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0%,1.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhdWWTUgjZxjH/xNDPkyTjouzolmTMWK6GEWoHxmTBtbYEA8ehBqqi2CXgkyKCoZiXTxVKQuCVPTUQ9je/LxJDwVPtuChFpuDoOvKCEI1lCUbDGISmaeH3djEqsnuJi77u83z/p95/u/wvM87wHum6G0TjUZjh9vtXo3FYvsnJyfP82kqF0yiKFIkEiFRFAnAvUvrnwJQ5fIiRTZBe3v7936//0VjY+PnqVhpaWmd0+kEy7JwOBwwGAx1r5eKPR4PjY2N/en1euMqlcqR646uwzQzM0OyLFMgEKB04729vVFRFKmnpyeSClZXVwcWFhaIiOj4+Ji6uroiV7wzA2WW9Zf7+/vY29uDLMvpcXl+fv5jAMUATlPBSCTy/PDwEABwdHSEaDT6Vw6bvBmWZe+7XK4fALC56Nva2n7zer3U3d2dRGZvXLlZ5p0dZqGqquqrioqKp8lkEslk8uetra1H14p5nrdOTEzQ6OjoizzV1wiCQLFYjM7Pz6m/v58YhhHSBRmnwGazfe33+9HU1HRHoVCY8mCgrr6+HjqdDkVFRfB6veB5/otr1QaDwTA8PLzR19f3Ux6KAwAEQaC1tTXa3t4mh8Nx1cwoOBa73f6Lx+M5Yhjms9sufpl7ADTpgYKfgtfcFQQhrFarEQ6HEY/HpyRJ+i5D4fP5OgcHB4PIYTy/KU6nc295eZmIiOLxOLlcLsKr++I/gsFgdGdnh2w224N8G7BarZRIJCjF1NQUMQzzTYbI5/N1Dg0NPcUtf4H33gO3ZaAWr+6SvwEcAzhLLRTaQLHdbv+HiIpLSkqwu7uLg4ODTwA8uzbDZDKxyH5N54TZbA6OjIxcNN/q6io1NzfTjUmLi4s0Nzf3az4MtLa2UigUujAgyzJxHEdIG0b/6/j19fUvNzY2Hr9j7Y8A4PT09PfNzc2LoCRJ0Ov1QFoP5BuhoaGBVCoVVVZWklarfcLzPI2Pj9P09DTV1NSQVqt9WKjiPMdxtLS0RIlEgkKhEFksFmIYZlCpVH5bVlb2Iy5Pv1yora1VTk5O9mTTMQwTGBgYoHRWVlaopaUlfFNe1qnHcZzBbDa3Z9Op1eoyls38bWRZFgqF4m623Ldmdnb2QdqjYDQaSZIkIiI6Ozujjo4O0ul0Twpm4DIajSag1+vJ7XZTeXk5Wa3WP5CnmfIm3AHQCcBy24U/TP4F/xVw/zidCWcAAAAASUVORK5CYII=) 15 15, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeUlEQVRYhdWWUUhbVxjH/7mKjBJKjRG9t5JcbxaFYDQ0aLxNsgStmgiCD1KGMwpjUQphIMiYTVmJIGPzcYw9jLxcWMBXZYS9GJoN5sNavMmLTyGYbAaD2M2YUWT59jLLzdqZ2N509PdyOef8z/c/59xzzneAtxitIAjvA9D+L+7BYJCSySQFg0F6nThMLQHHce/6/f7PUT3TaxzHwe12g2VZAHjnosHn820GAgGanZ09Uda/MpFIhIrFIoVCoZ+V9X6/P7KyskI+n++BotoQDoeJiGhnZ4cGBgY+qRW/uZbg7OzsaSKRuHFycrKnrI/H4w/j8fjDf8mfHh4e4vz8HPv7+zg+Pt6vFb8uGIYx1Ks1m83Tc3Nzfw4PD3+hirkKdI2MjDyanp7+vaWl5XZNdTgc/iEUCkXUcp+ZmflLlmUqFAo0MTFBAFqU7VWnoKmpqcvj8Yzb7fbP1BrA6ekp09/fj46ODthsNgCwVHkqC0T0R6lUyu3u7n6ZzWZzagzAYDDcOTo6MhwcHCAejyOTydxTI+6V0Gq1k4IgfAw17oW3Fp7n74uiSOPj479qNJr+FwRWq/XG5OSkqxHmDMPcWVhYoFKpRKlUitxu94v5Y2Nj47utra3XSiz/hSiKiWQySRdMTU0RgK4qUaNXYH5+/vIVaDTd3d33RVGksbGx3Ev3wBugZupvCEaj8dPe3l7q6ekhu93+CHVkYDV5z+v1UrlcpkqlQqurq2Q2m7+5tIckSd+ur6/fVcOd5/mvJUl6vvvz+Ty5XK7LN6DH49FZLBZVlkmj0cwuLS09H8Dm5iYNDg7+WKVRw0jBNaPR+BXHcR+Wy+WfZFlecjgc3+t0Or69vR17e3tIpVI3AfymhtktAIv/fAEADofjbHl5mWRZpmg0SjzPX1w4FgC38aobcHFx8bqiyAiCkDCZTBQIBMhkMpEgCAkAfUNDQ6QkHA5Tc3PzymWx6zqbdru9R1H8iGVZbzqdhiRJSKfTYFnWCyDQ2tpa1U+n06Gtre1mfdOsk76+vsfRaLRqptFolKxW62Oe52l7e5sqlQplMhkym80ExS96GVe+nYrF4pNcrvqxlMvlUCgUfslms71ra2vo7OzE6Ogo8vn8BwCeXNWjFja9Xk+xWIwKhQLFYjHS6/UEwKbQNPzl43I6nc+0Wi05nc5nABqSRd8IfwPq53XM0m1WsAAAAABJRU5ErkJggg==) 15 15, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhd2WP0gbYRjGnzu1KJR45kw4aoQSTVDpxVLIebaCIYqUI4YopZTaKUPj4J9SQVxS6SJCKEZCt3To4qKQoThpQzpI69BBMHBEqBBamhgV69CiRd8u1cbY9my9/v0tB+/3fM/z3n3fd3zAPwxbVFR0CQD7R9L7+/vfxWIx6uvr2ziNj2b3ZWVlXFNT03UAxfl1juMMPp8PFRUVxvy62+2+FwgEyOfzLZymsUPGxsY+qKpKfr//cX7d5XLdHBwcfNva2nojr3x2aGiIiIimp6epurraq+VfrCXY2Nh4sbCw4Nra2nqZX08kElOJRGKqQP5+c3MT29vbSCaTyGQyr7T8T0rpSYWVlZUXu7u7X9bX19/UK/y0GCRJinR0dDxjWdaqqR4eHp7s7e29pVe6oihL8/PztLKyQl6vlwrHC0/BGafTOSBJ0qReDZSUlDjcbjdqa2shCAIAmPPHiwr0e+vr60/n5ubGc7ncth4NGI3GylQqJaVSKSwvL2+pqnpPD98fgmGYCwaD4epvD/6r4DjumsfjIVmWnwCwfE3DiqJ47hfl13k8HlpbW6N4PE5er/fjMUUwGLw/MzNz7Jjogd1ufxCLxegAl8tFAM4U6v7sF/jVcBzX3dnZSc3Nzd/cA/8nHMf5ZFmmxsZGamho0O0Pe1JqnU4n5XI52tnZIb/fTyaTqfe7M6LR6N2RkRFJj3SWZW9PTEwc7v6lpSVqb29/ozlPj/DPXO7q6qL9/X0iIopEImSz2R7q6H8MtrS09E5LS8tqVVVVBIDZ4XBMy7JMiqJQW1sbATirV5gAQPn8BAA4HI5nPT09FI/HaXx8nERRPAg0Ajj/00mjo6NHkwVh0mw2k6IoZDabSRCESQBGm81Ge3t7h2seCAQIwLXveZ9ovU0mU/4looPn+QFVVTE7OwtVVcHz/AAApby8HCz7xZLneTAMYzxmeBoEQXgUCoUon1AoRIIgPJIkiaLRKO3u7tLi4iJZrVaCxl9P81peSDabTabT6SO1dDqNbDabzGQyJoZhFoPBoLWmpgarq6tXALz+0QwtLBaLhcLhMCWTSQqHw2SxWDTfVG/soig+r6urI1EUnwOw/85wXfkEUuJSt00bsAQAAAAASUVORK5CYII=) 15 15, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhdWWT0gbeRTHv+zshMQRGZpkyIqQxZmtCivin2i3MaZGqSP+AaFWxLU3L+PJFaXIChvB5OBhLR487M1Dag+lgkq7CDmZ5tCAII5tqFA0ZBHECMpk6a7w9tJ1s7HrRDpJ2Q8Mw+/93u9937w3vx8/4H9O+WdTVhQlHgqFSFGU158S54scfMwVFRV3so2CINwcHByEIAiVmXaPx6OMjo5Sd3f3009J7IKZmZnE1tYWDQ0NzWXa3W63rCjKa7fbLWeYTWNjY0REtLS0RHa7/bZe/C/1HE5OTl7GYrH7p6enW5n2SCTyIhKJvMhy/+Ps7AxHR0dQVRXHx8e/6cXPlVxaBQAwm81ST0/P8/LyclnfuzCYa2pqprxe7xMADl3v8fHxqZGRkW6j1Nvb239dWVmh7e1t6u/vp+z5S6Wtr6+fdblcj4xKgOf5u729vaiurgbHcQBQnDnPZC9IJpNPNzY25lOpVNqIBCwWy587OzttqqoiHo+/icfjPxsR97p8zTDMrc8hrMulFuQLlmV9nZ2dseLi4m8ODw+jAC632Ol0luRJv6yjo4MSiQStra2RLMvJSx6Tk5PK8vLy7/lQdzgcP4RCIfobr9dL+NjhVogKrK6ufrwC+YZlWV9XV9dxbW3tLwBsBU/gv8j7LmBZ9o7P53snCMJPFovlfSqV2sy3ZiaOuro6SiQSpGkaDQwMkMlkunflisXFxe8nJiZuGpTA/UAgcPH3R6NR8ng8rwyKnRPfyrJM5+fnREQUDAaptLR0Kq+KDMM8aGxsjPI8/yOAksrKykcNDQ3U1tZGLS0tSQAmo7RKADR/eAMAqqqqHvf19dH6+jpNT09TU1MTATB/eG4YJQye5x9arVZqbW0lm81GPM8/BGAWRfGi3EREw8PDBODuVbFyuuvNzc0VZQxv2e324O7uLsLhMFRVhc1mCwJoKSoqAsP8s7OtVisA8Nf+wqvgOC7o9/spE7/fTxzHBZubm7X5+XnSNI3C4TBJkkTQKb3utTwbTdPeHhwc/Mu2v78PTdPebm5ufpVOp58vLCzcdjqd6b29ve8ApK6roYdNFEWanZ2lWCxGgUCARFEkFPh8L5Mk6ZnL5SJJkp4BKCukuKH8BdjGUKXX86gSAAAAAElFTkSuQmCC) 15 15, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYheWXQUhjVxSG/9EYgmiMIZCQxAeGqGFexRi0VDKJQzVtEqIPQzGkuuymaIdhBImhGxnwYVw4XbUuBIvirhtBCmar2LSupHQW3RSNUNQYNYoQEv4upoWkrUbTqIt+u/u/e85/uO+++84F/u9Ulxs4MjLyYnx8/AeNRpPa3d39sdw8VeUGNjU1hYaGhmA2m0OFusFgEMLh8Lrdbv+w3NxFTExMRFdXV9nd3f20UFer1WqPx/NSo9HUFeqTk5Opq6srTk9PE4CyVP6SK3B2dvZzJpP57eDg4PdC/fz8/Dwej785PT29KNRTqdQvW1tbSKfTAJAtlf9e0Ov1zwHUPor5v1FVVWXR6XTPbjV5eHj4aW9vr7ZS5haLxRuJRLi8vMxAIPBdyYCVlZXtWCz2ZaUKCAQC3x8eHpIkx8bG+PfnTypldB0qlco6Ojr6a11dHXZ2dj7f3Nz85r49r0PxWMY3UvZRXAa1bW1tX1xeXjKXyyUfvABJkrLRaPRjs9n82cnJSfro6ChRNKGvr0+7sLDw8p78LZFIhCSZzWYZDof/8TXcO5IkcX19nVNTUxRF8cWDF4B3e+CVSqV6/zHMH5Xa5ubmVw6HYxGA4cHd/X7/2dLSEjc2NtjT01O6R5ibm6vkb1QdCAT4F7FYjAAGK5i/NB6Ph3t7e8xkMvT7/QSgu0u82+VyXQqCwPb29gRu9w4NAIYBvAcACoXCPjAwkPb5fBQE4dO7mNtNJhPX1taYTCY5OztLm81GAKrrAmpqap47HA7OzMzQ6/XSZrN9dRfDIgRB+HZ+fp6F+Hw+AvgIgM3pdNJkMtHpdBKADQD6+/u5v79Pkszlcuzq6rqxYOCGprS+vt7c2NhYpP051lmt1reyLCOZTEKWZVit1rcAFBcXF9Bq3zVT1dXVaGhoAP5DbzjY0dHB4+NjkmQikaDBYCAAbzAYLFqZYDBIAB+0tLREQqEQt7e3Kcsy3W73QbnmAAC9Xv9aq9WytbWVRqORANwAzA6Hg/l8niSZz+fZ2dlJAGYAUCqVn7hcrp+MRmMUt7gX3AYlAEuhIIpiXJIkLi4uUpIkiqIYr4TRXRkUBOFrPPTBUmn+AIR+TNU8ikl/AAAAAElFTkSuQmCC) 