@keyframes rwdcur53138 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 10, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE70lEQVRYheWXy28bVRTGf/fO9fUjiXHStGqdtJjQFwWBVFiwQgghIVQWIIEiViAhkBB/AbtZs2DNpl0VpG5gX0BCCCEkHkKohaqtKhOa1E3s1EmMH+OZOyzuHXviNFHiLUeK7JnRnO873/nO8Q3830OM89KDxVK827PpK80D5VTjEACQ5VMBoIEguWdWbumD5hmLwPSVpniweCtW8wuBmj+nQRDevR7E3q7CDCL2KwmuAczYCiBilOprL2gQyxxCxkjtEfuVgvCr7divaEC6P4NVSjFS9NgekOVTQfG1gu5/u4qQxphImX5jVU2UJxaBJlADVoFN91ouRWQQ3tjg783q9pdrYdxak8L0BSpvcqVYiox4C4NwBCTQAiIg6wqOgEGvDkRgAP7BEd26VAvYWM4Ujha+8LLer6bXOe9dmIEnJuBe8DRBfAK470A3XArhwKMDExiAv39Yty7WgkxU0/kj+Z+AOabVK96UgmMaDmWgFUIjPA6sAcvYvm9hWxADYZJ3XyZMy751sYaOajpb0tfweB4hICNg0rPplwPoGogJgVkHClAE1lPX+1PgwWIp9uYeD4pvTOnWlUYQr1a9iXLhEjBBjMKwjBSzbERwu9vi757dBd34O+A34C7Qc+A9rAkHHthzCmzlJ4Pi61O6f7Vmos2mzB3KfgQ8CjwFLGGNliykeaDurqtAA7gJrAA3RqsfEIj9itqqbvZNGFG6vCEScDW/EExemNLdq+uh6NRVdjr7mQNaBtrAHZf8PPAYcA47ev84cnV3fQPoCr9q3CKSDn+wiEpeNoM+OhduvrscRx2DLJ8MJl+d0L2vG2HcWlO52fwnwEuuih9ddTPuegUoYE2nsKN3jeEeGJhO+FXSSiQEDB4YI/EOHw8JPTX1ziHd/vx+oKJ1nZ/Nfwq8CJxGUsQwA3yD7W9C4pdUvhC7eLrumQJU7FcC4VcHZNJSlISUIAzy2JMqc/wsrcur8O89rYv6Y+AF4CygMdzGmivEbrwl147AKVFzCrSwXkiHjv2KTN+QTpY7USckNp6RURcZdchkgtDTHsCHHM08x5wu4pFz0q47adtpeROQ1PfRZ2nVtymA6QVIL5LexnUjmn8ZYol+JAcz6gQnclDW8Owk2FbMAh1s33WKUDpngG3BaGxTYMDGRCD7DWVCSdjpo/IZKZ6ZgjN5CA3UI4himFEl1sOCey3p8W2Gfdfu/o6lk0A9lEDpzLSHHSOVmVQLwNt0zJtca0Mla1fWVgQbYQIcYl3eZWi4u47AXht2G4GBHMKvGpcwWSptlnpLrAZwpwv3ArjZgYjvsfOf/LQGLk8BKAi/GuxSOYAZnYJRpolsm8BXwAot8zKt3mms4f7ALheJdX/SgiRyQFv41a47kKTzh47cthglIB3QCjDpqiszlDyZ+Sq79Dj2Kwi/igPbATgacpf7RazTF4AjrrIF7K5Pn3DKqXd2c/2eMaqAwXqg7IC6DE82BWzVP7tPgBLDEdyEwardd2xTwBmkwPAgWQOuA78DfwI/MPyBqTvQliMRsg/JR+Nh4xK4ZMoB1LErd4PhGS/pv50W996ow8cl0GW4x0PskplkOO9V9z0xbBPr8INi70qgja285K6lA0mO2smvWxtojlN1OnZMgVtIdYY9brrPKsPe19z9A7t+B95eD2O/ohzJ9H81hodstHHjP2SgE6lMzSNyAAAAAElFTkSuQmCC) 11 10, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6ElEQVRYhdWXzWtcVRjGf+fcM2cmk8zNJGlCmqZxapsuKhTtxo1YUBTcdVekCIIf9YMuXLu54H/gwoVgQYpgwZUulC5cqQhKLVhKaEXGkE7T6WQyyUwy05s757o452ZuPk1GN75wmTv3432f53mf89574f8ecVDKxUFJ9nu/6Oem5YvFONn38hITdokjm2rkeuNQOVU/AADk1GwI6BhCgWViKvf0ofP0U3zkekOYyj0tZDfUx0/rzBNntBCmn1T9AQBAxHiiq6XpkGkvkMmEUg1liIPSoVTo2wNyajb0Lwzp8Lsq0ouMMZ6J15ZVdiT7ElAD1oEq0BFBufOfAdgs/vaEXrtaCUWzoqWWeIWi6TYbMjea/QR4ABjgLnDTgVkUQXlHvkOZcLP4m+N69dOHoWwu6MHpwVeAI+1q/ZrKe5CX79E2EPM1kHUg8kCEVWZLHFiBrczvh+bRvC6U/HeBE8A0sApc4MXhSTZi+LkJYbwAfAT8CYTAbRGU6+m8BzJhmvnaZxVMdV4XSv4V4DxwFniOAfkOZwcn8RW0unAsiwP1TEqBYhyUhg4FYPliMfaOnQz9V4u6dXUx7D78i8IJ/w2g6BIXgRwDEuob8KADy11YDMG2eALwgcSI+XT+fT2QMC9cLOr2V9VIthf10En/PPA8MAtMOpaaetShDqybHPWoAky5NA23re9WYxNA49JwLDwP/0k/K4JyuCn7W+O6/flCJMOayk4MfAzMAGNADut0Bdx2avrUo1tOlTtAGfgRaKVqpvetCeOgNLS+2G56I+NRd+WR2ljpICZOh/7rY/rxlwsR7brKFvUHTsajQNcxrwCjwHHgMbbPIylyvwN17DyoAjURlBu7KSBlRuJ5G1KN+UYMTciBS2N67drDMKsaWhX1r1gXK6zjjwC/OBUi4L47X3TXLGOX3IJjPAfU95sDo7ExxLHEDD8lhZdl7doccWNBq+nB94FnHctJV2QG2+NvXJE5ekvxrgNWdyAaQLRb8TSAI3EXul1lhMxIACFM6OWVdgkWgRecjB33P5n5Ncey7I5VHBCT2vY0e3JiPo4NAogf3YkEMdITUg6NmM7S8he5sewN4Jy7/qYDMIeVfdWxLbr/Hfebjj0flZZtUK5GayFiY0nlBpvKMw0lwyVlmssyNz0Ap3Ivc1QpChLgaWwrfOxqyNPzAuy+3LYD2goAYPjUyKAu6A/pUlN5dUP7+kpuLPsT4wqmMzA7AFMZyAqJlTrn2M64PJFTYvtwC0VQ3nUGwLZnQRyUZoBTroAPXAbOUZBF8hKyEuZDsLP9e+A3bCvKWC9E9OaDccX3fBTDTnOsumRgZ3wdmKNpfFrmDKMKYB7r/Jo7n0y6pAUdrOv3lD0dW+RyQ6LmkpTd9geQQwAr3YT9t459wzHdzvLAb1o7locIyqu4KRcHJQO8BigMtzDxD65oiJ2ALeyy6zv2XJ/u3a6GZbrkDkug4AC0sMxzWOenl1rEAWNXqdyHhu8AKnruPoo1qEmBUO7aJIwIyv8OAJaVdEWqrmALK/8KVvZkzqevj9jph31jrxYkxw3W9R3srE9AtLCyr5IaQCIoH/rjYAeAOChtP9TAsmthjWdc0Ra9CWf6KQ67tMA9tSJ6zJK32YR50pbV1G1bXjIOE3u1IKLHTmFZJ8szT2/eG6D1T9Nuv/gbsDfvwPL967gAAAAASUVORK5CYII=) 11 10, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
}
div.testarea{
animation:rwdcur53138 2.0833333333333s linear infinite forwards;
}
