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13.888888888889%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,19.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
19.444444444444%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhe2WQWwUZRTHf9/MdLrd3S5lW9ZSG4KItbQVDAesbTSAwYSoJGoPEs4ePBhJNDHRhH4bY7x58uDNgyZcGiR6kUgMIBguSoXFQMFawgrtgu123V2nszPzPOzUNKW7bSHBGPknc5iX9837v/f9v/838AAP8F/FkB6WIT0s/0rRDEIGMcKH+0YkLG5cVBK/qKQlgyQyiH0vJIzVJGutTSAqQkqEjY2PsgFIApG7Kb4qAmGHFhCNbKErvovX7cfZD3QC0SVy7w0LRTY/+gwSzSA9l1JysHRaSjfflG+vbpF9GaQzg1ihNlYlUFWPQPoD3SA+VhiygTagp/UgB5JvsM8dY3LmM44WjvA1MAYUgQBwwzVeHyqoR8BaHBjSw6K1NtE0AQmgJSwepTruzdY62lHYZivtZoIB4Fq4vAwECqYFCkDxAoHzRJ2dvoPAgnjceoiUmeJZ5wLJNUM0+rNsci+TNNvoLp+iENlGorGHVMsB9pZ/YFt0kLw/gz33C5f9W4z6RcZUdQJujTo1CQQKLD9Pd+s77G/qZ7v7K2WzmcB6mKR4OIXDnPdnidub6WjsZUfr2yS8mxStDjznHE7uPT7yi4wDxpAelhGdXnK77yAwotNKoy0URjBHEPxJDkU+Oki7N4U7/QkT7hWyld85i8cfDRt4OraHrUYMI/EKCfcK2ZlP+crPMx527gm19VhzAiIUgEz+Cz53zjHeNMhQ84tsiA6QmD3MefH5GfC8W6yNv0BX80vEKzcolk5wypvkWOAwERIIVG2tYy4VzGmCnSd2vg+4/gxzc2P4peP4sd2sVw002puYLJ9hCrDtjayP76VXHPypdzlTOMpxf5YfgSmgpLX2ao0fahjRiE4rrbVQVfWksrikDM6UT3LWiGFZ69ge6eGppu08Z8Tpsh+h0xmlWLnG98B54IbWeqYPVbd4TQILSPhAGY+cBBTnLhPYjxF3x4jHnmcg9SG717xGv2rEMNdC9BnWUPWBFTts3cR59lL1+o7YLroBkm/RkXiZTi9LIbIVGjqxY3tIma08Segb9YS3YgKv6kMS5liRXrDacOUvvOI3jOcOcTqX5khOM1I8RlZZxM0EkUgfAUBap5fU12LUOgUAhOoNlImLwW3xSbm/kSl9x5elk1wF8pUsUWeU2+0fs7VynQmjiUT4XYPqdtRFXYEAZBDLiNAWOPREd9DvTVGoZPlJmUyKSzkcdLKhnZRqIHCvM60gK1DQWvvLiXAlBAyq90BCKWwRLAX50Ou9sNOIgrhU3x3A0VpXlisOK1Cr1toXpAxMizBJtbu81nquDxVorSuCFAVuA3mqR9db7rvzWJbhPDILVB16xD+nZPHdv5LO7wr3/S/4Af4X+BtRO8okz9pP+AAAAABJRU5ErkJggg==) 16 16, auto;}
22.222222222222%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,30.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30.555555555556%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,36.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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41.666666666667%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCElEQVRYhe2W329TZRjHP+9Zd1bK2VZmGdvYxgbdMnFgGIggCJqATuDCaGKM8cZgvPLGC6809C3eeOedP/4AL4yoUS4EEYhDQBQN2dj4ObZ1W2Fd13Xd1pXT0/N6cbqtYx1STExIfJI3b/uek+f9nOf5vs/zwqNuUgVU7vzfbhxQzI6HBRAPtbuzlwvQssMCbCllRopgQT4LelmqgJJSCkAH3FkIHUgCJmASFHYhPrVCXs7a7OaVVaU0POZhC+DLrmuFpqKwFDi+DcAnBG3b69hdW0biRC9/jM/QCUSBKQrIwpIRmBWZVAE1JzhwC0EFgpZX17Pp4CZe3ruW18ZTNGTBoMAoLELN5rmIeYHZOb+9CKo0wc53NrP/0G72/DZE+MtOvv2mh+PAZSACypQyOAdxP2G6FvwLKKSkiHmBGQDFRRjpDBaCShS17U089fRqWuMpNH8FNWMzNGsaZ20bD+ABoUspS7LwtlSopUDuTYGGI6YyoEbTaAW2ZBRtwDM484atq2l40U/t7UnMkSmsF9bhtW1agPWAH6gCKhwYdCei+bMyFwEn9BQDRrmbyopl7NrXxBOlJbSmM8QuRyirKyeqCfxNFdR0R0heGCbW4sO7ajkta7zcLNKwb8WoWbGM6PgMCeAOEAbiUgaLpBLq3ijkpCBLKLDNDPbK5VRvq+WVtmqM6TTaW8VoKQs7nQEzg330Ope+uEjq0/00GzrGZwfY1znC1uXF2BeGuZqyiF8f40TnCCYKE5jKF4UcAAFgGzr2tIkdmeZG9yg/WzY7d62hti+OOZwgNTbD0A/XGBpLcmk6zfTnFwm3+3luex2+NzbgMzOY7X6afxngqteN3jXCkIJI3vgvSIEICgKSuxZJIYj2j9P58RmMN5/EV2WgWzZGNMnUodP0T6c5ieIOwNkQ5aEJeqpL2egppiKdIdUzSnTiLj1fd/OdUsRxSjX5ys7CUxAUpAPKwimtUeBixwDWlVFi7++gvcrAeKkJ80g3VtapVlfO+ME2Ghq9GF0jRKNJwsd7OdbRT6+mcRNBDEVyHmKhLSpEUsqMky+iQDQUJ/JnmOiNMW6tMnDVluEHmhD4gLXlbppaKzFKXPD7MJc+OMlPHQOcFYK/lCKEIorTI/IeQ9e9Czlm4TSYeL0XUy+iEnCFJ+HD3Wy7PcnGsRms3hiukiI8vTGS3aP0axpdShFSihCQIijyfvnSAGpBM9OBqgPN1D7fSIWho7+7lZaZNOYaL+7zg8RuxrAB14plmC4Nr20TBxLAlJRSyeD9+83iFGgfiey6G9AqDTyGjq/RiztlYV4ZJTqYIPLjDXp8HvTXW6n0FOOybPRSnSTzpVt/kLvBYgB1KPew6pureXxHHS3nh4j8GiJ0bpBjb3/PkfeOc+qrbq4PJojWluFq8KI1rqA+C57PV17Lo4E5aA2wJ+7S1THAxrIShgKn6QbCCKIo9KPXuDIyxaa969jzbD01o9PE6r1YobgTBSmDAg4XCjAHbQKJcyFCtyf5pG8chCAMJJWjbGMiReRELylbERtK4A9P0h+amBOv/SAaWAQgxWFBQALCAuJAT984mhDoCuLZspoCkggSmiB+qo+eMyH8Kz3cQTmQOFr4R8t7Icn28tmN4kBMKcIoEgRFUkqZIShSKKZsm4hSDJkW54YTXMVpPimWKDwFWe7VO98tJ+e5nh1uAkr7N9f0/BAPALlg/t/+t0fJ/gbLFlkd1u6aygAAAABJRU5ErkJggg==) 16 16, auto;}
44.444444444444%,47.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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80.555555555556%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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86.111111111111%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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91.666666666667%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,97.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
97.222222222222%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur214189 6s linear infinite forwards;
}
