzoQ12kWJRj8CG97weuDnBzsmzbQWXMR5+ILxGmRI+B2w8dPPIxrRAvXQJELx9rVdN68huvPTGfz8sKGOhwLIpBi5rUawxcQ0IMC500mDmoaEbsdCteyzGaj7cZVtv+eChyXZSoXRGCjC13TaFVVuju68Ny+Q7uqstftQTIMyM8ja4mVtju3KP2Vicfjx8Jh9i+IAICq8sRqof7Xc/UlumSZimEPgqZBfh4ZmZm0tDykvK2RAlnGJYSorDqbuP6sBHSdVoeDB1PfVVXzSteoCAQJWK1QsGp9mtVCU1znuhTGHAjiCAoUJaqd8DdMxOP7OG1Wnmdnr3MYxlICQg/DbujugS/DXGnv5PJM+VlNYCYOnKAvNZVdkvRZ1DQTWVmniIQhJIIosi9Rfs4TGOjOtSnKeJmqGocnJQ5IEivlKEgSDHvg3Xtwe9CzlpL74uX0+2JOq/ZNlykjJIxdkCIcEQScQQHzhA98PhAnQRQhFAKvD7NhsAeona7WvO/AlRpWjHspm5hgtz9AeTRKfkSGr19B/Lma7gGn5ttn1pQUs8G5mXP2DJqAScC/s2T+d21ObN1CanERpSeOYv8vAkmSJJkNPwBhwD9F4EmSUAAAAABJRU5ErkJggg==) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur217166 0.4s linear infinite forwards;
}
