@keyframes rwdcur259974 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACl0lEQVRYhe2XS09TQRiGn5kWJEqMCG0Rce8P8B+4Mm5cuTBxZ+K6JUSwQYJSdGNYu3AHiUstaNz5A0xcuHTjRk4PLRdFwq1n5nVRLqUpqdjTjfpuzmXyzfPNN+/MnAP/9a/LdKBPnYaZjBu+NjFRu7ta91ICabP/bqG3MSDOBGrwRKL2ZAGzP9ioemJQXAnU4F1d9B1U4KDBRay/mjox0MaUAN57j0C+uQV0AiuuBMxAoWD3Nu5Rfhg2tBjwgJqz4jYh2KMqGGswAr6AwXS0AgpHAuiC1KMMy6MlyuMhOAfeI8lL2mwWGMc+oNJIgElA6kmG8ljohSKQP3PuRY8kD2wMFAoXmvHarYCKIyEfrSVVyFAeDxHaG5od7h6avdIjacvA5knwdqU3uZIrjoZyVadirqQg+22X4zuhaLEz/pEJhSjmQm+ssTdnUiw+KCMpGpod7ub4SFuO+vRTMDlpjbCSuPk0xdvxCpL8rdmh5O8A25WyxWA3t1BygIqjoV5nA0frAyg2+HZ2oeSqzml0MdTkpCxqj/27U6DsQmkLY7qf3Ujb/PsKHpiCowMnRjU6V9ml4Ed2MXDbVaexd6FGFsOW7v5j+PxqfnluJf/zIJHcUrCeXQrcduQ03gF4ff00v5YP8aQxxn7aub/pSQCcnR7M2EK5wq6H55cHG+Pa0sE+oPm1fCDP4O3+CWtJ8Dlc7a1KTGXSzJQr7BI/vD4BkDlvDDZBEkuC6UwagMflCjvA80vxw48lcH1VYAymr4ZJ7rs7anOZtdLhMkwKupqwHmfSXDvzkrmV/B4dcH79WRDVLscZSWNIIGRsd9zwxgQA+P71Gex/0Xy4CJEBR5U7/U+gkx44lN87vI0EDjoGr+/0VH8zf5V+AZG0NScHuZj+AAAAAElFTkSuQmCC) 14 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
}
div.testarea{
animation:rwdcur259974 1.3333333333333s linear infinite forwards;
}
