@keyframes rwdcur86125 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 18 18, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhe2We0xbVRzHv+3t4/ZSaEtvW5DRcssj4Y3OqQmj3YjJHol1ZNGoC0F8DKNs0f9MNP7hfyYzZkH9xxmT/clIhC36xxiPBCZhJsu8woRScA8qbpSW59qh9xz/uJdCGY8W1L/2S25umvSez+ec3++c3wEex+PYWagBaP6tgVINNl2ncTfuLToKwL7DMeLBpArnNEzJD6frzzccrG4OR8KR65P3AwAeAKAb/N9c5TAX/bkU0wKIAZB2I8ByGqbk0qkT3x2sLK1i9Tpmf5HbOxOJhDeR4A8IWb5zDcdaPe6cvW2/+H8GMLdeIlmBOLy2srQCKhUAwKDXMTVFgncmEl4vwXvzHL6vTrz4pdPOG932zPwym7n4e3FscL1EMgIyvPm1BDhUMsqg1zE1hYJ3ZjYSvj55fwKAwSs4Xvi6vq5FcPAcJQSUUuTbrEKpzVTc/msgQWI7AbVRp8m/9O6r52srSiqhsOW3YkABg07L1BTkeSdDoRjHqArPvX78jJBl4wghIJSAEApKKdw2i1BmMxW3D43HJbYT0H7gqaqr9zz3FsMw8cnLQZWMU4BSsDot4zRx1S/vq6h1Z9kNlFLIAhRUEaGUQlAkOoYn+gDMbydAr96ausepiOMZt7OcUavlyVOsKTd5diN3g1h8EFWX5Tk1lNJEMKHKSshPntUsWDSY7Z2Y+mlbAQBL3f47Nwwg/L58ZzmjZtYYyPBAcAqshgGjVmMhGkU6xypwCqqA4ytCCLpvBm58+OPAp39TOp1MERIA891jioQ7t5xRq0GpAv9jCjqGQQ5vhcWYhnuRCBaiMaQbWAW+KkEIwZXhMbGprfuNhxLxA1hOdhuuSqgI/7SQW86oVQgEV+HyshOYjUZMR2axEI3ByOrXwf1iU1t347JEbkI+mFI6iAiA+Z6xO6KG/JVt4/QlBq0GT/CZIOtybkrjMD07h0VFghCCziG/ePJCIjxVgRUJbTQWtdY9WXIg12ZlqAJen3MTZ0Bobh4L0RgGxm+LJy90PQIHUm8kvDfPcfjjw9UfOW1WnUQkSJIEicgPkeTfRJJACEEun4mekfFrTa1dDRvBAUC1AWRTuMfl8J195cjZDANrDM0toHBPNgDEC1JejdUtd3loVGxq7Wp4KJGRjeBA8ingPS6774uXDrXk2qxpeq0WKgB3p0OwGNPiRbZ68q3kvKtxWSK/bQZPVoD3uOy+M8efb8m1WrmVmeq1GqgATE6HYE7jEiQ6h/1i0wYFtxMB3uOy+z47Vtuyx2rhEpZakQCAYCgME2dYu8+TggNb1wB7KD/b98nR/d/mWC1GFVRKL3j0k9nFJYQXFzERnhffaetJGg5sfa/T1BY5vfYMo1GSJMgCa1oxEO8HRlaHXv/0tdMd/W8D8CcLB7ZOAbkSCPpdGWxpoS1TAJRqR2IaCCHoHZkQ37/Y/6ZE6Wgq8G0FACxcHpscdGWwxQU2S1xC7sDydusd/V18r71v22rfiQAg31rmOseCg64MQ3EBbxbkawAFIRR9/ltic0d/SjlPVWBVIhAcdGWwxfm8WaCUoC9wWzx18equ4KmGDkDJ50eevfRNXc2AjlE/BYDd7aCpHMUrEmbIPWQW/9PM/9P4B+SBzH0eGA8nAAAAAElFTkSuQmCC) 