中考网 发表于 2016-7-26 12:43:15

2015西安中考每日一文:5月13日阅读答案

2015西安中考每日一文:5月13日阅读答案
       
http://xa.zhongkao.com/e/20150514/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlUAAADiCAIAAADoNKUBAAAgAElEQVR4nO2dX4hd1fXHD/RBTBNiIs34p2nFxAYHk2tM2tKoIdQ0KGkokkaC9MDQKI7WWkWpFsQSEhgPKQ00iAUpA/oQSoQcEBqKDxHyMNA8zEMO5GEepjDSgQY7lCmEdmj372Fx12/dtfbe59xzb+aP+/t5kDPn7rP/nb3Xd6+194mZAwAAANIjW+kKAAAAACsA9A8AAECKQP8AAACkCPQPAABAikD/AAAApAj0DwAAQIpA/wAAAKQI9A8AAECKQP8AAACkyGrXv8XFxZWuwnKwRpu5tLRUm6A2DQAArAirXf/279//0EMPDVcePvroo2vXrs0Krly5cv78+SEW4Zybmpq6fv26vT85OWkl4c0338yybHp6Wt2fn5+Xf87Ozl6+fNnmef78+cG76MaNG+Pj4/F8nnvuOVn/l19+eXJyMpJ+bm7uySef/OSTTwasGwAADJ2B9G9paenatWv25vT0tDWjN27cmJmZsZmQAnnzn56evuuuu9599111f3Fx8dy5c96sLgtC2T7zzDP33HNPJvjqV7+6ZcuWGzdueNM75xYWFqw4zczM3Lx5M/TI6dOnt2zZkvk4ffq0ynzXrl3elFmWvfjii7KBqubMs88+G6pJc/bs2XP27NnQr1NTU9/5znd27tw5MzMzMTFx5cqVffv2HTp0aHZ29tKlSx988AGnnJiYuHjxIr2Fr33ta0ePHuWXcu7cOe+yAAAAlpn2+nf69Gk2vmfOnKGb8/Pz3/zmN+nmxYsX6eb09PSvf/3rEydOKLvvnFtaWnriiSd+9rOfeYt45plnuIgtW7bcf//90uKfOHFCpX/ppZciMsMcP3782LFj8s4rr7yi7jBU+Zdeeun48eN8c35+/utf/zqV8vzzz4f6Z9u2berm7OzsyMiIEuYTJ07s3Llz0vD+++9PTk5euHBBPr5582Zb1rZt27x+YZyFhYXZXl5//fVdu3bxnxMTExMTE5z+1KlTWZZ95StfoYbfeeedmzZtWrdu3aZNm+gOrW/m5+d37txJd9avX799+3b5Uu6+++7HHntsjcZ7AQBfJlrq38zMTJZlZMdff/31u+66izyhQ4cOPfzww865d955Z/PmzeRRffbZZyFB+vnPf55l2SuvvGKLuHTp0oYNG+bm5ujPV1555eDBg/FaHT9+PKR5Kllz/Zufn6fKS/17/vnnDx8+7Jz75JNPsiz7+OOP7YMN9e+9997bunXr7t27R0ZGRkZGjh8/LtXinXfeUY8PUf/m5+c3bNhABd12221c6IYNG7797W/zn1euXHHOXbp0affu3VeuXBkdHZ2cnHz55Zd37Njxl7/85cqVK9u2beO1jnPuwIEDGzZsIG/v6NGjWZZ9+umn9OfZs2dvv/12mRgAAFaKlvp35cqVLMvee+8959zU1FSWZdeuXVtYWLj77rtJgZaWlu66666TJ0/yI/v27VPiNDMzc/vtt2/dutXq39zc3B133HH69GneamL9W1paOnfunPdUxZEjR2QULoTSGCKkf8TBgwel/o2NjT3++OPOucXFxS1btlA/KJro34cffrhu3brp6enDhw8/+eSTb7zxxm233Xbu3LnLly+fP39+8+bNdv9vcP1bXFxU2TrnfvCDH5DOOedOnjx59913y19v3LjR6XTefvtt59yzzz67d+/ehx9+eOPGjRTJPHr0aFEUnPhXv/oVu3r33XcfXd9///2PPPIIXe/Zswf+HwBgxWmpf0tLS1NTU+TzTUxMbNmyZWlp6erVq1mWTU1NUZqHH354bGyMH7H698ADD7zwwgvHjh2z+rd///7f/OY34+PjW7dutVqVZdn+/fttrb7//e/v27ePEvzkJz8JVb4v/49Q+kfMzc2NjY1t3rzZa81lfFiyfv161r9PP/2Unh0dHaXOefXVV7ds2eKcm52d3bZt29LSEnvAdNObZ5ZlrH8zMzM2lCp56qmnDhw4oCTw9ddff+utt+iavVvm5s2bP/7xj51zi4uLb7zxxvbt23/5y1+++OKLO3bsmJyc9Db/+vXr3/jGN3bs2PHWW2+dOXOm0+moPAEAYGUZ9Pzn9PT07t27KUz3wQcfbN26lY37sWPHpKgo/Xv33XfJPfLqH3HixAnOoUn8c+/evffff//09PT777+fZdlnn33mTTY2NqZKbKF/HDzkvU/F6dOn77vvvsu9nD9/Xvp/4+PjpF533nlnlmW7du0aHR212sbnJ8n/u2yQ/t/S0lLojIzkww8/lLVdWFjYvn374uLizMzM9u3b//jHP9oWXb169cCBAxs3bvzd735HG4S7d+9et27d+Pj4xMTEmTNnLl26JNOXZfnoo49ScQ8++ODx48cnJiaknAMAwAoykP7Nz88/8sgjR48epT8nJyfvuecePhH6ox/9SC75pf4tLCxs3LiRdgcj+icdNaV/U1NTNognz50ePHgwlO3Y2JjVgxb+n3Nubm4uyzJ7QtU1i3/OzMx88sknFy9e3Lhx4/nz548cObJlyxY6OXn27FmWOu7S4e7/Kfbv33/u3LlTp07t3LlT/bSwsDA+Ps6+dYif/vSnlPjll1/+4Q9/ePDgQdL1nTt3vvHGG5TmzJkzV69eHbCqAAAwOO31b3Fx8aGHHvrud7/rnJufn5+fn6foHDsBu3fvHh8f5/RS/959911lOtevX88pl5aWDh48WOvBrF+/XknghQsXWFp+9KMfPfXUU96aHzp0SFbM9e//zczMyIM5R44csY80P/85PT29cePGpaWlmzdvHj9+nPbePvroI6tDt1T//vSnPz3yyCM7d+60x3k++OCDLMvyPH/rrbdUNPXs2bPkAVdV5Zybn5/ftm0bv6O9e/fu3buXLiLeJwAALD/t9e/QoUN79uyh68OHD5P9veeee958803n3Ozs7J133inDaHb/j/D6f3Nzc9PT0/Jo/okTJw4cOKDO6y8sLMin7r33XvqU4ubNmzt27PAWNzc3t2nTJvVFdr/6t2fPHnZtjx07RkdeFSH9u++++5T+ec/jSOTjt07/rl69un379scee+zTTz8NpTl27Jj6nmHTpk0jIyNyC/DatWvXr1+fnZ2dmpp64IEH1q9fPzo6umHDho8++ohfnPXdAQBgmWmpfxcuXNiwYcOvu4yOjpI/9Nxzz33rW9+6cOHC4cOHR0ZGKPH8/PylS5ceffTRF154QZrphYWFy5cvP/3002NjY/brckWT/b8dO3a89NJLV69effXVV7Ms854RffXVV3fv3m0zj3z/cOnSpSNHjjzzzDNc+X379j355JPT09OTk5N33HGH/EiOCZ1/2bx5s9K/U6dOPffcc2O9fO9739u3b9+pU6fefvtt/ncDmpx/acfk5OS6detee+21p59+eteuXRSltF/328WKPUxE0CeSTzzxxMmTJ3ft2nX27Nksy86cOVP7ogEAYHloqX8TExPS+N57773806FDh+gmy8/HH3/MKXft2sUppTXft29fvMRaF805d/PmTc7wD3/4g01w8eJFFTVdv379pk2b3n77bd7FVExPT3OerOhLS0t8sv8Xv/iF98HQ+Zdt27bZf5hG+k8HDx7cu3fv4cOH7Qf+Tc6/9MXS0tKFCxfoHxb485//TDdPnjxJTRsfH9++fTt/F+GcO3bsmJVe9V4WFhbIoyWlPH36NL10Oh5M2KYBAMAys9r//U/m+eeft35bX3z44YdZlqnD+ktLS++8887IyMjQD2X89re/ffrpp9XNubm50dHRyL+a5pybn58n/bCu0vXr10dHR+0j27dvj/zjbSF+//vfRyR8ampqZGTktddekzcfe+yxPM+l9B44cEDqH4nc448/zquf06dPP/jgg5zg8uXLY2NjKnANAADLz5rRv9A/5tmchYUFb0R0Ff4/Cm7cuBHXyJXC7tvV1hNSBwBYnawZ/QMAAACGCPQPAABAikD/AAAApAj0DwAAQIpA/wAAAKQI9A8AAECKQP8AAACkCPQPAABAikD/AAAApAj0DwAAQIpA/wAAAKQI9A8AAECKQP8AAACkCPQPAABAikD/AAAApAj0DwAAQIpA/wAAAKQI9A8AAECKDKR/VVXlee6cK8syMxRFwcmqqtIFZ5m9GYEK4jyLolBldTodeacsS28+lJIrZn/lIsqy5EyKoqAKSLhE+jVSdJ7nnG0E24dZlnU6nbIsuc62nlyErSGlaVJ0a2yh7VCvT6G6VN3pdDqhsZTnuUxp+23VIkc4X9NIoOvWOXtfmewo72hvB49bNYAJNiAArAjtZxFZnLIsvSO4KAppksiIu4CJb1IWWa6QmYv85IyS8bUUaa6nzIeNQshk2Dy983yQSU5rC64VXVCJZKdYenkVIgWeeubWGf3QAOiXSCbqJ9IAlgS64CWITMxdJ/uHU4beFCWW+cgebtc0m6frzgVvNZwYSHJs53ne16pRQV3hzUGWIudLqG5NOkTqaGgE2rUdAMvGQPpnBzeLmRIkO6P6MpqUOPJIXP+c8MBYq5RnwPUnk8QGi40s3fQ2IaR/bHkZ0le5tI/3g9erI+tPhkNqm3clUdt1/WI7h9vVfEETqmeTn0gDZCTA9b4Coqoqehf8RjiEEIkNcLa8YqN1houKRwRvnk68LHlTIh3iqqponcF32i1o7KuReXrxBhVkiyIdIosryzKUEhIIVoqB9E/aoLIL37HD3TvZ6GZkFlFBkfkTKk5lQnOMq2otCNefV9lS4bwhXC+2dM5HWeSIZ0ZWxmsZScupIMpBBQ9Vw6nr2vkuEWSG3L2t4UC6bIsVb341VFwmXBBVAe4lKdIRs+6Mv8LKKl9fC/2zeXqHn0L6f3ZytXib8aea+3+yEyINsa5qfP069PEJQC1D0D+1+cerbA6QkumR24Eyn9qhr3b+vET0T