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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 19, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuElEQVRYhb2X74tjVxnHP89JcpO9k8lk52d2dmZnZt2tSyllKbWuaMUfb0WEvJA22FIKolDBl/UPUNFXQ0UpiC/zSkdBRFGUUmxVRJettJb2xdZt1/mR7mQzSebOnZub8/jinOxMamanM6AHwrk3997n+z3f59c5wimHrtUMsAwUgBR4V6r12P8fAFaq9eQ4O+a0BICyBwfIAtO6VssCk0ARKOlarfS/JGBH/Bd+4D7wpI4c9304aniDJSA69H0IfBqYBl4BXj/0yX0XKScELwAX/e3DQOwBHgSqOOk3ga8DXf/sDtCVan2UYidWoHxo/gSQ4ALwMeCSB7TAFeBvnkSAU6w1yuBJYyD2c8l/G3gCKW6lCXATaPpnRZx7sj47TkdA12qBv2x5oGWgAszjVnwDt+KfAz/1wAEuS4pAeJQL7hsD3ucL3liEy3Xb//Gn1Ewuvehfs8BrwHmcS98CGh686Qm3pFpfH4VxXAxMe3CD8+uF/o8eeVnCSaD3Ncj9EngJ+If/DewFOHeUgNv+euT4sDFQAS7anY2XZfwccnkBrq0A+kXcSh/1oBZXiB4BvgJ8EueuU8dA5OdnbLvxQ8mPI+E4+u+bsBUBgpWt7wJzHEj+EHAOuIpLzyueVAFA12pDACNjwBebZWAWKOn+7m8QA/kuEII0kewc9A1qWygWo7Mf82CP+2+vAL8CNoDfeXKD8n0bFxvxUTEwqOcVwGi3gRQmoJ+HM1kk/Ajab6NpA6EMsgU6ew34HtD2gIcVDHEuGvSKMvAXoHAUgSzwZT/fMlMrn/XSflST6DlyKWIEsQsvAO+LFl8BnmFmLMRqyHZU9Kt8C1cjJnH1oeLBW36B3dEEsjbVNHle5mdhN4Gd+PPAP4Gu7rWg0ERkFuA54DrwHYRL5MxT5DOwHQW4QKwAf/QkNjloYJteFTNEQNdqWUQfs/3mq0IR9nowkYed+FvAT4BfSyYAzYIoTBQMO/Ey8BmgazfeBMYwTHyByzOws3+VRve2d0sIrHu3DApbMKyA0Qesbr1qdAY9sw+9PmQyANe8ZKFG25jxJTBjsFSGW3en2dl/FiU0ZhFMD3IBtGJYnADDV9nsXgd+j8u6xCuRAtG9LNBfPPlwn9dfQ0vIVIAGXbA5zN4EsjsOK3Nws4F22khYgpyF+RnoJmiyCfsFJFeEIAOdNtqPkMp5mC7CdhfWu4/7OBg0tAT4VwZAFdLftjdpRchkCnETdveQ3TyyP4WcLcN2hPYiJDcG4yEaR0iu4FTqxGAFNEWWZmBrD7v0BmZ9BvIZ2NoFq38G3gD2PPgesJ8FEAHVW5KuLqi+00VWBFVF6WDu3sVuN5BciCa7oClGzqIdRWwHTXtokkLSgsk8vBkjY5PIjTlsYQezIdCzTVx/wMt/rzQPFSJVSFcXFHClZH3KZisPfQO4IdX6nwDS1SWV5SlkLo+sX/w+8DmgBfqS7Wx/m1IPiYpoGmNKMzWUeeBdXN5Hh+As0BwKQqfEbUlXF1Q2ZrFJA1yLbdx7Jz+FEIJJBkYeBN4G+Thq0ff3UIltZnrlWZQAV5QSXOrBQc+IpVr/7244INF/cU4BpFrfHHohXwbNQGoAOrjUWgZaqIXsGZs5e66Gcge3RwBoH9oPDHXGkYVIBODvw+5Zq12Vav0G+y1UBMIuwmID+Bmu7v/BlCs/AG2jhMBfpVpvj7I/hHXcCwDp6qIiOcDCEohYdEmQdyqILqC0MFp5Gld+U9zW7bpU6+lxtj/8nlB7yIXziM475skUUpxBNIM4M3eACxzsD8sfbL2nJpD95nsCoO9tIaKIveTKcSdBJUV09glcMA5OQgPpg1H2TkzgHgnbQ+8EQAbWU6x5G9Ezi7heH+FWPs9BbB3rghMdTADSFy67OnEhJvslr4w7Az6KUyDGnwmkWo+PsnNqAuCCcuCWwdC1WhHXsJpAItX6aUz//8d/AKNnMjmoXR+MAAAAAElFTkSuQmCC) 13 19, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFvklEQVRYhc2Xz29bVRbHP+f5xXYSx3EyaZK6qUv50dJSaFVgKjYskGYQLBCSFwh5NEJoNELihyr+ATQajWZJgS3s8AYws5gVEgLRESsqVIlS8ZsodZPUJKl/xvbz8z0s7nXitHXjDBuO9OR3333vnO/9np8WfoNoITcNeDc8Lks2Hw6rQ36DcQ8Yc5cB4sC8214FipLN76rH/z8M+0ASSDiDHrDp1gsOTMbpXtxN3430DSNJ9908MAOk3LOkMxp3vwvDKNsTA1rI4Yx7zviY2+q5I+XWBvhuGJ1DM6CFHM6nIRDFgj8J3O1eWQaKWHcsA0vD6N01CLWQi2L96wEBUAfuAB5zIFru2U/Yk4duDVAFNiWbbw3Sf1sGXKQn+96Lsk37QeAerM+n3bPAvTPr7j0g4QJ37wDYGSNj2JMfN+XlH4FTWJ8fwlJewtJv3G8PQJzbxNpuQdhfUBaAqCkvf+rtz8CJuadohnDp2hrwOTYWqu6aAR4C0sAGcJkBQTkQgKM/gaX0OPCiKS8/LdFxiI/AXALKbdx+FOuGJJaNDHA/UHOHiGohl5RsvqqFXK+G1CWbrw4MQi3kUn0AXyM98RJXKzARh/omOlVBrk+iUkc0lQXKwBG2A3HGAVsCfgAu9THZk6XIAONg/WsAtFb6QGIJCAKYnwSJgNmEiSraCgCeEWLngaewMXEG+BqIAQr8CDSAfeyMOx3kgiTwPDAOfKHNdXSxAX4cuVJHNIUkZ9H1Un8er2FT8o9s14AL7r7k1r0aYty6PghAFDgK/Bl4zps9dgl4Fgi0UvpWU1eRyeOIzEHQhWbnG6e0RMzP0A6jwBxwzDFxAeuiDXclgKpk89WbAGghF0f0tGrzr7JvBsajEPfTfLP2OvBPNQHCCFr/CfEzUGkBlBHSXX5+gXbcRNj/L+AJpkafpN6GjnkT+C/gSzZ/yYGBG/xhI1/0tGH1I5FxCAzEfWiFYPP+T5iu/UwUNjZhMg4QoIwJ455I1FPab3Eq/STpJBzdB6P+K8C/gdMuvrYk0mf8BPBMV75/HwxMBWi5hqzJu5RbKeL+fibjj1JvIdEkIhE4ugDVNnS6h1AuqzQfkdFRhAQ0Awu8GUIyBn4kTbMzCnz2j/e+qvbsbrsgaord8Os3QOFABDVdyLQxuvYXqc8iYdqyIR7oCGq6yOUVNBog3hg6XnkVX5FGEpJRdL2KUjMe0xc5OHnaWUlg60VxBwBVCM/97zqAHBZY9rDZA+gskkjb/L96HRIjKDVohxhZg8CgKDR8mBpBo2VkfQLxImjFeF2zcipii9NF7IDSa1TbAERAtSjhuQXVnxU5bFB1AK55mNoKGAPdNtppIXOC/iJou4qMjCGj09agdjGs4wkQxDDtivFn73wYwwPYunKR7ZTc6YIdIBY9JHMIU1wx/oF7zmCbUFmy+Y/Dt+5VIY3c10FWT/b2HgcMzdrfdFTRegdtbRh//vABQkkB57E9oteotmRHFoiAf7YoaBfWFfCQbP4C8DHwCYDEphGdhs1kz6dgi9CyBk1YaWAav5jIvsyDhF6C7dzfdIcw/TZvqgM9Jsw7d6kXn0ELDy042l7QQu7D7upXqJRsc66mSs54BpjQTgNVNf78kZMYabkTlyWbD260c0sG+kF4UwsR/++fRySbL2J7+5dAlc511FtEU+dxReUB4GUgFZm54xH/wImHbXRSBtZuZ/yWDGyB6KPKlL5VbV8DL4Yc2g9UUYXuf86oahNQRMfqqCyhW+Nb/2i2dwD9ou1r9uZgAhhHzCg0JpCJPyCVOCqbAJ+yPaaXsKc3A1RuyVBTsX/2im16S2VEx4AIUpuFageVdUTHX8b2/N5s6GPnwl1l6LHcP3tF0C5m9SpIgNYqGFlBdCYGvI0NuBbW94Yh2d3THxP/7BUJz6FmqQGZDv7Ti9IbdLSQK7JzAN3Yi+49SXjuoA7a00LutmP4705+BbEuVUd8+SswAAAAAElFTkSuQmCC) 13 19, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 13 19, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 13 19, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 19, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 13 19, auto;}
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}
div.testarea{
animation:rwdcur71150 1.5s linear infinite forwards;
}
