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85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHE0lEQVRYhb2Xf2yV1RnHv+e8533ve3/09nJb2lJJN5ABIgZkWKsQV3RjumwZ2ZSwP4YSMgxhaJhDJSQrdTOLMywhy1yqJovbsjiy7J9Fkv2UIUPEMog2yK9C4VJabtv7u/e+P855nv1hYnDrFcpkz9/neb6ffJ9zznOOwE0KZgAHN3WM5PnBTF7ecvejfT1TrZM3CwCHn5hXq+a3V4vndr517FJYb5m6Gdp8YFMnTHb7JJfXDOZ1NtRc+b8A8Js9Cval1ZDFbboxsrJqtasrg4cRTbQH9XI+tRZwf18McnAt7OpOmpVeqdMd7uTEJPxagEBToV7ep+IAD+xOm4k314mE3IjWlkVItLg0PglTLsMwEHGipXq5/7MDfGhbO/JHNomU2oJZrYvJbXG/tvxd+Bcy4DCEMVDxxnSVbwaAd2DLfPDwFkpFNqKldb4RTc7arnMgT8OqjcEYDcOQlnBzu3p6ptS64RbwP7cuJTG+gVLRbyA1sz3UjXLDqjy0RwgpgCUIJjTQsFRDU3MJk8Up60wbgJll+I+NnWRNbJaNka9QsqU58BLYtaYNCZaYMB8gIgBIAQo1IGwnGbW9evWmBcD9fUoffGylFTPbkLC7qaEl6ZVj+NEjn4EODfK1YQIYbU5SCqsCCgKwVDR8qr/a2/saTVXzuvcA9/fEEL7dLaP6h5wQq5FoTVbzLn66bhkolKjpIhXCYWqPNmBmLAVhWaAgIBIqyF16t67ONR1gBnD0mST0aDdJ7wVOOPPgtKrKuItfPv4AElLBdROUuXKSlAGanRQES0ApaD+EtOIVshrr6nwiADOA959NGV34qkBuDzcmUsQz5ORYFC9t6kLcUgAL0kZQGBYxO5aEkgqCLUAImEBDCC74JrxBB45+r9mYwnrQ6PMmnXbJS0LN34mfLPkTIuxTENMk2QKzgCuBpmgDmCQs5QAAjCHJhFJU2NMH4EPb2iksb4e48kSQaJQoNcCnFnDJQUI1kA6ZSpMlxN1GaOGhNaEA1pAyCksoMBOYAWGpCrG4fgDu6ZH4em4hBeM7SRYfroaOVF4bIot3wCs5SDZFsXn//ZJB8oXOfVqGAiFnwEQAolDCgQMFNgSCAIhLteA6HeD+PoXwaBf55R0ale5yHk6s5XYUSg42z3sO97c/TOvfuFO+ct8hXfHLiLCECGqo6AyU7YKEBQ2WzCHYGBAAIVB3DgBXHUM+vc/xgjNfLE9Weieyo91jg7mYHVhA9hxeXNeB22MrcCl3QhoOEPhFKFKwyUYQZuBaIYQmhKzBLKAFwwQaxAKWbXt2In5tAByvaETSZ320vpGfbDsxkhV04dR5FC6fxq6+1+DTBHwxiR/f+ztYli1tSBirjKIeQKDHoRRgC4GQfRAxKAxhGBBGV2qsp7yEPgYg1q4lt3TPkDbtvzGqZWt81m1PWs1LDo+XQDUWePalt/DlDX9AlKIk2SJhAxVzAkJ6IAKkjEIpG0oSWHsfOkCAlKiBnLoAH9sDYtUqDSDLPT3jlQfnnDOlU7fKtuRS1T7HvTBQwB9//k20RCKAEAhEFgGycKPNsG1Xas1oaGyH1iMwVzlgKceb4c7U127B1bGrlxLhIDXYo13xW+cqClz0Pf0AFEWp6lfJ0zWY+Bga0m1QVgyWJaSUMennm6QMFqFBdcKEBkQCbMKqcZLTBNj/qAtZW40GLOLYXDV+2YMFBTfiSo4VZcmMIp8PoEnDsqVkKfHML96BZVkoVq+gEL4D0gaGAWkhaElPA4CZgYYZKWMKm30nFfOHxxEpZvDt7+6BHSahfZLVyJBUiZKseL7M+zX53K/Ow21diM1bevCDp19FRWdgQg1iCSUtfducz9cFsP7LfUBiSVPcmywuH8uJW0qDZ6NWNStSrsZdK/6OJZ3HcezIZ4XrpEXJqwlHdeBLGw2ypwo4c/YyiAwe6r4CLzAYLtkoT9ZeX/P9Pceu2wHR20twIrkcLdhdHKfeqnZ+X0bjpYp2tJACTXFgx1N/wXc2/haVwGD3rw/CD6I4czKjc+7njoTpOw5kKslqrixAJDwWzieO/ClngZj/ZADgPWYeGPrz84eqY2e6arX8F4wpdzmmNDsqfZWOAS+/eBia5iE/lMPQSFm3LbjjZxQp9KfmLl1YKUx8yzGlpZFS3U9RfYCPQIQgAMd5YODE+fOvH/LzQ1265t4dmsq9EVOdF/eNotEcLl4sBYEV/5dlmb8uW//q6OWjL1/03nu7H8nk/HjEHgL+dmMAH4EsXvyhIwN7T37w/uH9fjXTaXT5njD07jMj5UWZERGkWhb0nR44mXtICACoAqju27M1G/XSdS8hABDXA/Cfwf196mTmxGxRGF0e1Cp3nRqzZjd33PlU92O7RoWYXskbepaL5Y9rAEN79z5ycVl794FZTrZjxRCy0xUHgH8DMn2iPKqO9GIAAAAASUVORK5CYII=) 24 1, auto;}
}
div.testarea{
animation:rwdcur17488 1.4s linear infinite forwards;
}
