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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABIFBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABbW1uXl5czMzOPj4+2trb29vaJiYmWlpb+/v7p6enz8/O/v780NDRwcHDS0tL6+vrs7OwmJib9/f2amprOzs68vLz///+7u7sAAABHR0f5+fnf399ISEiQkJBcXFwAAAAamazBAAAAQHRSTlMACDB8nwBau+/7WAJC10IaQFJKNIn9DEh+gcnZ8/vnu1J80f3HvZOzhaPd98P5VDhOYuNqdCQko9lQLC56ZHhO28F/mgAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAbZJREFUWIXtVWlzwVAUtUQJRSwhD7VUV0sttbS6UIoiduJZIv//XzRBakbNeEmmn5rz8c6cM/e+e965Go0KFSpUIECr02OYXqeVyzecGU04bjKaDfL4lnMrt2bZNWe1WSST7YTD6XKTq+VisZyTbpfTQdgl0D1eCgBA+eCM4TGFfl/gIhgKe5AFvBEg4BJOBIEJjHIQQvIqjNw/teGDazgeMcxoDIfsoN/rkiHUKYgtH9zgdKfd7tCw22KYrx4MEogCjp0AuA3wrfMDNPlGmD7EHYgCTlHg7j4Wj8cSyUadFxjAgBONb3Ht3gBQD6l0OpXJ0p/1UavG+VxIfjAQj6JALi8UCkWu2vjoDqNPbhuCJ7XP4gBUrrQtlYrZpLBISFrNp//Fy+tP/3mxVnhLROnxZLbijLqTAhmxAZDaF1Mx2OE3sayYIicF3n8E0vtiOQ7b/CIWLI79vYDiEY4+YiYRrY4n0znKIype41Ej0Y0mbyQ/kpEOrFwuS7ay8s+k/DsfBEpVcqD8jrSatEhTHKrHYh2XFOuKD8sWFpuVq7BsRdZp20DpcRXOewTDIvLPuwoVKv4XvgGFjHxp6kgBFAAAAABJRU5ErkJggg==) 31 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABEVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABbW1uXl5czMzOPj4+2trb29vaJiYmWlpb+/v7p6enz8/O/v780NDRwcHDS0tL6+vrs7OwmJib9/f2amprOzs68vLz///+7u7sAAABHR0f5+fnf399ISEiQkJBcXFwAAACsTGhXAAAAO3RSTlMACDB8nwBau+/7WAJC10IaQFJKNIn9DEh+gcnZ8/vnu1J80f3HvZOzhaPd98P5VDhOYuN0JCSj2SxkTgxxCbsAAAAJcEhZcwAAD2EAAA9hAag/p2kAAAIcSURBVFiF7VXZdqJQEETFKDHuYASJS8jqEtREJ6PRqFHBXWwXvP//Ibm4TObNC555Guqxz6k6vVR3U5QNGzZsEMDhdNG0y+mwyndfeLwM4/Vcuq3xfVd+tNX1LfIHfKbJwVA4EmW5zXq1Wi85NhoJh4Im6LHrOM/zcQEWGsYcEoJ4k0ylY8QC1xnewC3MDIEZSAgAuLs0cf7xHZ+/h+lE0yZTGOuj4UDlUqRVhPZ8/oFR+r1eXwG1q2lfA0iGCAXCBwH+UcSp4wI6OBFtCEyYUCByFHh6zuZy2Xyh3cICIxAjZHxf9NADPv4iF4tyqax8tibdJhKiRH5wX7HC7f2DIfD6ZgQqVdRof6hj6RcbIPCk48LP4cKZx6f46/s+9F4tF4xBAue/PL0XTg/aLGZTRXx+eTvGKr/zkjKdLTbI4zwp4PJu13j4fcjKP0E5C308iXXdmzkpQDP6Cve8B7niT7CWgx4OrnSG/vcCZ5eAm7ic4yZK+VLlGKuU8lJjOpsvSZp4GCOgQrlqaYyUO8AmpLHaaSuoussBG0lpd7CREkRGMqwsIL07aX02yiW5VjNtZbxMIoxwz1vtQt7SMlHhGxhixuQDSdbWOZSEwZemdVXYHZSG6YMSTHHqYDhqjv+ctKa5k0al74xJ4gIsHlUqlk4lGVFI/HXWGVNn/ezHsocv4Ed1Xa9bem07nPtcjfeeoemM9fduw4aN/wvf+2qJzpTAHnYAAAAASUVORK5CYII=) 31 