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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmklEQVRYhe2WTWxUVRTHf+/OvOnMm2lnyue0kECAVqAGJK4EjDGu2WhsCBEXRJcaJCqKceVCE1fGBEM0xuDCFSwgRAgSF2gJKhYJWmiUtrZQ+zHtfL735n0dF1OGDjP9CuiKf3IX957z7v//zjn33AuP8AiPsESIyOsi0isiJRHxpQJ/Zt4rIt1L2U9bAvFO4AyQytg2v0yOM1oyMT2XlbEYK6IxNqdStBlxgDvAi5qm9TwUASLyOXBgIJ9XR/+4Tu/QIOFEgqfb2tG02i12rU7TWRESAF9qmvbqAwmYIX/lyuQE7/98GSefr9qSy1p5csWq+k01jf0dnayNJwC+mE+EWoB8J3DgyuQEhy+cryEHyE1N4wVB3Xcl1+Wz368zUioCHMiWy7tFZOkC3CA48Wcup470/ID4fkOf4QpJFb4Id8mO999k1CwpIxw+rWlaQ645BYhIt65U+vTQAE42S+B52FNTONlcrYBCoWY+OyIl1+XC7RF0pVIZ2zrUiG9OAW4QvPtXPsepq73VNT0eJxSL4haKBI5bISzei4AvUpeSvulpco5DLBTevxQBCth8cXS0sTGiEwQ+nm1X10SE8hxp+ml8jLBSnUB4sQLQlYpcm8rMZa4ev6ZkEhHB8n0aFZqmaQwWCwDR2KpVkfs554uAmi7bdQa/XMYzTTzTJHAcIkphel4NuaZp1QGVWtCVwnedyMZ9exclADcIaG2KAiC+XyW9exo806J0+w7Nuo4rQR3pbKyMxXCDAGc6q4qDQ4uOgL1t2XICx8Uvl+ui4OTzaCFFWCkmLAsnaJx/gNUxAxGx9ZaWmrqZU8DqnU/hBUH/nnXrCTy3zm5PZtBC9z7VNI0Jy8L0vIYCulpbsXz/lpvPk/m1t8bWUMBYz6Vg3La+WR6N0tXVVWMrZ6ZQEb0692dyr2kaWafMcKnImGVW7c+0tdNmxLlwe+QYEMyM+QUAwZaOjqOO7+ff3LaDSCpVNTjF2s43eV9IQ5qGL8Ids0TWKbM51UrJc8df2LDxFOBsf+fthQWISBBpaXFODNzav665mQ+efa6y7geEjViNb2F4eI5/gIOPbydtGHz829U3wvG4Azjp3btqfOa7DcNAYrCQP7Yu0dzdM/YP7537lsLQUJ3jll270WfVRLOu81rXNjYlk/TnsicfS7W+BWSBvIh4s0/KQtdxVG9pSfWPDH+yJp7ovpXPcbz/JufOna1x0uMJOnY8QVgpti9fwfPrN5A2DAYK+ZNb022Hfds2gSmgvrEsAAUkgPaPeq90F11nTETkxvSUfHr9mhz88aLsOXtGXv7+O/nqZp9M27aIiFielzty+dJLQCfQbqxpT9CgDS8WYSChJxLtoWh009f9Nw5lbKuv7HmW41eehI7vS9nzrIxt9Z0fGf4Q2Aps0hOJNNCycd/eOckX+yZUgAEYISMW9U0rMiNMqaYmAIJKswoAD3AiyaQZSSXN4tDftogEjTrkUgTcFREGopFkMuLkcpFwPK5EAuWbFiEjhm9aHuBQybUzI6b+yfSAUEAk2dkRBYz42rUJKnViAFGg7sb7r6H+b8KHin8BOwxJYyW3sy4AAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRYhe2WXWwUVRTHfzs7M53dmW532y1dttAaWijQqhglhkaN+uiLiR+VENHE6KtREz8