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11.764705882353%,20.488235294118% {cursor:url(data:image/png;base64,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) 5 1, auto;}
20.588235294118%,30.782352941176% {cursor:url(data:image/png;base64,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) 5 1, auto;}
30.882352941176%,39.605882352941% {cursor:url(data:image/png;base64,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) 5 1, auto;}
39.705882352941%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnUlEQVRYhbWXXWhURxTHf7O72RCh9amCYLI0YMqWWAsRIm4+oBj70s+kbLppXupTq23aKBhbAlpQaoVEa61RKHmSpJuPtvhSklRxd3M1D8lDa0C0sBAN+FBEbcuG7N57pw+792Zn790bP+gfhp0z59w5/zNzzsyswANSSgkghBClumQsKK1+y2jWoX9mSCklU/OSqXlpEXGzkVLKYjJu+qd2njNy8oBpupJYj+DjBAAQeBJiVqTNI6uI6QVyu7fTJ/yI6QWklDLVVYmX3m0rXQmkuiqRhUkA5J4GzHQXkTbdk2DkWMeTxAOAa/IkY0EZOdaBr3YEADPd5bDx1Y4oBFd/qKTitY6yerfoyxIoJuGFYoK5K5MKgWJ9qquybKUoW1CczZE2HRJxaO0sS8BaGTfnxXov2KySsaBsOjMOgPz7x/xgIp7/LSaRGCuMRdedvBha/6TrKigrYDwYBsDn3+B0bDl/QscWGt94jiT/yFISCoHrR34l0mYA0kngGZx7wWd1WkazomU0K7QZv9O5B7T+SU+9PjeNPjcNgNt55CsW7Mxv7VSNE2OIN38CQDz/fskUEq1/oqzjwNYQga2h/LculegrHbAcCyHySZiI286LCQFo/RNsig6xKTrkIBFYfUhg5548mT+XCKw+cDh3JZB3EF+rAPJVYVWGXSEFVOkGVbpBqP2s+0p4OFcIWMsvhECbyeemNuOH+lfh/q21lhiD+u1o/RM0nbxM9c4wmYCfTMDvdF7YAi+oK5CI2/WqzfiJ9G5TrRd/h/rtBWFtP1/aUQfAC9EhJSkDW0NopxYLwQRczwHlIIK1x0UyVuFxjwuaTv7mGL01fxuAv8b2EemtRzu1SEqDw0f1sgQ8cbwmKPWxS7Id7GbeTTpaO0Jp+tglmYwF5dL4BXm8JiiNYV/ZR4t7EhYhGn1Lkc3rDz3l/DdvU9NxxpaXM9scNhY8b8PUrOTLO1kaflnhxujPAKwOVKsTbGkm2Jm/9bbF3mXhnSrkcgqtbzfJWeg+FLZtl7Sbjm0o/x5oMwA4ccRH55lTtq52xyuuhNPzf9j9eE8vLc2CpovfcufcecWulITjRZSMBWUoEmY5A1s2LHL4K5MTPb2KTffgWUW+eOATVd/3Mneu3XQlGoqESXLTvpQ8c2A5U8/9fyVZ0+CDwXM0LOs03s2xGO9h86ODbH50kMV4D413czQs63xx7TJZ07C/n+3+zGt6XAm0jGbFkrbG/vtv4MPTFxQb/2SWexsHuLdxAP9kVtEdmbvK8Nc3qNkVpmZXmFKUbkHZHAhFwtTs+4jc8CG0qQyrEyZ1FWt8b+dMAHvMkivf8xN5vQqAir0nlRxwS0LPLThavR9tKgNAoOQqravwKYTqKny2jTa1gja1wtHq/V7Tr08g6PPzYvQ8xrhBbTB/1qezhmKTzpogJUhJbdCPMa7TOniF1sErBH3q/RCKhCk9kMpWQSnSWbPQEyUkBOmcxH5FrYPSKiibA1Y/NSuVzN57esjuXzz4Kd0D39ny8OcfA9iRNze5n3NP/Wc2ClJHSB0ho4WQ3cb+V0RBRoVQHEWFcIw9Lv4DjfByvGPUvxwAAAAASUVORK5CYII=) 5 1, auto;}
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}
div.testarea{
animation:rwdcur229879 1.1333333333333s linear infinite forwards;
}