18 18, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEt0lEQVRYhe2W3W9TZRzHv+d05/TstD3rTttDV8fGKbCtewNGNFyYjMg0aHQXxnihiQbwHcHExGjUK/8DxXAlLpGZAInChf+BiWYbuO10g71gxpgtY+3Ouo10G+48Py9O39Z064CQeMEvfdKk5ySfz/N7eZ4CT+JJPInHG96gq7YdQC0AsdQLjscI94fVxu7jXacv7Q40HRyc7hsAsAjAehgBCYCSeX8dAJWD62pD99vPffj9juqgW/PW7NZcocjwTH9fscR2BCSBF5s+efGrsw6qcM2YU9MA0ltI+HW1ofvYkZNndqghmTECiKB5a3TNFYoYMwMbJMoJSAIvNJ9+6esfD+x9+tmG2paupDlnxlK3b24i4dfVxu7jXafOBH0hmTEGIgbGGIgxaFVBPSCHItHY1ZzEVgKSwAvNHx/9sqd9d8c+DhwkUXI01bV2Js1EKQk1rDa9cuKFU98F1ZCLiECMgREDYwRGBCJCoCqoa65QJBq79juApc0EJIEXmj964fOetnBHO8dx4DIPnKLkaNzZ1plcSJhxW2IVgDek1He9eujNs+HQXg8RZXZOuQwwolwmfJ6AXsHE1N/zY3+UEpAEXmj+4MhnPa3h/e0chxwcHAcQ4BSdjsanWjoTC4lUPHXb1NWG598/+ulZ0SF60mtpyJKchxdnglkYvT089Fv04jcMLFFKQD3Z9cXPkfr2DhudwWctiEAAnILT0VjbcjiRTITeOPzOqaAv5PK4FJiL80ivpiE75QJ45psxjEwPGhcHzh23aH0CwP1SApU7VX3fTv+uAzzHY2OfUeZDIALmU3N8S/3+iKYGhWza3ZUemEsmVtbSkMTKDfDo9KBxYeDcMYvWr2dKV3IK7t+ID484uUp/vaa38eBB9sbtBYCIEE/8AwdfgUC1huKauyvdWFgysbpqS1iMwbj1l3Gh/4cN8M0EGICl8dnokJOT/HWBcBvPcZlM2J18JxmDg3PAXx3I1LWw4QiMGNySGwvLC1hZS2MyPlYSvplAgcTIkMhJ/rqA3saBt+HzMSQW5rCrRgcRFTRbcdczyE4Xrt38s//yYO8Ji9ZvFMO3EiiW0Or8eutdcxYO3oFqjw935+/AIyu5Guc7PTtyFoypQSMDHysFLyeQlUhPzI5M/btmtdX59VpV8UGssC+2u+Ys3LKSazIqmPdovuYld54NvowAALjrvHv2Hwwfaq9yeWFZFizLgux0wV2pYGb2Vu43e60jOlW64R4mA/5d3r3drz3z1re+Kk2mTBNml1AhgAhIpubgktyw8nO+LThQcMiVCGmP2tz9csfr5/xKwA0O4Lj8wZSdC4BwL30PyyuLmL83Z1y62rNtOABUbPWsMdjaWSV73RazgNx9kL8XsgKSKGEsFu2/PHz+XQAT24UDZaZgMjE6oQjeFk2p0QH7AEJRGRhjuDFjGJeHe08Q2PiDwMsKAFiemBvpUwRvRFNqdPs0LIQTxmNR45ehn8p2+8MIAPa/lsWJxGifR/BGNCWoFwqMx0eNX4fPP1DNH1QgJzGZGO1TBG8k4AnqBMJk/Lpxxeh9JPh2BfISyet91U5f/fLKknkl2vveo8KBrcewVIgAvLAPsNSjwv8X8R8wuOSDDMsu4gAAAABJRU5ErkJggg==) 18 18, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEt0lEQVRYhe2W3W9TZRzHv+d05/TstD3rTttDV8fGKbCtewNGNFyYjMg0aHQXxnihiQbwHcHExGjUK/8DxXAlLpGZAInChf+BiWYbuO10g71gxpgtY+3Ouo10G+48Py9O39Z064CQeMEvfdKk5ySfz/N7eZ4CT+JJPInHG96gq7YdQC0AsdQLjscI94fVxu7jXacv7Q40HRyc7hsAsAjAehgBCYCSeX8dAJWD62pD99vPffj9juqgW/PW7NZcocjwTH9fscR2BCSBF5s+efGrsw6qcM2YU9MA0ltI+HW1ofvYkZNndqghmTECiKB5a3TNFYoYMwMbJMoJSAIvNJ9+6esfD+x9+tmG2paupDlnxlK3b24i4dfVxu7jXafOBH0hmTEGIgbGGIgxaFVBPSCHItHY1ZzEVgKSwAvNHx/9sqd9d8c+DhwkUXI01bV2Js1EKQk1rDa9cuKFU98F1ZCLiECMgREDYwRGBCJCoCqoa65QJBq79juApc0EJIEXmj964fOetnBHO8dx4DIPnKLkaNzZ1plcSJhxW2IVgDek1He9eujNs+HQXg8RZXZOuQwwolwmfJ6AXsHE1N/zY3+UEpAEXmj+4MhnPa3h/e0chxwcHAcQ4BSdjsanWjoTC4lUPHXb1NWG598/+ulZ0SF60mtpyJKchxdnglkYvT089Fv04jcMLFFKQD3Z9cXPkfr2DhudwWctiEAAnILT0VjbcjiRTITeOPzOqaAv5PK4FJiL80ivpiE75QJ45psxjEwPGhcHzh23aH0CwP1SApU7VX3fTv+uAzzHY2OfUeZDIALmU3N8S/3+iKYGhWza3ZUemEsmVtbSkMTKDfDo9KBxYeDcMYvWr2dKV3IK7t+ID484uUp/vaa38eBB9sbtBYCIEE/8AwdfgUC1huKauyvdWFgysbpqS1iMwbj1l3Gh/4cN8M0EGICl8dnokJOT/HWBcBvPcZlM2J18JxmDg3PAXx3I1LWw4QiMGNySGwvLC1hZS2MyPlYSvplAgcTIkMhJ/rqA3saBt+HzMSQW5rCrRgcRFTRbcdczyE4Xrt38s//yYO8Ji9ZvFMO3EiiW0Or8eutdcxYO3oFqjw935+/AIyu5Guc7PTtyFoypQSMDHysFLyeQlUhPzI5M/btmtdX59VpV8UGssC+2u+Ys3LKSazIqmPdovuYld54NvowAALjrvHv2Hwwfaq9yeWFZFizLgux0wV2pYGb2Vu43e60jOlW64R4mA/5d3r3drz3z1re+Kk2mTBNml1AhgAhIpubgktyw8nO+LThQcMiVCGmP2tz9csfr5/xKwA0O4Lj8wZSdC4BwL30PyyuLmL83Z1y62rNtOABUbPWsMdjaWSV73RazgNx9kL8XsgKSKGEsFu2/PHz+XQAT24UDZaZgMjE6oQjeFk2p0QH7AEJRGRhjuDFjGJeHe08Q2PiDwMsKAFiemBvpUwRvRFNqdPs0LIQTxmNR45ehn8p2+8MIAPa/lsWJxGifR/BGNCWoFwqMx0eNX4fPP1DNH1QgJzGZGO1TBG8k4AnqBMJk/Lpxxeh9JPh2BfISyet91U5f/fLKknkl2vveo8KBrcewVIgAvLAPsNSjwv8X8R8wuOSDDMsu4gAAAABJRU5ErkJggg==) 18 18, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur86125 2.6666666666667s linear infinite forwards;
}
