@keyframes rwdcur82703 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhbWXUWhbVRjHfze5ZlkMMYtZ7WqtXXYNY9TiZkEZiFNa3/RhjD3tQdZgQWynPog0oEjoWgQf+uCDrDp9kqGjrIiitWpdQTo6rZ3Fzl1bQyesSVsllqzO3BwfzrnLnZr2JqkfHEjOOff//b/vfN93vuOlevEAXkAHNDUnKgXx1kBgO3AHEAJ8QBH4q1IQT5XK/UAUiGWEWARiQJ2arxazrHiQFoaU0nrAANrH5xevJLp7xPj84hWgHdgLNCoyYfXdhoTcHMFtSvmdCjQK7Oo79U7iwuefPhK5fz/Tn30ceerY04EvPhpZ7O/vbx0bG8sD2wALeSxWOXCt3IJDgkCdaYmfnZNDJ/sINDYz/9AhYpNfkb/6C4neJCEP5Ipyj+HV7gOuAWvlwHUXBHSUGw2v9qj6HTItcW4w2cuu35bJZpY40XcSw6u9MDo6+lhHR8ewaYnTyJjwb0TAjQSBpq/nr54B9gFxoAU4bFpCJLp7hGkJAbzU2dmZWlhYmOzq6nrt3NT3nwCtyHioKTD9QHjk4swxZAwEFKkW4IhpCTE0NHRqYmLig0wmMy6EEEtLS+d/zS6Pzs3NvTg9Pf047jxdVnTAPzI1c0CR0dVoAg4q658ADg0MDBxfWVn5MpVKPfNs8pXDyIwJsgWp6XEotkcD8IAi0IZ09950Ov0m8qgakd7a0Hq3zIpq6ID/4nLuORv4dolQAPJALrCzLgKsqpFXazUTsPfqgO/BaOhd+9vtDpyXX38j+tN3355Wim9UgO1KfMj0E8hgbAZa14UQwAHAuPTH9bOUAtWVcW4KkS26IqEj3RoBwkKIS5qm7Ue6fBl5VAU2cb0T1K0UkW4tOJQ41wpq3Y4XV1IpgSK3utbjWHNtdbUEbIX2uFmiKR2P3Re49kI1BcLzw9qfr/JvT+jIQrXpFVyL2L1BENmEtKksaAMMR4a4zoJKmTrd6gP09dJ8wfBqOxy49thSAje/My3xI6BfdxBAZcmaEClujZGaxRl0PqSLDeBh5fYWSteuvW5fXJsCbyY64BuZmmlV4FCqBbaCoGMNwHPm/DctlC6umgn40dhHySrbyqjaU69+hxWZgG+b37m/ZgKh8I7Ik8gruBF5D8RNSwwPPH8C0xLDyI44jjyaJrU/tFUEfA333n0UaWUDEDMtcXYw2cvO3TEGk72YlngfmYqTQP09saYjlO6OsrLlXbFTDK+2B8hQY1d8A8ipFtuPPPtw31tvd167PHu0AchenuWu5j0fGl7tPeB3ZD+QB3JsQV/wXy+jONA+m11NJ7p7xGx2NY18GcUpBaT9ZvxfyrIf1ZSuyVJ8UP33VwpUSUPyTwlSKjjrSJdX/AD5G2SiT48InKzsAAAAAElFTkSuQmCC) 16 16, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhbWXXWgcVRTHf/PhulnjZqNLWNaSSjORkpY0qUEXQatSImgVfMhSaH3RFvQhtY9t85zS15IntfXJl67EoEWQNVD2wRdZ/CZWdojUgC2hmu3atDGdmevDvdMdo9ne2U3/MMzcc++c+z/n3HvuPRbtwwQswAYMJRNxlVgdEOgCeoA0kAAC4E5cJWabkyeBLLDD9cUSsEO1k23qawkTaWFaTZIDHGB/ZXGpdmTymKgsLtWA/UqeU+NCz7Q00mjVqRCdPKWezPR759+49qtb9PeNY1XK5AYGS1NH3zwP1IFbwJr6bgDrmym3dQksC/FzI2gKz52ext43zo87RxkF/qp+VXR9UQz70