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5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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20%,22.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYhdXXzW4byREH8B+boxFFkdQXpdhO7E2CxW4Q+OBgLwECJPfc8wh5rTxG7nmEhZGP9QK7Wa8jII4lUzQ9HA5HMzl0j0UbViwZySEFFIbT7O76V9W/q2v4P5bw39ik9xFGA7KNsRpN0ltL/5bGM+xgjAm2RSfaBKD9XwLoYYAD3E26j61kfP0xIG4KoPN+jHv4KR4kAF061hvG25sCuSmAHnJMk/FP8YO0vkzapnkdr7q0/EfJPjRhQ3Ix79NkPMdFMpKL0cgxT9q4ATlvCmCT/QMMk7EsjQ+TFmmsRuXqhFwrt+FAPxntyLgnErBK49tp7hLlmFXF5cYe7+XETSPQiHk+xSJphZ8kfYmZGAE5vmCwRzagWlP/lern1H+g2bshgOAqfI23Q3qKJ2n9kVgbyvTejAm/5uSEQU65YPEz5k9Y/D7u84Yb16UgQ/839L6L7134tvbYWsVwB/HorVAF2oxqi/IR7a94cJ/PRhwPGWf0hyl0c+pZOqrvRiD8juyAwS5ZSfWQ6hQ98nsMvyT/kjCPez3bZjbmMDDpE444fMR0yqe7/LCl6HG2y36fUcHpNiFj0VBvAgi/JH/E5IDpFmHN4h8UR4QxJxNGW8yfUc7TcVsxGFNOaaZMPmH6OdOc+5eEhqbhuI37qZLukK1ZvAHwBeEXDO5wcsCDHnnDfIuyx2jMgzXFHf5+l+pb6sA5BhcM7lP8mOFnjCYclcxWnPXIluxesFswbanHEUT2OkYiykOyTxiNONzmTp/DOnoVehy0hCVfr8n3GQ4TMS8JFV5RDCi2KZZ8/5Snyzh2mHHvgvEZw4r9AfVeXP8mBaGIjAy9VGwCR/2Y19EKZ3z9LfPTOHdywuQlJ22MhFdUFzyvKP5C9ZhZTX5Its8kEM5pqsjwfMBwyaAD0DyPm9SXzC85b9lvmbRkL3jxmBd/o75guGYwJF/H96LH/BXzb1gEmsfUZ9HIpKCcMWspSqoedRvtVA3Nu43F4inP7xL6NGvKiuPvefVVPDqjhmzF4DV5Sd1EMlZLzv/M4qt47rOduGc1Y7GM86qaKkU5rCnLTRL+ieaYcsn5Q6qdmMtZyck/GS0IOwnAOuY9XzKqyNtI1BdFTF/eI9Q0ZayM9SI5k45d1ie7pC5j9N6uA7/FC/JhNLa/YppxuGYyiBdOmFE8I1xwLx2xf/V40l6V6rIfi1LdTyGvqdpYvUIga2kuqd4tRM0fU+h6zI8jwao+xZj9dQRgQVFFj4o2dkifp+d3IohnlzxPkSnbCKIr66GXynz7DgfeAiISqdii3qasmS8SgNcxfNp4K77Ej8QOqdtvgXkTn91+b+6VzWvx2ssohajuniuKEPOdrclqRiKAxlUfII1N01gt3pKNa3qDD13HTZNCVVP3Yh6z9sr4SAznPBm4SOv20/um98X7ANy0IWlFIJfpdx+7CUAmNiHnG97mrpqV1+n/1fsA3KYn7KQWvTlP60vpdCSdeLuX8D7Dndzmu2BTWrEXWCYAS9Hbrm9sRQKeJ134SA5cJ12H1JGrED3vDGRprGvTrm1OPxbAJoh6w0DXO3ap+SCA236cXieZSLxBeoZktPtouRbAvwGmEP7QxhwJlgAAAABJRU5ErkJggg==) 16 16, auto;}
