@keyframes rwdcur57934 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIUlEQVRYhe3WO2zNYRjH8c+RtprmpMRtahoVaQSVLiQSAya6WCwSqYQFwWQxmBkqLg2NpDZLSSehpYlLDILYiFQk1bokBCF1S0sew/+gjtP2nOOvMfSXvMt7eX7f932f98K0SlBQe5n2Po4G2SkHOM5oA7GYaOfjRH2jyJgzijUPsm+oGMBjvKMmqM7v94VF54lzRDcxzNJiPSbVMaKeaCBO8LlQn4vE/GQBYhbRS0QJE51QQe0lOnpoD2oLtNe35cx/lIMJwPJUAIoArOomMmMAziYA4yZsOkuTU4aRBg6cwWZ0oJFjGT4UHaSNrh0JeWu5IMHCt2wNFpc6cN6m3NLtZLhcgFL02xZkeN3Eqy1YRudUABRUUJNirOqHnLxGXGHwLS1pxS7GvKqPb3uIOUQT0Uc8+4v8KkmjtOTfC1ni7pibOtVjmK8BNt7Kq/uQgP3c5n8K0EDP6ry6LCqR4dO/9MavHNhLzCVWTHUO5CCq+2m/mpgPvGfDhAM6adzPodResFK1i9N1xHWayxkfzP7K7kd0jbAvWFBSgOdUd7O+HPMRVj1J/gqxnThCDBGjrC0nXkkKqvqJdXnnfiUxMMmTnBbAmt488x+lKwEoeAWnmWh1T8dpGMq1p+j1p4IlD4mKvNnPIO4kK7AqFaNWlm6jsVDbfW6fImbmzCuJw8Q9BlMxn0xBtp8LL4kbxAviATeD2VMCMBYkaC70c57Wf6fvlQfT4Ekzx+AAAAAASUVORK5CYII=) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur57934 1.8666666666667s linear infinite forwards;
}
