@keyframes rwdcur101870 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 0, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe2VsU/CQBTGP9RRYCIG4mAkmvg3NCHMpJOLk4saNhcTFhfP2cSlkwlMjiYuiq6EpH+BA0RCw9BADAMB62jOwVxTenflemAc4Fvae+2973ev767AnKp2PDrP/MSizM/2NrVyaQOIVq4LsdJKyy2tbTMYDCIPn2w2q5x3LY5x5ZJQmfmtdYe6l0TdS6La8ajqCSklLdXGfoKX03SCjQ8L69Jkj81vLhacy8YzAWTmuoqC4ACCLyYbFXwWb9CzzFiGO+fPXIzlCkNsyIgBwDAKdPRm4uLhFQBAivtT75HGuzDes0wOwnXasO9/8wYXyTVhsDyjL4rJsCtijNRk2OWqlj55EnrE2gV/oX8HiDwwSrUxDZdS9klSmfzUWNSI4S0ISJowKlHPMjmIVCYvNFTRTAARULgquuaAwr9g3kOISVR+JYCwDKOgBGTbTaXcsQCOjssUAA52c36s5fT9+2AcAMg1mZlfeRuSK+Kbb+W2OVN2DT5jc6Kk3IQtpw/XaUvjDOCj7049WxhA2FQlpqKFNKFtNxOyuBbVSkulHxmLtGOXBzKfAAAAAElFTkSuQmCC) 16 0, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur101870 2.1333333333333s linear infinite forwards;
}
