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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhcWXbUxbZRTHf5d25W2XNZYXrcu9LWw1YQhswEpHskkWGfKyqCwqcwuJMUtIcFn0E8ZkmSR+MmrABLPtEyxGDKhhkWQYgyNhWxQQJuDWBNZbBlpelFDGgLS9fiirTAbcEtzOl5s8L+f/u885z73nwAqzSJLKkzKLJKl1N/apjxtCeCD+YpUegBvfB/DeCeByu4VHbbCm7VABpDRdaMw94Acg4DWiKMoj961leoskqe99Hc/NzpnQoGiNwIKk/hfCmrZDldJ0HDgajzl5Oyf2NnHp19cBGB+Z41rrFCCr4UBEuNxu4Z3cXiH9oBEA750Av111CWudQKJkeEj8xN4mAMzJ20mUDOG8PAB6rQtlWVazixbZlRnHib1NvFxhB6CZ4PPYGQu7MuOAWWjSfgqaAQAm3Et0t3m41mrn2BlLaHx8ZI7mz1y4B/zLuRGp2WdYAO4BP2+8n4Q5eTufvD380Ny7F1MYH5njq4884bgMD8CsMywLeKg6bOXW6CKHMp/iat9fIaCqw1Zynn+G6rp5tat/csMwRGgV32mcJzUlnprX0gh4jdR+9zcAkjmO9p55Al4jZp2BW6OLVNd180D8g7f2rPtd0QSQl5GgVpbZOFlkob7FSUNDA45CiZNFFhrbXDgKJRoaGqgsszE0PMWrLzxL58WX1Esf5qkdPRPr+t4QIC8jQb07E0N9i5OTNUNUltmw24OZ39jm4otPGwGw2+04MneSmhLPNz+N0djmor7FyUZh0ByC/KxEdhrnkcxxbPMMUFKeExIvKc9hm2eA6313GRqeIj8rkaHhqQ3FNQMoiiI0/jhHflYi1XXdDHZcodx6PDRfbj3OYMcV6lucpKbE09EzoUkcNNyCrv5JIS8jQe3qV4SOnmA4amovQO0FclKeBuCX4T8BuDsTA8NTpKbEA2zdLejqnxRkWVZnjbHoRT+6Ah+9Sz4Ki0spLC6ld8mHrsCHXvQza4ylvWde8wloApBlWdWLfkRTNABup8jR05E0T6g0T6gcPR3J4HU9MSY9oikavehHlmVNv3XNSZhkE/E4vfi8OuyFS7TWLi7D7aa1dhHRFM2sS8Xj9JJkE7W61Q6w35FNpiMVgFz7AQAKC0pWrct0pLLfka0ZQPOneNTp4Y/pUS6fO8Urb9avmvdO3wfgbN4hAL6lc+sAFEURaEe9fO4Ue/KPwMerAeanfYCO0rPn/92jwTSHQFEUofTseZIPllFakU+MSc/vt28DEGPSU1qRT3bBc2GJw3JNCFB3Y596s3OGHz73rVkPQvBGRMfGsrSw8NC4ISqK+/fuhV0Taj6BlRYTG4shKgq/348hKgpgU+KbBkgwmQjoIkMwu222zbjZPEBceh/RYrCInVvwEZfe9/gAFEURfm6KZGZsBIBo0bhcjG7OwirJVkJAMCFnxkb4sjq8zF9pwsquCIKdEbBud7SVFmrNRGsEucURG7Zm/wvASojHKb7KnkR7/g8RMLoscVkY7AAAAABJRU5ErkJggg==) 3 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe2XbUxbZRiGr34MwsfpmrUULeT0lE7cGAtMYBXJREJEHB9RWTZZRkgWNSEhy6KJCWqyKIk/TKYGlmDcfsFMxIxpMCPZ1KAkzEXpBMJwI4Jt+cjKhxJKSiAtxx/QWiLQUzL1z+6f5z3vc9/vcz/POc8LDxEGSRTl/5pTG07+xhdGzh9Hdrrdqq02WDN3ywBipib0zD0UAGDVq8flcm25d0sBkijKz9ZrGeyZR7CqkRA3FWHN3C2LmRqeqjRiTkvk1KF2Lv9yAoCpsUVuds4CFjkaEergycMhWNVb2mESYzaQnzrUDoA5LRGTGKOUN4SQ0uZbT8iDPfN8c8HPZqe3WCzy4RPL7M3W8WbVNV6otW9YP3ZWYmpskd/6F/ipPVaxFdrIr/yNafcKfV0ebnbaOXZWCj2fGlvkysdO3EOB9dqIVRwzKgHuoQAvv5WMOS2RD18Z3bD2+iUbU2OLfP6+J5qQ0Qkwa2LWCTzUF1u5O75MYfYefuj/IySovthK3sFHaWj2yb0DMxFtUCslT9X7yLAZaTyeyapXT9NXfwIgmnXccPhY9eoxa2K4O75MQ3MfQfJ3Th/Y9tuiSEBBVpJcV5VOzVGJlo4RWltbyS8VqTkq0dblJL9UpLW1lbqqdIZHZ3npmRR6Lj0vX36vQO52TG8bO6KAgqwkeWI+npaOEWoah6mrSsduX+uAti4nn3zUBoDdbic/O5UMm5Gr30/S1uWkpWOESDYotqAox0Sq3odo1rHLM0R5dV6IvLw6j12eIX7sn2B4dJaiHBPDo7MRyRULcLlcqrbvFinKMdHQ3Med7utUW0+G1qutJ7nTfZ2WjhEybEa6HdOKyEFBF/QOzKgKspLk3gGXqtuxZkdj00Voukie7REAfh69D8DEfDyMzpJhMwI8uC7oHZhRWSwW+X4gFp2kQlPi5/aKn9KyCkrLKri94kdT4kcrBFjQJ3DD4XtwGYC1z7BWCJCcLjDp8OE2CFSeWeHK9FqHVZ6J5dvPAsQbQDDEIRhA6U9JcREmpwt455YAmHT46GxaXhf3GJ1NywiGOBacMt65JTwjXnSSCovFEnG+UCzAO7dEcfkRUnLi+frd1/B7NZSWlP/jvQWnTHZ+BsXlRxTFVdwFC06Zt2vPczg/lwNFz20qMIhzBYWcTtqnSIDif4HL5VLl5uXJAF9e6EEnbbTXN+dHK4Dfq6Hi3KehPZHiKrYgiNySx3mx/mkAfr13D4B4g5aK2iKy8zNCxErnAcUDSRCRCivamTDqDADs278ffUoacQkJABhMph2RQ5TzQBhJKAuxuj3YisaZa1c+BYVDLYmi/OoHafJgzzywNpAeLJTk7e4I4R7HCXr2Zut2RA7rNSCJoixY1TxZpubWtVW8v69uWwdBhNfDTtIfEhAuQin5v4L/42r2EH8B1+6u12uk0rcAAAAASUVORK5CYII=) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADj0lEQVRYhcWXz2scVRzAP7sZsmTSWUJ3k2pCZjYJLG1CqbQojUGDFLVgvVjwDyj0IAgePHgpxoNeSntqQSjoxUNRkF7UQ0SWBmIjdLCNZM0ubp3ZrhszyaTDTtitZbbjYTPT2aZtZtbYfi/v9/f7ee993/u+BwHJyLLLs5KMLLsXFg67Txsi7hl//X2BxTkLaST+VFdCyMiy++E3aRbnLL9SGomTQXa1cjn28ABFUVxBaiKmBOqm46eO3QWAruvbxjxJ/M4XFg67i3MWP150eJRhz3gyE0NK9QBgmw0/75VrmhsJIh6FFmgz+Kg2QWpG0hcawJv9w2KbjbaymBJQFCW0D0VegaDhj44NcTTVsw0iikQC2DTvYJsNVopVJiYd1Of+Zs/xe0xMOqwUq9hmg7rpRAIQwnSaOtTvjo+J5Et1quYdAH75zgbsbYCDXd1UEHcH4MypCffTL5di8zfXYoD73sksV29sMP3C3semy5pFTjXQ9V0AyKkGp9854O4fTgD4RuTBJNOwLV3WLN54WWZ/pg/A3QLvHMCbeb7UKo+PpZEHk5SrNeTBZFtfrzz7c5mcajA+lg4FsaMTegrGx9LkS+uUqzWu3tgA8PPlao2vftBY1ixv9syq9Z1UhwPwIPKldTwfCILkS+t+v5xqsKxZVCwx9G0Y4RSk+fzbIhVLRJASvvFaX6+fr1giOdVAkBJMHer/7z7gyfzNtVjFEt1kpheh6fDiCdgzeo/hWwmeH+1i5ZbNS8eTVD5zqPX14mgu8/rOxkMDBIOQlIKlaw3KxW6gm3IRoJula42tOCAwdEQEFDfMNoQCgFag8aLd0BGRcx9f9tt+LxT44utPqGl1spNZhrP7uKLOhdIbGuDBNduK++rdU35btbnp189MTTPx2ptcubjLAMdOvMLt4irXZwvYZoPLZ4OtXX5AenvmEsxcCn0KQgej8+9+wMzU9BPjvSA10XU9FuVBEmoFdF2Pjb560m0ZYWsr2kOw9zxTlHDOFwnAgwD8x4bnbAC3i6sMZ/e1tkgrhFUZDSAoieRefltY49ef/vDrrs8W2kD/NwBd12OKQtuTKzUwAIBpGFHVdfYkCzpaamCA/lQK0zAizx463IKgbN512PxrtePxQvBXBK1PycGRjGv/ef+x/4Og9Eit8PtPbaMjgBi0vmbSSJyjb8VZ+P4+YY3Dg1PRyfL7AEGIKMZ3XZ7F9/xfc5/A2UbJcxcAAAAASUVORK5CYII=) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhc2Xz4sbZRjHP5MdNmzaCaFJu7qSzHYDYTcLtgctGwvtQZSCerHQP6DgQVA8ePAi0kO9iL0JPbUXD0VBelHBXMIWtBV2pFI2bgLpzkxjtpvubMNMSWxJdjyk7zD7I92Z3dj6vbzvO/O+7/N53/eZed4H/k+azGTc521T9hv/9PsUl87h6qYpDRqgqqorKz1iSZm21fXKrjMCgGEYA8fuJEkYf+ujPsutnzZwljfYCUJVVTc+KaEkxwBwrI5XF21bd0NBRMTK/VKORgYeh9/gTu9kpRfUdh9AN03p47k/pFdPJQBwlje4M69LW3dArH6rHKuzqR1LyqiqGtiXIqFwtxj+7M1XmEuObYMIo1AAj6yHOFaHlWqD2UIX7aX7HDzzhNlCl5VqA8fq0La6oQDk3bvAyWOH3Xw2RrnWpmE9BOD3Hx3A2QY4MTJKndhwAD4/P+tevLoo/frnAwlwPzybY/72OqePHxpYLuktSloTwxgCQElr8sH7M+50OgrgGclMxDkN28olvcXbb2SYnkwAuE/B9w4gVl6u9dv5bIrMRByzYZOZiG/qK9rF30xKWpN8NhUIYlcnFBPksynKtTXMhs387XUAr242bL79WWdJb4nVU9Tau00dDEBAlGtrCB/wg5Rra16/ktZkSW9Rb8UC/w1DfAUpLv9Qpd6KIStRz7idOODV660YJa2JrEQ5eezw/n1AqN6KYVsdSBxA7nV5/V04OPWE9N0oL0+NsHLX4cSZOPUvu7jZFDGrw30ryMwBAPwBSPzxFm/KmNVRYBSzCjDK4s0OstLzApStB/OBQDsgjIuwq+TG+PqLa977vyoVrnx3AVtvkyvkSOfGua7dGB7AicJr3KuuslCseM+0f8579UbvEdC/DywUKywUK8N1wkvnPmGx9AvvPQVwrA7XvvL3GPGOJ+yFZFcAwzCkqVNnvfDaj/c7D5OVHqqqumEgAu2AmFDE+X7E2xyCxfXMdsJdKwMB+HW8kCedG+dedZV0bhzAq1//5sbwj8AvwzAkirjCGUUZjR/izq0HYabyFPpGJFY4PTND8sgR7/mYktgTQOgjEFr+e9WrP7bXeWyvh97+fQGIFe/VsJDkzwmgnxcAA3MDIfFF7Mc4+BIT5WiEuXciz0xM/gt5RgTE8zS+TS8iOX3h+hekYr8lPw5mRQAAAABJRU5ErkJggg==) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur231841 2s linear infinite forwards;
}
