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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3klEQVRYhe2WO0xUQRSGvxlm2QUje13JSoTQqNHCZ2zMNtsYC+kIoiVGjYm9nYWVrS2RBGl9lNKakBhipdFEYkEsfCARgRUVl93ZMxZzHyxxWUGt3JPczJ3dmfm/899zZy60ohX/e6htzbr1rEBl9SL9R/end+xEHE+N4vmP8+r+vwW4+WQMGEKbAK1Baeg/SjaTwjrQCqth4ss5deXvAtx4XECbSdpMAECb8eJKg9bQd5id6TYAtJ9RKgsDa+fVdLOl9W+KTwFePBIGYhfmXtOdhnYNxl9BV4qp7ANX+HMAmKRaNizPwcon/4uTBCKCAoxKLg2m0zD5ZwCXRseolgOUhmweOgOf9fysb+NVNKsWtIodwGjQiiB9z41tH6C7fwRtfMYivl1bhVwfLL4Pa8AAkM/EmccuhK4MbQ/g+qNhRAxivTAkEE6gowvevoyHW/FZt+vQCQUViV1oWAuNAcQeq+tHEOvvc30A7DtwkIqEDqikteEwo7jYSMY0BICCt34d5tfPvhCVBtMOQQ+9J4tk2kBcMtE6+BbVBGBh/3YAkmwrFS/cGUC2J/nvyBmClBeP/LEC5bCjozrYZPnGj6BmZ2Orvy95cbeuBo6cJt3RwZtvyRQbGhY9Ah1CaEXDDakxgNJ3EYHlOUhliIvRCXTl6cju9qJug9iv2xdbB7g9OI2TEmurvi+SXL2HEELrHcys1BdfJB727cJg40Oq2U74kPYM1Gy9/Z1BPEAAV6vxarnGUiW2HK3g3coaHxcWJzYTaH4YXR1fRumg7jU8fpZ0bk/8zJ1zHrJmQ6rwXmyJq/ldmy3f/CyolgewFb9y5MCHmbjynXP1G5TEIJaaHWi2fHOA8WvTiC1SsyWflcD8LNX1L360VUMEU6JaLnJtb9PjeGsfJJdGx3AygtKGVAYKF/xZEGXtpITIQy4Hf/mDZGNcvjOM2BOInKI4AkrPUi3f5UquacataEUrNsZPXiE1ClUMfcAAAAAASUVORK5CYII=) 16 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC40lEQVRYhe2WvU8UQRiHnxmXOz0ElgS/PWPUaFCMn4W5BnsaCiDGSgstiImNiY36j2CAygKJhQmWRhtipzbGxItfUYNCcEE8YZl9x2J297iLxwXEyvslk5nczs7ved93duagoYb+d6l1vXXrcQGlL6P0IbQGkWd4mefcOTf2bwFuPR5C6T6U9gHQGlTc3NjsOXZm9HOvurKxADcfFYAJMjmfsAQzHyHfBdorz0lg8l1ks9lgKbI9XNSTfw9w7V6BZv8p4KE9Z7LJAy8DiwvQ7FdmAWg7eIJFwSxFtrsehK4LkM1NIOJCtULaRwaaNleXAJSmtQkyGq+lSU3UW351gBsPh9J6VyuBmSq6jKQgXrqwBr/lvh1aP0BkLqVjEWdQrc1bXZ8AtHawKOBp1zKavvUBXB8bAFw4pQC+vYXPr+BrEX7NVwKsKMPx/DY0kNGg3Q7zdzywhbUDaO8EVpyx0tDSAW07IedDuAhfXrt5C7Op+a4DRwjCsrmn3Bi4XMvGq/UAKwWm34O/s1xvKJch58OHF7DrMJv2dnKyHYIQBBDrIpO4hcKhtQNMFZ25rDDXOJj9p2nKd+Ip2N8cJ8K4mosFFBjrfhfrntVS7RK0dhTdCqacARE428uWfZ1oBWEVm8alXas4Axbml0FDzbOgNoAJR1LzpB09z5Zcc5pmL6614CJOWihQisqRG8vLtQMMD04iEgDOXAzZ7fnUPDFKJCuMS6ZcAsAsX1A1L6l6J+E4Ii717budsTgzay3W2orJ8WeX9rFGVzNYHeDu1StYCbAC2kOsS3dkrYOKDJ9Kcf0T80qg4Ef/6jdj/bvASg+RMXz/guAiR8r7Yu7XEjPhHxc2Ruipt3x9gOHBSUzYTVgK7PJShXmShengB29mfvJuPmI2dJED3XP9agOu45W6/WSIw4VLRMadHxJvc5Hkcw1QepyrHRv8h6RaIwsDWDlFZM4BYKWICUcY3F034oYaaqhavwHrwD9ibodQuAAAAABJRU5ErkJggg==) 16 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur221421 1.2s linear infinite forwards;
}