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABKVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABbW1uPj48zMzOWlpa8vLxHR0fz8/P5+fm/v7/f399cXFyamprOzs67u7tISEg0NDS2traJiYn29vaXl5f9/f3p6en////+/v4mJiaQkJDs7Oz6+vrS0tJwcHAAAAAAAAAQiVocAAAAQ3RSTlMACC5ieABQeoECQBpSSjRqDFK75/vzyZl+SMf965N824nzn6n5peNkOE5UQtn9oyQkdFrXLDC7w3zv3Z/7906jQtlYWO8s/AAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAh9JREFUWIXtlWtT2kAUhoEQLpGLgIloFKPSGNoGVAQKBISKKJeCRjDEBMju//8R3SAEmOkMC51+at4Pmdkzc57sua7DYcuWLVsYcroIt5twOXf1Jz1eH5LXQ+7m76d8c1H+rZ33qEAwFF4AwqFggNrbwn0/Eo0d0MzhAhCPm5+jfWxA5JiFEIKTU9+qEkfY94+yxnQy1rUzbo0Qx42CisHph6qOjPOLNYCPwgQEDuBEVVXlnb1cBwQwAUEajhFgOEh+md3cAgTx/P0hBugjZfgm81dCKiV8XRDiIax+IL9x30XNeB/IIJ0xDdc3C0CYwuhJ523WrCEEST5992m6u7Gi8Gyei1wevL70e7JYuMosbNdWFF7XRsCP4q8uqkAHloSlUbDySGwElCW9jUrQgpXU0li1AO5/D/jrEFASn59mSSSsJGaI+8sLDjOJfypjmk+y52eneGV0kDWujhqpaTVSJg3kQdPQTg6xGmmllR95QqhWBYKX34bKqAEYvFZeHaZCqVIpFZKDITqOIY05TMtxBqKZDRE0FXScQAl3nK2FAuVOq9V5hMZIVT+mMIa7UOYrraHBHvq10oNaYzyZGmwUezHPl6oI++jqah8FgY7scQTXf7bWJZqpwxcT8ATrDC3FohH8tT5/WDj2tdtud59ZbtuH5VP+WhY86PoDyNa2f9pmIm/zRUkq5n/u+LiiucglyuVEbufn3ZYtW/+XfgPC8Xdzkv9h2wAAAABJRU5ErkJggg==) 31 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABPlBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABbW1uPj48zMzOWlpa8vLxHR0fz8/P5+fm/v7/f399cXFyamprOzs67u7tISEg0NDS2traJiYn29vaXl5f9/f3p6en////+/v4mJiaQkJDs7Oz6+vrS0tJwcHAAAAAAAAApn58wAAAASnRSTlMACC5ieABQeoECQBpSSjRqDFK75/vzyZl+SMf965N824nzn6n5peNkOE5UQtn9oyQkdFrXLDC7w3zv3Z/7904iQtmjhbOTvdHJWDKCWlEAAAAJcEhZcwAAD2EAAA9hAag/p2kAAAHfSURBVFiF7ZXHVsJAFIaBEEqkCAKiUYwNg4oNQYHQ7CJSBYwCRqKSef8XcBJJgBUzeFyZfzGLe879ztxuMOjSpUsXgowmwmwmTMZZ/UmL1QZltZCz+dsp21CUHdt5jnI4XW4V4HY5HdQchvu8x7vg8wcWVUAwKD9L88gAzzINAJBWVm3jCi0h/99LD74+P8T+GjNBCKJGQS2Ar3dBeBusb0wAbBQiwOEDn4Ig9Lr05iTAgQhw+sEHBHRet7aVn2sAJ5q/3RWQxLde54UP77CRCLurEoIupH4g95j9aH/QfeWlg0PZcHSsAtwUQk8aT2JyDYG0FT44/TGdHmtRWKbPRTwhPbdbTT56tnOo2o60KKymqYDz5FMDVqAOUuzIyGp5JKYC0pxYgyWogkxkZMxqAPPfA34dAkxipawkkdCSmMNJ4q/LaCDzTAE20qPWSDm8Rhpr5VKYYLNZ7FYeH6azVCaTurjEHKbROEtRORv+K9xx1hYK4OvVar3EXWMulOFKe+iDZg9+pAluMFeaulSjoAUjEVrgVvFHX6rKWuf8gQJoy4AyuMNd68PDwtDPjVqtUaEZ3MPyI3s+JhVFsSjF8vinTRF5kkhyXDJxP+NxhXMRD6XTofjM512XLl3/S984Fm3IA5+/RwAAAABJRU5ErkJggg==) 31 31, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur249802 2.6666666666667s linear infinite forwards;
}