@keyframes rwdcur80009 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA2ElEQVRYhe1Vyw7DIAwLaB+eLye9jIoxmidRK2059UFjYzsU4NeruL5Cou9nxdfLDLwCl96lgwdI6GRDog+JL1V4r5nXhwh0MKl5Wi7Gxlp5t+XBA26smtF0X53+Z46XBM4QaK2JxAiBXSNbwIxUrTWc8tQMSLtPJ6ApnsAk/+y5dB8nMC+ePOfuCYEKyift0y3I/8eHFLjyXCt/WvXx04xhGriWwO0hFIsQSCuldfcAAC8LkX69CtgYPIv3qqRqmo+kUqZAY4XFru0kvOAumVZAtx48/4rUAWGpo8+XbtLdAAAAAElFTkSuQmCC) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA2ElEQVRYhe1Vyw7DIAwLaB+eLye9jIoxmidRK2059UFjYzsU4NeruL5Cou9nxdfLDLwCl96lgwdI6GRDog+JL1V4r5nXhwh0MKl5Wi7Gxlp5t+XBA26smtF0X53+Z46XBM4QaK2JxAiBXSNbwIxUrTWc8tQMSLtPJ6ApnsAk/+y5dB8nMC+ePOfuCYEKyift0y3I/8eHFLjyXCt/WvXx04xhGriWwO0hFIsQSCuldfcAAC8LkX69CtgYPIv3qqRqmo+kUqZAY4XFru0kvOAumVZAtx48/4rUAWGpo8+XbtLdAAAAAElFTkSuQmCC) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA2ElEQVRYhe1Vyw7DIAwLaB+eLye9jIoxmidRK2059UFjYzsU4NeruL5Cou9nxdfLDLwCl96lgwdI6GRDog+JL1V4r5nXhwh0MKl5Wi7Gxlp5t+XBA26smtF0X53+Z46XBM4QaK2JxAiBXSNbwIxUrTWc8tQMSLtPJ6ApnsAk/+y5dB8nMC+ePOfuCYEKyift0y3I/8eHFLjyXCt/WvXx04xhGriWwO0hFIsQSCuldfcAAC8LkX69CtgYPIv3qqRqmo+kUqZAY4XFru0kvOAumVZAtx48/4rUAWGpo8+XbtLdAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur80009 0.66666666666667s linear infinite forwards;
}
