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0%,2.6027027027027%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
2.7027027027027%,5.3054054054054% {cursor:url(data:image/png;base64,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) 16 18, auto;}
5.4054054054054%,8.0081081081081% {cursor:url(data:image/png;base64,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) 16 18, auto;}
8.1081081081081%,10.710810810811% {cursor:url(data:image/png;base64,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) 16 18, auto;}
10.810810810811%,13.413513513514% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe2WPY7bMBBGn400AXgAHkAH4AG0qpXeQQ6xgOHaVumkNgzvIXID1ly1AdjG8AF0AAHuzBQBufJaMqnd/DR6gGDNDMRvOJyRDBMTExP/mdnYB4wxzt8XRTEb8v3xBLzIudjw0Xy9iVdVxXa7DXZqIvMx4gA/vn26itV1TV3XKKUAWK1WAByPR7derx0RPowR76NtWwAWiwUAu90OKSXW2pDUPe5WwBjjqqoCXnaa53mIa60RQpBlGVprAKSUHA6HcB/bQPQIuufaFe/SNE0QtNaS53nwAez3+8EkBhvldebnYsPP/edB8bIsaZom2Eqpq4a11rJcLm/0khOw1iKECLY/+z6fRwhB27ahF/omI2kKgJuGUkpdiXuf9/uYUir0Rx/RKdBaU5YlAFmWXcVe20N+KeXg+tEKePH3cG8ck48A4HQ6hSvF9iMMv3voTQl0FxlLd4SHqjDqPfA3uPvBiL3FUinyHObzXq1RPeA5Fxvg5Xi6vz6WSvyTebk4gMfZjCfnMHWdvPj3hweenBvcfTLGGMfl8rYrQnJmj86N7ocvz8/RPybjSpOwo8B7yz7xr/gFzDLyGczXw8gAAAAASUVORK5CYII=) 16 18, auto;}
13.513513513514%,16.116216216216% {cursor:url(data:image/png;base64,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) 16 18, auto;}
16.216216216216%,18.818918918919% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3klEQVRYhe2TzQ2DMAyFH1WPGYMxqgzAGFyRWKCswSoMYGUABmAABkDqDfcUhEogDuWGPwnlz3nPsQygKIqiKHcnkwR1Xcd+XhSF6I6Ux5ViZ0iuwDiOAIBpmgAAxpglzu95jDEoy/LQI5oAEXEsJoa1dtdn9yBkPAzDMs/zPLpe0/c96rre+CUlcAW/1TjVhB/7BgA0TbMZ/ZmUwwrY12tZV1mGlhnknFh8fR8AyLlNBZ5SsZY5KBrDJ76HqAdSTYN6gdenCRAx5ln8VcxMRBxr5qSMUv+Mv16sKLfhC2SEfRZhQ8kkAAAAAElFTkSuQmCC) 16 18, auto;}
18.918918918919%,21.521621621622% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAy0lEQVRYhe2UwQ2DMAxFf1AvlTISygC5sANrlCMdiAsDWAzDAJF6S3oKpSZEAdFT/SQEMd/fVjABBEEQBOHfUSWicRxDfLbWFuWUUl1pdobDOzDPMwDAOQcA0FovuhiLaK3Rtm22xu5LIgqp+Ms8cKcnAKDrOvR9v7mvNRxjzFfNww1cwbqJW1ZY17/qYWH/+3i/2YFBKTQhYFCfNL5O0QRmVVVLwu5fQNOUNIrFoilfcz2Pp3yLIKIA709duXk6dKicHUw++YIgCGvebCJ6hAx7cVIAAAAASUVORK5CYII=) 16 18, auto;}
21.621621621622%,24.224324324324% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3klEQVRYhe2UwQ2DMAxFf1AvlbJFr4yAMgCX7sAa5UhXYoCIEXLlzgBIvcW9NCgEghLErX6SlcjY31ZiAjAMwzDMvyNSgvq+J7ev6zopJ5XiSrEzZJ/ANE0AgHmeAQBSyiXO+RxSSjRNc1gj+lFrTXv+j3rhrt8AgLZt0XXdZvVjQpRSq5rZDVyB38TtMLCqkgSNECjpXL/x+7F2UTRiP2wE8Pitjofn36MkAopiEYz+BXoYVknOxqCg2z+JosX9fF83C601wdqVGSIyRBt/aEfzlPWonB3McPIZhmF8vr0rgkz1m2BcAAAAAElFTkSuQmCC) 16 18, auto;}