15 15, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2WT0hjVxTGv+sLGiSEhwTzUpIugmgzSgw80hdNjCRIGRumugmUKrMQFeGpRKhLQTcOdSO4c+Ef3CjMUptNF0JHULqoVaTTWBdTFamLic4iKW3Vr4uOzhiTMcQ4pbS/zeO9c+75Dufe+84B/utIhS5sa2sLDg8PfyuE+D6RSPxSaJySQhcqivJIVdUPrVbrowyTMRQKxWRZ/qDQ2Nfo6+t7uLi4+ApAaabNbrfXZfH/+uDggOPj48wn/q0VODk5eXF8fBwH8Eem7fDwcCfz2+np6Q+rq6tIJpM/5pPAfVHxT4pnwwjAkpen2+0uL6ayJEl2Xdc5MTHBYDDYd+uC+fn5r0ZGRj4pVgKqqvZvbm7y7OyM3d3dP2faRbGE3kF5f3//gclkqojH49r29vZ370Hzf7IjSZIP+d6GYhONRp9PT0+zq6uLsix/nNVpcnLywT3pl/T09JAkj46O2Nra+s096eQmrwrcN9nOQOZ/4IEQ4lOSSQBxAL++r+QgSdJjRVE4MDDAzs5O2mw2ArjRbguhtLQ0oChKJwBDLp9ys9nMRCLBS+bm5uj3+/+8q3hTU9PT0dFRzs7Osr29PeeMEGxoaODbpFIplpWVEXeYmgAgEolcxRwcHCQA59v2y+A/7e7uIp1OXxm2trZQVVUFABd3ScBgMBytr69jf38fe3t7APAiq6PT6Vxubm7m8vIyFxYW6HA4aDAYYjU1NU/D4fDvlZWVT5BlLMtBNd7st8Xv9y9GIpHnQoh3nylJkmJ+v/9VfX39JoDPq6urOTU1xY2NDfb29lJV1RvtNAMlFAqxo6ODjY2NtNvtn+WZ8E2EEN1DQ0NX+3dxccG6ujoCsAMwe73eZx6Ph16v9xkAMwB4PJ65lZUVkmQymWRLS8utg2nOA2Y0GisrKt6MdkIIvH6Xw+HwS13XA2tra9B1PRAOh18CgCzLHpvNBgAwmUxIpVIFFwAAPnI6ndzZ2eH5+TmXlpbocrkIQNY07dqN8fl8BCALITw+n48zMzOMRqOsra19cqcMhBAP3W43LRYLA4HAb/i7/CUul4vpdJokmU6nLxO7rKbFarV+CaCoje3aVjkcjpimaRwbG6OmaXQ4HLFiiuVLFYAvXj//vfwFDGVZeFFtYE4AAAAASUVORK5CYII=) 15 15, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhe2XT0gjVxzHv5MwYayiGD0EkU6MBqXULo5RhEQNizaBDBalBhf3InioiqAVxO7JXIIgEfckWHoKSqFQbFVWT4Vi8U9RSBFTcgjINO2qExgk0bQM+fXgxrpSN1OT2h72c3nwfv++8+bNe78B3pIDk5OTw7nm0N03kOf5YkEQAhaLpThXEVlZWFh4qtW3paXl/eXlZZqYmHimxV/TCkSj0T2tAmRZfplIJKKKovykNeYt/zrj4+Nf+Xw+CQCX1Xl2dvadPNfXLS4u0sHBAdXW1jrznFsboig+7e/vD/wnxbOhfzWWA+jjOM6rqmoSwC8PKaCyurr6t56eno9EUXTEYrHBdDr9eyqV2noQBVar9Ru/308ZTk5OqKysjADk9Yi12+3u6elpGhoaCr9maGpqov39fbqJ0+kkAI58ChgeHg4TES0tLREAS2ZepyjKt5ubm9eOp6enODw8BIC8HqWhUGjc5/Nha2vrZwDRzDyDqz0gtbe3g+d5BINByLL8maIoM/kUcBfMq7EcQFdhYaE1mUx+B+B7AKmHFAAAxXa7PXZ+fl50cXEBg8HwZTgcfpLHWgYAf9xpFQThh/n5eSIiUlWVuru7iWEYzX3AXXAcVzM4OEhjY2PkcDg+udPRYrFQMpm8/hLW19epubl5O1cBoii+ODs7IyKikZERum2/bkjMZnNqb++vvmN7exuRSGQ1VwFHR0fPA4EAgsEgjo+Pv75tv7kHPqipqQmJooh4PI5IJILd3d0SAO8CeA9XG/PlfUTodDqz0WislGU56+lqBOAF8CEArq6u7rnb7Sa/30+NjY3EsqwzWwKbzTbV29tLHR0dL6Dl/n8DnM1mI1VViYhIkiTq7Oy8+Q4rTSbTpwAqb8yZR0dHKZ1O08rKCtXX109lK/KmprSopKQEev3VhWk0GpFIJAAALMs+drlc0tzcXMDlckksyz4GAL1eb+J5HgzDoKqqCqWlpY/+6VO/RltbW2xmZoZ2dnaor6+PrFbrFAB4PJ64JEnXK+PxeOKZmK6urvDAwAB5vV4CYMpJAABDRUXFs9bW1h8NBsPHmUlBEL5YW1sjIqLV1VVqaGj4/FZckdYCTHaXv6Xc7XaHLi8vKwoKCn7d2Nh4BEC+Z66cuPev3f+GPwF/AV/qN6VFXAAAAABJRU5ErkJggg==) 15 15, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe2WzUtjZxTGH00ykdKI0VtMdBKCDCVMJjF+1fsSSBUT1InL+kGRoVwilBjBP2CYklVxpZKFKDQSupChOxUXQjeVihVBXKiN3RSCDDQdtZKIOJqnizoS2yGmdzR20Wd173nPOb+Hcy/3HkCdynQ63Whzc/NPOp1uFECZyj4oUVFT2tLSknK73ZU9PT1YXFzE1tbWwfr6+kcAsgA+ANAM4GcAv6k19laVLpfru+7ublqt1heXMdnv9zObzZIks9ksOzo6CEDWarVflJeXUwhBSZJYV1e38F50WZYZi8W4t7fHcDjM+vr6lwA+GxoaYq6CwSABjJpMJiYSCZJkJpOh1+ulRqMZVct39fb2XkHOz89pt9sJQLJYLNzZ2SFJbm9v02KxEEBkZGTkmrH5+Xl6PJ7DfBBtnrOjVCoFkigpKUE6nYZerweA35PJZEcgEPheo9Hg4uICyWSyHcCjo6Ojaw0ODw+RTqd/VTsBNDY2/jg4OMjp6WkKIWg2m5W/pVTmXJvMZjNjsRgzmQxXV1ffTuZpwUCHw/G1EII+n481NTU9l+EuSZKeA3AX0OKJEOKNXq+nw+GgVqt9VjAcwOO+vj6enZ3x4OCAHo+HAEr/TYMcFVx3lVhdXf20s7MTOp0ORqMRNpsNAB6pNJDNvenq6nowNTV1Yy+ptbWVGxsbXFhYYHt7O1XC30vutra2Tbfb/Q0A030YuDeV1tbWfi6EiAN4WHS6EGJ2cnKSa2tr9Pl8BPCgqAYCgcDVz2VsbIwAvHfBmZmZeRkMBl3/OBBCzE5MTNzfBHD5Dsiy/C2AmmLD/3OSUMRHcG0l8/v90YaGhnAqlcLy8vKn+/v7P9wiqwzAad4MRVFIkicnJ+zv70/eFnl8fHxubm7uj3edXVtIjo+P95aWlj7e3d1FIpEYvy0DKysrX1VVVcULydXa7XZFkqQ7+Q6okkajedjU1BTGX+t20VU2PDzMzc1NhkKh14UUyLL8JB6PX4RCoXAh+TdtLh9arVY4nU4YDIbc/Q82m806MDAwa7PZrLlxo9FYV1FRUWowGEQhBm6U1+v9MhgM/uJ0Oj/JjUcikVenp6eMRCKv3lFWfivwfFIUJRqNRqkoSvTOYXmkdmn9X1f6E0iqXrHM41HJAAAAAElFTkSuQmCC) 15 15, auto;}
86.666666666667%,88.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.333333333333%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93.333333333333%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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98.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur118613 3s linear infinite forwards;
}
