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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRoge2YTUgVURTHf+ep+TWYSF+IiIkJScRDo8wWbkIjWriKwAqhRZupCNy1KqMW1UIajKI2Qq1ctAlSgqBFuAhpISR9iDxCxD4wG0Re4mnxnqXznum97+26P5jFnHvvOf8zc+eeewccDofD4XA4/l8kn85CgjjQregBIA5UAEvAFPBGkJfAEw9/IV8x85JASNCq6B2gbRPd5wQZAPo8/MVcY+eUQEgQA24q2gvEDIdPCNLt4Y/losE6gbT4x4qeyiH+vCCdHv6orQPTp7aae/8QnwTGgKfACDCzTr8KRYdDgkZbEVZvICQ4ruizLE3zgvQBDz38uciYNuCqokezjBsV5IiHv2yqxTiBkKBQ0U9A7VpHMgF0eviJDcb3KnorU4ic9/AfmOqxmUJdRMSTmiLtG4kH8PBvC3Italf0goUW8wQUPRe1CXLJw581cNMHjEds+0KCg6Z6jBIICQBaI+YEMGTix8NfEqQ/S9Nm6sgaTN9APVAZsb2w+fiA51GDoi2mTkwT2BE1CPLONCiAh/8ZiG4pMvxvRKFN8HwhqxZBRa18mL6BjA9V0b02gRdOD9UoWqboH/GCmCwEgGECHv4kMBcxd6S3FUbo+M+uqE2QD6Z+bOrA68h9DXDSOHD7tqoMY23RV2M/pgMEeRS5B+j/QX/DZn2oavWWi4deSXP59B/j7uKEJpJPzPUYEhLE0luJujUNdcWJ5TPVLVv7TvzzKarqLqAaYHnyS0Vy8G0nQMHhmvtbjjVNmeqx3cx1AMPRlaPgyp4bpdc77wKzIrKmNqiqlxbuZXMpIu9ttFhtpz38EWAwo6EwFiMlMq6qTapar6oNqrofaCS7+JUjpxXW54Ekvy5raexv4Oby6aKz8eFVXUpIVe0K1q83S8BHEUna6sjpSPmtcaCyuKGyJ9aybWdRT3y4sH77vMHwRWBSRHI6F+flUK+qZaSW02xTJMoSqYI4I5J7+Lz+VlHVEqAKKEtfK1M0CYTp63s+hDscDofD4XA44De2ptuNRxMajgAAAABJRU5ErkJggg==) 23 23, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRoge2Xv2tTURTHP6eEWOJrKEWKxLQ4iIN2KNQfIIhdiv4DTjr0DwiCguBQKApuDhYCgoODooM4OLg4CQpiWxWp0kFLkVBCbUMJGmsI6TsO70XTl7TNva+D4P1kCO/e3O/9nrxz3zkPHA6Hw+FwOP5fZDfFVLUb6AM8oBtIAD5QA9aBCrAmIv5u7bkrAahqCsgSGN+JOlACiiLxt4+toKoZYL/F0iqwKCLVOPvHCkBVDxKkjC0+8FlE1m0FrANQ1UFg3xbTPsE/XAO6gBTBedjqt/MiUrPxsZXotqhqmvbmfaAIlKIHNTwnGSDdGKs9mD3mfywdlYGeaeCRjRerO6CqQ0AyMlwlSIf6Dmv7geyviecXNm5+ufLHyMmeq970+C1TL12mC1S1l1bzdTowDyAiK0DRf7I0vmliunLd1AtYBED71Cl0Yr6BiCzzw4/WglSF/AlTMzYBpCLXNREpG6sUa3ebLzX4OmUqYxSAqiZpPfjfTTcNuSP8/YCi6IipiOkdaPfUsipEHrklRdc1MN4Y7jfVsUmhfwrTANod1G6bjSvks7SepxVTHaMAwmoZDSLd7rcdcK5FH5k1FbFJoWjfkgxrQ8dUyCcUvdxm6o2pGZsASm3GBlXVpC2ZBI5ExuY8cjOmZox7IREpq2qNzdU4ARxW1YXtmrIKeRS9puhEiy4yZeolWGdB2Mwdah6rL66m6/fejfmvVr/5L8tPe7hUaJ6vkB9VdBIYbTUhr4HTHjnjN7U47XSW8LldX1xNV88/e8j7n5lw2gfmgQLBU2qYrd8byoIc98gt2PiwaqcBRGQpzPu++v0PZ5vMA3QJMqTo0A4yZUHGbM1DzEImIl+BZVr6so74JMgZj9zbOB5iV2IRKWpm7xQHkptyvqk9iLImyA1BRjxyc7H3jyvQoMzt3kTvnouUNwYUHSbI+zRB4SsAM4K8AB575GK9yDscDofD4XA4An4DpaXpH36h+CEAAAAASUVORK5CYII=) 23 23, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRoge2Yv2tTURTHPyfUENtQVNoiQUop1cUMRToqdnFzdRBFRXEQM7nYQXDQIigOpc9REAQH9R/oVHAR609oqFBBJJQgJZTQvv7wmb7j8BJtX17avJsIgvcDIbwf55zvyT333HsDFovFYrFYLP8v0k5nqpoCDgBpIAV0AD7gAWuACyyJiN+umG1JQFU7gUMEwnejApSAokjr4Vv2oKoZ4KCB6QbwVUQ2WonfUgKqOkBQMqb4wLyIrJk6ME5AVfuBngaPfYJf2AMSQCfBfGj07pyIeCY6jBJQ1W5gqIGYIlAKT9TqPMkA3RF2rojMm2gxTSALJEO3NwjKobKLbR/BhA9TEJFSXC2JuAaquo968RWaEA8gIosEoxSmL64WMEiA6LovNCO+hoh8J1gXtpKqllksTBIIB/FEpGzgZzHiXjPryDZiJaCqSeq7yXLcoDvY/fURiGqFRgtRteTCW4pGrbYhJiX0TxE3gaiJmjIJrKodEfGbbgQ1Yg2ZiHiqWgE6vKdvR/zZ0tHE4f0fgSdxA/+c+ty/+XrhDEDywvBUYrB3mfrOtLumuAaqOrR+a+ra5viXG7+dZDtvpvNX7jfrY5VHPf7Anvd8+9EPIMe6intfnD6XGOydibsvMpkDJf/lwqVtd/Lrd1ycTPMu9HZNPIB+WM14E2+Om2zqYicgImXW/XD3SCo67eIM7GTr4rDC5JhCLvzMf1UyWUsMu1DBe7j1UoOvI4rOrjA55uLUbbFdnFFFp4F7WrP4Q5FPa89MpBhvp1dxHitcBogQ5ANzQIGgSw0TcW6QIHxZkBNdXM+b6Ii9cNRQuEpQOucjHieAbPWzgw8tC3LKVHwtkBFpcj5wUZC7GPRvIC/IyTS5d6YaoE2HehdnRNEHwGgTry8J4gDjaXJGp7CttPVvFRcnC5xVdISg7rsJRqcAzAgyDTxPk2vpIG+xWCwWi8ViCfgFBpDmHU4cX4QAAAAASUVORK5CYII=) 23 23, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur242817 1.2s linear infinite forwards;
}