24.324324324324%,26.927027027027% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA50lEQVRYhe2TwQ2DMAxFf1AvlbIFV0ZAGYBLd2CNcqQrMUDECFy5MwBSb3EvBIVAIkh7qeQnWYkc299KHIBhGIZh/h1aSM2/nQnqum4VqKpKpIolNxBDCPFVQ6eS3RuYpgkAMM8zAEBKucZZn0VKibquoxrBQ6314bu+1RN3/QIANE2Dtm13qxvjo5TaaF5u4Be4TURnQJXlqYKDECgSP0L4fYxZKw6BORsB5MtqyR3/EQURkGVrwSykr/t+k2Rt9ATt/kEUFHfz3bqX0FoTjNnYQEQD0c7vW2yeLv3h1MH0J59hGMblAziuik3WNotpAAAAAElFTkSuQmCC) 16 18, auto;}
27.027027027027%,29.62972972973% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABIklEQVRYhe2UQW6DMBBFv1O6qGQ1vURWzQmqiF0WuQbXKEt6JQ7gM9A7sKQVUhe0/K6MbMckxklUqfKXEJ5h/OcJjwwkJSX9Z3Ho+GdNLm7OoaPPxM2F1FwdxIxDgG4CotenYG4O4q5j/MQlIJbR/VOUV9Cmuq6nZof9y3FBtga+P6JgstBCnzmHjjp216Ewi/9A27YAgL7vAQBSyqlO57SklCiKIg5AKeUdqq/8FQ/qDQBQliWqqjp6mzWu8jy3ei4GuIZMiJMzkO92s9/48wlx9wgAaITAln5es86n+fMZx8mxEf6yZ2Py5/Sera14SwKr1fnZU0oR42g9+uLh0HFDckNaucYTN6TlEX2054B0ToOFNl10e8XSu5OflJSUZOoX6P0uhmy6J8UAAAAASUVORK5CYII=) 16 18, auto;}
29.72972972973%,32.332432432432% {cursor:url(data:image/png;base64,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) 16 18, auto;}
32.432432432432%,35.035135135135% {cursor:url(data:image/png;base64,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) 16 18, auto;}
35.135135135135%,37.737837837838% {cursor:url(data:image/png;base64,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) 16 18, auto;}
37.837837837838%,40.440540540541% {cursor:url(data:image/png;base64,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) 16 18, auto;}
40.540540540541%,43.143243243243% {cursor:url(data:image/png;base64,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) 16 18, auto;}
43.243243243243%,45.845945945946% {cursor:url(data:image/png;base64,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) 16 18, auto;}
45.945945945946%,48.548648648649% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1ElEQVRYhaVXS3bDMAiE1NnWPkiukMvnDDlI0m3SN13UchEeQH7VJjKfYQQqqCLrwusBvB4QtyK51WffpR8DGJEdIZDZnLxAz4t6gCYbPV0VnMUYPklm5/Xsu2RbOWQ2FTmqq+pd1fTonsX4Fwn762VDwTNFdiJGICJZBh8lUp02Ix+SyQCylDZ9pGNEQlnVaLKMdHsAjFiGpd5Az4v6ZsEaFZUBkPezk1lb2uQYy84g6IKN6LYHfvXvZ6eLyIQEGJmyFU+ztOAsqPe1Og1Bj6xpDoOXc+ZorIywT/3I2jnQdLcUi9Aa75axV9X0kGGdOjLtgg0AbljEh5GeQoRp3kA2AAC32y1N8fV6FV1X87dkRKS/L5TZmkJ/WgDQFQvfX6IfnyIicleVS5MbF0t8CzzNHS69AwDAgjdQq297f9t9Ce4ALsau+4tIh4WI+LRbcJ9m9ttadIRPJ1c1Ebsg6xywAXckIsyRB0UodwQ2O0LM+/NUkCBVFpg8ey+k/eNI8BHSVTlF1v8LmtB2Qdbt/JjODiDyd9MtFs0MS9nusZE8sVLwQN49yY4EzwhlFzbK0smmqJvTwT4qg5dlA6u7A1XwCiBbrPZ6XnR4bI+cwH+zkmV+P1gmaDglWMWRAAAAAElFTkSuQmCC) 16 18, auto;}
