@keyframes rwdcur47818 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe2WMU9aURTHfzzpA0kohIoFUasNkn4EXZ2a2A4duzXp6GDSqWkHb+Pkx+jEF3BxMHHtYgwODqaEaiVq9cUYHwgEcIC++vRR770gLvynl5f7/ud37zn3nOdDQcun2abs2m8j730y66QWqQZXgTBUTXstv+oHQgjP574AOAHDfggN9QRGKgWu/GfC8HYMPmXgXQoi/ocHcJQIwNQwzCUgFIP5cfj4EpbSMBPWgpACcKq5CdSAyzIQAyIwHYf0JCwkXW6y11DtBI4r8LsMmyfAQevdkQWHxdZzQ8kN0OwDQghYTMOrUSjb8DUHtaaTAtndg8IJ3DHdvQDqULQhOCRrow9wU0II2D6HtQLs2WD8Y1PZvTKAy9yqwp8qHF3BVb1P1/CGhBBgGvCrBBWN6mtLuhN6DaPaTpQn9llXLVkK4HZwIQS8ScLnZ5ANawcHiRR4Bn8RgogJ0TGYjblOQHVs69WAaUAqCJgQD94LrQ3Q0SgRhIkk0IDxKMyP3qkDWQjNW+AD6sDTlkWg1Yh0IP4L0LGp/DiD9Z/AMexb7a6IJ0RXAB0hqg0o2PA9B/mSa6L0HMATYiQA+UvqOQNKNbAqnsF7+lPqmJkGXFSxni+w8mURNk44nPrA1utV5eCgMI6hc1H9DbZ8mm2qDqOBBhro0XUNGiSyAuPv/o4AAAAASUVORK5CYII=) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7ElEQVRYhe3VT0tUURjH8c/8dXRMbTKmf5CtJDAKolznLl9A0AsJWtWRFkXbtu3b1WuIQOoFRKvAUML/aajMOOZtMTikoznnptLC3+recw7P73uee5/nyYjQ08U3yZ/vE4MPM/ut73fmIGXTmh9m3Kn+SncURodlIJ8maAhh3+c0igJomV0sMVBgY6u1lhYkPgPlHMN9TYBMwtUyCeHVc5bqu0AOS386gFKOSpGhHqrdbG1T2+bGAK+/RpkTUQUtFbJMr3Gtn54ifV00trl+jtHBKPNogBACszVkWKkxt8b8Ot83eDfFh4WYcOiwDHe0U44hBEYrjF3g2zpvp4XHTxB3eyIzsBM8hMCnZd7P8+Vn8x9IqVR9oKWVOvN1clGXTg/Q1hFnayw3Upvzj7PASB/F+EKKBthrHkJgrMr4Japdxw/QZp5Fb55yhTuVZm84APbIAUB3nvMFnOXeMCP9u7ZjINIBXClxq4o6ftCbaxtGnUJ0BNDWXBqwhYSlOpd7OgmTHqBNM+s0fjUBzhRZqJ0wwGbC5CL1GYoFsifUiFoaKvNxidVN8lk+r7YdOZZxHEKgWuJqN8Uck8v0FuydaTEDKT4DCzUSNpKbXj66L7x4Zm7oganbd00Mjkd/i1TjeK9iR/CpTnWq/0q/Af11o9ms9n85AAAAAElFTkSuQmCC) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/klEQVRYhe2XvU4bQRSFv1nbawPGjo2dAiER8SMlDUqdNIkUgfII7vIIaSMKhiJNJPIaUR6BkiKiSwlRikgRP4pEEMQGk2XX3hRLVmt7wXPHBY1POXvnnrPn3tk7qxBi4/ensH9ts9ZQ0jz/IdqYRn4bTEU5o5JrrU1TpMJIZRr5bcTJdRMXhgb0k/cQFxyYyUNeQVfBZQAnXhxjIiA7LOBO5J2IfLEIGQeO/8KJJ0ph3AMxFPCkCA9y4ChQCmYnwHUgKz8McgfqLlRcqBdgvgitAA6v4MyHHxci+8HAgf5E11eP4KANS0Vo+pELX8/xv5XRb9dF5GDoQE/Cm6bUWkMpF4kA3us3ppw9kPdAEl6HWIwlRAJ6jmTBgRnXmlgsIEmutYZqHp5WYKU04IDkk21fgqoLr2fh5UNQ9mWwFzCdBUJoByOVwl5AGEYCpjLweHrgsWkZ7AVUckAJFsvQSQ8xEWE3CxRwfg37h5AJ4dK3SmMsYOBNQqLptzAFXgBda365A3G35xz448OFD910BSafZFEPxOQLk1Hndzqw14Ij2QhOYqgDqY1UK0SXjwMP5ifhZzty4waSYSSehiigGcDuKWz/gu+teCbYQHwnfPfxM8FEleOl5yx/+UBz7hWl5g67L7Z4tromvpEYb+gvxWatoZJro/wbjDHGGPeKf2thruVQFlUkAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur47818 2.6666666666667s linear infinite forwards;
}
