2018国家公务员考试行测资料分析:多公式结合这样解
2018国家公务员考试行测资料分析:多公式结合这样解。所谓的多公式结合其实就是公式里面套公式,求值之后再求值。比如求增长量的增长率,平均数的倍数等等。而这都是我们平时复习过程中没有涉及到的公式考查,它是一种公式叠加考查,所以相对比较复杂。针对这类较复杂的问题。我们学员做题过程中往往会陷入两种困惑。第一,顺着题干读完,最后想一口气把式子列出了,结果发现一头雾水,不知道怎么列式;第二,顺着题干去读,读一个算一个,最后发现忘了求什么。那对于这一类问题我们怎么解决,下面我们就来看一下。例:2014年我国办公楼开发投资4652亿元,增长38.2%;商业营业用房开发投资11945亿元,增长28.3%。
问题:2014年我国办公楼开发投资额的增长量是商业营业用房开发投资额增长量的多少倍?
http://www.huatu.com/2017/1106/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjkAAAFvCAIAAAAntk1NAAAgAElEQVR4nO2dzXkjPc61lcC3nhQmBmcxSSiPycAJvGloNZk4mPoW/bRME8DBAapUouRzL/qSWCD+SbTcdvuyCSGEEGtzebYDQgghRIJmlRBCiNXRrBJCCLE6mlVvyOVSKOvlcrnLuxsvBHscSLeQ+qtOkt6SsUxih+gsaQZF5BNoV/iKH5t2V2x/k5R0NsBG368/H9F1oS1STrwQTPndE/LnbamtXYFDeh3IHHtC8M01PcX3dSSZegWEyXLwEbmLWCz1gfGq+tTKuHYZSjpJzb2gqplPvQVdx0umXkXCvJ+p8ymaVadwu/5T5OttWP36/LhcLpfLx+fXNi1PS3ct7vpM79Buwd10+TvAIoV7WjDt78iZSH7nXYDfMt5uXhrHF6AojPN4L1l6/LYRO2MXyER+pnaxS4wwEzt+W4qI9BN4iD1J49p+dqN9gSvoqurFDjz03S5Jiw5fnx9/RtTX58cwmO6T5+vz43uG/TPVnJl0u/rrE6WGYITJw8Yf15LmUUPjPKQr+EhbB9KNzNl2V3D41gHXVmQ93RjFQhaULHG0SLoHcpVS1cm/xc68cX/eF4/tugjNqofzdbvd58v3R6Z5QI0fuLzPT7fr9ZZ/riIvEXAH2fto52GLfCh5O722J6TqHhm7a500VHUSZ37yajIx7Y3+tA5EpanCZNJ1IPIhSoJ9wVeT1Fl9S1qPgnVXeJ3MaxACTn7kUrTi/mnVukZTNKvO5T5ufsydH4PLm1W36/WWfg3wkh1gsMV9m6qNdpXUpuvWEG8aGGKepraip+mtAXKIF7EV8uZiombAShpqrYd4kfEB7wIVrLrKuGSfVuUjAVcziA67NIUZyV8O7TqMZtWpfH1+OB+rsln1Z1KV/r3KfY0lt+wwRwrTG6TU0PYpvhbvyhmAoVR/KjM6bAXG5EQZm2y5WUpvDRB7NUvka14nH5rNhruS+mAleZ3k23Qv9jD1FhP5D7yN3HNfWytu9kBEvdidKFIJcRy3699ZU5hVfyfVg2YVaE1XQ9Sv0Xa7Hj2NtgCLYCMpnJ4ZfORSbZOYjWtcnyJllDBhuoEzu5iIgPLoUVQjm8/Ni5EvMWOI1AnegvZwm4R0PtLpyjDCjIeXoTGiLLnyDKNyftf39sYe0eN76Gz81wD/fq/gwI/vJfQgmyk6SPh02YYDL/A6ds/6k560kok0WHCSmbeMS9MLG2/kGF7EKQKaSbE9Cu8xTu4x3ejGYrWlge/UOW0hY48Eoi3WVddzYB2/ZVyaXrjZm5xJk4+dAWhWncT9mwG/39+HzjSqws9P+b9XMWzD+XS7OVoE2javvycN1UdWhtlC3gWuklQhFiYlQc5BJnnfmAxgl8Z1UHfgSSSJQyvlfw+MTqZq7ms+UcCBl+jPyE9ypVpNzapT+P7in/OvT/d/xPqW3vfzVSO4IZjhkbZU2oK968BdH89/9dhjuyUn27fGfft0l7l3QfWessp33pi8ADlRHjGr3HhB7KS3zA2eamM6/HX78y65BVWoRorRrHo45qt4949Qf5+Mn6kGafO1vofPKrcjS7cYeRp3LjJ3ULTIbwTWI+FRIHJyC3LrXgSM25Mh/o5IL1ZMtJdJpqsqLU21dgfqjOItZf6d+vNBXYfcJuXEi8Kf5Ol1dK2Aa4s/ZvwlaDVE5tKDFz3FR9dNCxC2XrkRgdRFmSdDI1NK+o9tjY9wG6SPoqduZs7XmTZhzxBYvz9dtj+jLQd23Q+xVEK8NOCERL04raRtNF1Vk4n9Do+epFcGo3Az4bvr9rUrDLRFPkxuM0ExV4wrSa5YAQbrJJAEdq0YaZ0R3hMRdhXENZrGOt1Hk/OR9el15EOkLfLhwvUnXmRWSmhWCSGEWB3NKiGEEKujWSWEEGJ1NKuEEEKsjmaVEEKI1dGsEkIIsTqaVUIIIVYHfcc9/nmFSRi8xcK5i9zP9/SUk0YjtUeZI91g5NOfpXi0D3s0N2w9ugRVHuEPr7P9sy9VQ21nHq3qKS3Uvi2rV+UhKbWOgRvjEZnvRZH/dFjjB8GeOKsa+nfqnH7azu1Uu5g2NGOXORgl3FMUVZw/nIy5aTFVjt17Io/wh9cJUgpWdiYzqtSBqUhDSNft0wM7vORMlHzg2CHd7h6i9MzuyXyvRqEn4YNg+DMOgdKStd8qdbofDFIzQ9pPJSWlZGJIh9u4aY+spyvYc34xUo7lZ27Xf1wx/+P95XKZ/6vFr8+Po/+3e9bPik6mUW3L2dSVkxn4mTpTVejGi5uETNHliA4HRqOi30MAwrhMPchYQESRksNr5O8qqbNKUxenRIOn1gFXQyR2LIyfqemLdxjcuEg37FOmRlWmOjI1iiQnJdhbPp/posP9l7J8fX4Mg2n83+6/Z9g/U82ZSberv+46c1RzMplxT2KU5+gk7nHY1vHwnrSvsSSWOaTDq+uke2ntGvlsO0PKH1sjZ1djT2TVzaDbwXYvVhs9ApIHno1IG3ODRI6BY9yIaGewWOeek4yVRNvBQXWfRvIjX7fbfb58f2SaB1T2W8Ru1+st/FzVuwsYeD1kox5+amwpd6plqkwGm/q8p8NTb4FCnCKrgXEYYB2LEkhmnpcESSj4v8fXjWh0kA5yi5UZrbvCvVyUfLBugOS4ZQbKXQ2TAF+jRsikzmgLCCTajoPllURiP7iPG/a3M/9dud6irwGCZmjUohbOIOlmA1TWOt/z0I13p1rXSsmHqBtJebDlqBCmRLnrB5bJ6gexA7eBiZ01QsqB3vR19AjL44xHZbMr0597spC6gV2NhHHZpj8ZN9oyJFVVaQVtIZhe4vNJttDE/Zdb/pxOyawyvyPTBwTYA/T21OFuz7ungMlwate1Nb5gDgKfgVSGWX9oh+MsTX+mktMLq6TKxXRmWiAm87wkWaNwO7bNdKf76GK61goAtVEkVqxXNoxbSGDa5mTaGLWjNcQw2UpleuFHb+0jUCA3RUze3HDIEmThf/+S5sKs+jupzp9VGLdLceuCDtnZP0z1qwr5g8C4hP2MJEs1xQJ8KoDnvXzaKPDJ4jP/iBo5Ynxgrt5UbGevVFUdwmQx6o/IsXQ91XyXsfW2AsD/Hm74rtr0JLt723kDJcBiI99DZ+O/Bmh+t7PzW5uRS48D96rbYFNfgcuF98G9pHB7Mzr57aV78MAOt4vkbYZloqLsT6ktkPWftPLQGjli2I+oC10zaRW3Ibyyo1mcqauu9VTnFvcHMA30MJpLAkzg7diZ8BkZsjd664ytP9y/GfD7/X3oTKMq/PwU/nsVg90Sucro3EzmbVHcRaamDdyK7OnGLU4CKQZinF7gbIBYrCRpHbuals+G7/rmOglMRIFEEfGSfI18/ymhWJfNYyQw+oRz1HMAVGJcqVYUBMiruneYTUKaNGwab58WmWyXFJJGQYu7b6NWJvMfhvn9xT/nX5/u/4j1Ld36+SrKk79Pyf7nTbi5sq/LqWs5gw3tsXX43naH20dp0SOxSUmp7Rs3G3aGV7JfklUYmcG4DvFNsNHNmoqRtU/9iQRAgLwq94JgepFJLy5Qz+HqYnQD4sPQzicWdh+Zr+LdP0L9fTJ+phqkzdf6DptVjEDVBFnBdoekzowdGHXFflvpUdp/R5EdTpoAroKN7lk+8HTj49mzEknyNQoV7vQvvSLJAkSaed+YK7taTqyB1Hb/Mz0/1mf7tnc3Md4y5qyYjWt/N6fyuCFJ6ydAXlsHmuDP4IEuuScOn5SdsYOo8VX4iA4fj7k1EWlO76v7ig2kl08maVUlO83VrlPXBkNqbBJz6wGsY7E/ot9Gxy2jb616YHm+Kd1Ww/kkfUgVVvVEzvdk0u2un2DLKN82ej44ov3K00JX++GoBGKLe6ykbeMeT9efQzq8erpd9+wjN6goIiafZNKwBrJwR9VoVsvYXpS/Uyr/UwghxCvz4le5xpUQQvwCdI8LIYRYHc0qIYQQq6NZJYQQYnU0q4QQQqxO4ec/St+Ay3w/aObbLuHou1Txd5T+Zqp5OCRvZI/1xHhhHEsjUv67ew/UTB5DcBDwcTgkS6Xvlm70JL+l4fBRd2D1O855sNFXqbuvYaf2B8U/yZQCi3ZFSo7tFZ40dWMC7WKU50dU5OIdLVe+arddo2MlbQJdyTQunBzG21SSKRN4AUxHBU1fu09B6XG7Yq9c4bS3I5gtadQMJZ2k5l5QaYaxh6Vq8pJUIcIHWVVS4cTw7i6pam5U/Zsf/zv3yNfn9Xo1/wk3/b/wUJ5vldYp6cS4esYXTFMCN8ge40vPm97ik8PoTB0gt/S6mowIO9OoUdQSWJLpatxdtjSMq3Yv7nammZlYqsJMNfHbUkSL1x1AXeuMu2mCql3CpLikM0oHkaavz49g/Hx9ft7+Svz8TUjVcYXdcIOiCkyfLibhG9deqaqN7rHJHNM52BnGdGQOWEmNRtYZE0xppnBS5VHI0QofEbkRy4CVhsJq7JGq1AdAVSf/FjvzWnUHUOpKpWWcwCezpzMViw5wrvbr8/rhD5+/o8r8Qon5fegqxg3q3hZMCPyjtKbTeluzXQQ9lmYjpXdmqubSUqZJIF0Fkm6TMMJgZU+LkoaqTk7WXZfSxKb1vS+6kuMLPkukzupbvkZpKvigIk94Q26lAM3RZ63iBEUuRmLV9apMidv14/Pr6/PD/p/b91Hlfa7KR1Whd21u0xpVH0VvyVMRqSJlsHsl30g/0x6eJMnYo4gYMVJVagK8qHpIPk1tRU9xG9gkM10BHoEiRu2BF9O0pLtAZqquMi69RN19Q6l/1S5JzV+yWZW27/gad7Mrltb+J//8U5Xzdb3vUTX/ygny63+l3nX3TmksRYqL2GgmLM/oZ/JQehs5s8EOnMRsezClAYs4tCjzOLSsjfOJazsERxTpT2VGh63A1MzTxtEK0BbVq9FpVjJym88kqZN8y9TrheoeKolUuwHYjqnGf4FNk75tb8EaAMNvkr1dfw6hYVRNn6tu18uF+WDlJsFNkU2p/RObSB+laeTzbL2KupPpMbALNFjq57gX6AQJB5qtaVxiMnZsi0k7eISFcdonB9IaRYC4xnU30qmgbmhR4UDCI+uu/nS9rRO8BWl3k086H+l0ZRhh0sPQmchF/DoSiJSQalMNjBijjdT8d+qMDL+j73tUuf9e9WOwRWUGvjEJHP90qTYibkprGviJE072mOsPiB0bmgKPZKJI7YqbXv7IYLs4Cvt03J4WlDeR5pnPJ2PIXXErAhZBYm1fjSs4cPdcWG1Rzo/SCbId5RYILFh3XyzdHOWx6lwjjMgK8JbRtnmd6jP+1vPtn8l1/fvdFJ/geyl+zqo0XW6i7GK0AkLgH5Fvpxc4+cA9vseiR+Qu5oT0YmfM9faWHvGmgXAqVqoXFiYl3bdu20enA0SRnjgylh6Mzt7VejFgtZEDT6x7xK5ZNcYT5agqGdnlj+hGJJrLzu06fx3vzz9LXW/zqPK+t2L4WJXGmJ6cexpBbl3409XQwywyR5FXvsXJHBerdwE+4dYi0M+Y41faJsDJijSkYrjfeGHmVE4N7/a8vVvG7fiSSU9c6iGwBXqJ1GnXwVu+G9evO+BR90hu+KCbcfMaevNSVszO/bsl5n+Gulwul8vHx+fNSI7M313hdi1/ctwOwGeMjjSX5Muxv3EjARtslCjmfGIH0igafdW7NXYuMnflfg+B9Uh4FIic3OISp+bSkzIdV+BwqVHJpw2dzNnnd+2UKbkabQF193dFumwhGW+OuhkBrhjQM5rDTXk+uOGs81FfljqpIWm7mTmB4O1G9xgTdem4YlXM20hnKYHkdvIsYCuMdez/NhSiVH0gzDSVDZavWhRF9Wl60M7RmRa3Zwis35+eX3ffk8g/9/WkGh+k6ES5akmqu+6Jm/zn/XwowCg4nw/KMyPJJAo7EwXFaLCLTO2YXTiZrmRqJYol8geEEGmOVoBR3HLuYhTvfd2+doWBtsiHyW2cSbKBo/WpORlI4apOHIgrabeMprFO99HkfGR9eh35EGlj3PuWSSWEEEKI56JZJYQQYnU0q4QQQqyOZpUQQojV0awSQgixOppVQgghVkezSgghxOrs+ob3srHsRxAi66Qz6c8llFxl9vIRNaB+5uDnjy9EDuCfw2Dsgp+0YGLnC3rhfiiE97wEr4HPUsPQUaev159kdVxb1V2TzFGBH0W7H/gclrK9Mz+PuAeO8i2l0LL772K+lflyumJRlkfPcTikA3sOZwrvVcn/dBhUu5bJ1YEn2drFdS9xvzHTy72XOtLV9CmA0YP95H3jLwRe4JCzcxS8M4/ocFKY6QSsec89UBLYA7rT3bD3eNM+YOSRYGrsylQbohERJhXGTpIp5R3A2XAdwNmzKw1XrUxqusQl6AdyxXUmcpIpOlkg8IhUWJVMPUnDmTSn/jg27v8753X+T6QvF/P/cX59fvi/APV2hb8YlUwL7/+FOIlAOUh4ukJajzRECjGutz1q43SnbSbR1lZUqjRNtvZR9oFasIuMqA0wNHkOShaJMcpdzeMjpkEPyWdq1z5K9biaIzdcE2NE2B+rCiSh+rYh2daP9ZQ0uHV3NzqL91+B+vOX79wnz4/fe/DPVHNm0u3qr7t2QbB7OjxdYQ5Iqe6Rwp0HkxfrwTb9xvxNJzUW48psP5ObGsVnOOon68C0C1hhImozeohlgANR4CCxjN1GFBuXz/T1qMqV6bk9JQ04Caz0otv5Fks2+jN6CnLuaiCt4My7i1+3232+fH9kmgfU+IHL+/x0u15v4ecqsuKbKSvYCA5mmgTeh8j5yVD0p+t2ySjTIQ2oy/2hHkTW0xW7CN5GJcGGyJNzFOBmseUoeYIDTxt9j598PqfoXLftujXUKJBVBdLuumoXcTZwzktvyUdgC1/NzRSUlMQO49oleu7j5sfcmX77qZ1Jt+v1Fn0NEHcCKAfwP40UJwE/iooCPEmd58sXGW10I7IVeWAT52acNcMxWRy3R0ZLeY/+TBXaxVJEPfD2KWPYdOpzIyLmdfTILk5/Yj+tNqukgeteFJSbZGYjXm+8jfSXqslD1j3yE2cp2gL8+fr8cD5WZbPqz6Ri/r0qdYPscCsQlYOpL7Me5Rn3Q7Vz+H7YCYrQ9Wn8s2aJCwN3PO7yMd1WDJcESFpDpOdtyP7gPSn5lkaKnZx2lfLJ++lKtpsTuGRXRivTFjf2yNb41G7Eb8nkAyVtonqlScPZAE5Cz2/Xv7OmMKv+TqqjZlWjw0G6GkW07VfPZChM+mPlj2q5f7SlTrinkT+Tk8xYUbfGVsbV43obbbECTMdEr/mz2iNKJog6wnUeiJWCIvPQziewi8Mke8bVHLkRWZm22NinZovSDopIOo8jcoMiHWB0RpKk/yDz2PPvobPxXwN0fpH3j+8lDExHbkQyblBRM4xZirIB8nApzqp2oYEAjmU/efa3n4kAScFu2S1MH9yfpnXCnqTOAz9JAVx4hvvG1C5wD0sySsgT4ra7jb2XT14t7qtIMoooksQ9ljpTTTJTgqoM7s9qL7lHiewcYIXs/D/cvxnw+/196EyjKvz8FP57FYN1r9ThkRjuGVy7SIa3Hq0w1UzPmtt7JGFmo5K4PYr9G70EOnNfszMGmubRncdHwYA9tBbTrrpvL6kFK7xAL59poUuxp05ayV7y7evIKHaG6aVq4XoWQS+5+kmLUdXSDvnm+4t/zr8+3f8R61u69fNVuRsP+NtYeipxz+O0H3gPuEqwWtcQSd5MzPFjPLBFsvpdhZFyNxFAiet/qSewQLsG2ARYZDyZssR3JJNbpkF7+ST9ZMQiSexJT5j0J7XFnya8zvcn72dUIz52sJfMqvkq3v0j1N8n42eqQdp8re+ZsyoSSzMJLLqHd3vYPZAq6cn4G4HG6d7h+z7VNumcNLevm/RsuOaAq7jz3Fgiz1PSQJj2wuuRM65MtHenRbx3TGaaoqiawBlMaePjanTUU7I/70+ZzgRu8LGDvWRWnwIoZa/DGf1Y56QZvMU+u8LAdK+rGQG0N1Xqnv+d3ZMmOvXKrpMZtBXFwtZKpLN0zjGktqi9cI82Vkj3XG/JfE4CwKtoFy4rw10Pk383Fj6Z2MNSBaMorG8goqqfZKTVZJJZfQpMKsgOJytCtgGQjB4x5Wukvd3VlPI9m4UQQogT0KwSQgixOppVQgghVkezSgghxOpoVgkhhFgdzSohhBCro1klhBBidco/xnHIzzpUleAfzmA045+B2Gm9FA4jTHoY/VQKuRKJpT/58QieHgvfFaCXep6XBBgu8Q/x7LdLhnxyHYFMGn6pKIdXnKRUOxApn5lHd281M3vzPq3sPxiuBmultN3uAq+r1o89FYzFUkRgEYvxOY98swkBWXp6LKUeI50BL0jlDYAtxtU9+rcF6kg+ZfRHqo6tOGMxVeV6SKbX3Y4puR3JlK8UUi9QTd44DJGGqBJgL37LdD8pwzREqfbpdpwHUq21AjIA5COikmFbz4qFzzl21Y03NY1xQ4uYbKXa7iu8ISaTz6ojo43XPy0eVfGGV2DFdSkqK1kX3oGqwLYjOWFzYCLzjB98h4GMl2SsiSiikmY+6lLIUdtFtiLrTNJcZ/huJoNyXV0nlkbOMbjB7EpkizRnhd0oXOVpfoBMJL+tUcdIuBcRhjSX6rHJIWN39+5cT41WM2kNlXJSCzhVndY4jcd9zcu7ktMuEFfVujWdpgU/teG4wm6M7p84xscRFWLBWMic869HVVFHRRvxWxI3sZEzVUOgydepY/qWfLQ9oOI7sXHZtIOiR6SG0iiAqrbOH5J79Kbd4GYKG3IzSLa4XSf7ZnzEW+djBC1it0eGIgFye9oTqZNR+SJt9i1w6Ymx8Dm3GXDjmtatIT40PuF7tuBdJQ8XqSN+W5I8vOI7YeKKnKwailIdeYXtVtdnMewrv8K0XSSWdnZUnimJ5KVARoGt4+LhUxRZZxywr/EZBk/dFmReM0RJw4E/JRb3kesb76fVZpWkzti3KWMGcHLsRqw2fT2upPlhqFrnFZI6L4+peArIgNUDxKZHpZynttxHIFhQOKz5WwY9ozWCck4b0xwxFRrNkQ6kPlStl8BbLnFLYWdKnkThWLG0RqQ5ux1k8omxPCjnrqTNA+6uRlqiLaDN0iyNqYiq2XY43cXXsfH2wIjIive0RXrchDBGQZ+UemPz6liqBfbnW+BBvkbmUy/d15H1qDauP5Hm1BMQO58fMpklh4GHOPNuFUgHbFxAD0jvOrH0cg5I6zutkL1BcjdBKuSjG53HdY8c6Jlu1DF924gIUKo4CU4XfhQZrda66hWjv5GKfzaiZwdNmqoGW/Ko7aYX0bqVAZp561E4eAsWLiUw8pBZAZ5HRAqxn+Tl8sRY2jkn1UZNyMTixs63U3UdaLbh8HUnV/bUEcjwBUojOqTiozY3XtcZoMdqw8JuOKnpSAm/cVrE4TsbwwetSbPFabo/TXsuNRo1Wao57c6SdRwmVsIoTLN9jwgHzgTCRBE9BX5OzTC+iKpzfizVnDM+uM3GuMoE0qsL06tVGTcJK9QxfVqKKH201SvO1xF7CA5a6jC2CypozWFJ7DzJ3llFirXlsdEpNTZBbm3SRdI6v+uQphwXp0bnb4G0dTBWJ8iA9TCK6LmxkDmfXpN+MmL806qGUmiuvA3BzbOVfG4dQaR8RHYjExFfcd7h9NGUyfFtqR8afvKSTAei7SWTaRmixsWagbtYPuo5UOYtKFjPW+YIYTF7MCIl2CXswAYrwpebp92X58dSyvllaBjs533FbsfORI92CrhpBCs7u+IpdcT+7Nx4bMUZo2SqXYtWifu2qrwt6WYvagxfQ9UediVddKtbOl2gv0mXSJ2MJOk5f4qA8mqi0hUrwICVpCYaMo+OpZRzd5d95O5qdE7pKXDM9i1wIKp1qQeeW0fSbSaiR1ScrzITNUjC/RGvs5Rz4DkPuWvX1SOEEEKcgGaVEEKI1dGsEkIIsTqaVUIIIVZHs0oIIcTqaFYJIYRYHc0qIYQQq6NZJYQQYnU0q4QQQqyOZpUQQojV0awSQgixOppVQgghVkezSgghxOpoVgkhhFgdzSohhBCro1klhBBidTSrhBBCrI5mlXhner+oVIge7u8Onn6RLvgdu+kv3v3NKCPibdGZF2di+8391fLkL4BX604oHeI9+XPUdeDFOdh+I2dStK7WnVA6xHuiWSVOY8/np2hdrTuhdIg3xL07hHgQYFZFXxjEX6BW31qUEfGGaFaJ04g+S43TiFmPdIo/KCPi3Yi+yUqIRwBmVSSG19W0LkqKeDfGv7Tq2ItHE30Pem9WqWMjlBfxVkRfbBHiBJjPVWA4qV0BhdSAb6zi/2rQKAa5paT5ET3B6Iy+MNX2B3zhm7TiikWQzvCeH1uI3/NX1GO7fakuakOGeezthDW4iWVeH+LMmrR7oNPxafvibig1MX+jlQbAgX0A0jLK4IM6tSyfJbLvo0UsRpaVycBRu7DCMT+PvhmfCH98tvrZObOL0lZ3CxrFm0aaurSnW8AJdV2NJNOC7gE7yRt15aPX05a+8wXRyr8NpsFULQLrbo0v3SNR5VJpdCaHto3St2RQ+G3qTMN5wJ6u/c24vZqeQaYxnttFWAOzPdWc7n3vnowKRxYU65kSSHYFaDNnr6uOwRWOItmy8+D6wCxGWcBiR7Vmmh/g5BaUNpIBb6PtYC9OER8Udg9rS9MlJpiGAYvR06d3EeNktGhz0m659+7DqI7pEWb02D/TvWW7+HGqa7IddVKUF1LJJHzXWe1It62BLUw112ALX8LoQG5E0xwS9URU8cbGF+Hr8+Nv0q+3J/oB7tyNnlUrdFF0Zl39QCz1x+3VlF2xPZzbderCr8+Pj8+vbBt/4eC9G9EwW1Disl38ONUFYnYX+YZo9A2WiVw9qh0jPSDki3fMwLGxAdqqg9DIBPIOgJCxIVJmPYZB9YdsXJGtW8JWwep/3TngWbMAACAASURBVC66eIcCeAXkwXZS4BW6dBhXxKCKumV6QTJttI0UyVuxvDqRRttVri7cPaRD+xsCXwf4KSNA+pAKMMcSZyy6ZcCNsOfuIB3Dh5xvp9UxowoMqynYo5o80lNK7zpdFDmTSlqxnS3nPn2RLr1dL9cb94nqD25uG8Haiox/YhNR3UNbpB/YPOhUqwS3eBXy5GDJw+1iB8aV6cWWpR2/TX1mdjHhMG4c6PkqFGcVePto0hLzwtHe/V2EnXHX7VPgTylM5jAuzO1KD6o/pBdRScO4OFVqeoTri8zxrqT3ERk8kw7yuoySEunk191DxWjGVtLztsHYrVejBixJ+gnESglMxfCuNAmPJvCL/RrgpRJsCdLnUoCXp3YRcCbS4D7iNfMOu1vS3D4C4HnjcxWIMbOFxC7xRyv7qGq3MKvSFeD9+JapROR3ZILUWbXeKBv2fNLsGsIljN5Wi4VdJROV+lDy50WgvreCTPUkQ4rtt7hUF0UCIAT3vDScT4N6hRZl/72KjHF/E06Xm33Us9u8XJhL1kq67uJd5HrJeV6SNFdKQlVD+vaeVeZSSFd2CpD3y7TyCjdCjaTJvS/YRGcBaAbrWNVSXVQ97I2DbFfIdC3fmYXvA4wuGTDDmMvZqgJjyZ4L0GmzXfTM0zL5AWLGi9i5/a3jtmlE5GHDEMgV8D86QkC/Wxew0fXHfYvBJqLFjWundyJusNv14+PT+0jG5IE8GljVUl2UOpkuAleZlivpfGmi/EeJikrgVpNJKZBJU524Etmbeh3Iu00cvXV9aHS5tfsg3KqTT931dAsuCs4VzjZ2jLRoTZfa6S2Zortdr7fb1X75kEwCeTRwddbpIhxpSc/Fu5QiyUt84khzosGelDZ3upV2T8v4Oj0hkap0PbI76W+cXt6Kay71f5RMj2LpOqge9e24RDWSeYie1XAy9mdK3T6nL9PwkZK5SnuJXH9KF7kyYAvfmZM2kAcmzJK5KKjS+quzJ5y3SoR4G97yoA7fl1H8/mKxEtXmjIZudf2XoyyIdamc0q/Pj6f+l0c5X58ff7518HbVsHp9NKtORlkQ6/Jes0q8Fb0RMu7SrCqhLIh1edysetOvMYrzqDaP22/RfGpbeWOUCLEuj5hV45WhcSXa7P9cdV/B3zbSsPKWKBFiXdKDertefA79HyWEsLQ7x/0yoKtNzTmiXIh1OfxzlQaVOIr9swp3o5pzQukQ66JZJZblcd8HWFL+e1BGxLo8dFY5/05Q/r0K4vfC/8tTNIT0fYAllAWxItM/PxE7at9b4akN/5s+IUai5gS9GnUy0FPs//dHWRC/lOkKiP6bPiHECmhWiV+H89fV4L/pE0IsgmaVEPpv+oRYHc0q8cvRf9MnxAugWSWEEGJ1NKuEEEKsjmaVEEKI1dGsEkIIsTqaVUIIIVZHs0oIIcTqaFYJIYRYHc0qIYQQq6NZJYQQYnU0q4QQQqyOZpUQQojV0awSQgixOppVQgghVkezSgghxOpoVgkhhFgdzSohhBCro1klhBBidTSrhBBCrI5mlRBCiNXRrBJCCLE6mlVCCCFWR7NKCCHE6mhWCfH7uF0vl+vt2V68GsraM9GsEuJ3oRt3D7fr5ePz69le/EY0q4T4RXx9fmhO7eTr80Pj6nw0q4T4NWhSHcTtqml1Nvmsulx8GbAePZp2XQypM+KXYJvBNgnoHzWVB5pUOuY19NnqdFDfRL0Feu6+GD2dmrjsr/gF2O5y+4q8XtVm//D1efVuVx3zHvpodTJHfq7Cd8Sft7+hicUe+D7RrCoRjKp/0DEvo2F1LifNqtLfi8WvZc/np2hdbbZtW/pPVTrmdTSsTuX5s+p9voQtdlPqE6Z/1Fp/uV3hd1XomNfRd6qcysHfWzE2a/qXrEhG/E6qfcL0j/rqH/BXAHXMW+iD1Zk88PsAq18QeLM+FlXAZReJ4XV11Df//fe/rofNqk3HfNu2bfvff/718X/PduLXcPyssgIXQ0+heG+iPunNKrXTD/7773//Fz3XMW/wv//8P5xVcSBnzKpoUZeLiGD6BPSPemnm8bMqWnzjY65ZdSYP/PeqdJcuF4z9or8L2GXfYhOkZE++BDOfyF5Sa23bwbNKx/wPmlVnklw37p0I7krw8R+r2h1Ibgusl/QcdfbSwcMYOnBWYW3gBZavgmsXCUcaHtFdqZOLNNgP4lkV5Qp3ZhQjVnVMLNAWWC/pYaqgWXUmb/XXnD/YxsXrJT3jn4wSXj/28BKT6sQ3S6TcyliXQFyHX0zr8CoN9oPsc9XLsUIVNKvO5A0vlNOaeOc9Es0q12E8GKbXpAbGfzDGmCn4lrxKg/1As6qih6yCZtWZvMqFcrtOv3In/r8jj2pioOTYWeUqn/S7M2OaE9Ni6mo0ydypZm3ZFyl8ck6n0GAjIG+aVUVqJVjhmGtWncnK18fE0Mr0f3JMNjTWYO+j82dVQy1Y2Uxc1rq7HvncdmMlag3mTt927aq35MTX58cF/wLFF5hVW++Mb8875ppVZ7L49TFxu16utx1NvAVXTEnPUeOKnFXM5xVwOF0/pxCATtfJNAP84mK8VYP94DVm1dYowfa8KmhWncn618dE4b81OfCvvXaLvc3bCvGs2rwjxHiYbuQ9B7MHjyXS85Uo/785boylYKMcpg12u/p/yXA+YL3MrNqqJXjiMdesOhNUS/A37scBvS38nQt0cCTAKxzbt3EeJoXTC3d9SpGbNCtjLdooUiejAoHwXSuRP+cTh7vrL/WXVoOBBIIMlwlm1auXwKrqVcGVT6sQzaosRtHhhRJa+Fq22yjVJgbyaRMzzXoxd9yk0L5wjWJDwJNRP75NSE9cf9y9S8I2GBkgEy8uDWiwid/571VPP+burHqdhn8xXiWbD/w+wOg2B/PgkFllVUUOuFOEv8gif8ChmmIvXcfpaFySZoOlTbJxDeaqKpU44QVm1WO/D/ARx1yz6kzeMJvgIwJYxKqmRfe13cu4CuRt07vjyvXZvgbW8awCqpgV5tHL4TbGVmywqFHJBqvxArOqxgrHXF8DPBMl9CFUB5W7cvn7F7rxLE03Gn8nAgfssbeeuObcFTJYcSpvN6tWQN9bcSb9L6lHwuCy49dfmt6g2rzhEcmQf2HEFqexBzxJHYgiYtxTg51B9/+ujYRVhU2z6lySS6TUXu6l1lgXvwQ12HkQ/3ctqUlVuKNZdSZHfq5SE4sGarAzOO5zlapwR7PqTJ45q3pWxJvRK/246xfekmWeN6t6Vl4CzaozOfjfq6JdUUNv+p6ZX0+1+m7DgAbrWXk3Dv33qmjXbzvmmlVnctKs2rJmfb8+FiRqsDP477//dUU/WasqNPjff/718X/PduLX8JBZ1fhrb8+QeAPadXe/DPgbvvTU4evzCv8XCB3zBuX/O1Ls4PhZBToYK3ynJhY8+2cVbjD11bZt23a7ov+CSce8wdfnB8ypOJSDZxXzt1r907cYeei/6qup/pJcrDrmdfSx6lQ6syr6kvSeb2Z9ow4WNXoNpu8DrIK/CqhjXkaj6lxQ61x+Mq2n8naL3eguil9CtcG2uGHSrlObRcNKx7yHRtXJvFX3CCFi9O8rB5L8+584HM0qIX4N5tduiB76UHU+mlVC/CL02eoANKmegWaVEL8LfbjahdL3JDSrhPh13K4X/CvvhYfS9kw0q4QQQqyOZpUQQojV0awSQgixOppVQgghVkezSgghxOpoVgkhhFgdzSohhBCro1klhBBidTSrhBBCrI5mlRBCiNXRrBJCCLE6mlVCCCFWR7NKCCHE6mhWCSGEWJ3zZtXlchlfW6pK8GL6qGSI0YNl2p7sMbqOZIk9zVBVUsLt26l7gQzo9nEx7edSaL0sRUdyivRB1neqFW/JqSWPBgA/GMD5ce+C8cX0NL07SJdImfQ6S/WXjPZuzI24DaPbCm8BpoEbO627hZ4csItkXZiSMR5aK6AEF9PYJR9SD0tRVzPgPsW1iJTw4Yu34ZmzauP++pZqYJ427jjrJzjJ4H5x3XCvpwZ8ohgZ5iYCMu6lkxpiBCIrqTCvBLzednxaKkUEfHM1pG2J7fIeAgewSyBFuARMa+HAxZvxnDKnDXeBfyOODph9HbW4lY98s2J2V+SDXUyPYpUDDyqOy66kpkHUjXKDp2RlI9+Y7aUV0slIVeQ8jq5q3S7ySUtdbceSrtu3qQ/iPXjarIpekBvvb6eunQ6eq//+yL0+rMLUB8ZJYMVV4pJeQ+AyisSwAyCWVO0lrjIfL1i//CwxsxH4tsHGmB6BFax8esHn0zpDhoxT4XpY0mPXI52TpA3TDXan2+JtOKnM7sl3X9iN0Vt8Qbjd7x4M8jUvkG7Ex7sEsxGf/DEh7kUZbU9NN8rNmGC0RXV395KNwfgGHOOrHwng7JVa0X0aNUBJybSSRl3KeeR2Ki/egFPLDG4Q+8ju2iqnwp4BdyM+KuDSca82VwCosmIl0hhxCHtIjbq3v/uCTJRdBBGBbKf+g/6xQVn/p/BBqx/rfBQR0x7MKcCxNKxb00w/R+6Jt+dpsyp6Yd/ivoxUuReKe9dYE+61wrjKrxwCPtv2KuHvAsY0fwWXyh356ZqIlKSGGo3Rg7x5bbFS511Dbl1ApVy7wO20cLx1N/Ouk0x0rrfinXiBWYXXL8H9cvHuGnsarVj6OnUVH2C70j5sboyR2N2uK4Bh7II8NMrNJATIpIaqjZGmCBcXpNRm2E0vcL66OEXk6o82poXDJuzeMWl8IFGKxBvztFkFTu8WdyE4wNYEeLuZo+Iq5I8N43wpipISkC57AaX3C2m3l6i2ZHztO10EOs2NgmkM4HAEbpWoIpFpN/PAJcZJ0Pm95p8epUXHBxCvkFUQ78HTZlX0wn0L1tPrYHzhXlhAQ++48tc90FlS4iqs3r+pTtdPoBD4QNolr8LUTyBQagyMNVGKBbgHFiMlZFvizLdbPT3gG/eXjzS0tNDibVhiVtmjDjo70hntmgxhf1KFQAnetQ1hMlvwIWwY3eDFwegkd22woNVbuHTD4kXgT6kx0raZVLl9C7wdXSKzxDsTrfS6uuRJNUzGE82q38N5lY6u6T2SG3eA3YkIXo8Ai9ioVRiZADe7C3MTpWoZl/Ale39auottvarldi+vUgK3bmNEL1yLUYYjZ9zX2AFXCSglSBROINNy1mEsMJWANO3m2fVNvBknldk9tO4p4iVHzdFN0dCJjw14mq4DAUatdYAXSDcCha6q0jqQ5EtTip2UbDcGCDzKwygP9mJhVyy16CqMqgDsWqO8Oaw/NcdrE++KaiyEEGJ1NKuEEEKsjmaVEEKI1dGsEkIIsTqaVUIIIVZHs0oIIcTqFL499InfGFr9ftw9SqrYbyA+03pVv/vd2EIIsTgnzSrwwyvkD7KQP6iB5e8/TYKtT4v4fudnFbbSsJ7GO22fkmC9EkKINUkGQHSt77zd0u3pSIi8JfUzSsBr7Gc0HiKFjMXUelogW1OsXAgh1gHdgOBv8XutcrMKT0rwFEyL1CV+u+uSG4WrxF0vOU/OG9cN+6cQQixLcgVP64dZ7arCtza4eUuzyqp1c2JnDNAZTTWsE1h3hUFo1pl0oxBCLAL1hTXLXqvdixLPIaAWhIMFtngkpKNiUo61lay7RcGh2bdWvxBCrEn+xSW0uXJjRvonAbvrEk8goMqqLa1bGXJugcXoT0xVPtUwZljjSgjxEnS+XHaA1eyri66AO9VIK+SscgctmFXuSLa2XJ12b8k6jssmKnIS7xVCiBXI/73KXqD7r7ZoYJRWUrXuo8g0cAnMKvx6ejHmEzvMWCedieS3obJWTNNLCLEUnQFw+KxKBaKbmmFSyAhs3LRIx0M0q8CunnVrC6i1sfN6hBDiKbzArGI+MWzebd6zOF3oQHlpVpVmKmPdteUWyx0/9/XSzBNCiKeQ/CPH9uxZRVrnxwZpkbnBz/lcFVm3G8kYx8pGbmtQCSGWIr+qwIeAvtXWR4RIGH+YYCxuZpwwMynNSXVWlaxPPuDoIuddnUIIsRrLfQ0wHZPpx4JpO+Oze3Fj61aYMQ3mUCN2vhDuRjI5QgjxdHRJCSGEWB3NKiGEEKujWSWEEGJ1NKuEEEKsjmaVEEKI1dGsEkIIsTqaVUIIIVbn1Fn1iB/VOsTiQ91gfrQL/yBXVacrY3+ArKphdBivpEoapqt6qj9/drjknu3gR9/2t/RRIRzoW+MIYN8i01VXe6ZTyUaA+KJwDzvp256qkc4fwtmzasrsnr7EhtzX9u20jvvALjLtUm0U0tWU1J9Sx1sBsmpkHrDz4yJZI96Wa25n8iPJRu2i12CRL0qDR/gWNcnOOgLr4EXDENiOj1ib0q1C5hynApw1ezOwYVQ4b1bdL5ppZXtAbPjObWsrndLNCzl1