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3.5714285714286%,5.2571428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.3571428571429%,7.0428571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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10.714285714286%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,15.971428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.071428571429%,17.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.857142857143%,19.542857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.642857142857%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,23.114285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.214285714286%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.685714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.785714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
28.571428571429%,30.257142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
30.357142857143%,32.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
32.142857142857%,33.828571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
33.928571428571%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.285714285714%,40.971428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.071428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,44.542857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.642857142857%,46.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.428571428571%,48.114285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.214285714286%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.685714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.785714285714%,53.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.571428571429%,55.257142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.357142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,58.828571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.928571428571%,60.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.714285714286%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,65.971428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.071428571429%,67.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.857142857143%,69.542857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.642857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,73.114285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.214285714286%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+0lEQVRYheWWMWtUQRSFz7kz7+3bdbPEZE00JriCIAYJCWmFVbG1sLWxSOO/8E9Z2GmsbPIPoiiKoGhI4pqsb9+7x8IQRbBz5wnecprz3TPn3hngv69HgDUK8PL21sJTDGNT+jY3311aHw66asgJQ5Hf0dLC2ujuVl8NOGGwbMNiWK3aM8towAlz4robb6HduvnlYn9tdO9hP2UmjMQCwFWXbVQMg2OF2cGlQTKACGgMqIDQldQxtxjqo1T6iARGbogAQAlKJv2jTGJlMieAWjJmNbCcEMAACIqEohmLkLGzMkGeahpMgplQCDxPxGt1aK0frFy4ghv3eykgIqDciS5kHZgKMCuqNqvD/tlRbzgcY3t7PFUAGjsUchlMwixhc7LYOw6hGI1mpu+AoL6ICNBJM0HmhE3ck4QgSswJApT/PE63jQ2EkQCTSf4GwMakTwCswe4BwJrtv+n/4L8AEB1wAMlfwVMACZ8E5BSj8OsuSAVQVU9otgRgADDChRNT0gBA1Q49O6zJSGhWVGkOzwFUKQDKg8nz4gx3LYS3oq6ScEhlFuVJABbfv9r9fO7yXpjPyqBQ1o4evN6vv8XyTdae+l1E7Dw+mh8+8KO66yVaey1XcVz6frZXfnz3AuW0AU4XoTY3I/I8fvg6Y4uHZYXXzyr+OY2Gv5TU79AYwMrTwTLiAAAAAElFTkSuQmCC) 15 15, auto;}
