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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRoge2ZT4hbVRSHv3OTvIR0GmNoSxjGdnA01HREyUJEUFfqQgSX4sopKNkUSt24sQbdKOLaaBdlcD0gLkQRSxkGEVvCtOorWh2nY5A4TP9kGqaZvJd7XSQTR0U3nmsR8kEWeTzOx49777nvvQtjxvwrxLeg5sIkcBDIAa2alFua9dUD1Fy4D5gEOsAaMA1M7brlfE3KHS1fUqsQQM2FWWB2+LcwrJ/70215BuFUUBuBeoPD8Z6jx/qZmXsGV+IJE7eLptfsxdnZDUhsgSNof7gs8fn3qhVWNLxqIyDCizOHFp+N0vkiCA5n0lwhYIE+LfocsClCtrfC0tp39IBXNbyqU0j4wWT5xESUMVwjyRc4wLCI4Q4DbUQwgNFyqgVwjtNXLgESFpHQGOHhmfuZFrDh5Rea7buOJgsrJ5fYPrsKzGt51QJUK3wDvPzmzU+Dfio7uf/HE287zk0LWNNdPhNlCqfZPrtUrWC1nKDfhTJdeMi4KLleevfJfXxEnteReNm+JrOLmq4d1ObikOJOzfTWz01h25dnhHbhUX/PbH7byvCTcvm/oh1gA1gD6Sai1laKc1zlLdPLv1JQ9ozQXQNSBlipN1hLJOkI0CeNM4GqZze+Co86zQGO2xvX2PDk8be4/ivGAW43vgKo7rb/hPcRiHgGZO//ZiP7A5YH+J7jJsq9lPfl8BKgWtkpfoES79jU5vs3fHjA3z4wIsXH4PzVH3ehvyVxxMQ8heNuAOoNPxovU6jmwoluc6HQ5TrCEVzqQiDR5z5U3kZgEsQAOMTEmXLGk8dbgA67NjPTb8e+XL66UCvR+6UrJEhx1Sa6X3Y9eTytASnbUxfZ3MPwy5n192jhrQvZ4OkA9vsqP8JLgJoLH7lZnCutc5LBp1B/eOxCEJPFMu3V5SvAmUTveifPVxiWPSkGeBuBfnDnxCYPjnZiX6gHqDcwgpsCsARYSoNWJJh6Q9+neT4wK8IcQtGmnkjGuccfOzjVLv7Ko0SXF5rJW/NLOCyOlnPMVytc1PBqng/MHbqP51NpivAZgx/0ybD33q+nDDwHEPdYXw0JgGMaXt2NzGHl90cIA5DnDQAErAOcw6L4zqx5PnBq9RI9hi0UIQcMj5tYwbHzVtYCPtDyjhkzZszt5Tew5AnIONrfzQAAAABJRU5ErkJggg==) 23 23, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRoge2ZQWgUVxjHf+/N7GRc7WQj2xpDjDURbFcluvbQgxRaKGKhp/ZQemoKhRxaeuqhiDAgnkrvC0UkbRH0VPGgNIdeeqhStkZMxMTGVGwb0yW1dhvXmdn3etjdWGJBit+rCPuHgbfvLd9v/jvf+957O9BVV12JKrYz/6n/UaWkAsV2RgPvAAXgVKxKN9v9IfAuEAJfxqq0JMUE8KUCRb9+81Ka3zKmbBoF9esHKz+wAgxnc58Gd4sHjFVe0nNn+tVKlSpwbLzMvARXzMD6pSOvRzs/LGk/LGwsfI03iG6NTLLMMIbA9BXO7UqLPHfjKgY4LMEVM4BdpK/5cZLzWzduVwdu0MchoNWvFLrTlpCYAWs5/tMVQNGPQmvFiyO7eVaBmZ1iAfgOwBpuAhNSXLFJ3FGlikbhex4Tw7t738p4Obt+8avPsbwHMF7GSPLkUqit8TKmUsVYr6yXeZM5XvOjfN+G93ccF73xjsRyca2ydfs3+NRJCWlsfGUotjN5FxxnBoxf8DUNtnHeePd+qwORC44zA17ycwOgl0vo5l8JUHPBcWbAXzm2so4LhFwzPbdP1mJVypxwXASFVqXx+LZV5pqOKDh8Av+XugYet1wZcLJo/ZucTOI/Rs7o3lsnwntAwBzwvbtq5yJoI9o2nL+zM0pZJmMzeHc1TLtAuUkhiy7ebyvdDEZDFxxwNweWOw2FNTqZbjjiOFvI5v3GbN0HAq6hmlPOJrWTJxCrUuYlFxt/sgdF68evVF2QHK4DVm/SK2zGUHz4lx9BrlIInU5mW5mUP/Kt5TiMvTbvnbCe+K2EeAq1j479zdlDIZwFnFVQQNhA+2/EFwCdrt8XpRgCTksiHpB0ChX/GTNlQDj8g5I2cLvTMDrvG0JgyBVLPmisSnXgMhAY/6nAkqPOG1hv1FmxEA8cq1INqPnJUl2RYdHa9Ox9cjZzlSpa2aze+awA1byVodCVqjxPbKGsVNmlFGMo+q03qm24d/+W7fnBHL+YuR8HF22u93Lw+9EalkVrmRgvc0mCK1ZGlWJs6/O8neuhH6ZoXQDoZ0Y+GTD4A08PQZawtDBDAHwgwZVdyCxG3d9CrKZLkY9QYCxgLQbBM7Pk+4HPFq6QQLv4KyJge3t4HrtaYheBL6S4XXXVVVePV38DWZsHcNDcdY0AAAAASUVORK5CYII=) 23 23, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRoge2ZwWscVRzHP7+3M5PNNrtJC9VUYrfEuMQhtRKlFEQIggqePYg95VAI9OhBPAhz8aiCF7eUUtq/QMQKgoKXQvGw1CArVRPDkrQSYrLZbpLpZua9HnYTU2l7cN+rCPOBgRkevO983/v9fvPmPcjIyMj4LxFbHVVrTAKzwGiv5xFgvNf8O4ZW734ZuDQ3zaINXc9GJwAinCtP8m6QZ1QAA+pA8xSgAeJtGo1baOAjG7rWDAAgqF3eUrscJ8cmATeAxl6rAhBB8aC5vrBmwBgu/7HwhtcpvhYiqFzaDp8rq9E8Df3rTywBNwCMZhm4YkvXWg4ARKY+JpgJ0R3v8O2vPzwxdvv1Ib5Ibt3kKoZzAHPT3VCyhd0QglWDjIsoDYLPCgbA2H/xPazFIkAkYQf4UaX3loKt6+s+XznROYjtGSCSMK7WaCiPxHbfD8PZyDwpMgOP4J8J62ygshl4HLu8DeRdSrgzYLxX1W+8zw5nXUkADspoDy3Jdf08nxLwvSOJLq4MAOBzbe82S+JH4cTA3DQYf8br8A6uk9hJCEWmHrQ25itrbFGirOATFzKAuxAKkBwAmoIjiS5ODEQStgvr3zVK/EyJLzVAteZCyWEV8rcutIew/Mf0ELIq9BieyILO/g+NqReAsWThsyHDD2xyVu0W10v+3c9tSwGWDUSmDvASECQD5ULMDDscQwees1JkewZKQACAQEqRY3ys7/7V+NOyzj6247IFxHsPOVoc2Nhygu1dCYCbQMOLF9r5B1ei/5MkljAGFi/O0zZMs8Gsak68fLoz9Oyb8OI3vSQvAWuRhH3vXDj9DnQ4xSqvkAYjI1q885GpV4DTwCRwJjL1vgfQ+gxUa38PimaQQTaAYQSzCEwYZPuA9ijd7fZ/jTUD1RpTIswivfMBOONzh0OsMNiKvVxnbSp3b+VEGoxtx8XKtzvDlUWg3a+uzfOB2fILvOcP7BsgpohHUx0/Gh9RpDNQIk03m3dW5tkZrnwQSdjsV9duDhi0sH+RchhFjE+TDaZocpItxtVA8+pqJOGSDUmb5wMXl36hAzwDgFBKDrVD7T8dGDWwHI/kj4hOEjHFtaJJLtjSdbrajUxd0U3UArAKPAUs90ptRkZGBtwH2Z//GGSPf4cAAAAASUVORK5CYII=) 23 23, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur225130 1.5s linear infinite forwards;
}