FTyK7ujoGPDHnrmXGxciVoJPL7/oPooM2UPlPsWGcNqxq7xjka1eoYGqKASQgWN922CT8I5h36zMHltWmNxejainx6bdzQafCiAT9RsdCstJsyrqFVfgWHOu9ZLpsSpRvXln7NPesY8MpX3pHl38wrUe9SiDtYIzUE0y8DxyGwuQTyMZnIHIh8grPtg9UeC9x/qGW6XkWCoDeow36pbYvgZxNWIkc04+5VNhtV3iKuPFPZw0q04GpAnXFW9xa4YrnXZnzzoTWtR56ZYoXtDBvFeue71YppxHT6MYS2VKw2mEzDg2CYONjF0gT8Z1uG8HEoVjTdv6Vv10dTIaduYhrR1ufiCPTQANe2RKnDerqpfCTlv8o7E2rleRwJYdidQidtVaJ/3Eb4GeKajIz7vYUW6AqLEwYxT7M67jtonAngNvU59x/hmLrmnrOaPhQb6BxIIkR3qwn3ad7MbUbWAOx8jYss6nDuMquH2Yam5E0QgQcN6smg0Tfy8gsxO1aWp3WsEVBdpwm6aLZLBVP6e0gHDc3t1gjUiF+HUUYCnGSHOqKpJ3iQRw7NEjt2HcDIOWSNsG5AHkJ2VB3y5DPlPHJs3To5LFaSXae1TmsQOpe9PrPanoZQmkiNLW3lm2xHVtW/O0AoSjlUhJdAa2n0V1jbrKmXjbft5fu2LYSdLnqNddDfaaYKwAYbdzbOypKldb1JNRyUDsYB0nBCjBmsm2t/I9c0f5tmUD5nDHwCkglfB1346IDjeq1YabMJWcxKrWI+XVgs7a2jvLluhxcqAtxmgqDJSMRU2rFSnEIVT9vDeEKzb54zaca4gUiyyS4bRrYZMQmcZZisAxliT5vtriGqUbgYCrjczD4b5hMd4rUhg4vLMfHh0dby56as/IzlTsFyhx6qzCHGtri/tpWgdnzwpsXrdhc66hyCLIDO+n+9ZdIf3E2ly1Ufaq26tKohqBtyDnqRjj/LTO1AskJ12JrLsyZEuQe9u+8eklHcN63BBs52CHS47tb56SGHYv7TSbChACH0gkSXLerPo2WekJUqHV1qgW0D++mMrjhoM1M41eOgyuAMhJ40ACf3qpLjX6aMs9JFMV8DFzgwXWq4DtIKXW581zvtEqrpKG2kf45urvCbjVtyu2bbBmvAiMYicfKjPFGIVZTUXVB+BVg1Nn1c7UMGojbUCAPxv3IwqeMmqZI7H/kLsxRiG4dw3Okht4WovxpgNxVduD97xxCPHFVL3gpptiSv6UQKYNcFu6kEmIanesbzYPNi3YsUkt6Rh5xIAk02bV6ECAqau9vaVUMD5g97BvgJNmldv30aNHm7YOpBrGP6MGBY3r2sXrZPcwGqLWxAdmgxGRwTJuM7vasfdggk0zkCphfGZut8aVR+YnreyzfEtPNHZsPALTdqaUrv9kBx6SeV5PundPKqox7j2VezbvMvzI+XQ3Aay4lw5QYgscHQlQKvIcRsee3BJpYFRFCsF2HG+10NHlcpQ8Yx2ocnPyuJuFaYOG8kNO3yG+gaM0HSveH+BGVN9SNSMZ6/OB0TEOMLsOSUXD8/0t97RZJYQQQpBoVgkhhFgdzSohhBCro1klhBBidTSrhBBCrI5mlRBCiNXRrBJCCLE6p86qQ3405EAH7M8T9DREb/E6I4x9e0T2SiFMAuRPjTTc3hPpmT+/skcV8+NBWKcrduDP9Ljwqg75oSIMcKx6lPgMFwIQOzh7VExd9aDzAxxw30b+NA5AFEVPcnoN/D/wMkpddQ3xV0PkJ94S6bEKXU/GR2mi7mKRP1U/q3vTtJDt1KgO7yRWdWBD8s6Ap2R+oozdF23bV5tZ9Dgvofb8g4OE2elD9JZ51G7H0iEfX6dX6iPAYZJF3LyTjEtQygmpZLTLlO/AEgPnoyjItu/lrRcXNkSqekSvYp02RW4++fYAMicfz9/JSdl0z2Qk8AjruE2ju49/wdwv1ivsZyTjSh5CFIWbt+k1KCgjM66kDkT6rTmQzyj/VozJcFpNt6DWn2qMrmngg81kiahk02tgd6cPZH7Ip8ArULi0lHhR9PhdqYwa0ZUZ344bgYZSa0bCe07gIZA5mV6Dm2h63biz0jwAhdOttHl3TbQLCKQeTuvggrPOR39Gak8DFKKXnz0+MD0WmXblsQmgYY+MIDkvle4lxd9WR/ngvh1fuL5FvcvcIJOeNANWJ5Y8PKt2I3aJT4W77voJ8lyNcayg/RPEVTWBH7lG3WqCp4xFHMvODrHbo2RiH6p2J7XRC1cMv3WjiDQ3ItoZrLjztDyCc9hQRWqYJEGvu628Va4P/NZdcS1GuIfkkIORusrkcFy3V5t9YcPBHVKq+GS9dG8yhpiryi2rjRHfhuCpGxGfTxK3EJG2w62nzuCnbranR7ZVetYjMablhMt5WSNPV1tzQwy0oyvpvhiVg6DwyYn8xNeQPVTpAWNIXXXvnSi3kwBOFPP6vlLNknUmZaeYDYHJZMki3uVme0pRibQ3HmcdaItKD0JIJSexqvVI+Z7k/3JOnVXg7aNN2wbdgq51++9irgZwPICtdAWft8mNyLSrPIU/ja6H0bmNfHZdjdyODjzeO5WDMeS6mpK6HdWFzCRuHuBnJNZoj2jjmdZ509FT241Rnske2C8gSM4eGIBzfEhX3PXornF34UNSMg2uNtcr4Cef5NRVt3Ckb9hVvhzVfFrrjZuuIR9Fbd/i2uEVYJ08bkf1xkOtl3ZhK2nm7VkG4UTt5PrQC1Y8IWu2CezbqsLeSRs38oc/VQ66NjotkQl8HqxFoJ/MEnPkmLsm8g0fcjIndiXNUvRnpLban0xjYLV3z3GKInN7PCQFtris/MY91ktbxrzhs9MuOuMD8EqUODVrO9uCUZtK2tfRzQUuPtc0PsapKuwkeBvJN66zSKZx0Ux3wXgRWwGsZ+dlPQ2ALa44UIIfAQEb9cR9sRQaCGF8i7E6yRiZFn2EddcZd71aLLLH3I0N