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12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEF0lEQVRYhe2WXYhUZRjHf+d45njaHdfZ2VVnx0U3WV1RcNMbwfzYSLALBSNZ+lCKqKugVCjYEFyIMKg7IekDoyQlSZBuEoou6iYINUsxu0iRdN3V1nWdnTlzZub9d3FmR8/uzLhrdRH4hxfmPO/D8/8973nnPS880AM90DQl6VVJpyWNSSopVKn8fFpS739lvEbSTUnSgJH6fOnRjNQ2Kj01Ju3NS2fGeXRF0pqp1LWmaP4R8CK/GLvQPcxRjkfmAwISzAbgyeVb4fBDsMI2wEHLsl7+RwBl85fYk+ebt79miBuTcq4xyCI6Ks+tJFm393HodwE+rgdRF6C8jD/whm9/8u5BXNyqeVmytNISiaVJsfrIeng6Zrimx6w2+/tpA5QKGrDPmtSxlZ8zxPVKvImmSJ6PT5LmSGwV3Szs6oATjZh2a2RGzGoBzEQPu5a5pF7bIcXmbMQcYJTRetwALJy3EEYFu3PYDgkNanc1v5oApkgfPxsOXPmw6vzdED5+ZG4zm+5U/rEEI0CcHdMCAJZyOKgzfcfYJ1+JbaSHWNvMaOKJAsZlCeBM9HRq1LZtB5fvigxzkxsMU6SIU04PKOASo500KTzSpEjSzIaWteBW2VZnDWzD62CBd4nLka5qAgA2J4tkyOLhRSY9PDxmEqeRZXSxsqUbHKv2eo4I24GAgtNPn93PvspmrAlgimA/PAMuTp5cRhc9rMXGZn5jG/gClyiEAYqCIpCyMEW4yoB9lvNTegUAPk/EPA5EgxvZwDK6gPBVhGYW4XZQ9UoLLCyDP5c5ZMhEO62Wv42t2AG/82Z06deyumIO0EBDHf67tD6GleGPIa6bE3x7b4AvOW740xyhHV7gGQASNLGK7khekkS5isJRTc/GoMOCzwoflCORw6jWtjGLuxa/r4DRrp9WkmIOG+mp3WGl2gSIhAV7PMgwZO1yvwKCo3x6bwBJpp35gfVefod5ZAavvbJz0lkPkCVXHWIc5J2ZmHYLtmd3NZMMgKCX5+/dSFkOkNCF0hFJ0v68fAZ1ld8q4xK/So0jk8f829KhILwZnCwdAxYBSepv+qry5jInpXOlL0oFSRdK0pZsBeAy5yabbxqTLhqVCqH5LJo6gTRMOEymKBuIA2k9l+vVbQ1KZZD9eWlHTtqSlV7PhR3/FTZtcrqlTWPbgU4gvZQl8fvpflwOEG+hNT2Lpk695e/UoM6bvHKlQvlCWJBMXjkN6rwOBfuApUBnC60pIN5PX03zKV3JyhAu0JBgdsMIt9xyzG4kDsAYGUP4FzNAkGJeNk0qe4ozPlXuAdMFgPB1OICXps29yoDbTNIWJXuEWzSTNDcZLhIevj4QlH/XNL9f2YDTwzoPaFjB8gZgfHiEK1XvM//vSRJSjRPw/6K/AdSVAQvBYqiKAAAAAElFTkSuQmCC) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217298 1.2s linear infinite forwards;
}