yb0GcaAIrIpAR1kAMf1hQAOqPdh1xdi8sRJ8c7s52LyxEmh5K8BLwLPqbaj/u8I3UD/pdqVj4Ex4CmgABx0fSGOTB4LJz8MPAOMACOVxaULQL/6f1PohMADGvWVPy8Cv6k2wJpjGa+7vphzLOMQ8HupVOorFotVILixsnIRGX/v/9VK6GxDD1izTOsnpbCBXFzXgWtqzPLMzMy2iYmJufn5+d3Auu/duYyMf0sCujCR3jIjpHPAsHJ/ARj6buHyQeRu6Y6M33KEJHLA8FUhBLAXeBy5XbuRO0dbWRzYQOJS7cq4msTuknIP6e5w/2u7PS4BE7BfGNz+tSJgbsy91ev1QlyFsQnUhfgDFeMHm/IEkBzLZr6JozcuAQ/wPvniy6eR2S3MjTaQKC/UDvDvhbrluGspsA0YEXIRjgHOwm3/W5qHkBZ0ElEUAdJyE+mNICL3hrqsZzfI74l2XLWlLm6LwPf1Wy+HRP7+r75YOtuyZE8mVUblgbWmHtv1xY1Qfj8JhGk5Adi3pSwAPMcyetW3jWYq1iWw8SwwXV/8AtirQZMAMgsGq37wNhrXMV0CNpD4rPrDMM3tFTiWsSvSDhOiB3gPWeb7H81XdqMRDl0CSQyG1ESh+1PIkw/kwZSJ9j/c07Mz0u6YQDrT+8irQD7y9Lu+uHDm+Lu4vpgDnkCeiHmgr/fR7Cs0j+WOCSTy2x8rIi3OI+uB2bNTp3jg+Zc4O3UK1xezyPogD2TV+HuGQPdKFqRNcH1RCYXhrbi660kKqRTnTk/j+uLTsD8tTQsXZ0cE1oFGn2EMImMq64IPPnxrtVIujgJepUx2YLDkWMbGuqBlTaCL+1oZtYsk8spdWBZ374T9tFEb6pRmmyFF8/63DtxEuj4W/gELsTbGWyZnHAAAAABJRU5ErkJggg==) 16 16, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhbWXXWgcVRTHf3dmErdr2GQ1LNtagiaTIDVI6IcEKaRICfhQRME8FJ/68aK09TnJa0JfSwkE+vFaWh9CW3zJQ2Ha+KCtIFJE3DFRE7SE0G3jNm7Tnbk+3DvMpt2d3N0kfxiYuXPnnP/533vOnGvTPCzABhxA6DHZqBF7CwR2Ae1ABmgFQuBFo0asJp2ngE6g2w/kItCtn1NN2kuEhYowo53kARc46s0vFk6dOSu9+cUCcFSP5/W8SJnEIEXSS43IeQcqwjTQMXHp6slHvxdGgqFhbG+WfE/vjbHTJ64AT4A1oKzvV4H1esYdUwIvpCwUgdVQDV6enMAZGuaH9w7wIfDvg+9G/ECOAGQsyAItQvRoIlsi4ABWEcgJ8TFKhZQfyGsXxkbZv7ZG5f4cX01M4triEx1xuCylh5LfxEci2oCuO4WFb4BBP5ASOAwc9wMpT505K/XYZ0A/0Afsuzu/dB3o0t8nRrcZKsBqcWXlW2DJtcVuVMqtubb41A/kjGuLz4E/gEd6vvOk+Pg2So3KdhAoh6F8iNpUoR5LofYH2nFJj4dAGckvqPVPJGCKaC2rUyoH9Gv5DwJ9gZQSlS3pGvNrwnSDhPp6Ba/HLkJbiDdREUfXpmimElrV166YYOXen38fIV6GHYF157eFfpTELvBBWck+AOzBUPYNBhtl8FHfO/NAanp6+iCQfi1+VXeZthMWkPE8b1hKKcfHx7+ULykw99c/3TT/kzMi0AbkpqamjgNHqgjsJU7NLVe/JAKpuwtLX6Aq3qAmsB/oelh6flGT2FECDirKvcBADQUa2ojNrlVUDcPnG23VKljbS+CnYqmfeLeH5S04b4aANZBt+5V4ozn/xXYcP5BPo3FTg6YTqyN