@keyframes rwdcur53820 {
0%,5.9240963855422%,100% {cursor:url(data:image/png;base64,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) 19 9, auto;}
6.0240963855422%,11.948192771084% {cursor:url(data:image/png;base64,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) 19 10, auto;}
12.048192771084%,17.972289156627% {cursor:url(data:image/png;base64,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) 19 10, auto;}
18.072289156627%,23.996385542169% {cursor:url(data:image/png;base64,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) 19 10, auto;}
24.096385542169%,30.020481927711% {cursor:url(data:image/png;base64,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) 19 10, auto;}
30.120481927711%,36.044578313253% {cursor:url(data:image/png;base64,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) 19 10, auto;}
36.144578313253%,42.068674698795% {cursor:url(data:image/png;base64,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) 19 10, auto;}
42.168674698795%,48.092771084337% {cursor:url(data:image/png;base64,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) 19 10, auto;}
48.192771084337%,54.11686746988% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRYhe3Wz29UVRQH8M+8eZ22w3RKS4X+ADopP0SFpIaIQQGNxoWGuIDERDduXLtyYUxMZqEbjf+GiRsXbty5QCVRE1CDEghqxdJWijQ0ndJpp/Nc3Dux8qOtKAuTnuTmzcube873fM/3nHvZsA3bsA37v1tWraRZtZLc6/7cvwjcgc1I0IEGZrEYVzNXHWveFwBZtVJAHwoRRAfSGHgO2yOwWVzGeK46dkdf6T8MnMagfRjE1rh6sYBhlPBLfL+GMpqYuJPPdTMQKW8B2I2dEciDKOJQ/FbEGXwlsDGHSzh9JxbWxcCKzIsCtUX04zCekeiXw7KmoIVFTOG8UJ7y3XyvtwRpdNRSe4IBbHew2G+gwMwyE/VEe1LQyPa6VK/gPUwL5UiEUvzN1ts+LQAtFvqxT+KYrQUObuaJMk+VOdrNcAejxQKOY5egk31ZtXIbE2sCiPT3xlXGi/hAZ+6EoQLdCTJyGZvyPNDGUFsoRGcyir2oxOdoVq2Ubs1steCtNkviGsT7Ht+U2NnOlcUQqNngWoMd7WQZ+ajtZkboij0YFwQ5iItrMhAzX9nfDYw6UEzsLzLYxnN99OXDlx3d6CLXxc4ih8sMFFoAjuBg/G3l5FytBOktDCV4Vi7qKGsii3OvKVSoGEBoY7DIq9voS0cF7fTH7OdRigmuCqCl2s1Cz7+AY2aajNX5cYFf55hscL2Bm8JYmcdS3LaFE70u/rE4grNCGRrRb0dWrSSraaCVVp9QioeQmlqi0h4+1zLG69Qa5KcYakc+bq+HRy3T05nCY8JkXJl0YTUADUH1izGducm5hoHhDn6qsyXlco38SWofU8pztsaNZQYL7KtTb3JqVrmQoz33kno2JUzFb1ssr8VAa6pdxeTvc8sGlg6w+zilHo4e8tbJR7y8f5PBc/N+mK4bKOXtefoNvlzi8mnTU1N6OnP0pa6cv/n6UDmdxffR/+pnQVatbI8spO+cmvlupKfglXc/pavX19Unnfxw0niNrFrpEaZd8+3PZuq7evOaGcPdbXo7E4/u6ODhot8+v+Hc1SXP7+ncJohlcS0AqXC0FuC1T6YvfDFWc+E6I938fOP2BLJqpeiv2VH66Fzt/O4tqZGeNmcm6r6ZWPDmkZ4u4b4wv67TMA4kuerY4jr/XxR6Po1gSsK9oHVZaWDhbneE/8yyauXW93u+um3YfbM/ARlnEcYuSnVTAAAAAElFTkSuQmCC) 19 10, auto;}
54.21686746988%,60.140963855422% {cursor:url(data:image/png;base64,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) 19 10, auto;}
60.240963855422%,66.165060240964% {cursor:url(data:image/png;base64,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) 19 10, auto;}
66.265060240964%,72.189156626506% {cursor:url(data:image/png;base64,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) 19 10, auto;}
72.289156626506%,78.213253012048% {cursor:url(data:image/png;base64,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) 19 10, auto;}
78.313253012048%,84.23734939759% {cursor:url(data:image/png;base64,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) 19 10, auto;}
84.33734939759%,90.261445783133% {cursor:url(data:image/png;base64,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) 19 10, auto;}
90.361445783133%,99.9% {cursor:url(data:image/png;base64,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) 19 10, auto;}
}
div.testarea{
animation:rwdcur53820 2.7666666666667s linear infinite forwards;
}
