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5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoElEQVRYhe2VW0hUURSGvz1zPHPmjImY9VBhWV6ieki6EBQSFhEWFhQVFhrjJRCdNCi6KRQEQUVIgfgQYWIa0kNJSUn0oFFCVqYUGZpRgmmBSlkyl9XDjGFBJY7iy3xv+/avf++99l4QIkSI8XF0OoMnAK1A5XQZmAO0ASunQtwCaIAORAIxgX5tzJxh4AUL964f01cOLJ4sE6sBJ/CBWVQB9UAqkAcYwHIsdhcbb7rJ8tbZB2ZX6OcRwB1YFzQ7cSxaD6TZHvEh7CxC4gE38c5G/CdRC/SHnQgXW8t2MX2I6UNUXoUQvSZ4Aw6H4wwpNW7rnSOnECKNnoQ6sj2CU9JH56jNqyop7BXbk92i1VwQ412S6E2ZFX9ITSxHDMPYQ0SU6LX0IIQbz3lgycsRrbxMDA/7EDTTy2ujfYNQ2CuqpFXIHXlPQ27EqIbtLk4VjwClEzIBbAIygBQUzUCdilNiycClUimzdyHGm7VC/oDY++aL/jFx6+hCfXBunOnluzmMqOR1wiT8GVFANLALuApcYQaiDj4VvSlT9HtFos7fr0aIAsDVX28tvS3qWIeQ5X07RictWCPgT8JG7XisaLVn+83BmULekGg1F8T00qPdKq4iyyfqcLfo911CtnuELDlk68ZpSUaABoJ8riUkpIj12uVOBNP0ctH+KVZU8UvRbpwT04PoDQVia9kmpnCS/RLHjlcN1i1hXssKvgAPCSIvknHYxd4VJup086VfR1Idk096l2hFSaLlIFYnnWopzfivLgFYgv/6lgML/hdE/WOsjcW5y1RiDNIX+ZXH+deBAqAQzRGP51sv/i+6A/gBfAY8wBDgG+8u/2ZgP5ATEHuGvxgNA+2BIAOBtiXQnhLmAeFABL/XhhAhQoQIMan8BMm550c+PBlYAAAAAElFTkSuQmCC) 24 17, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 0 10, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 21 23, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA/klEQVRYhe2VPw6CMBTGPxoHByd3w9zo6Iy6egDj6u5xuI9ewnABR8/wHoNFEBCbvjZd+iUEaHl8P8j7AyQl/RcD2McGiArBRBQVgokoKsQHIAREZgmATK1HgiubeDkAQ78vyqoNvGpvENPu0MzQTCX4Re1BJbjZCw7QN+9DQJATyhPnzRXCCwARiSAmZZMDkhIVVwHT4+thpRQAHADcvQFM9AHpu+0BxmS+dgXgaWMmBjCG6AKZNedmZF0Fxmj3Y3vmCmCjJrsLc7/EcEKeQgMU/bWRCRlECwBHc+5qi+Ff2LgYSCYZ+0hGSSu+NFURS3O0Ccp5np+j0iQluaoGzEbJS9OL+xYAAAAASUVORK5CYII=) 2 28, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,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) 2 28, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAu0lEQVRYhe2WMQ6DMAxFP/U1coSOndvMPUDVtfc/g+UuuALhgCrZMUPeFIjgfxwsf+DECICabUCiRS57m8ysyxptxEKYWZhZK9HdRHj5B4PBoBc120DuVJ1nSZPdaehswqzEFKxtfX205o/SS8idrjnAOg/RKEZEAFbRTO+5nWOzC4hoAvBQsfm6C1YaFmDVTq9oA/eWgYWJMJ6RL4/khm2Uvx495P1jyb8d4z0LPtq6mWj5pZTyzjZzyBcEbkvYzY5wnwAAAABJRU5ErkJggg==) 2 28, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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52.941176470588%,58.723529411765% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur67937 2.8333333333333s linear infinite forwards;
}
