@keyframes rwdcur73969 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH6ElEQVRoge2Yb2wT5x3HP3nuznYc7CaBhDRpsiQ02BQKDoGUf0WFBSQY2mgRQ9M0aao6VdqLalK1vhjThoSE1G6atE7TJjHxZusL1AZIkUYnFEDdWKIASZYlrG4hJJTE+UPi2HEc53z3PHtxTptOa2NvS1tp+UjWWXp+d/f93vN8n+eeg2WWWWaZZf6f0bKo2Q08CSSA6aWVkzt6FjVrgdOABIaBTuBW5tgNjADWUglcjLwsajYCfysvL6euro7+/n4syyISiYAjfBjowTF0I/P/AY7hJScbAy5gfO/evf61a9fS3NwMQDAYRClFXl4eY2NjpNNpVq9eTVtbm4XTKz3ATT42df+LMgBwvbq6esdEfBLxRv39WUjkjadcjMzp4kHSI+/NePLuJz2PTLld62qCIhwOMzY2hm3b8+dLYAynlz4agkKIYSnlfzX8sskAwM3CwsIdmqZxt0gXbFmZQiMFSDd5lCtdulJYnpgU9gc27tdHy+23IlUnT57E5/PR398vWlpayqLR6MFUKnXQNE00TRsoLS09XVRU9Prt27cTS23gRnd3N/X19TCScjE1R4XbRd6EKVxJxUxqznPv/Zif9gk/F4f9xn1TPP/885SWltLX18elS5cYHBwEJxvngGbbttsjkYiZydJ/TNY9AEiPxyMYmnUxZzMUTcBg0s+tyXKujnuLO0xCoRC+DU+gbdJobW3lzJkzEhgA3hZCvCmlbOdTwr1x40ZPT09PaqkMDACTPp9vFQ+iLjQByoZ/xMvrfpfybtmyh4cNDxkaGuLKlSvzoi8AzUAHYEn52ZNSKpV6RQjxCyllTsMpWwMpoHdkZOQZ7iR0BGBLndZRT0PDbq5du0YkEhnAGR5v4gTVzFqEruujo6PfkVK+jbO2ZI3IofamruvwXlzHlDCQ9OdfjoqHDx8SiUQeGoaxHngZaAeKgYvAq8B+wL/ItTfbtl0LhHIRn6uBG2NjY1QlCgXxtKBtwr/9qe1MTk4ihLiQTqeTmboyoHXlypWHfD7fK8CfgA+By8ArOOY+gZTySDKZFEB9rgZyYS1gNzQ0KPH2ri42PZJuampSgBJCPLNA/N+DwaC6ePGi6rjRoc6dO6eOHz+udu3apQAFfH/hRQ3DEMAHPp9PAX9eSgMuYHTnzp1K21saAdT+/fsVMKjruisjvi8QCKiWlhb17uB19dr0b9XZyRZ1PdKuem/3qkAgoHCCvdDAZkAVFBQoIEr2uQRyG0Im0NvR0YG7PVF27NgxhoaGAN6yLMsEThcUFDxx4sQJCtb7aS5ppd+IcM3byRvePzLlnWbfvn0AuwDP/EVt2z5WXFzM4cOHAQqB2qUyANCZTqd58cUXCQQC9PX1SZxZB+C2aZq4PW7+4ukkmZwFSyJnLeS0xX1tmHXr1gGUkglrQUGBkFIePnDgALW1H+nOKci5GrgBYNs2nZ2dAHfy8/M7Mm2t6XSa/rv9lCWKsafTWAOzyAdz2NNpPjSHqKyqRAgBsBdgZmamEXg8EAgwOTk5f4+tuQjKabyRmaPD4TAdHR0IIS7Mzs7Or1DtQLy7u9v/jT1HkJaFiivytDx8WgGh5Dp63usms6BVZs45umHDBnH+/Hm6urrm77E5F0G59kA/MBUOh4lGowghzi5oiwMdbW1taA8UX4s9zVZjA5VaGU3WDrou3+LEiRMA7wA/zAT/uZKSErq6uvA3PTqyfv16gA04E0ZWZLOlXIgEDk1NTVUBd4AfK6XUgvZHo9HoviutV4g9mCJ/0sVXUuW83xXm1KlTJJPJd4CjONvTp5VSP6irq2OiMGHu+Om+e2MtA2XRaDQfeAOYyFFb1vwSZz5/9d+0FePM883AaKZu/ncJWDFfKIQ4HQwGVV1dnar++VPjjf3f6tq2fdt87TeXSjzAdwFb07TGReo8wDbgR8BvWCBe13UvMH7w4EGFCxW69ey9prEXbvGk366vr1fAz7IVk2uIwQlyv1Kqc5G6FE6w2wHy8/NdpmluA45alvVcTU3NKsuyEM9WSi3oi/emJiDot7R7mgvYspQG7hiG8ft0Or3oVtDr9epzc3ONtm0fmZ2dPQxUNzY2ioqKCnRd5+rVq4hfrUmuNvzWreko1K2w7Du2CyfInsxD+J8bSBiG8Vo6nf60dqFp2jbbto8mk8mvA9WhUEisWbMGy7KYmZmhtbWVin21rPz1puTsV1eMZHbmkiqvaRi6FydL1cB7S2GAZDL5iSejaZpLKbVNSnkEeM627ceCwSC7d++mrKyMcDjM2bNnqVhbKSu/HYg/fqopzpO+eMJlmaVpm8HYOMzZghK3GYtNgjO9b1kyA/MUFRWtkFK+FIvFvgdUCyHQNI3a2lpCoRCxWIzR0VFaWlrIP/LY/cqXGofnqjQStinv3hvR5YwlMBVYUlDihjKPOT4+TlFREdFodCvwh8U0ZPtZ5bPQgXKcFbQhc9yM884jANxuNxUVFawqWcVUIibfl8Mm5fkpKvJTlLpTFLosVrlMHjFWrH55oMpjeBgcHPwrsPPzMPBpPIbzYrY1YygElG3fvl2fmJjA5/OhaRqGYeD1erl79y6aprFnzx56enpob2+PAyUssjVdSgP/isAxtZGPTW3E6T29uLiYmpoaDMOgt7eXRCIBsAnnq96XFh3H1CHgJ0ALzvbTxlmRX1jsAp9nD+TCfKbiwLtfsJZllllmmWW+xPwT+JpBFgPMI5oAAAAASUVORK5CYII=) 23 23, auto;}
}
div.testarea{
animation:rwdcur73969 0.8s linear infinite forwards;
}