wamI0EfXJaDSK8cmIiYGIBmNCCIkmLQSloBAC9EOgSAst3Y92d3Z25l4fdqFs96MU0Sf+yWRmzjn3/v/n3HOSCzdxEzexSEgpn5dSDkopZ6WUnizAK/4PSin7FrOfbxHEvcBuIDxl2+w6PcrRS5cYz8yyJtLILVY9vbEYHaEGgL+Bx30+X/8NESCl3AY8M5xKKp8c/ZPDQ6dK/MJ10UwTgIe7e3iorZ2OUIMAvvL5fM/9KwFF8mcPXpjgjf39OIlEWUxueppgLHblXw+FeGf93dwZbQb4spaImgKKZf+1f2Jc2bL7RxRVrRjn5XLooVCJLRgOs+3e+2kJBsWUbT8QDQR+qbRWqSUgL8SOoWRSeXPfXoTj4GYyuJlMeRa+8m3Cus724VOcz8wqIV3fVY2rqgApZZ+mKLHvRofLyl5JxHx0NYTJuC794+NoihKesrMvVeKrKiAvxJahZJKf9g9U9F8twss7Jb5bl7fh8xVO90QyQdpxCPjVzYsSAKzed/5cDTcIJ198zwnoal1GcyBQEvfb5EVURVkFqPM5K3cVKJqi6EemJsmnZ3BSKaTn4fP7C4Sui6KqGNEm6vQIRmMTWn09G1piqEp5TqfTae6JLTWM5mbDvnixpFxVBQDKUCKBa2dRdA3Q5py6hl/TUY0A4ViMO5qi+H2+K2Wfjxk3j6YoCDevdmzaqAx/861YUEBeCFpMk8kKTqutjfb2dhSg1bRwhEBVFPzM1VcAnpR4UtBeV09eCJzphDLz1+lrOgIA+65os3FsnjG6bh3x4sy7opCIlJK855GvstESI4CU0tZCIVzbLs200oKW3g24Qpx8omNlib2xe+0VcoC6Yk8shJ7GRrKeN5JPpcTUocGFBUz0D4hJ296+JBCgs7cXAM20WNYULYmr13QAfDXO/754nKVBk73nxj4vmsTV/mpjKLpWdn7qeF7q7TvXUxeJEOvprpnlZSFXw9Q0bmtsYtbNX3h0RccPgHP7a68sLEBKKYxo1NkxOrJ5RaiBdx95jHpNK4vLeV5FEZeFPLWqi6gR4MMjh19UTdMBnCNbPyiNr5GQClhn0unPllvWxqFkko+P/UE6P9dqrhC0WfVlC01N4+mVXcRNk5PJxM6ucORlIAGkAPdaBQAYWigUPjl29qNW0+obz2QYmBjn57EzQGHMlptWyYI1kQgPxluJGgFG06mda2NLX/VsOwNcAuxyitpQAAuIbx38vW8m70xIKeWZdFp+Pzoi3z98SL518ID84vgxuWfsrEzkclJKKbOum3z9wMCTQCcQD7bGLWqPfE2ogKVZVtxvGJ1fnzrxwpSdPZ5z3azjFa6EjufJnOtmp+zs8T1jZ98DVgOdmmXFAKtj08aq5Nd6J1QBHQj6g4Ggl8nqRZui1NUBIHI5QWHEBODoDQ2ZuqbGTHpk1Gbe6F2PACgchwoYeiSsO9MJXTVNRUqheJksqmkKd3bWpdBkNuAUv6uSXy8UQI30dBtA0GpvCwKXH4NCpWretG4YpJRIKf8Xrv8M/wBB2fXoRUrmTgAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 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,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) 16 16, auto;}