0qu6tZ0qLEKi4tmgnVsfBoDaYKOAArbce/Pw+KvJWHWma+F8fNaPrQDh56Wpu5vsfBzBISVMCKQT7tCPLtcVbqD4xr+fkNBkHsEZPnyjZTsu7GKSkKYFMR/aNY9pRHlX13vYDef381+fwAzmDqgvdqHTc057NHtMkEwmYdMUdQOeylIWcEEOadMYP5M0LY6NUDh3GuT/HuRo9YU6IXmAF1cjUjW4zVIAwCyxL6dXsitNpLk9O4AfyJsRdMXG9qAsTAuvAaouKZsO54Jk3O3IAqHizdPb03nBt8fK5IPFMYIodPRk1ixSq5Y7a9EH93PDZ0GQT1kNUB1pRMpdQ0jeE/wGL/klUTfUUxgAAAABJRU5ErkJggg==) 16 16, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 16 16, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhb2XTWwbRRTHf/uBu3XM1k0j44ZQRXSDcoiMVVBKpQguEOXAh3ri49wrLefkUHFoxQ31zhmpilBUpKg9BUFkkQRVStOARL0UiqBpTVoip3Ui4/XjsLNdJ7XjXTvwl1Y7s/P2vf+8eW/mjUHn0AEDMAFNfZO4SowuCPQAaeAQcEAZr8ZVondoPAlkAEdE7gCO6ifjKjIjyOhKzgIS6rGBwYrI5RurP1IRmU1q2vtqrIzviSqwDdSAeivlWquBBgQG04pECuj9/sbK+a1yebT4uMpQT4KDtr106uXcp8BD4JEyvtFAqCmieCAB2CWRYrlhHl9cvEByYJDF1yc4+d01Kn/8Nup6MhuM2zpkNO24ItIVARPQy3VwDO0t1U+5nkxfmpok9/c6f5Xuc+7CRRxD+1AZ3HY9uUq4fF0hBRz7pnhnGngVGAVeAz5wPZEzH58V1xMBPgLGVHts7tbtr4Bj6v89Z9cONaBcWrt7FVh3PfnVMbTngZpjaKddT2YcQzsN/A7cdQztBcC8v7Y2ix8Ltb2UR0nDGrD9T7W6CpQdQzuCH1jrwD0lc0/1N4DytZs/j25VHv9EmAVdQ8cPRks9JpAFRpTLR/D3AdRYkK5tPRw1QOo8Hcl1QO952oc1Qs+2zP+4BJpBBzjYfKyt4R1KYsiagDV36/YJ1caKoaBbmPh7vY2fWgNATkQEyBHGQCzE9YBerMmfQbvZeEydsYTrQG3I1I7iB2SdnWttXvlh+QS+d5Lsww64G0EMBOmVBUbUEuSBQaBvfn5+HOjlfwiPzC4CTqFQGBcRKRQK47TZgvcDWSC3HQbhIJBeWFh4k/Do/s8J5DdCAv2E9UKwW7ZFpyWZ/vmXl4cBtvx+EJBVoKLe+3IGPDGIPyOTMNWyQL7hLMjukgtk2ypuBxNIzCxezwPm19dXBthZJ4Lv9gRgLq49eBuwpgtLeSIcSFEJWIb5zDCQfPeV3ENluBd/1qh3GkiePHpkDrAOWNYwEWIhKgH70OHD7+AH2gDwIuC4nsx89sk5XE9mgJfwK6B+IKvk7XYEolTFaaDP9aToGNobhDXhlUtTk6Qyz/EorAnfQ1VBriffOoY2RFiodEwgBWRKIr+0qYo5Mzn1ZLyhKi4pUh0TaH4vWF45v7XZcC941l46lY9/L4iCoByzgT78NR4GJjyRzeWbq+KJbAIT6nu/krPVf53uNXsiiR+IY+osGFP92HfDKEvQCinC/K/iu73lWrfCv9xjRKOt0pDsAAAAAElFTkSuQmCC) 16 16, auto;}
}
div.testarea{
animation:rwdcur82703 1.8333333333333s linear infinite forwards;
}
