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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZUlEQVRYhe2WsU8UQRTGfyO+ONmEzAYn4YorFmwIFZEOurPDDmKjsZHKEP8BW0Ll/0BjYYWdlNdpB9JoaCTXCcnl2A1xueQVYzGLaCN7e7nEGL5qM8nM97339nvvwS1u8T8gtNu26V0zFrH3KZChughY4CsiPdPvn05cQHCuBbxA5DmqLcAikqP6Cdg2RXFU5527jchj5E+BV9XRIZADD4E1gGDtlhkOb8zEnSYCUM2AJ9X3G6amNlB9huomcAx0uHdvLcSyTEAAzAMtYs33zWCQm7IcMj19COwDQ2CZmKmJCLiKbIjq9enZ2RD4UQmwTCwDqicVySIwH+bmIpFIBqwikgJfiP/FX9HIBcH7FNUdogt6qL6tyB4j0gGOKMuXpixrOaERQru9ELzfC95/D85dBu/Pg3PnwbnPwfv1uu+M14hEMpzroLpaHX0D9imKYxNLNFkBv4QkiSVJQNWaorix7mMLCNamzM5a8hxUowUbYiQBASzeL6G6Ajwgpvkjql1TliNF3kyAc+uIbAGLqA6Bq0bzntj/exMTELxfAN4BGdBF9QC4j8g6kKK6i+p200zcLMC518H7y+Dch+DcUoA0eJ8G59aC9+eVHbNR363VCYP3KSLLxJrvmaI4MpCbfj9nZqaLag/VFJHWqALqjWNVy7Wv/+zvg0EkjbvAqPw1Z0G02UFFtBGc6wTnspAkGXH+Z6ieIlJ7E7pCrQwY1TyIdFF9BKwgsoPqCUmSEpeQvJoHIwsY1YYdRDaBFVQtIvxGvmuKYsIC2m3LxUVGjLoFnCJySFn2xumGjRCca7yK3+Kfwk9+UPTIb4z7NgAAAABJRU5ErkJggg==) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVklEQVRYhe2Uv08UURSFv1m8YTIJeRPyio3VQkWsiNVmO6GjpFM6DQ0JjcSKWFoZY2fD/0AHnXRiR7ZCCgJbAZ07gbzM5iZcizcGf+wCumDjnmoyL/fdb+49Z2CkkUb635Xc5WUmUmdsDGq1HJGUycmD5Pi4/CcA5v0s8Ap4DORACWyiupUUxc6gugd30ty5JqrvgRlEukC3glhBpG7OnSRFcdCvtjZ0c5E6IsuIzAI7FMVTVJ+gugbsoroALFoEunuZ9w3z/ot5f2zOLfx05twz8/6reb9lzjX61Q89AVRzIAUghP1fzs6ALqrT9Hp9y4cHiDuPcq5lzWYKYCJ5tZYckT3Gx/uW38qEBinep6imqAJ0kxBivFS7iGwCK8ASh4eYc0dAC1hFtQQ+VdP4TTfG0Lyvo7oIzCMyDZwAW6jufHe2ZdkcImuItFAFkRJIq+abFMV6EpPxZwCWpnXGx98gMsdVtiHufJsQ1pMQOhXobOX4eUQmgaMKdDspir5ffy2AxZE/R+Q1kX4D1TYwA6wCdeAtU1Mfkna7WwHnlCV4n3JxQVKWAxvfKHOuYc59NO9PzbkVcy4HsCxLzblF8/7UvP88KF631XUpSIGH1fNuUhRdgMp8+8SpNBBJ7wcgGgni3h9ZlqU/nOVET3QIYZj+18YwOhheAktcXh6Zc2fANKrrxAntA3+/Z25KgXNziLxDdQaRTvW6TozYLiG8SFQ7g28YEgDAvG8Cy0xMtDg/T4m/1j1gg6JoJ1fRvB8AiImg1yup1RpkWUkIB