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51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhe3XXWskWRkH8F9XVyqdnkxPb2YmZuOuG1YQBlwdGRS8EbzyQhARFvxwXnklfgRBZPFGRHxjUWR2QljX2UyS6el0Kt2V6upTXpzTk8xuMo2iV/rA4RR1Tp3nf/7Pa/F/+V+Xzor17DMjoEnzf0SyFWsFBthO4x42ka/4FrL3ydo4bpR8xdoQO0l5jjGeigxUad9VNrJHZKdk3yDbofgJ4ZzaDczdBCBDLwHYw7vp3ccoMU37muXBXyX7Hr036PUohvQKeus0MyY/ZvyzCOQVEK8DsJwHeDvtrXGS5l5iYYrma+TvsXOL7YJBl8E6RaBsOXiHZo/yY+oWbQJyE4CQlFRp5NhKQOr0fHJllGfkfXa3eJhxvxOBh4pP0XSptnFIHaibOIfuDQBal064hS+IDvgm3sIb2Ej0z1Ads/gBO0O+u8ZOoL+gPad+RvUX5k/otOSdeMM2sHidEy5Dboxj7LoMxe20p0K5Tv0t6jruz1uKGR+dcv4Pqmf0T6N5+hmTkpNACJGZldIR7fw3PEmgCnQ7hCHtA9a+Tv9L3LsV6b/4O3/4PScH5CM2zunlFBmdhqpmOudiFQMVDkU7Z4n+QqTxdp+NTbZbspKypFfyLDD+Ewe/pb/BsKBoyTpUGVkWv8+QvQ6AdNvSpT9MEph+h3IR0U2nuEW2S51xcMLRHxlNyLvxjHpOWTGaMqooG5qWsArAVTa8R/OM0djLEJnCKYMD3KZ6zuQx48cYEBZMK6pzTs44mlHOKC+oAs2qWgC+T/YVBkO299n8Dfap5pGRHrZT8pneY/wihljvDlt9BnPqU47OOKmpmhiGzesAZPA+HpBt0H+bvT47L6g/ZPQrpvuEHv0R/SbmirLLqCD06ffZXCOrY54YzaLZmkBI9eF6Ezwie0DxTfI5+ZCduzzsMuxw8GXKmrBN/ufIQC99mi9wEW2WXVB3mS6YXDBtYhZ8fSr+Odmn9IcMe2wW9HN2b/FowbTloxHNJ2RPKCb0Q0xWhVg7hoHeBcWcw040UxWuUX4tgF+Tf5vN27y1xm6Xe2tsd+Lz5Jjql1SPY2gVa/TmbLbsttwXwcCTECPgyGU/wSoGJpG64i7DdfY6vNOJtwpNjPfBPuMhw5zeKc2c0YJhG3uFraTkTTFjPhWDZprmV0rz5zLhd8j22Ci4m3M/407NYsrpmOMD5s9Z63N3nfU54xnHNc/FnNFLIPKkaIG1ZKIW8/Tu+mq4RXjKNI/UHTRMXpAdkZ2QfUK+GetCr451omk5aRm18bzddPMizXPRNw6Tiiqx4FoGPsAOYYdmyvkhxx8y+isXR+QlG91YCTs1Z2ccT3h+EQ8tRDOsJ8W1WEuWbJwnlmaJgfa6MAw/pf4ho19QjSl+F+M5DClysm7y6hmjmjI5W40R9tMtNxOglyGanguXzc3NDclD6h8RvkhxSriTGtH12OGYU1WU54wXl841Sjc9TAAGYh8xTO/5TJd9Yy14N07NU8Ja4m0RE0seCPNYYOqUWiuXLNSib2wmxcvuKkjt21U9K4tRG8OvmhFqqg5ZaiZCSGk1xMOX8b1s4a7edprWJy7DMbD6x+SldGI9z5agrs7XSObS5ku7L/uLZRQ0/xKAf0OWt1/+xCxZeuX/4L8J4CqQpXyOsX8C6LAQulg36mYAAAAASUVORK5CYII=) 16 16, auto;}
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88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur10228 5.8333333333333s linear infinite forwards;
}
