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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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRoge2YwUrEMBCGP0spZcGzN++yULwv9Ooz+Cg+gY/iexQ8eSv4CF49iC6l1K6HJk62LOK2mUJhPggJNMn0n8xkdguGYRiGYRjGarlYwEYSjHvNzTVIqOpvIANSDXvaAlLXbxARKga08Pvnru9iG9A8gYSq/nLjHCVnaQoYXvjhHpTCB7RPQMi0bOkm8eB9b2eFAhZgTlwmyN1+yhF5ME4ZwmgTzO1d65hR4KZWYl+gBAmXv3l8knFZXAGtax0TxEwXIB7Nqeq33ydThACUxSUi5N8i5gjwYZG7Nq62KbvtCwDPr3dAA+yRYtYj3m+C5+05AqbmgI/dcNxyfF1mwfwG+AQ+3Dy/zq/168/OhTlJPPbgOKHDJN4zvPy7m3tqr9kJHZuc3fZAVR+AW+CaY1FRWH0d0BUgN41aaGj/nIayuEHyJboIfQGS6P6Oj8oSAhpEQPQT0PxTnwUtPIWoaJ5AF/Rh4YuK9mcV1U8qhmEYhmEYM/kBm6Biurp/0aUAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRoge2Z3WrTYBjHfw2h1FK7D+ecHuxAVIRIkOmRgbjNq+il9Ap2KbsMMdAD8UAI9HAXMHYgzjnr1jUePO/bvGmXpG2SDSR/CE2TvB/Px//5SKBGjRo1ahRA4w7WsIzzSZWTVwGLILwBmoB9B+uVjhaeEwFbQBcRpFTYZU9owCII/wDgu2117arsRaoUQObu9wDawLiKRar0SZn76BjEdSpZq/CkURRlW1EsYJWx1m0o6kJWo9HQ80xYPkyagq0yvpBWLDznhiC8Blos7yYSYj3nGuFIZW6WBpsgjIBtdXRJWrRFEEYqjL4FdhFB4/HQNeaYHb8Qiknsuw8BCMJTtbhOWHmwleVsfPeJulZ6ls6DhWi0C2wqTa8DHUSQDp4zawG5Fz+7BWyqOVqsoNAiJJ4giWkMNBkMNwjCHwD47uOZzYh1gvCXuv8UEfLKOO6cxKgFx8SC6LDZVW4lCMJvQEfdg1jb5tiVXKjMarSJuEIXzzlRCSxGvweD4Ttkw5fAuTpKLy9mYanNtZBwl3Z0gG2CMDKizz5wiOdE0+uwB7xAIk8nZa6Fw3KeBSRW93tSEpi/WTg6Bt89IAg/K81/JAi/JMbNWmgWEp1GJDkyh3wS++4DRFNn00VvW3xeKGsqsO+OFng+qSTPOVVjN4i5NidEvgVESNNNsmK9rQjLVPMwwnO+ToX23U+IRkekV6g6wl2q44IUKyxCYs0BzYMs39Tx/3sKiQ+MjelNpQmghTCFLZTs8sjcMci7Nz3XBIZ94zyPxEuTuQw0jUjzBtgzMvEh8MG4/xzJwoVbzLI6MhvP+asyrE5SJnHFbXz3JTDBc04YDHU21gS9FwjJRavriFvsINrdNlzmPbHbbAE7xpg2Bd5YFOsH5JVJG999pDZxhZDzHCGqhi4ZdAa+UOHRJgh/U6AfKCZAvwdB+JO4I9MRI66NkhgnngnCM5UPWqxohWIcGAzX8F3dpCSLumzIM767RtzkrKTMMsppfb5snNbjJ8jmU8uFLJTVD+j/yQ1k1zv54xdAWf3A7drPK/ryxi+AajNcbIHCZcB9QL/YfQ28QnJA6S93q0RLJatd4BnSrZVu8So/cJjV6xiJ/fN9QUFUKYDuJSxWC7MLoepPTJV+XqpRo8Z/gH+7Tj21ATNLAwAAAABJRU5ErkJggg==) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 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:rwdcur154061 1.25s linear infinite forwards;
}