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2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 0 1, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 0 1, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 0 1, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 1, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 0 1, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkUlEQVRYhe2TPUwTYRjHf28pR++OWMSvhESJdcFgCH2rhsGBuLkRHUwMkck0jMSYqCXRAQYnB3UwJhoji4thcXBg1Mk7PmLEGCnBRXFo0PRa+sG9Du0VBVrOQKhD/8nl3nvej//veZ734D/RGtBfN/fQTZRpmk7dAAClj9UXQrWr+kKodrUOAai6AIyoeAVi393m3F4YBzYGhoijJ6AQLGh72Y5KC7wq1LoT0pJBacmO3TDeVAEoVQFAT4B7yzE2QgRacq8DLbln0or2rUNFz0or2r9jgOc8/ut7KwjlirRyRQjIlM37RLD4SDQX7kgrOrAjAE9DxEkJSAnIjoLjOAawBGD1fLikCtoFOzY9V15uIFRaNLm/EMr4F4BKUl7P9bH1uxAOh3MAsdmec2c+dr2QlmyrdoC0ogPS7h2Ulqya1FaqLM6OlzLNjvIuO16K5W/81Mp8BkoEQQWrHWTHpidtOTMBtEpLdvkFEOW3Mk0z4ziOCRCJRNZWFpIBgJTgB3AUyG93mLRkL8J9g1BpYNKOzl7fbo9Xga+eOUAymZzxqqCPcdiPeSkd93KTmXnVemJ+BCUG/WzxADo3xGPeQE8A8NYXgAq8XHOMi+mFk/cRasLPFlFjbqldcQyg43x3PvTQHX7fPf+02mJpSQ0Ilp8OO2Z/8gNQ68Z2em34PvVZW5lKD1c3j15BuMuglkFd9WsOtSuAYRg5dTuj6QlICVYBfbO5DCDcb9r+lQeiOZ/KLR+5B+KQHbNX/QDU/GczmUxLdhTCkeMu8OXPudNzp9oA7JjtItSqWwgecAvaQYQqAkU/5lDq13YSi4uLm6NNa6HK2A1cKzrmE5TQUCJux2zfALsqacm6+DbUUEMN7Ui/AfIbDLghobc0AAAAAElFTkSuQmCC) 0 1, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 0 1, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur63282 1.75s linear infinite forwards;
}
