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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhcWXW7KEIAxE21uzL9gZ7c7CynI/EAZRkIdVk68pxySHToAI/Ni2UQdV1WqwbRuO99f7oohoKzkQ4KKJSPPdaI/Eqqr7vgMArLUwxnQBpwQTqqTE+WpIqJ4fd1mvEtXk0UhOAUxB1IIQ0NgLb0FcmlC13WgrRvIS+wTwKBW5BGCtvTxLACKirQ6P/4nIEkSpQvc5AABuUYE7iATwtL+999gXAGL8sgx/QEftswCvqYCgwlAJAGAn4b1/gwBTAI4cPo6jnfwOJbsB8lXPKnDyGwWIti8okGVPv8YAXmrAPE43gDEGIJd2gTHmOMi+MT69zt57OBJeBDMFuKs/kCnQaizvPUTklYMorp7klgCstR1TC5e2YFogz8/zy6jqKCJwBPziRSRi241cDhthFAuT0OwgEuPEWOVt+CkAbojD3neL0osIQILFIHypPUENdWKQi4Bzbil5ALAgr/lum4+Agpwaw++TS4h7dP4jwOGUajUCUW7nVvImwOGkwHeIaIHUEreSPwLUQGpWNnEr8RBACdLx3tzn2C/sH3W6Ekpya7itAAAAAElFTkSuQmCC) 0 0, auto;}
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92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur128832 2.3333333333333s linear infinite forwards;
}
