@keyframes rwdcur202904 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhb2XX2hTVxzHPz25TUOZRd0slelYpytudG4PQ7FsMsaGT5lTGQijwxfxYW+yTloYQ0ZTSi1DUBF92EDmrKj94wpza4v2xY2BOFGRwdQmTU1iW9vk5uR6c3Oyh3PzpzUbE5P+4HLuTS7n+/l9f7977j2eL8HbCq+uhvg1yAJV6HFJQljg2zcxcf5NaH4blgNewFgqAPbDSqXUI/vs2at74Z018BJQ54JUPEQSBOBNXb8+fejUqd6N0FwPDUDtUkCItAbAaWz0hk6cuPv9yZMHm6F5lYbwVRziM6hXSiVTyeS9PdDx+5Yt/ZHjx/9ogY/qoYkKl0MUzoTY09Ly2ldXr96cPH16avDYsa+bYP1yqKeCTuQBsum0s669fYMHvIHx8duRM2emBo4e/WYjNFUSQjgaQmVM0/auXev7UD+KxqHx8RsP+/oiA0eOdFYSIueAys7M2Olw2H5r27aGGjAMMI6Pj9+Y7e+PDRw+3PUGbKgEhDBAASoTClmPw2FrxebNdSvBWwNGNRjfjY7eeHThQmywt7ezuQIQAiCbyah0NGpZwaBMxWL2ppqa5wztgjBA/Hjlys354eHZoZ6ermZ4vZwQugSWpZzJSZkKBqUMhaxljY1eA0QNGD4wPCD6xsZuJ4aHZ4e6uzubyuhEDsBJT0yYqWBQJkIh+dhxnOe1sJEDqQYxcPnyncSlS/Gfu7q615cJQgPYtpMOBqWMRGQyGpUyEpG14HhBCO2C8IHwgBgaG7uTHBmJ/xIIdK/TEM+0bOseSKUca3LSlOGwjMdi8qFpyjmQApQPRJUGEQaIahA/jY7+lRwdNX8NBLpfeUYnDNcBZYXDZjSRUGEQEpxVQGtb26Zlq1c3kMmAEGQzGTAMgVJks1mqsllGAoGuDzo62q+BDUyjnyrnqQCyUtoz8/OJKeAhiBXg2Xfx4s6tfn/vLTDd+wzXMVF0DmC5gnWAdM+LAfJrTSkAYQBYloqCfACWAeqL/v6P3/P7e27pjGx34jgw5x7T7jHr/m4vEhPZAwd2X4bd6NLkylN49yxwIJVyHoD0QO3B8+c/eX/Hjt77hYkdN0vLzUKVmMhCO5W7B+BTd/zNHc1FsAUAHEcBBM6da926a9e3ExBPFCY03axz9pYKZ9FRHGvcMUKhXPly5Jvw88HBfe9u3959D+xkIeM4BZuLsysVquj/4m/KF9xRunMtmEffKAQ7/f62v8HrfqKVEl9g3VNEbZHWkz0QB2u/37/3T3DiupMNtOXlEKdI9AlxAOMcmC/C3agWz1kzVybxUiALAQAV1vXBFVPoa7uM4v8auWZxikRzK9n/Xs3KAaAoPPO563JHyTkXb8HKKfyDO/7nUlxVRsHiMNBN/TJ6qwcQBO6jmztfXk+FAEBnXu2OEpgB5tGlzu++K7ULzvXUHIVsTQpNno9/AI0V3kSSrianAAAAAElFTkSuQmCC) 2 4, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYhb2XbWhTVxjHfz25pqFoUadd3VTW6YormZMhiuKGEzdB1jl1++gQYfhh+6TT0cI23DClaNjEl4l+2FBwvre1Vua0RftFxpiIqMg+aJo0Na1abV5Orjc39+7DOakxc6xq4gOHc+GePP/f8z9vN56N4F0Fr02C+EVwgTJU/1xCmOBb29Nz7E3wz4axgBcwnhcA62C84zj3rMOHL3wGCybDVKBSg5Q8RAoE4E1funRn6/79wZngr4JqoOJ5QIiMAsCuqfFG9uy58cvevZv84J+oIHwlh/gUqhzHSaVTqZurofGPefNaYrt3/zkfPqyCWko8HeLhkxCr589//esLF670HjjQ17Zr17e1MH0sVFFCJ4YB3EzGntbQMMMD3kB397XYwYN9rTt3fj8TaksJIWwF4WSTScs7ZYrvPbUVja3d3ZdvHzoUa92xY3MpIXIOOO7du1YmGrVmLVlSXQ6GAcbu7u7Lgy0tA63btjW9ATNKASEMcAAnG4mYD6JRc9zcuZXjwVsOxigwfu7svHzv+PGBtmBws78EEALAzWadTH+/aYbDMj0wYM0pLx9tKBeEAeLX8+evDHV0DJ7YsqXJD3XFhFBTYJqO3dsr0+GwlJGIOaamxmuAKAfDB4YHxKGurmuJjo7BE83Nm2uL6EQOwM709CTT4bBMRCLygW3bLyhhIwcyCkTruXPXE6dPx39ramqeXiQIBWBZdiYcljIWk6n+filjMVkBtheEUC4IHwgPiBNdXddTZ8/Gfw8EmqcpiGc6ttUaSKdts7c3KaNRGR8YkLeTSXkfpADHB6JMgQgDxCgQJzs7/051dibPBALNrz6jE4Z2wDGj0WR/IuFEQUiwJwKrNmyYM2bSpGqyWRACN5sFwxA4Dq7rUua6nA0EmhY3NjZcBAu4g9pV9hMBuFJad4eGEn3AbRDjwLO2vX3FO/X1wauQ1OMM7ZjIewYwtWAlIPXzyAEMANN0+kHeUhb7vmxpWbmwvn7LVRjUQlbeb0ReL7SY9Zh3zsgdSKftWyA9ULHp2LFPFi1fHgxBXCe2dZWmTurkCeXCRDmVP2ZEoRLZtgMQOHp01bsrV/4QgnhCJZQoF/qAXiCc1+e3Pj0uNwWPRDAUqrOXLl1zBj4ohB9ehJ+3ta19e9my5ptgpR5WHNeJ43nV/Vc8tvJgKFS3bvv2Te6pU0ThJ9Ruya0ThzVQZbW3//U+LK6EpSjKhcBMYDLP8EESDIXq3PXrjzhw5DuV9xXgJZ1TFf8xVH4Bb72oBBdo8VnFFG+Aj3TOOUAd6twYziteVt8AUwG/bkUT3wgrgNnAIl1cHTChMLcXBVGt6UYXQ/yrh+KLdZuNKq6CgsUotGAFapE81R+TH6PRGTnxRmV7ofhUXdxwfo/uXSBb0J44ThrGh3LfPnN7KnXyG7gBjNOvhlDH9D0gTd5WLXsaof+J3HROQFVrobbyfR5zTngKf12EKNPNQZ0d91EOPFJ5/uBiR+6yys1z7nYc8QVVTJDCO+Nf8Q+Vf+3i/Y71eAAAAABJRU5ErkJggg==) 2 4, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur202904 0.26666666666667s linear infinite forwards;
}