75%,76.685714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABFUlEQVRYhe3Uv0rEQBAG8G8mk70joJznX7ALlmITG0WwFXyp82F8D7H1BUQbbQThUIkxSpKdsThELOwkU5iptpvf7sy3wFBD/fsyFOLZn+vT/Y2bnZPgBngVmcYkBPMCxNiG0I54BrALIEXq0fcbgBRA7ghIWMfrrYQZjn1GoKNst1lbyXGUTzwiySA+0CTsPa9mW/PD7XHfaWBjmmoiyxVRVqUk6DkNTERMpOyVBVlcWAD4fEUumz8ABsAA+AFQqC+AoqmpKdD6AMzsA1g8w8QBIGLxQclqgLtJGnqfh8SO7hPoS9OiuS0DzvsGUFtf6rtV8SmZl1fX9Rn63Ur6OlhRCEKQx7cl3iybDncXHf2OYfwR9BOdQljFTT/OLAAAAABJRU5ErkJggg==) 15 15, auto;}
76.785714285714%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
78.571428571429%,80.257142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
80.357142857143%,82.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
82.142857142857%,83.828571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASElEQVRYhe3UsQnAMAADwcfYKbP/iB7CoFSZQYH8LaCvBJKkP0uYI+kF7M01gNEKWItJ0gtIuGvjLwMMaAccmkeUMHvrkvQVD2pQDv++tgGfAAAAAElFTkSuQmCC) 15 15, auto;}
83.928571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAP0lEQVRYhe3OQREAEAAF0T/GRQAphBBdIB0QYx12C+xLzMzM6GZWJf9lpxcUQM4FCBAgQICAPwAt48CGC//hHklbBFZGqzNEAAAAAElFTkSuQmCC) 15 15, auto;}
85.714285714286%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHUlEQVRYheWWu2pUURiFv32ZM5fM5SSjwwiTGERTpVFBfQADQdL6ChYW9toMPoGFIEqaNNZ2wSKCzTQyKEJskhBwNBeScZI5mczl3LbFiEZQrM45hQt2sav/Y/GvtTf897pHUyc5X1pz9o3759fziQEcDCamRKZQrGOsRADQ4kmQkw9P5lqJOCHf7mTzzUPr3CcnVdkOqvYiG7E6IWBoBMYvW97BdM5fraRPXwpv5/3rzi0nDgANYBC67aam2q6agbQNNQ1mzBexZOQT/gUgE0aQtg0ieqf/qjMtaJAIPSG9Ys3ay3vDXm8L3KgBhG0PTbcLmDAsW6FzxR5szxa8tQLhK+0crz87nO9FCaC7XTAGQMqOS3HzOHv51Et9tVNeJXQLkadBjocnp+RjePZifpxYAcplyGR+RTEEvBD8ICaAlRVYXITJSUiilHSvN3agVILREFQYL4BcXoaFBajXYeE2lKdAqfgA9GgER0fjHRgMIYzZAd1oQKMxvgjAtqCa5beSjlJ/XLs4d1FbInAMQgfGWIBUgJKgFYR+9ADywXzr+dLMt7Vazt23ZODHXUWy3c9+GfhyVwg6WtDXglDECKFeXKts3Z3efJezrM+QzUgl82nNflrID4Hvtlqj0hAeRwagb7551LlO07lQvbjVcVXLQC0lwr4Srq+IPpM/H/rmUj133L8626Z8qedl3RNHbWx/3Nt9yp3If0WJ6jvGRrwLHCcjCQAAAABJRU5ErkJggg==) 15 15, auto;}
89.285714285714%,90.971428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.071428571429%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,94.542857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhdVXX0hTYRT/3fvdXduca1q6Of8ENguLMEGopIcofbKHEgwKpKegIlqUPURglD30sDff9iQRFPggvVWEDxIrQsEkzXQJOaIt56o5t7u7796vh5XZ3NW1uzH8wXm4nO9wfud3vnvOvUDxQVkmc5jCfd273ttZgbPzG3lEo1Tg9ACXqng92mxx2lQhqyJJuc2COmHglH4Dr47cHa+J5YuAoOXwBo2CN2hcfT5qXxEPlEeFKlO+UqegqUA6jtjidG85lW3G5LSJV/tVKC/zoYT2HUjD66BRGJwpM40vEnNcoaI5mXXohshagXQcq45OtuyQ7jj4wIubkwf1KJH5NczSrgHMqiN59i0oFDQJuN1AKAQoCgeXC7DqqnMDWK3rpXW7KQuFKFMUZdVcLsoynN36LdAcRNngsD3uaq2KdVj4bwMhkhz15DYXMt/wtW3QkJ8BlLVWrsRPOyOXuxvCllyK0FSgtzdlQGH3YdHvwNYnkGRAIqmDwNqBk2nobObXi+K3wO8HnE6AEAZCGOrqAJ/vb8Va/nwpUXQFcv4e+IPmnQmpplS5UUroo6H5isj/xhddAd0EDBxQYsg9Xrje7L93ruHV08btHyOWEhGOh1duB+NlXSq4f2Z7e21kurN+YYAQ0/7BD7ZTU2GjI6HyugsQ/NHyRc+7Tp9nvud3/26FAajpByVK5NnvlQG7GdWyylOWpx2x6To+XhOZPlG7PNJo+TpcT+bGDjX5RvtayND9ibOXnszZu0SBy2kLZk1gWeZnl6LksXmpYuyMr0fGMwBA+Pyeq/4YNUgWltRHoL06+FYKcKs/gRf3/fhEwHkBZgaAMjE2vHvbl5kLU23y2sDBjgee559Pzocla62skDc//UQa0sOkWPgFgKBnaS0M/RoAAAAASUVORK5CYII=) 15 15, auto;}
94.642857142857%,96.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.428571428571%,98.114285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.214285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur16553 9.3333333333333s linear infinite forwards;
}
