@keyframes rwdcur196828 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 13 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRoge2YX0iVZxzHv+/rOWbH/INO6c+Y9ofIIeVFxkLwamwyo8UuTsMIpEUghKyIUa0G0kWBdDXG6tSyEoy5gzKFCd3EyoKRuziRLtmWW2Bt2kEMPenxfd/PLjzH1Unb2Tmmg50PPFfP7/nx/b7P8/s9zzlSihQpUqT4P2MksghIl/SppGWSPjcM47f5FPXKAbYDWJYF8CuwcbG0mAmuWyZJXV1dCofDayS1A2/On6z4SdSAJOn69es6e/asnj59ukbSt8C6edIVN0kZkKSDBw/K5/NpYmJinaRvgOLkZcVPUgbS0tJkWZYOHTqk8+fPa3JyskzTx+n1ZPICAtKBXCAPyABmjU3KgGlOL7csSwcOHNCVK1c0NTVVJqkTWJNIzkgtfSGpV1IwMn6S9BVQFhvvSlR8LJZlqb6+Xmlpadq1a1eZaZrtwLuGYfzxL8S/Lak5FAotDwQC6uvrk+M4KikpKd60adOerKys7cBHhmF0JCUWqAE4evQokp4bHo+HpqYmwuEwQCDenQBKgeC9e/eorq7GNM2ZnKZpUllZyd27dwFGku54LzMgiaysLC5evIht21ETK+PIeW5kZASv14sk8vLyOHHiBA0NDeTm5iIJr9fL6OgowMlXakASOTk5XLp0KboTt4HCf8g5cOvWLTIyMpDEhQsXsG0b27Y5c+bMTM7+/n6Am9F1SbfRuRgdHdX+/fvV0tIi27Y3S/oaeO0lSxzTNJWdna3y8nJVVVXJNE1LkjM+Pi5JcrlmStZKSlw8OxAdmZmZXL58mampKYBrc5kAPrMsi56eHvr7+3Ech8nJSVpaWsjPz0cSe/fuJRQKARxbMAOSKCgowO/3R2vi2mzHCfAAx4AfgKBt2/h8PtxuN5LYuXMng4ODAAPx1NS8GpDEihUraG9vx3GcqIncOXJnA7d7e3vxeDxIora2lkePHgEMA+8kJT5RA5IoLCzE7/dHX7HfA8vnMBDs7OxEEi6XiwcPHgD8DGyOjX9lRTwbQ0NDqq+vV0dHhyRVarqws2PCHEljBQUFcrlc2r17t1atWiVJpw3D6InNuaAGJOnhw4eqq6tTW1ubbNuulHQOeFZHWNJQSUmJGhoa5PV6X5pv3p4S8bBkyRJVVFRo27ZtcrlcCofDWrp0aZmkDEmhSFihpLLW1lYdP35cbrdbd+7c0fr1698HfIZhOAtuoLGxUVu2bNHatWuVn5+v9PR0maY5JumxpJOGYYSeCbckWZmZmS7TNFVUVCS32y1N78wLLIiBiooKbd26VZL6JHVLuimpR9IvhmHECnss6bsdO3Z80N3drZycHBUXF4clNcd+/YSZqwutXr2aw4cPz7S/6Dhy5Ei085yOM38h8GXk9/aPwJ6YOpl/A3V1dQQCASYmJti3b99zBkpLS7l//z7A77N0nYXnWQMbNmzA7/czNjYGYANcvXr1hTugubk5Ol+zuOr1998qbW1t0RsS4AbwFnAjGAxSXV39nIHy8nKePHkC0DWvxyFBAxujXztyvX8MeCJztQA+n29GfFFREadOnWJ4eJjIWydjsQ0IqIoIXxkzlw0MDgwMUFNTQ2trK8PDw9GH3J/Ah4ulO26ARsdxGB8fjx6vAPAJ8MZia4sLYCXQBDQD70WPV4oUKVKkSJEixX+MvwAAI9x0mUng+QAAAABJRU5ErkJggg==) 13 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 13 8, auto;}
}
div.testarea{
animation:rwdcur196828 0.33333333333333s linear infinite forwards;
}
