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28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhe2VP2gTURzHP8GCwcJVEQJtagnRgDg5ZlC4IUMwEKRrIU7ZSqEITiIqDtJBsTgUupwHrkUKLR0qHLRDNwN3SKFtCGlasUvkoOS259DeceaS67vkFiFf+A33e7/3vt/7/XkPIqBlO6JlOyLKnquQiELu/55WktJ7wzAmG9huxkE3JEzLEaYVbwmkMwBw/MeOkxuQ7IG8Wuz513vG1tB9EHqAS/zqnc6dmwq3Zi787eZFNt6+rMQmpCf5imYId/T62YpmiH4ZGgYCEJpW84g0rRbwuba5exa7CNHpdAQgfJdPwOe3QQX8Uzv3kD1jy/O1bAeAaSUZ8PnRbkJ1/imX+6P3hL/mXKaargx0+2LribxaFKblhNY7rAe6zbTkS5LIq0Wx+vmbN2JxwS3JVeUYA/eGU2IVIHtrXms1Dt8c1c3Xt1MZEjcUJpLXhya2rB98+vBcqhm9gLxaFCllkiezz5i592Ag8ubhTzbXvnBm/5KehMAYppRJstks9x8+jkS+X9uhXq9HIg8IAFiq5rzuPR2vhArZr+0wda4DsPv7UWRy6PMcl0tpMgWVxvZ31jd0TscrgZipc533H+eAOZYXvw5E3lPAi9WDBCAWCpApqCwUYHlRZ+3grhczmzuiXEoD0Ng2gMFfxJ6b3DKUS2nWN05cUdLrsWCpmhP+foi6PsIII4zw3+Av5nisf2aNHBkAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur23907 2.3333333333333s linear infinite forwards;
}