97BvwuWkrNlWmHp6kqw2Ou/G9GLyITUB3MZWyJOAd6XnpHFyqi6RT0Gq8QuyuNV8YnORt/hR6pUtJXPTMQ0ftSjTurz/jH4moqOs75SP9o7HfxLAvQ182JMH4fK0xJ1cs3TIkac07V3SHLkL31muJGmrJFN61EjUFsQCwr+/5iWtA66fOOc8B25kVqwAw37frK3HWWecYXZdfjaP1Ql6ZtJT8mF/yL8Z5U4IIcTqaFYJIYRYHc0qIYQQq6NZJYQQYnU0q4QQQqyOZpUQQojV0awSQgixOmf/kFO68ixPsID9qQteFZAEP7rBSD4ie3vCecRGkPn9npR8OHOvfhBHiInn/EDu9LN4ePHwHyHcurPK3Tj92CB2NVIbWQF2p6dHZYkPp2odx5L6A3ZhhWQjVfXfNTBqx0dkotoVFOItOe882BPYu7x6phmst9Hb6FG6CwiPiyBXrjZsqAQfTtV6Gk7qz7jIl5In2jh5PplgskQWlJQR4hdy0mGwJ5AfBo/wJPqra3Tr3eXvi64kuM2Zu5V85L51w6xmphEOaT1SFVnHiUrN9bC5jaxHr7e46HjXXd6KHRWdEC/N7zoG4z0yvQCS/EWZ3sh4fbII3AZOYm9T7EUZ6SxZZ1ZSf6b1CEZtCew8k6Xx0YUYSPbtI+IS4oU49WuAZ94vrgPp62jxEk8L/trCFsdH03UGrJPh8ABVbeuNPBwig1sO1AgEXu1bW9CpuKm3qQkhfgNPOwnHXq9YQ0NgWgHTYpTElzu/Pr4AFxw/LUhK4ZDWS0/tHc3f6cwVD9ajiqduAyZ/7n+mfpIOMz4I8R4s+rmqdAeR57ZqfVrZgsva/mkFGKZd1iVXPzaR5iQKPFJbte4mxA2NfBttx2L3p/ZFZAtXZMwGLuWUIjKoVKxXXyFel1NnFXh7vgPuOr5k00VmWoC7Fd9628+rNrr72ol1w3Ff9Kz3LujqEHK3VMVSl0CuppUxY6khu1EI8YdVPledcDJLptOLjLn+gGbmTgezivdhXGeSDGbVHuuRPHYAy7sDAG/HBarOKn7v5Ftai7RS5xwZIdbhCe2OL76ewuotnK6D6wl4ngaVXuukoWnlnlIwgPfMqkOs41h4Q5NRci8jwHSItXsx2L3Rn5Faxm3NKvGrOLXdSxdxT20q5uIK29fp/YiDSm9SHFG0Aq5y0lwkA+7WkvWSM25dJk9ARXASqrMq6pBSKSc9zKyK9DAWhXhLTmr36O+b7qMVADMVz6poCuK7zDURXdbRYvWaTv3BIZDWbU6i/ESDwXWmuuiGAMLBNGbVJObOLaAWdJ0Qv4GndTy+klKqtnidqQlwa7iPUofvAlbSXqCj5CQPUsRnDITTts7Y6smX4gKOgUCiYLFwpNm6FPkJHK7mTYg3QE0vhBBidTSrhBBCrI5mlRBCiNXRrBJCCLE6mlVCCCFWR7NKCCHE6mhWCSGEWJ1TZ9Wen495hPUzNfT24l3VfLo/dwW2HP5jUoyk9ZDXluovVaEhzNdrzw9OPaKXhFics2fV9BOO7o89gh/GBD8gyVgH+q0Y0GCDctXaveOjNKL0+iPvOzdGiENU6wAAA7xJREFUJo1jxhgx7Fiqx5UBOW+0R8mBUpu5u0AsOGlMLzGS05ZSREIsxdkfa9zjyhxpfM55B/ALrB9f91jJGD4TS0kGX9n4WgSkd6trEY8K/hZ2t6TCfESMDN9p1TqSLQcUutl29ew/O0I8nZMa154WZj5t5mTa16R19zKNbvO7GJ4B2KtRObjNo9vZitm3rqTrQPTI2k0BhiLN/FMcl32L3WtEhN82dF6IXrrElXKzNGlOU+SGkBoSYilWbFl71KPFnlrwgnfM9Sq9BO0NZTUAi+49GAUyLkaXYzXeKNLoFiYVus7jbLvaUv3pNV3VWRJLezhVYtMb5YSJlAxNiBU4r1n5ew1fxxt9fVgH0hfRFtcHfC+7qqI/J8n21Z+K3Y26ykG8kfLRZ/y0V3fsD5OlcW+Uc2AUrO+RAbUr5SrNQClLQizL07oWnFv3EZYv3RT4xaSNvF9S06Pm+5/89eEKkLebDcF9FAnjSNvO2/VG3UlD28/AcTJTzWmSJzHGRJTGqquaQ+JdeYfPVcx1OYr1HLB2J9NApzUdKYw8xxHxbt/dABFN4UQO9AoK1kH2JucZoqAi06nDjS2Mz5spClbbc0OIV+fUWQXeRo/cy6V6IKf7K91eultT36b7iA8EX2HgRrav3csROIDvUDfwNJB0HfiPBbCtVC3pLRZjtDF9klqJSsnIT3utLY06sSyrfK5K76ZJQ88BVy2QxOuuJ6XbP42FfzqqSq9RnAr7FATF3IPkjen2AOM2ryfNDLASiZHasGPM9sgNMqV4nT8dQjyFJ/TldF+Pi0AgEt7ovw8eO6usk8ytEf0Zqa1etdGoiFawcDo8XNqXHTmrRuejnFclI7t8E25BVk+YVfxbxrpmlViTU/uSvCMa53P/rErvkeoYcNdHPcysavgZ6XRXJm3pxVfKc2Srd5VHi2C9Klk1arvC5p8cij3rqdpSxsj6CvEUTmpNcA+6j1J6PkwvwFPSRGNWAXPAw/SiB49IscjnKoy5aBGX+KGziuy3tAnHRzt7yS66/jDyh5wgIZ7I01oW3xrtvZE8uHHGp6lMdFPwktZ/9+7Al8u0GGlwbYG3kX4S10/3bZRDsDFNNUhXpJaPqyF/6fbStAUbKulsRyTE01HLCiGEWB3NKiGEEKujWSWEEGJ1NKuEEEKsjmaVEEKI1dGsEkIIsTqaVUIIIVZHs0oIIcTqaFYJIYRYHc0qIYQQq6NZJYQQYnU0q4QQQqyOZpUQQojV0awSQgixOppVQgghVkezSgghxOr8f7GnSXzcgApOAAAAAElFTkSuQmCCAA==
关于2018国考报名指南必读 国家公务员招考信息
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