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54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsklEQVRYhe2WX2hbVRzHP/fcP7m5uUnarVuydFu7pvtnC+Jg2FaHzCfZi08rdTgE0VdRYf5jIILgmCDoi4ypKAgiuKEP4p8hEwedMrauMre1ne1c/8DWdcnSprm5ubnHh6RduyTdOvci7AuBe8/5nfP9nN89v5MDD/RAD7RMSSlfklL2SSmzUsqiLKlYfu+TUnYvZz5lGcZdwPdA3aST4+u/L3ExnSKVz7MhHKEpHGbnmkZao1GACWC3oii99wVASnkYeH4gnRJvnz7Fpd5efLeA2bASNRBYFLuro5OellY2RCI+8JmiKC/+J4Cy+QvHJ8bZf/Qb8qnUfJ83myPctL5ijJVI8G5HF9tXxwA+WQpiSYBy2k8cnxgX+z49XDVGM4PoYXtxm2UBcPCpXWxfHfOnHGdnQzD4W7XxYimAgu8fGclkxDs//YCqG1Vj3Exm0bsaDM4/7/+9l5FMRkQM47taXjUBpJTduhDxU5PXaGlpoa2zg62PPU40mVyKGUW5lVQ3neajc3+iC1E35eRereZXE6Dg+2+Ozszw49iV+TZdFTQ1NtK2Ywd6qJR2Yei3zFW1Yp6zl4aYchyCqrZ3WQDAljPXJ6t2qIrClm2PEKivv2WuiIqKAPDdAt9eHkYTYhOg3e5ZC0DoQhhDN9M16RRFYVN7O/iyZB40K2IK2SxqIMDFdBrANFetqgiqCQCI6UJhvqEoJZ7vU2cESFghElaIkK6zrrOjYsX5VArf8zBXrEAYOhnXRRcC3ytoyT09izy1WgAF3yes60gp0YQgYYUqgqK6QazB4kQ2i++6AKiBQEVZrrVtCr6Pm0qLmcv/3NUnAHCS0Sj1AZNY0KrolFKWDBWFJ5qaEUb1MgVotsNIKR09EsFznMUrrTYg1tWJ5/uDTybWYmmVSZozn5NShtDD4aoAXfE4uWJxuJDJ+FNn+u4McLX3pH/dcb6KGgZbF+z0apqDURSFHWsSbGtuJrxgzNNt7SQjUX4ZHztUbvIXwdeYVwTjMTs9Nj46lXcinw8OkC1vyNtXr6sqhqhch5QSS9PYnWylPhC4ZuvGo8CNh994bab/wMF5iKoZkFL6ZkODe2RkeG+DGeS5jZtrZqAo/artiqKwp3UTsaDF+/1nX9FCIRdw+w8cXBxXc+ZShdhXpqc/XmfbPRPZLF8MDTBT3u0LZWoa6oIj2NI0nkluJGZZDN5MH91cV78PSAMZwLtbAABTj0TqBsdGP2wM2d2TuRx/pW7w68R4xWoDqoqqKGyO1tEVj9NgBhmZzhx9KL7m9aLjzAI3AKeqyxISgA0kDvSd7p4puFellHIiOyN/Hr0iD50/Jz/o75OHzp+Tx8ZGZSafl1JKmfO8m2/9cfJZoBVIWI0Jm9pnzh2lAbZu2wnVNFu/HBp4ecrJXch7Xs4tlq6EbrEo856Xm3JyF46Njb4HbAFadduOA3ZyT09N87u9E2qAAViqFbSKszmj3CZE+Q/Iz+d9SiXmA64Rjc4GVq6YnR4ecbit9O4FAEqfQwNMo77OcFNpQwuFhJS+KM7m0EIh38tmPUqbzAHc8nNN83uVALT69jYTsOym9RYw9zMpZWrJm9Z9k5Sy4mD63+lfX57eRfxFg5EAAAAASUVORK5CYII=) 16 16, auto;}
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75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217497 1.2s linear infinite forwards;
}
