@keyframes rwdcur31929 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRYhe2W3WtcRRTAf3fu7N3NdrtNa4xNmmotu9WCtGqDFJViWygiCCJIHwQfGkGEQn0SBFuEvon6IIIWFLH/QPVFLUrFQqkVP1rU2I/0w7YmJI3bNO5mszszd3yYmeQmjaUv4ksOHGZ29pwzv3vOmbkXFmVRFsVLtVoVYd7R0SEAcQvz/1aklCWgCCT/J8hKoBMoABIQURSJYrEoSqWS6OjoELlcTsRxLKIouq2APT092BdWdEkpZ9bkLey7gforXRSfvZu1PUvpLZcoCanTpmFyuGEubf7G/ACkgAbSOI51Pp9PMxuII1viruqy3BohRHG4oSY2H54a0loXvV+6IPrAQ727X1o+unWVNZsTS2+SQJJALpcjzuUAsMbQbrf0xDQnL9Y5VLdc2HEiOpLL5fTP28XD1aXi+ZyMdhAnvcQxCAGtFvXrNyaPn+e9HWd4H5i+CWDk5Y3frkxuPE7thjDb9qPXb0Qe+4r4+JsQx04BtEa322itsRaI0PvORDvf2JB/bUk+6Z8JGOytxTQajIwoLl6EnaM8NwKDcwDsnvXnWZJbS7MJndtg3wdIKdFTDRjogjg/EwxjQCmMUkRRhJBAFIEszG4aJE2h1eKv8SZDQzB4haldsAe4JKrVai/A2ED1MwpiLcaA1jD8I0xPobWGkauuXax1AUPTCUFcKCDyeVejQsmNUs5qHIMxNOpNRkfh/BX0LvgaWA30SqANcOcyuw1r3SZpCuoyDGyA+56C3w5AlHN1jCL39NZmQFJAgFWurbKnwhh0s8nEJHw8SP0tuIw7WSuB6/LcuXPjlUqlQkRxBiCKPMQw6akD/qG1z2bqSxtjrSUSAlLjfIRwoNhZAKU5XdPsPQGfuntlBVD3EEk4L23a/LTuS91vraXZVNTrikZDuRJkRD0jiaIIY4wDsxbQuLtAAq059lpremLYX4H+0ySvuwsuXG5aup6y+sMh3j77NJ8QxQnNGOoxthHj95kL8UX3zFw+OYo70hK42dgYgzEuofdHsNdS3u8y0QamY4DOzs6Oo9dSZdp29NGy2oTReZQCpbDWulRn6poOlWbmotLwACkL3dppmtJqQb0OtRpMARbyF+Ak8KfwRqlSSr/ze+vXnkOtdw+ebZ2u1ad1mqZzNg8w8+V4DXo+h+9q+qb/FpJ7XBkkIGVfX59otVptpdSUUmrSGHPtxWPto0qpsceWs+6RZXQ/0IlYVYCSdA+5ycMAVA5r/mi6wFuOwu57Na+ug+688NAu/Vnuj2Ac14SF+Tfhg8AaoAJU/bwX17nhDSkn4+6ZrCzVo8G3jctwG5BbyxS330VhfQmiJgyPwfc1OOhszgKDwKmoXC7TaDSkMaYITAL9QJ/X1bjz2g2UMxDZV7XGHatJP0779ZL3CX4S1yg14KqH+CVkQHiDtv+9wW/a5cc7MoGChjpqv/mE1yxAp89e2dvjbceAS8CZbAnmQwR5IhMgC7DEZ0EDf2cgAkDR+wX4gl+f9lkYAa4u9DqWXhMfdI13DpotQeLTOo1Lf7YEhXnAoWShVyaA8Vt9yoSMBJgwZjXUVTPbgCGD0oMG8MSv6wzE1O19SzmYoAEqzEPQ1AcOl0GwSeb5zLG9XYCFgLIjPmh2XMhO/Ivdovx/8g9TC/eOLFgA/gAAAABJRU5ErkJggg==) 2 15, auto;}
}
div.testarea{
animation:rwdcur31929 1.8666666666667s linear infinite forwards;
}