48.648648648649%,51.251351351351% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhaVXQXLDMAiETHyOH9KP9MW95w19SHJ2ZuihkoPwLsgTLpEAsSuQkSLSxLaH2fYwCcL03p7Ny3UowIzuDIHM5xIVuqwaA3Td7O4qcIQxvZPML9rRvGRbLch8KnLQVtW7qunZMcL4iIT/jbop8MyQ7QgRYCRL8Fki1W4z8pRMFiBLabczGyJCdVWjyTIyjM0MEctiaXTQZdXYLFCjgjozk9dz0Hlf2OQQy8GBdMFOdB+b/dtfT5HrTToRRoYSQGQGEtfb26GDdF0HFxFVPWQXEVJWeyqegBcCXt4zp8Cl1XlWXBmYHDIAax7TzrKAAEIpDnY/oWTcrlVVbXvYNyDx488EKAkqNyfgAPYA7jM7ZAEBsnL5LwQyYyfZEwD+UQ5EGkkfF54BMzMI3oJ6O0yr7wttza+ZfbXydZ938OIdeL/fR5sL3sfZb2/RLD68uaobcQBp94AHPJBgMWceFFQfCOx+gFhcj1MBQKosIH32Xkg77xnwGdJVOUXa/4Ku9F3Q33bIp9qAyPuk+1gwM+yNh8ZsToMT/fAkOwOeEcoOLMvSxadouKfJmJUh6lAJEYlLBV4FyATVXpdVM3JTQNmpRiXL1v0BZRtYJny7sxsAAAAASUVORK5CYII=) 16 18, auto;}
51.351351351351%,53.954054054054% {cursor:url(data:image/png;base64,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) 16 18, auto;}
54.054054054054%,56.656756756757% {cursor:url(data:image/png;base64,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) 16 18, auto;}
56.756756756757%,59.359459459459% {cursor:url(data:image/png;base64,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) 16 18, auto;}
59.459459459459%,62.062162162162% {cursor:url(data:image/png;base64,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) 16 18, auto;}
62.162162162162%,64.764864864865% {cursor:url(data:image/png;base64,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) 16 18, auto;}
64.864864864865%,67.467567567568% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhd2WuRLDIAxEIZP0+f+vpKfYNHEGsE4w8kzUhUP7xCqGlL6BWoBakIbgxtt56be6j0pgGbMCqZCcoCWxFajdy+axHqVmh8cud4KVYAucbaJVmFMf7BQTxdWJzUD+BReCoBaECdpogrTmJqMivAduj4PE9L3+lzgKRC3IY7X59c6RMJ1YCxMBglrwPBEFnUDYZaTFg3z9AFuBOqu1RbsscVuwahP79mz/k7f0gvQV3AFkvg09b0UN1JSLErcCeU6Kuns6G644dg52hP414bhgHJuxw9xX7g1CcA1NVu6tSBKSxknPFU11kdaQnn0fARA3kBofXlEAAAAASUVORK5CYII=) 16 18, auto;}
67.567567567568%,70.17027027027% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAnUlEQVRYhe2XwQ6AIAiGyfd/WO4c6BLNOTRjy5/Nvlup8GWUSnShwqrCSg3evTftj+PaANGAoeSrEv542MyXFK8ghQSKA5W4+x+AkEICBb4G4JhJHqOFqLDu+eSGCmtBSxARtgAhy3GKuoNIuBtg9HTk+Aq25N4V28XyExFVRdiuiHXHz+V6SXvWM7HCErNtkVkJHYJ7nUbBRnLeuBNUrd7uPdtdEAAAAABJRU5ErkJggg==) 16 18, auto;}
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72.972972972973%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 16 18, auto;}
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div.testarea{
animation:rwdcur107689 1.85s linear infinite forwards;
}