4TAsM1HGmkkgG/lpOyjpRpp0AAAAABJRU5ErkJggg==) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTUlEQVRYhe2UMUgcURCGvycZfDw43nFssaQ6LeRiZRmSLuWVhjQpA1bBxsMqWEmq9EkhpgmxtAlaXimpDqtw2HiFxQnLccvCsjLFS3GroHcXhVgEsn/zlmHe+//5Z3agQoUKFf53mMd+MDhXR7WOyBioY+3QjEbFvPwnj0rufRN4i3MvUV0FfrGwcBREjo3qYNadR3MgONfCuY+otoExIgAWVYAuIh2TJFMi7nUgRFGMtZBlFhFLng9Mnt+yNHgfI7IBvAL6wB5wAqwCO2W8HZw7MHk+frCA4FyM6ibQRiQGBoh0g/c/TJr+vEmcVLsOFEDHpGm3FN8HYmAb1deIHN7lWJhL7v0azu0DW6jGZTgGtoAvwfvWTbJqk1qtAIZcXY2uwyZJClS7gC3dmMJMAWFlxQJvgBfAAOiQ589QfY/ICdBEZCN4fy2sIMssELO4aG89JrJcfv0C6ne5Zrfg7MwSRc+BMbBr0vQAIDjXRRVEvgPriOwC0Gj0ybIek1ZthihyqI7KqjdLIUdlMQ8Q4FwLaFCrFVxe9q7DJs+L4FwPkYLJhDeBU3N+XgTv9xGxQLsUMmRifR3oAgcmSab2wbwZ6KNqybIYkeXgnAUIS0sWkXaZM2AydBNxaXoMdIBDYIy1AEPgM/DJJMlwFtHMPRCgjvc7iLwrxXxDpIfqU0S2UW0BX1H9MPVLRlFcumPLs383514BcLNYdoB22fcBqs3S/i6quyZN+/PuPxR/3IRBpIVzG8AaIg1U68Aetdqxubg4/VvyChUqVPgn8BvLttZ+AoJBwwAAAABJRU5ErkJggg==) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKklEQVRYhe2TsUtbURTGf89w4HJF7iNcyBsEg5PQpXQKGdupcaqlS8RF6VBKp+JUOpVOBRdHaf+EjG51q6Nkqpk0g20dAuahxAcHuR3yIkZjm6ld3m+877vvfuc750BBQUFBwX8mmkYUvI9RNahm0WDQ/2cGAhisrSPyBIiBH8Ae5XI7Oj7OJt5xrorqIiIxqn1EfpKm3Qgm6u81EJxLgE2gCRggQyQDTlHdQaQV9XrXaQRrDSINRFaBOmBQNUAb2EG1NSm9mYmPex8D64g080dbwDZwAFQReYPq47FL1taB10AD6KO6D3QQeQhsYm1j0lsTDQAJIi+Ync2Ad5RKb6lUtri4+JCbqQLLuVHC/HyM6nNE6qi2MOYZsIrqU2ALqKK6MdL/leB9LTh3Fpw7zFtx+9tlcO4weG9GBnLtZXCuNqZ3LgnO/QrOnQVrq9MlMOyVAQxzc+PDo1pGBCAjTYdnJycZwyGFNB3vc6k0mh0YDMx0BiqVU6ADJJyfrwdjloL31WBtDdjIVXs4N/yh9wD7iID3a2FhIQEI3huurlbyYjpYe2cT7t8C79eBj3llbVSPEFkEllDtIPIq6vXa13rnmoi8RzUBdoFviDxAdSWXfELky83N+bOBcjlmZqYJvARGc9AHvqP6OUrT3VuGE1SbwBrDIQURw3BtW8B2lKbdqRO4UVkCPMqT6ANHqHajweBOnMHaGJE6sJzru8BXRA5uV15QUFBQMOI3azvPfrn/JaoAAAAASUVORK5CYII=) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRYhe2UP0gcURCHv5UMPhaOueKBJxbeETg0lWhnaWmZMpAihDSKTcTSKlilFNOElNolZUrLM5VJlYggXhM84VAXYV0ZuJfi1sPzXxS02w8Wdpn3Zn78ZmegoKCgoOAehFrNBe/dU+SO7iys6hCpYjYJVIAmZr9J02YE2ZMKCLWa4+joFSILmFUuhZqIfIza7W+33q3XHYeHDpEsarfvFHq7ANWXwBoiDrNtoAm8ACboOvEmStMffXe8dzg3xunpNPAc2EOkQZI0I7OTu4T0FxdxQXUreH8WVFfC6GglOFcO3leD6npQPQuq6yGOe/9F8N4F1bng/Z+gehxUD4LqQf79PtTr5Xs7ELyvYLZPt8/jUZK0LjkzgcgWZi1Exi8svuLYJrCDSBWYya8uRu32xtVaA7eY4BDJgIzz8/5IqZT1zlyIqtUc8BaRMmafEJlH5AOwiNkqUAYW7j1JeQt+5lbPBe+7LRCpBu9X8tZ8DbmIEMfl3PazoFrty6VayWPHQeRaG57dJCAyywJ8RmQZWAamGBzcA6boWtpC5EtvFDsd6L47RK6mc/mTIQJm/xcAQJJsoFqmVHrN6enspWQtYJU03eydHR7OODpqALOYLQXVVeCE8/My8C4XtY3ZtZG8exFBmTieJI4nMBsB9oAGZjtRmvYlC6oziKxhVkWkAexgNgZMI9IC5qN2+/uDBPSS12qOTscxMJBF+/s3LpYADtWXiCzR3ZpdzLqODQ1tRLu7D3PgoYQ4dsTxGGk6g8gI8BdokCS/Hmt1FxQUFDw6/wDRVvSVo9GTwgAAAABJRU5ErkJggg==) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSklEQVRYhe2VsWvbQBSHvwt95BAGafAg2sXekhZCyNhsHl26dEzp0GwdMpWMnfwnZO5UyNZs9dZsMZlKppKloCl4OIQEISg88HXQuTFJ7KZ1PdW/SdLdu/v07r3fwVJLLfW/yzxkkrc2ZXW1hchjoAK+G+eyhQN4sDSbm6h+QOQpkAAFqgUiB4xGhybPq3kAVmaOxvEmsA90gArVATAE1oA9VlZ2fLttFwLgoygBXgJdRAbAW66uXgPvgB7QAvbI82QhAIgkwCaqQ1Q/G+dOjWphnDsDjqgzkSDSWhRABVjG5z6p6+sifLNAtBiAsqyAs7DJto+i1ItY325bGo1OAMtQzecBeDRtwKgWXuQLqq+AXURSRL6S508Q6QIpcIxqNhnnm80EVcv6emFOT3/bIbPbMIosUbSL6j71H9cSAThC9cCU5VnYOAU6qG6HWT8Q6Rvnzv8aICycAGnIxDOgQOSE0Whg8jwLc9YCZDeEjeumAnqU5aGpn/8c4BYIqEJZVuMFfRy3ENkHdsNxfAobb4ejGqD6fpyp25paA3dInSvuHVC1iHSADJEedYuC6hG1eXUReeOtzUxV3VljthM+RDcWfcHlZd84VxnnKlOWGXBCnY01qvvrcX6AG4+IaDTS8UcfRRbV+kW1oHbWBQCIXKBa3w+qXS+S+jhOiaLnwAtELJCxsTG8L/zBRThNPo4TYAfYo/aG8wC1hUiKah/oTSvCuQHg17U99gsCyBD4Bnw0ZdmfFvtPACYgUlS3ABvukuOp3bPUUksF/QTk7OgBGZdbfAAAAABJRU5ErkJggg==) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe2WP2jbQBTGf1f6yHEEzgRBPQTi0CWkS3GX4NGjR4/dO2YKHTuVTKVT6di1