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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuElEQVRYhb2W328UVRTHPzM7Mzud2Z0upKXLli60LJpFBAQloIYYI2CI8cFE34waEh5MfDW+6bvPPmr0f8AaXjRRiqJigPBDsHQLS393f7jtbqezuzM+3DtdqKV0W+2Z3MzdmZ1zvvd8zy9YvxhAAo/bQBpIAgn5fM2ibhCAhc5TQJc0brULQNswACFdQBloAO5mAVBpnTYmjc/Tplc3QoFK6wCG3GubDUBdtn/42f8GIHS9hXA98m6yDkrb+UCVRizAAXYh0g9gp9TlIuKgIvf+k5QqazRuIE6ZSKfTR7f0b3mXfbxmVA3N6/Zwf3BHp4anfi+Xyz8DN4E7iKyYB7zVFEfWatxxnIHsyezXXamuj2bfms1MnZpSrW6L/It59F49sbu+e2+8L36gnC8Xfd+vS8Me0JRrXQBUwHEcZyDzTmbIfdbtq52pMfzGMG6vy/Qz07i9LkbWIF6P43V7sVQ69VLhemHS9/1FYAFBhQcE6wHQAXRlT2W/cve56Vuf3GI2NfvIH3qCJJkvMtROVKm+WcO+YSmd9c6nZ0ZnJhAUzEsQ9ZUMrBaEKmCl0+mjtmIfcV93l3JmOykcOjExiX1no+c07IyDrcSJnFKJ/Rrf6jjOK5VKZQYoskpQagiOw7W8uCQTOxNnxk+PkzuUYzspEmzBxiaKif6nBp/7aJ/pdCo2ChAchvppl+Ro8mDlamWYVom2eDQgfaChyRfhCoEgf+9Q9ivHywfLDLCbThJY2JiYaCUN79MFMBTizyeILLEZ4B7USB3rNe9cvbMXGJc0aEDtIQANwNPwuCQ72opifGCwZ3QPwREFmxgmJlGiNK7VWZwOsN6PEbNjqJKfgAA3t4DmahBwCDj0ON2CAoMTwDZgKyLXQypiQL/6ofqxsiuiWlh0yNMbGNRq88Tfc+h+O4mOjoICKAQEdPYnWDRdUGgA3wN/ADnpiVA8YF4LN9Jog1ZD8QBn7re5kW0HejLWERuTDqJEMYhivWwRjZtEiKCiSgDCA8UrM9wbGgXBfxkoIIJxOQA3LJ8VWu304RhQJ4YnfuwZ7MlwOMA8bEoABnpcJ4JGRF4hgMLlAqXBAmMjYwD3gVF5H2fFGBAPw0FieRY0SqXSUKVWOWme79ihP2dgqBIAOpq8Qg8EPvx9vkihUKBarRYRZfm2BDHJClkQQZRJD1G1arSKx5wEFRQeFKb70n2vNm7UFd3SiKecJRACiE7pcpH73+SYu1vh4rkhgiAYAn4CrgDDwJTUGeqvAgurVcKl0tlsNoP89fyU1bCy9UuLZlAJiDRVChdmoaYw8e0Yd7+8Tf5anqFzF2g2m78AF6XxHFDiMU3pSd1QRQybSWAv8ILjOMd7+3v3DxzLWLhg9OjcGrxJfiRPtVqtSKMXgcuSgnFEjK3YmtfSjsNWnAQycmUloDQBO1CYl4auA1dpuX2SJ7TkduYBC1ErkkBKAukn4CwKg4hI/4vWPFBExNSq88BaJyIPmTYId05KA5PAWcSJx4ARWhG/pomonZHMR5worBshMIB7wDQwiyg8tX99/RhZz1DqS8NhykKr5zfaVbaRsfw/kY0A8Glx7C9bmwYgdHkYpI3NBuBRZYRWefXaBfAPNWy09MAxi8gAAAAASUVORK5CYII=) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErUlEQVRYhb2W228UVRzHP3PZ3elsO92W0i5bWHpZhBIELJGAJsQYBeTRB9+MMSY8mPhKfNW/wH9Ao7wY9RWb8KKJUrxRA6ZcLe3C2hvtXtx2u+Ps7B4fzhkWSml3qfY3OZmzszPn+/3df/DsEgZieNwGkkAciKnnDYu+SQI2IZ4DuhS43SwBc9MEpHQBBcAH3K0ioFPXtlWBL9OkVTfjAp26AmG1N7eagL5q/+iz/41AYHobaXrU3eIZXNrMB7oCsQEH6EOmH8BudZaLjIOi2tc2OlRrEDyM1DKWTCaPdfR3vM0BXguXwqa33cP93k3PT8xfKRQKPwE3gDvIrFgGvPUONhoFdxxnYOjk0Oddia4PFt9cTM2fmtft7TaZlzKEekOxwcrg/rZdbYcKmUKuVqtVFLAHVNVaUzaygA7EHMcZSL2VGi33l8PitODW8K0nXtw3tg/tooY1adXGz49/UqlUAmvMIF2ypjs2skAL0DV0augz94CbvPnhTRYTi4+90E0PMToRCYH/sk/0uq21V9r3LqQXZpEuWEbGQ2UtgPWCUAfsZDJ5LKpFj7qn3Yc5s4MEDu1YWIQIYWCgoYEOximd1l/bOh3HeaVYLC4AOdYJShPp42CtLi7x2O7YezNnZpganmIHCWJ0ECVKRIGbSwZGmwmSAuIIVM64xNPxw8VrxQnqJdrm8YCsAb6p/ghWQAT1e6d2UDtROFxggEHaiWETlZqvhPC/qmDGDaJvtCl4AIF72CRxvNe6c+3OfmQMLCvFVh4h4AOeiccvqqOtKeF3w+xJ70Ec1YjSioVFhAju1yv45z1aP9qGjY2u/CMQuFNlTNcEwTAw/LSzpQvCvA50A53IXA9c0Qr06+/r57Q+Q7exaVHamyWD4pd59G6D2PMdRIgoC2gIBO39Mf6xXNDwge+A34EpZYlAPGDZDDYK1KfeUDzAWfptabL7UE/KPhrFokVqf6WM8ATJj/to63DQ0R+6QCDIXV3g3mgapP8LQBYZjKsJuEH5LFJvp4/GgD47MftDz0hPiiMC64hFRERY+GaWHecSdO7dhqGugEB2LEt+JMv05DTAfSCt7jOsGQPyYTBIrM4CP5/PjxZXiietiy07Qy+E8e/6WCmb3tNJTEKYmA8tIGrw98Uc2WyWUqmUQxai24rEHGtkgYEskx5QVmSC4rGkSInsX9kHu5K7XvWvV7RqzqfvnUGscAshdZmEyI/luP/FFEt3i1y+MIoQYhT4EbgKTADz6szg/BJQXq8SimBTrVZFZjwzb/v2kJbG0soaRlUne2kRVjRmv53m7qe3yfyRYfTCJarV6s/AZQU+BeR5SlNqqBcgJ979wIuO45zo7e89OHA8ZeNCuCfEzZEbZCYzlEqlogK9DIzRQC9opB0HrTgOpNQaUoSSCHaisayAxoFr1M0+xwYtuZl5wEbWijiQUET6EZxFYwQZ6X9SnwdyyJhadx5odCLyUGmDNOecApgDziI1ngYmqUd8QxNRMyNZDalRUDcCYgD3gAfAIrLwrDzx9VPkWYbSmgIOUhbqPd9v9rDNjOX/iWyGQI26j2ur1pYRCEweBKm/1QQ8SkxSL69eswT+BbH7tLu0jdV1AAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur78337 2s linear infinite forwards;
}
