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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 18, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGbklEQVRYhe1WWWxU1xn+7j13mzvLHc+MmbE9XvEwtoPBJlawSZkQt6EqRU7kgtq0D3lplZdWiNI0IKVqpTxQpU3TRhVVX0ISFhElbUgUqXVBDSGAWEKCKGYLdma8jWfGy+zLXfvgzAwD4zQoavvC93L1n3P///vO/5//nAP8n0Hu1eH9Q4O7bXzLR+evBNX/uYBrI1s2P9DF7+v2U8l6tzhx/HQk9VUF0MtN/GxYavrzj9v7i7YeGvI6aqldgkBxUg399Pee8PR8VfIvxNV9zT8Mv+7df+f46LHBscO/623/r5K/+NQGOn6k/tPcX9ypUy/42m6f00NDnuX8JKuZcUkW7l64qNuNNrfEHXmWH/I6bbs8NYl+ijKQzJpupvKFlwI/LxwdjyRm7wywc8u6YY1Stzc6zVwyrw7qBmwOkT06n5SRVuS337sQenc8kkh+KQGv7XiwZ7Bn+pCnRu1ibtueiQymognxmVVPTxwBgMfXrxQ666XnVzit20wc20IYAkLu3k6yrEBW1HgilXuLVYU9e978YO4LBQDApm4798oOvqveQc4xROM+HiO/CEVzv9/+68U0APwgsMq7tsV1wGoVN3Ecu9zCKqBpGuKJbFLXVP/ug2crsniXgCKmX23/k4lX1+3/e/3GXa+dkQFg7/ZHRINXztU6ratpurxiwwBkRYO5tg2i3YWF4ChoI4vKfwzEE5nolWDsyVffv/7P4ngp0S8/19vxt5OzpRQNrqVjvImJDT1/5WxxLNDtfnmF07qF3FYfRTXAO1rRtekJNHc/CFdDEzztq1FQaKQX50BBBUVRoCgKAs+aLQLb2lonHbx4K6qXBJx/a3Nf4GHbi+nFwhsXRpMaABz+IDv9x3cTF4pEG/3etr4Oz35e4ErLUmQdD6x9DLTXhxpHDRhCMLcQRzqbR5PPD2dLJyLBcUDNl0QwhG5WZfnCh1fDNwGA/tfI13/a1EqdliTmG88903lt5ODAmmolebS7flgQOKZUV1XDoxu2YqCzCwG3C1pkDqHQJFRFxXRkDjOhaQTD82CaeyHrJTewLIGZ45+t2AOn3gzsXt1h/sn+w9Fv79x78dKd5P3+Om7LuqaxBo/DW6xnW+MaBNZvqqYVmqaBkHKZRoO3cObMO+D4pSMimczgk7HowOsnrp+lAeBXv736yo3PMn+oRg4Am9d6GYvIe4u2qqhoamitSg6gghwAOhpbIfBSyRZNPFxW/iHg87vg+Lm56Pqhky8sF/CT4NywKJQPOMMwYLPalhVQTZCntnyg0oSGRzL7SgL+E3paG0RQ5Y41sJTmE+dO4NipY9B1varf1bFrOPqPt5HJZaHpcmmcoihw/FKWvpQAu1BJYBhLZQjPhjA5/Sl0XYei65A1DYq29AWAeGoeU1M3kc1lsJCYqBBQLBODKti7/RF6c0/H9yeTC5fPj4aDC6nCgMVanuc4BgU9h8e/uQ2apmMimcFnsgrVMABDB0UTuFkGvvY18Ld0wW6VkEmnwQl3n5xVBQx2tG9tX/3wAWdsNtnbQWC3SbZLV87iVny69E++UIAomHE5HEOEJmB5Bgxng2gREY/MIEEIFueT+FqjB4ZhQFUVcCgLiCVzAaBKCUZ2PrlNcDW/lJ4JwcJzNre3xabnC+hwt0GklwKoqobxtIG0rKBg6AAF+GGgl1fRxREMsDoWFxahMwS6YeDjcBS82VLBU1C0pqoZCKey39no87URkwgll0EyMgU9V4ClvgkBluDktdMoGDIs7lp8GJ2HQBM0eGpxYyYCKR9Hcj4JVlbg9dYhlUrjxEQYVpcDtKUeyEyVeJwWE4A73oQ/Glwjfqt/YI9FNLkZwoC3SeCtEnjJjkxiHs4WH+JTE5hZjCGd12GprUOtxwWGYSBaRFBmEVbJBtZiBs9zMAk8VIrCrRvXkRi7CJ5nQH3eTYQCt9JtvVSRAZqiaI4QRjOAYtvRhAFFE5jtDlAUBVXToaoqkuMfIT83iVj7evj8Pkg2CxhmKRzDECiKimBwApOXz0NdGAc0GfkcBZMoAABYjqHtJuGXd13H/f66Fdv6Oldt7XtoZ2vvhmHClDWmo2EceOdQer6QLvWlQfMgNY1YsbITZmsNOI5FOpVCbGYC8swN6PnFivgsW46nqdry74HQb3Y4ZjVmpNnl6WPtEhiWw8ip40ef2vfX7+YyWXk5v/u4j/u4V/wbiZB1O1OXLyUAAAAASUVORK5CYII=) 3 18, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 18, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 18, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 18, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 18, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 18, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 18, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 18, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 18, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 18, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGbElEQVRYhe2Xa2wU1xXH/3eeOzM7u/Z6ba/t9ZM1i41tHokCJMUhbqEtjQxFQW1VRZXaSJHaRjQlaaiSqpHyIVHStGnUpuqXkKQEUaUVNKpaKDQhgSCegQK2gdjgtb3YXq/tfa/nefPB7Jr1I02U1xf+X1bnzL33/O45Z+7cBb5ksZ90wtuvd+xwiXWnT17sN79wgJ4DGzcsbRZfag2SRGW5PHDovdHkpwVgFnrwyBZ3zZ9/Glids+1Qp99TSrY7HERwFzMPfnezb/mnDf6R6n6p9oHh1/w7Z/u7Dnb07f7tisDnGvz5H9zJxPZUfpD9e3ny6LONDTc/s0OdvoXmuVWF87qdwieJRW42Gsrdwp7HxE5/iWu7rzi+mhCKREa6kpzSftf+C23f1dH4yOwFHt64cgtYa2tlsSwkpswOm8Llkfl94wkdKUPf+89ToTevjsYTHwvg1W23Le9YHn7dV2w2cze1ZzyNoUhcfnTxgwN7AGDTqkWOpkr3U2Ul6n2SwNexHAuWndtOum4gqxn6eCy930mUH/3yjXeiHwkAAOtai4SXt4nNlR72BMdawvt97K9CkewLW5+ZTAHA99sX+5fVef+iqvI6QeAX2liBLMtCLJ5J2JYZ3LHreEEW5wDkFH4l8CdJNFfu3F+5dvurx3QAeHrr3TIVjROlJWoLw8zsmFJANywopQ2Qi7yY6O8CQzMoHEMRi6cjF/vHvvfK25feyvnziX7xiRVL/v3uSD5FHcuYMVHixjqfung852tvLX+xrETdyN5UH8OkED31aF63GbWtt8FbVQNfoAWawSA1GQWBCUIICCFwiLzidPD19RXuXWd6I3Ye4OTfNtzefpfr+dSk9tdTXQkLAHa/kwn/4c34qVygtUF/w+1LfDtFh5DflqHbWLpsPVj/YhR5isGxLKITk0hlNNQ0BlFS14TR/quAOZWH4Fim1tT1U0e6h68AAHPhwFd/XlNP3nO7ua898WhTz4Fda9rmK8k9rZVbHA6By9fVtHDPnfdiTVMz1paXwIpE0X9tAKZhITwaxfVQGP3D4+BqV0C389PA8ywUQXysoAeOvtG+o2WJ8tDO3ZFvPfz0mXOzg68OVggbV9b0Vfk8/lw9G6rb0L5q3XyssCwLLDtTpq7+Xhw79g8I4vQRkUikcbYvsua1w5eOMwDw5G+6X758Lf37+YIDwIZlfs4pi/6cbRomaqrq5w0OoCA4ACyprodDdOdtWRLhVcU7gBvfgkMnopFVne8+u9CCZ/ujW2THzAFHKYVLdS0IMB+Qr2wGmGEZ+NxKYx7g/6nNXyqDzLyxFNNpPnziMA4ePQjbtued193Xg33/2Yt0NgPLMvJ+QggEcTpLHwvAo3IFNqXTZRgeCWEw/AFs24Zh29AtC4Y1/QsAseQ4hoauIJNNYyI+UACQK1PhyjfU0VbNvXV+cMELhyBw0OwsNn39PliWjYFkGtd0E6ZNAWqDMCzKeQ6NgTYE65pRpLqRTqUgOOaenHMA7r+rpe5n3773SHTk+n5Dz47IklgXikd6NNCCcVOaBtmh4PzwGEYZFjzPgRNVyE4Fscgw4iyLyfEEvlLtA6UUpmlAwAzAWCLbPgcg9Nw24X+DIz/x+yr8DXWND/CyBGKaqB8K2Yd6jubHmaaFqykKv25Agw0QFkFCoYgWWIEF5Sz8dyIJlyjAphTnhiMQJLlgA5ph1QCzeoBIrh+u3/SdRygAsASWaSCdSoBXBGZpWW1+nG0TSGVeHImMI00JqnyluKwZ6BuL4fRACOdTBvz+CkCScDh0HZbbBdblLwAocUoAZt0JO5cHWhRN26yWVUIuKYVtmQC1IUgu1DS2IDrYi5ShIZudQiaThVLmR6mvFBzHQXIqYBQZqtsF3qlAFAVIDgEmIei9fAnxvjMQRQ7kxtvEEgiLytVzBSUIBpc+5K1eBAo6/fFQ3RAVFZnYBDhBBE9Z6LoOyzSQCF3A1GQE44E7EAguhtvlBOGml+M4FoZhIhQaQLjrNLRIL2DpmMoSSLIDAMALHFMkOX5dAHDy7NnnKlKZu+u93g2eqtoGACAMA8XjBdV1DE3GEpFYcqYdx8KIjv8Lg1cuoGxRExS1GLzAI51MIj58DalwL+ypyfz6Sc0En9HyNseTwLz3gb2P3//j9Wu+8UdHUfG0g1Jc7+lCV/f7/Ddf2POZ/B+4pVu6pZw+BFhVfxecXnCvAAAAAElFTkSuQmCC) 3 18, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 18, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 18, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 18, auto;}
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}
div.testarea{
animation:rwdcur107710 0.8s linear infinite forwards;
}