Y0ZvzVbTpSZL/kytt3oQRlrEhTdcB8mQLLWkNJRCPhBId+K9j/fufd/BAx7wvyLu7toI9q5xTOPEYPF+COwBAZgjMjNpurh3AtG5A0QOERmgagGLSIbqKSJvTZrOmxJ41CB5F5FXiIyqpQlwUr2PUX0dnes1JVAbMUmG0ftf0fvL6P0oinRjknSi9+OYJJdxe/tn9H60PtJt1KpA9L4DPK8+p6hOjerCpGmGyCkwJYQOIr0InSYEHtf6SySgGlgFL4rb++VeuW8thFCbQK0KmDQNiCyqZx9rBzdGsAf0KQ/klQkhq52duhUAUL0ApoiM2dj4yObm51iujyhHckKazpokh6Zj6H0POAZWhy0DOohMUX1v8vz0XgkAROd6iAyAF9XSOTAxed5KiFohgo0HBzY614lJcmc5/juEkqTR+K3QuAW3EpftGAFPKcfwK0UxM6q129GKQNzZsWTZAJEjVPuU+pBVejEF3pk8P6sTq/4Y3kSW9YAjVIfVBHyj1IURMAYW0dqFCWFtJdoRgH7liHNUj1GdoRpw7hyRQ2CE6hdKw/ojarvhCpUvPKPs+QTVmSmKzKgGVCfABdBFpFvnwtKYAAAiUAa3PHlyU/gDqqU3iFicWxuqMQGT5xmq36vPAcvlIHrfjc5ZRIaI9NnayoArUxRrXantGbigvIy8RORTdSMCkSGqHZbLE0Rq+UJrHYjO7SHyBpFRZccWkQCcUBQfTFFc3SuBikQPkX1KNwQ44/r6hwlhfpe4bYi0luIH/HP8BiU28gABueuAAAAAAElFTkSuQmCC) 16 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXklEQVRYhe2WsWsUQRTGf2t8MAyEOY6FXHmHzXGVXLpLFzvBJmXSCVZiY0hpFawsg/4H2gh2Xmc6r3NJo6SRuyKQBK64K7JueISxmCEps5N4opCv2mWX975573vfG7jDHf5neJGWt7Z1mxhZclJrDSJtYB14gEiF6ldUR1lZzhZKICZ/jMhzYIBqBVSIVMAQY/ayo6PDlJj3Un7G2i4QksMIeAN8iEQ2qapnvtMxSTHrwnc6xjv30jv3yzv32ed521trvLUNn+cbPs+PvXNj71w3JW79CozHAKtABXxhefkkK8sq9r1A9QcAIv3FEHCuEZNXgOH09KrUZXn1X2jHAggEoX2Lb0+ArrfWeGgjsg70AYNIkUIgdQpaiLwnjOAhsI+IIYiyheo7RHaz6bR2FdJ9IM8fAq9QHQChLSITYAjsZdPpSUq8ZAKRRBfoodomaGICFNl8npT81vDWLmbmk0iA8Xl+YyI3agGAd65FmIAeqgaYoFpkZflXNNBG9QUiG0ALmAEzVIs4BbX3wU22YQORHUSeEgRYoDqLDthFdQRs1RVk2jICEGnE5ADbqG7RbG6juovqBOgB63UFmk4gmA5AQVkW2XxeZePxjGZzH5FPBF9YBf48gXgqc+n3wZ65fFY9I5iTYWWllhsmEcjKMvQ8nK4P9D0YD4bz8y7wKH77HrfntbifQgCApaVDLi6GwCbwGuc+AhVnZ2uIDFA9QHWUBYFef6hkAkQrVt0hLKVQcpFwL4C32XQ6rBvrNkbUBgaIrKEK8BMYoXoQW7VYAnB5SQ2iLEvqlv0O/xR+A5XK6cuCd4qdAAAAAElFTkSuQmCC) 16 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur155943 1.2s linear infinite forwards;
}