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10%,13.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRoge2Zb2hWVRzHP8lWIBLRP2L4InwREiEhGBIUsVfiCxGxghjUpCwo7EUSgiHUWhARYiK+CBlivrAhFmEFUZEjwo2SlVJDK4r8M1eRDVNb9unFPRfudnb/PPN5vAv2hR/bc+557vl+7j1/fuc8MKc5zen/L6FNWCHcWreXGUnYJChMCHuFe+v21JCE9QEgG8OhfH7d/kolLBDGBf+NQcaF7cLiun0WStgheA7sBb8GL8cwnwprhba6/UYS7kyNvgECrgEPBqgpIKeFF4WOun1PkvCZ4PEAkMZCcDt4Iga5LOwXOmu2nih0DwWfmAKRxnrwEHghhhkRNgjX1wnQFrqHh3IA0lgG7gFPxSDnhTeFu+uC6DE84aUlEGlsBr8C/4lhvhAeEa69mgALQ992d0WANFaC74C/xyBjwqvC7VcL4oDgyQYB0rgFfB38LgZROGiStsxrJUBn2uCmBs0vAfvAoTBrDQeQv2KQH4WNwo2tAEA4LvhlA+Z7wLFg8CJ4Nvw1/P8h+HMMcknYI9zTbIgNghPgiormJ8AzYDfYHsrbw+cz4XoP+Bx4GPw7hjkirLMZ+Zdwg3BB8ECFbjMWTHbk1OkI18+G+oCd4NuZt5aJc8I24Y4rhdgl+FsYmHkAfaHh7hLQ7lCvb5prveBRpk0mPxJWz2jQC0vTG71WYGwo9PX2TNl+kik1u5a0h3qDBfd6EPwA/DMGOSm8INzWKMRhwW8LGj0Ruka2bFdoeGBK+Vion3evNBaBO8EfYpAJYZ9wf1WALsOrXdvAG7gP/IVkdX60gTcwXTwNfg5eimH6q/SrUwDXADflVDgKXAd0ZcoGgHXAr8Czoawr1DtWodGs3gWGUiOTVb7JEvolSdrIiaJZaBU4SjJ1jjJ5FiqLVeB74B/xkx8Vei07hBA6DHnRWyWNFa0Dm0kG5QT4UgXjW8AjTJscDggPWXVHKGwx9NtlFRruCU84/c4Yk1fiIvPLwb3g6dj0uLBTuKuS6Yz5NpOpK5pJiiLNhQZJZpvB8Dmv2xQM0GPCU8KChoxnANakN3uyAYAq0bQpsgTgY8Hvm2j8YZKEbjw2PrNFqsD84vTmO5pg/BVakCaUAGyTZOZYNEPTnWA/uYnaVq80USswPz804vszML6RZOC2NFUuAXhcklO5vNRhaiwhyX1yNiu7bfZmpQRgWPCbCsYfAz8Bz8fGW7ddLDG/PDXxco7pdMM+EpvObtjrkcneNEqNYRYdmRSYvzn0WfdljM+qQ6siCc9LsqSvZpYeG+ZJmCf8ZBiQF2PjI8Iz1nlwWyRh5TQDMj06f6Buf6UKgzA1Pjt/vCiSyYHuVmfrz0dzmlPr9B87KfKOLYt2VAAAAABJRU5ErkJggg==) 23 23, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur168783 1s linear infinite forwards;
}