@keyframes rwdcur236162 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 23 12, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 23 12, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 20 12, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 20 12, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 20 10, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 8, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZUlEQVRoge3UQUiTYRzH8d/z7NHNBim6pch4EAkRDA/mITCcUCJanaPo1GWEWAheOkQHaVAhKGH6GlEdoqMTCg9eOiQ6CnxREEFt+sDUw3zdYNvBbe+/gxFBIEunO/h8rs/7/PjCCw/DIRSUSCN9L8Mz74gRYoj1l1P5Z6/t3QBQByAtIbcO2ygqE+bFaT5NnSWd1FzaTO0l7TQpJikogvdNmGTC/FLsRnHYYZiH4wmWGHaTG/VUDz/z98yz+YYFLLzdK9lDDdXUqazqkJBfT6n3eBTUp1HHKDU6G8npdFJvaS/N8JnRYjbx//z+2S52r03kJqxQLoQIRWAI40TC8sWOcklB1cZ5nFvM6vCS93KT3dRf6LCzy+BGq8GNymJ35OvPK2Rw45JiqmcNa7ddcD0C8K2IXXkTCsqzzbefjzhGGlIsdTWK6MFJ7vjjBjeuA7gD4FXADpjHX/yXSCI5PcWmWrewhSSSqKKqIw0pqMEwD3dYsLq77e4Lm3zzw5BjqJYY1ffZfVeUrW5JyJ8F7ofY4BsPXMz1fZkvQ0C88Nm+IQBWHsE8g8xNAr1Z5+sIiuB5k5musexYZEAM8BRPVa6y1X0veeOLtFgb5dFzsAudD4gVthLbxz4SSEBCVgDIhrKhbB535Q7fefKSv1Qe5vG54Xb5yIdBx6CnK9uVho0fAD4G7MDwLGYLX/4bG3eM1yVZMrLEl1BGZfDb/tdtubanEjKW74iCugvgRpiHYR38PBWwA49PrPovTEFVxBF/OMfnAAAtdguqUf1eQqrTCNA0TdM0TdM0TdM0TdM0TdM0TTtzfgGeFefw9ZYNiQAAAABJRU5ErkJggg==) 10 10, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 10 10, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 11 6, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 6 4, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 6 4, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRoge3OsUoDQRSF4X8mO8RIKisjDFhIujSLnZ34Gj6LWPgEdkIqC30BCxGxs5I8gbDF7Sw2JBCrZWKzRVgUtRqR83WXe4rf0WHYNXAHvETia/f/1xSbh2EHwN6S5c2QYQOEPFk/V3Tu07mfH9fULFhAytL0K4VhO8BFex86HGvWeLw37DwSz3IGfscZtr9iVdW+JhDo0yekQOUrJmnyDjy322kk3uaM/UwBPA0YMEojgMbhmh49xmm8NfOz7TKVJ+32MV/m1wrgyOPvPR7gMhKvAAx7KFO5u7F9yxEoIiIiIiIiIiIiIiIiIiLyr3wA3Uk4N9A13pcAAAAASUVORK5CYII=) 5 4, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRoge3OsUoDQRSF4X8mO8RIKisjDFhIujSLnZ34Gj6LWPgEdkIqC30BCxGxs5I8gbDF7Sw2JBCrZWKzRVgUtRqR83WXe4rf0WHYNXAHvETia/f/1xSbh2EHwN6S5c2QYQOEPFk/V3Tu07mfH9fULFhAytL0K4VhO8BFex86HGvWeLw37DwSz3IGfscZtr9iVdW+JhDo0yekQOUrJmnyDjy322kk3uaM/UwBPA0YMEojgMbhmh49xmm8NfOz7TKVJ+32MV/m1wrgyOPvPR7gMhKvAAx7KFO5u7F9yxEoIiIiIiIiIiIiIiIiIiLyr3wA3Uk4N9A13pcAAAAASUVORK5CYII=) 5 4, auto;}
}
div.testarea{
animation:rwdcur236162 1.1666666666667s linear infinite forwards;
}
