@keyframes rwdcur30737 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAiCAYAAAA+stv/AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0klEQVRYhb2YzW8kRxmHn/ro7umZ6Rl7PR6H9UY4SyQw0i4SORHJHFC45ZBTIgI3IyVSFA7ckcJtc2ODkHJJDkjhT8ghEgcnREggSyhBOOtNNrKXNbbXHnum56O/qopD26N1duOdcRDvaaa7+q1nfm/9qt8awQWj1/vIRZEDLHGsaDRWxEXyyIsCALzxxj95++3Db5ICPenAXu8j9+D3KKqyvHyZtbW/8OqrLz90f1JFplLgxo11Xn/9j0RRjZdeepMwFFy5MssLL/yWKKqxuvoWq6tvTZNyMoCy3lUWFupIGQAgRBVrLcYYnCuvPfPMj7l+/UdEUe0hRb4RAMDq6ru02zWEKJU1JgfAOQeUc12+fJkgKHj22dcmTTs5gNY+zjl6veOTKwLnHEIIjCkA6HQ6bG9vTzz5VADGGLIsI01jAJwzAOR5jjHZ+PNoNJoKYAoXdMnznDxPALDWMRwOSdMUay0A3W6XZrMJ8NA6+DpXTKxAnmcMh0OKopTbGEO32z2ZvEwzHA4ZDAbjZ9555y6vvPKHc/NODJCmfZIkwZhS+qLI2d3dPVFlCMDnn2+eKcHSUos8P387OFOCUjIHlA89KFuep/R6vbHcWTZib28P3/fHqgihzgD0+32KIjsX4CsKONbX57h5819EUfVMDfM8PZG3ZLJWY63F87wxQBwfnSikANjb2yPPi2kABIPBfZ577jovvnjj7EDpkYwSnCtF29/fYmd7m4/X1shHCT9Z+TX1iuD+f3YZDTsA3L59m+Gwdy7AQy64c+cLtF7k6ad/MF7JUVSjKGD/cI97O3f4zvd/RuXKt/misBT1CAfc7Q2oGEel1qTfOQLgk0/+Sr/fn0YB2Nra4vj4mFYr5Pnnf0MUhQAcHP6bv/19nWqzQRbUODo8ZBjHWGuID/YpPEVmUw46B8TVBnPf+wXLTy0RBOF0AJ99tk673WZxcZE8z8dDOp1DwloN117AeJparU6lWcPlOXnQpFatMjvXojHbAAu5F/Lnu1sc9e5PB5BlGUmSUK1WmZ+fZ2XlVwBYYzlUFbwwRDiYb7d4cvFbhO0nqFQDPN9D4GhEDXTg4Vc0qawyOFmQEwN88MGbvP/+GkVRcO3aNXy/AUBYD5m9NIsnNGG1ivA10kFuCqSn0VohpCTJEgKl8D2f5kwdp4PJARqNFRHHA7a3bxHHMTs7O3z55Qat1k/pNdrMNkJqUYhXCVACpBJ4UqGkwAkBQmIKi3EOoRQuKxDq/L3ukXeTJKHb7ZKmKa1GhGm1yTtH4HmYwqC1RAJKKoSSKCHxlEYqiUMitEQKQW4t7jFdwSMB4rjL5uYmvlLcOjomnG0SPdEi6Q8QOIRQCCnKVzECqTyElgglkNIhEehAY40Fcf5W/EiAo6PSxxufforXXmDu0gw4hVYaoSTipAExOFqhBxKUkCgkxji0VlgnybIEwRTvgtPY2PgTy8svs93pEC0tUWQFVgqSZITvaXxPkeWGMJAILdBKYZ1DSYkBkGW7bouCKKpPp8DpQryPoHn1KlfmWvTTjLmZBrVmk+EgwSJxSiC0wpc+CInySiWcKQAFDkzc5/bHv59egXEYw72DY3xfEaeG9nwVz9MoIZBaISUoT4EE6VzpAivQGox1OCCOB+e26F/rkYON98jiPrgU5fl4ztAzjsEoQWo1dgBCsNAMsQhcUaAUCKkwSTpRu/VIgNMyHGy8R94fMhglLF19EmFh7tIMxlqCiodGIQDjJPN1n5ExFA60K+3XnGlcDOCrEKbb4e69faQSjEYjAs9DyvL3CSUIPElSGOpSUBOglcT2Y259+LuLAzwIAdC9v0u31ycd5ggpGY4SkiIl8AMC5WOMIzeGIPAQQmGtfWz9gceYFMb9QGv556A0Ty1/F5MX1GsVClPaLckMSZIwGCSAJe0es/uPd/83AKcQULbaiz/8JVJJcOBwOAvOWawtNychACHZ/PDmRAfUqc70k573TuOi/xn8X+O/UAHENXaJ2JgAAAAASUVORK5CYII=) 16 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur30737 1.3333333333333s linear infinite forwards;
}
