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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhcWWXWgcVRTHfzM7mZ3sZt2iS7aBVNK6VN0ncfuSNNA1VikaDIoj1Ip5bvHr0YKw+6QPvvhUlBZqA4HGpDRIHgJCTa00GhqsEIsUbKUSQxNDd0OyO9m5O8eH3ayJJrsbm48Dw8zce+f+f+ecufdcqGEi0lFrzLaaiLiu63buirht27qIiOd5uwORSCQMEZF0Oi2e57n5fH7HIUwREWDXICoAuwWxBmA3IP4DsBpiJ37MdQHYqUjEYrENAdihSFQFYLsj8e8IpFIp2ci2C6ICkEqlxPM8t6+v720gbppmHIgDT1mW1RYKhSKxWMzcFoAV8f7+/reA2Ozs7IBSKut53or3UiwWs/l8/jygb0ZAqwNgWUTUwMBAbyAQUK8c677AxD2LcxPwwz3I5EHXoHM/nGqHzgMKgyOapl1/aIB4PG5OTU0tDQ8Pn9A0jZ6enn4t9Y3BuYm1AxcLoIql51MdyKcvqeXl5ecaGxu/fygAwBwfH3+xq6vrZm4hd5ejXxiXr45yiBb2RVtKngPkXCiof756pwM+ftnRGrQg4FUTqJqvZDLptbe3j83NzX3C0E3j8tVRAG4ww7f3b4En689yZhyu37Vc1z1bS6Nq59jYmEokEk4gEOjmva/X9GVw+Pn+b6WX1T6uROXMOD6f77V4PG5U06iVAgBdRNxr2pv6HbIsUkDhYWHwCH6OP/YsOKoUDX3VdHsCyB+n0XU9BOTYIBX1Lhn9Ng8w8LGHRiIEacKPB/w0/3t5xFpfitMP0DSNcDhsVNOpGh6ARCKhiwiPE2IWp9KuKPIXeXIUaF4K4iF4ZSd1dJppRBchm81W1agZgcnJSV1EMi+En660ObjkcMngcIcsBRQGGiY+THwYaPgPP4HneQtljQ116kmB5zjOCJ+/WmkoUCyDlO5f8WulrWIfPc/8/PwopdxvuBRrAti27QWDwXd5/RnnxOFjLKxKg1H+PEOBL/mFP1kEoKX3CBx9UkWj0dPhcFitO3G9AIODgwCFK99dOS7XTqqTie5KXxMNlWcHxRC3adm/Dzlvq4tDF3sBlc1mlW3bVTejeswIhUKPjoyMvCGuuHLhhkjDhzJEj3zAIfmMLsnwvsjZH0WWi/ly0ToQCoUiwJZVSAvY6/f7YzMzM5dc111TDZVS2enp6UuUSnQsGAzubW1ttbZKHNu2dSAANFuW1QYcNE2zci4o3w8CbUBzeWzNZV7PTrja9PKkgWAwaC0tLRmWZRmO4wCo8uVQ2vkUNQrR/zIRIZlMGoAZjUYDkUikCWgCAuUT0aYOJFthejqd1ksnt83b37AdOiezppMrAAAAAElFTkSuQmCC) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhcWWTUwcZRjHfzMZhmGGLRsSQBJiiN1UsodeJjFQm5SSavwgJTHdgx8pHrzUWL3qafemiRcv1lRNGklIIGgVI7GJh9JIykGJxhD0RA8tRRehLGV3Z3dm38fDfhRQFuqW5Z+82d133nf/v/0/8+4zsIdE5MReaw5UIuL7vn/yUMxjsZguIqKUOhwI13UNEZFEIiFKKT+bzdYdwhQRAQ4NogJwWBDbALZC1Oue+BdAvSH+E4B6lSMSiewKQJ2SqArAQSexM4F4PC676aAgKgDxeFyUUv7IyMh5IGqaZhSIAj2WZXWHQqHWSCRiHghA2Xx0dPQ1IJJMJseDIEgppcq/XgqFQiqbzV4B9Icx0PYBkBORYHx8fNi27eDsc4NfcPU3i7e/hXATbObgiAW9j8MbT0Fvd4DBKU3TbtYMEI1Gzfn5+fTk5OSrAENDQ6Pa6U+Nr29cA8DC4PmO46CXviZQcN5FPnwhyOVyp5uammZqTmB2dvbZgYGBXzMbmVucuVwxL2uQozR0hosf8gFkfHjzBHzwoqc1aA6gqhlUrVd/f7/q6+ubXllZeZ+xX4zLN65yh/skyVTWLJJ6sCGQ4uulmzCzaPm+/9leHlUvTk9PB67rerZtD/LWNzTTSCs2zTSyhodHgbtslsxVMYGyLs2i6/pL0WjU+N8AAHNzc0rTtCM/pH7fNm/RQAYfE71onslv3zhzC03TwgsLC2Y1n/0eGT2Jt20iQx6FYNNQPAmqFL+uFceGh6ZptLS01JaA67q6iNCOxSY5NvBKI88Cq7RiUcjmHxiXFbYREVKplFHNZz8l0EVk/ZmGoyikMn+H+1gY6Oj8SYZCOrd948lulFIbJY+aSqA8z/uOz89VJu6yiUUx2U18dCBJhtvpNW6n10in0/C6y+rq6jVqOYYAsVhMOY5zkVdc74I7CMDfZCvXF7lXeW+gYaDhDPfBmSeDjo6O98LhcFANYk+AiYkJBeSv/3j9ZfnpYnDBHcTYsu1n/iLYUprO4VPIlVgw9uXYMJBfX1/PVwPYr4xQKNQ6NTV1Tnzx5ZNZWecd+YgBeZdeGeOsyNMfi3z/h0iukC01rSdCoVAr8Mg6pAW0NzY2RpaXlyd2dsMgCFJLS0tfUWzREcdxHuvq6rJ4yO64qxKJhA7YQLtlWd3AMdM0e8rPBaZp9gDHgG6gvbS26n8A7N2MdkqnGKnpOI6VTqdNy7J0z/OgWOd8aWSAqjdfrdIBs7Oz025ra2sGmgG79ET0aCKvl/4Baes4GG6NFu0AAAAASUVORK5CYII=) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217358 0.8s linear infinite forwards;
}
