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22.222222222222%,23.974074074074% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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31.481481481481%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 14, auto;}
33.333333333333%,35.085185185185% {cursor:url(data:image/png;base64,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) 1 14, auto;}
35.185185185185%,36.937037037037% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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38.888888888889%,40.640740740741% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhb3XX0jdZRzH8dfRMzUnS9yUw2pDI7wYESEjbLGxYrgMidFg6yIoZEj3XY9gN7vqz+iii62LhLAuooWL9RdGtoREAxc72nEdO6VhNlib5fz7dPE7bkebesyjH3junt/3836+z/P98v3FrEVpCTP2uuUlpa4oc8HD+tYUY4liqxiWmbPHtH3Z3dO6vO0NJWpxWrtKr5lTIagQM6HYkDq31wOVC1DrWz2aBIcEX/jFMcF2wQOCTuMGHdFp3KuCC8akHFyLRXwZ4+jkkw74WoNeFOM7Dzpqwh8q1KPWOdP2O2WHn3FZjXMacWl9AHP2GNLprJ3mUY1teFLGLie9o1zMDXFXTXlWFX7FdhSZyP/8y+knLY4LqgTVgg639HtTSqO0skV7hzTocdF7JvXoNKRh/QApTU6Zs0vwhKDXx9Iql92flpBWKy2xfvMoYK2kNl9J69MhpbEwgf+r5cswSnWU7jo38oqWljDrUdMes8VVW/yoznABOPNUSpMz5jwuOCkY8OJqnxQVFGBGvQ5FUvgAfzu6uQBxww6bV42nUO7i6j4ZY057RlTp9+4L+Sqt1oBj+rwvqdU19XfQVgAY1+UHLV7GjnVDrFkZ15UKzks6rG3zITLGEZQKPjKoOQeidHMAriMsgXgFNSxpuxsEMH4HYAHiQylN2rIQFRsNcDcDizOR0uQEdqJ84wBGlmSAICbYKjhvMAdiLddRJO8esxzAAsQnklmIhPyqoyR/83sBxHJWXFAh+FRSk1ZUrRB8DafOByCeXSWC+wWfSWrWygpzwf9SLsCCeXGOeangvux09LkkGhTwUd6904XJYCtui5LZbnjRxDCpRFSao/incAC55lfMOiTuN8zjLd/4Xjcmsmg3MVsI80gjxsWyjy1tRp13XTKmNJv2LmN4Do9gt6hNlxTKPnq1Cyd/Wru0Hn8ZVYMpXHNTs/2iDIziT0wXCoAB3TKm1DmLE9jnuBf0G1GRHcu7jKBRNDMUXDU4iCPYK6r1St0uqxZsE3zpdzwv6ogFV4noXhOi8ipC3AEN+o14Xa/dzqAlC1tQrfR3XC56dA+J6mEYGQUqvwX9C8CQKTRyE42WAAAAAElFTkSuQmCC) 1 14, auto;}
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48.148148148148%,49.9% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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57.407407407407%,59.159259259259% {cursor:url(data:image/png;base64,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) 1 14, auto;}
59.259259259259%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 14, auto;}
61.111111111111%,62.862962962963% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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81.481481481481%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhe3XX2jVdRjH8ddZZ9vJjWUyl5TIFmMXY4gMC62oFctYiZQ3aWiGSFT3duGNF114VVDQRYwii4QIwSgqy2KhJi1mss21v51hTV0LTRHZ/28Xv9/mJlv+ts7u/MCBw+F8n8/7PM/ze57vSUmirOXT7yesNqrOdU8q9plCJ1ToTxRnUepTpc0BXxhy2ifaHLBbUCnYJ+i2eenMszI67fCS4D5BveCYrErB3YIHBWe9Lqtcj0067dCjblbGbqH0vMbjNrhil2uqteM6/kChS7YpdwzbTcrXYcQjDjuoSZ6dhm3UgKbFA0yo1OVT+5SZwHPoRb1Rpd610yUvWC1ft7Ruf2n0gTyXMSxjvZr/B0CBFqUuIqDEpP1eldYqrV+Fi9PfzMoo8r216p3GRqSTN+XcACnXPK7dz9YqxGN+kPHtnN1eYVivL72hyGVPK/WefO1JAVJzfpqVMaHamHVSRqV1qHT6PyNlZWZB3dZtJVTKRYM+tsteP+EaJhcVqVeNcesEBfKdcYeOZM14wZBmLbZ4ESuQt2DzrHLNjtoqeEbwozZ9qpIdHjCkUHDUWQ12LwqiT5V3jLlHsFKw34RetUmORoNoBFtU+9xe8LUj+EfScuQZVeN3q1UZwwP+xmgy+gFDooEbFAq+8VuciVIUJIqRldGjzhmNfnUw3oiZWx+8GWAmxKZpiISBYpDExvMBTEF8NQ2xakEQC9ZcALMh9iwtxHwAKUGR4IguT3k5hphvfecYIBW/0oJiwWE9GrxmsXNiQQAzzdNxKe4SHNKjwSsxxBIB3GxeEAPcKVghOKQLtSjOlf2Nmk5dTYowLEr0h9M3oDwTCNKiXjgv2hs5Aphp3mZcvbQ/Y4i3nNDspOhePIyrGM+FeaQBQ1Jxs2WNqfC+JoMK47QfN4hnUYM1FjIhEyjq6Klf/oSPZP3iivPKRDuix1UNHhal/DwLmfNJ1OmUc0ZUaMQePOR527QaUBxvt+MGsAEluTO+oTLUidK8XvSYLXfKSSsFJYLvXMBW3LsUAAWiuq7CMlFZ0h5Vq9WAN7VY421sjmFzqrn/F0RaJmq6+0X3gn6cEz0NOdO/a4s3XnE7etkAAAAASUVORK5CYII=) 1 14, auto;}
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div.testarea{
animation:rwdcur155424 3.6s linear infinite forwards;
}
