@keyframes rwdcur120585 {
0%,7.0428571428571% {cursor:url(data:image/png;base64,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) 3 5, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 5, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 3 5, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 5, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 3 5, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 5, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 5, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhcWXMW7bMBSGP0YaU4jZvBRggO4tkgMkm9Gpq3KCXCAoilzBLdClQ26gDD5AtlxABroXCDs1Q1FJaEcb7CBToijKVpLW+QHBMs3H97/3fj7S4GA2mxmeC7PZzBhjzNHR0e5JWOcWuyQhrLM8z7m5uSHPc+bzOQCLxULsisizlWBvl85CiB82PXKys/on5RlJIDJJss/BVdmMFOfSVFX1ZBI9EQJcXl4CtQiTJDGuYwCVagBuecVTM7G3WCzE2dkZANPplOl02jiXE9lzHkZkuuVxx/zxAbi7QGXGQGRUZnqPXfSUO3PKXWde66z93c4ZzIA1+PLyguPjY369zwFQ2bI3WacxfspP+da81zaR8W3rOWESwhKwRra+HceZ6hCQE2mKHwUAh9dDsbVr6UxRnEtCoo1DBqGFrODkRBr5uUCI2rQofyIT2SOj0xicTBxclVRpbPwMrkuwEsW5HA5lDeu8M5ZIhIgbQippM1V/OoGsSxQgAFX1ZzsBx7kxS4zp6+T2rdVJXwuWhJzIRpgOxZW45dWgWk+YI1Ld6MGmWyU0RA6vIUn2qaqqY/vmA5RaN991ViABncbG64R+U4nMaz5xwLvW2Esr2bIlk2o03UyqVON3EuUEsvUw6jhfG7nwCbVbrq+BEDYQiMwJc7RS6Ew1zkN13UgwMOZiQx8Pi6hZ2InOn9dtWMPr6DQOnYZRb6+GsIlcFyuh09gAyMkLyvvfnd+8Eli242s4lgSsRHlfCvtugwxEWpNo09jv4dtLM/6IDoiwjtw/WO742DxDmRnTTUcQ6EKlGpUtOeSCr3xvyPgkdBoz7u4wGt1z3573ciJN20rbp38nGIcNKuvX3639w5P9YAJhhE+4x2PU/wL/QmJV3u6W/0hgWyt1MXSheSSBfgsNXSie4hzgL/1CkCiVH0eiAAAAAElFTkSuQmCC) 3 5, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 5, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 5, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 3 5, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur120585 1.4s linear infinite forwards;
}