9VN7dVJwSBnS9Ynrn/N45/KBWmifyHLQjZdOmHeVYWt5yAuoLf58q01MehxWP84W7kcUXcIWjY11F3Z1bXxPRd1KFujYg+syt7EUq1Z/4ouLdQiXvnW+le7m8iQA+3NExuBYEUYgv7Jgct+hrKYag+DHmEPprYU74SMhG5Cc4mMjncThZwkVe2h+3+D6x/nQx0icwjpXCnw5mbjtBav9ZQLhUH2pVwz/VMV5j+zcDww1Jxa/VDttdHvFsjDIHJJZCsvN9jognd8eUa0Lt1Lc/2TFfbOtUyc0yG15iHE13a0IAQKlp/h6B9Rds8XuLD+0eJRRRdrS6ldsNfGPwm2I6GiOR8+IhGxm17/z2uIh+j/cUOyrlug4p/WjtTqX2uU9A4C65/tbbv/F5dqeVZIRh1CEQhLyBZz5vEK2JqoPOWeXxnd/VK+73D1T/V26AhuZOVnp5KN7shBEul56B9YfoYT/yTkTIj4fzTQm0c8WFDjaUhWs/AinU+LkKvX8Niq9759KmKPrIs2oP6RxeT/2mitYuhHYBhy9xsuPuI08f/Ie4ibfvX6yEzboHen0wl1SGSTL74oiaDylH96w6p8UyoNTTEbpWiINyYpaaGpUt5ChcrAT6ToAePnALRgaOdfpKJYm8jrVnkWXNqjSEFy5RtKw7+GDumxxWGt8q67KR/W8oj+xb9XC9WNemxA/ZM7QNzzXLRaZd+68y+EN3zHZHUHXGU+zX8qeg+2ZL0bzKFKygShJYvsPVZfOc5bLCPieXqjEfz2re9biA9Y+WaTfo6vDikTupbh2Tihw6sygfe6ecUAuHUMQf9Y+aS2hfRPOivNTUmtB6P2F1U9pSLKOnD8R/7KFZO+yCD+n1oWuF7tbHH+RfaktZLWOLpb4/y5rvkLqQL1/K3QP2tJI7E1cp7UUsObXr5HGd7nm7Xm3uLNU1p8r1tGAq+iFPyIut8kQMIPeleHdhETeXe8cIxHbp3p5NAWsrdKACwDg+qfXY0WXZT+yRU6x3Nqw1mEcgGbnNfIul9N2eqpEtUU5aBuJJyriOif8s94E5SLtmaLFxARi1aI0xDOOKOyaayXoazawQaa/uSVhOq35puO8VepEnudb6/TLzVDLj5Cx3RlhlL24ouVCKE82YUNnZ90wg+zHpI6pRXKJ1Ql9WfoHYV+Cr0X77M8UL3nmHDsE6wgg+qfd3p4QzQ0Dey0qd2W4DzdMPyYJmcHrEMjV7J9qa8Mc9Vu1DEkJ7WtUNuKhOz55p5BQ7jtoTzVyY5+XXwvtqxa/0/Js1tTprYUn7pGBtvgPlPIHVSV6Tdb2/lF93NVAFYVGJQAAABSBPoHAAAgRaB/AAAAUgT6BwAAIEWgfwAAAFIE+gcAACBFoH8AAABSBPoHAAAgRaB/AAAAUgT6BwAAIEWgfwAAAFIE+gcAACBFoH8AAABSBPoHAAAgRaB/AAAAUgT6BwAAIEWgfwAAAFIE+gcAACBFoH9+Op1OVVVVVRVFsdJ1AQAAMHwS1b+yLMuydM4VRUEXkizL+GZRFLUSWFVVlsV6stPpqIsQeZ5ngk6nk+e5TVYUBd2vLVoSbzUlIOGP5JnneVVVTdqiMqmtZ57n3sYyRVFwt5Rlyb0Uf4oShzK0L5dLUU/lea4Sh3Lm+5xV/G3GkS3linGG/Ba8yVQFVOllWTapD40Heul9EX8qz3PZe+rPUIbxNE2awy9RJq6qqnY8xwutqipeesMiaAKGfqV36sJTWNaKW+qd0TQ2eNjQ3A+NFju6CDJEcQtZ2z80XyL5NG91v6wZ/ZOzmu6oV9I8K34T3K2MtH0sRTQsVEoaUvyrGjeyPlRPMrW1E1jNkND75vtyVHnrWdtqJSTk9VJKaV5lq8lURcpyQmv5T29i7kYvakpwS2WrvV0kJ3zc6BRFQbnJKe1NaWdvKGe+b/Wm9eyVNpFNZFEUEXWvNUyyPrIHVLvku5OjncZzJPO4HqhfG2pDPIHSGLVg4opRGpm4tWH1Lm2pXHo7POVJKrzaxikldMcWRzftawpVzEW1R84pZRaahL5ozRoR7NDSX7aXbU5VVWRY1Lto3up+WRv6xxNe2rXWkUkpGPK+tH1yNUovhsc0l84KRHf4gn6SY4ITx8eKEzLPWC/Eai0PI9drKJu02iZQ6qIybLIWk7ViKZXV5pSR1a6dtM31Tzp2fU0Yr0Sp5lhTxQND3VQvy77N5tDwk553bXDeWk8mstJ3op+pUEpsF0Py3fF6kX3cSNuVuXfGUeaU8eWRHDmZWYnSm7JVdd3hQYKUGdenuWHh2eGd12ruUGW8mcvHvYNcwm8/srygScGvgJet9nVb/aO+aqJ/teM53j+udwx7O6GvVrdgzegfd7Rc/LbIioYCR/m8xlEtXb09LsOP7FdlXd9I5dbceR/E/+OfbPpIq73WXN2UGh9ynb2tKLvIxGplyrZPVSauQ15zGW8UN01VQxlfZUNl6aFmhu5b/y/UYw1hb7U2JVv2SJqQP+qVQ/kS6a1Ji8a/0kXc07WWTvZkZI0YX8rwtFVLH2VkZYWpkhwCIW+m+WuiYUZ+ZGaCvbKL+No7cUIDOzLk4l2hHsx8dkmllPoXqqdsWkN/3ds/oWiqnLayCc33j/plbeifRNpWHjdDDArLXShe/4ZS8ljhm/Rq1WJTXURoYtxdV/9oUtlHWmzVuN45E2pyw7Yo/VMbLV7z3WSTqaH/pxyjyJyhEtXrizi1rrfhcf1TA6l1uML1LrSb6B/1OVdDtUjqvXf7x6t/sp+t68l3aFjWRj6l/jUPhEZ+4qim685BviOrSraYj7ZlvZuygwSoVWXUfJQrYCke0sO2YsAuNWfbZOlP+cupSm/Ersu9lWyif7VxrIbIgRRa6zdsdTvWmP7Jt8JvtK8zIBFotNGEtGNRJZYmSY2tFlOIBzoXZ5dIMr0Kxg4Fqy7UsS2aI2esskFe882xNetVqxpaM2Fr2NfGEplC/jOuf1SW2i+0b0cte+O1bYgc7bX6R02WbmgkKkDX0lmRNWQL5Z0X3Hapf1ScbK8VVC6Lhrp3VVGYwzu2P2WhMn+Zle1w3pCTjqyt54BQzrzLqDRJ7RfmvacNuMn9Fkotkm+T9J7GjxWtdv7f0PWPlqG8STR0Py/EWtK/+C7uUN6H81lA70aLnJx2WrazceyLRFrKDp9UX2UmWhQt8+HSW/eq7QqeTrJp3BYqJeseGeh3h1KmYY/Ta6kzX5DK9cYSlG2VzeHS5RuXFeYWqQrbbdSGWP8+pAFM5jv4U/SeVSm6ZzGkRfbWUG7hyFrF/T9vfZjcbA+7BjEuG1mxVXXmRJi3aazorld7BpxBtj6kf5Q/OzE2f+Vb00U7Z5QbxcXxis2ZpaEz+tdwg2OI+sd9riqwPKwZ/auip4f7itrH4WHHMSuv/klUxVq/P5rhzmf11H6JnDDKzPXbD+okAuczSJeq+Ke86R3feffELJcbn13x9UGoMl5Cs73WUngrk3V3Mfm+dWIilWlC5BWrQIjdS1axpkqcYZYiIX1i71kbr/559diKnwucdMjrvqup9Qlo8eQN48ub0s+QPw0r+Cnro0Yju4A2Is13uMcGqQ9Lr1oTeH1xumDHkaPHkdIH1D8Z3JKjZTk9P2LN6J9cYrO7oHz8oRTEL16WGDFb1nS2foUcp6pdBKkJI+l3zkg/UuavTEZfeXr1j1BN64gD4tR8GQiVFOFTKvFWR7xJftAa9Hb6J0ukdyRLV71R+o56x6FVoNdMqLJcdBzyIsPr/1W9e6LWTtnuKnvPv9gKyOnp1b94tVXINNQu6mHvESceY1n3wL30Al1grKrVZ18U3e150pVMHN/NzBEBDpMMRY957EVC1gQnoD9Ds08xuP/nnXdZ7xmZQfJvyNrQP+XiqHWiGvEDLrFlxKAwXzIorFfa2n/nEmlsNde/Af0/RjoxRRdnrGETIvpX9h4j5K0XVgJ2OLLuF9w2/746OWIueSxZh9s6Lv3qX25ONqreKBp8DyqR7l0V2CK11fBSdD9b5oaUvfvNavXDFpxLt/pnfR1l4vm6X/2zo9rbbywe/EY64qy4mi9cn4jeyMWB6we5VmMJdOFDXjLIzEo5iMCoHvPOl8KcIeCQj+wTb/5D3//j0ZUN/HlbX6wB/bO2yd6Xa8PBQ0wch3S9u2IqWdG7ic32up0CqdNrqkSenHQxRP/PdacfBWfU2pCOJ/Sbp7c+WfeMmcwt7545YgMquzQS5IzsBHsXvF7jzvYxHv9URsEOSGVDZThRbdepnuxLxa0wxONFoZ94QcOdHynXRgLoZcXNk00g/Uvv/h+ZfvtmI+9RDSSvlBbmCDfPU15uuq7pH5b/502fRb/drnrPmvGw6atcRoVem6wXs94jBZyPTFOKg7WD6x8PpEzIMPfD8uwCrgH9WzZ41ebtenuawJqAvO5f3AjhHU+hk2DK6g3F/wutG5r4Gd7c6ELZFGXE1RajjIXaDGtVbZAFo1f/5BuRnRD3/8gQe2OAqjea7LDWmuB44Nf7lNeoeRXdO57LunMoLuBPS5fL6//JIKG8GWqFtNehYeOtnte+txabCLIf4gm8VbXhpYb0pX9q1esCZwIY71KjBZGBlIsTQ7cU6B8AAIAUgf4BAABIEegfAACAFIH+AQAASBHoHwAAgBSB/gEAAEgR6B8AAIAUgf4BAABIEegfAACAFIH+AQAASBHoHwAAgBSB/gEAAEgR6B8AAIAUgf4BAABIEegfAACAFIH+AQAASBHoHwAAgBSB/gEAAEgR6B+I0el0qqrqdDorXREAABgyqetfURRFUaibeZ53umRdOp2OTamoqorTl2UpfyrLMs/z0J8EFVeWJRfHWdGFqgCJE1/neU6P0LXNXFXJ2xtZL7IHsiyj4qqqkjVR1eBrAABYzSShf9KIk0jwT0VRWHud53lVVVVVScGgmyqZVQsX1lRbhLe2nFJdlGUp60OiSFLNd6hcvlCd4C0uUknvHYLaSCouFReeIgBgrZCE/kmUg+LVPzbiUixDisUZ0lPWsWORYGdOuomkYTK9lD2lr1L/qGIkQqqGSim5npkPqVjsQcq6UZ7Wo6Wi6WYpsF0EAACrkCT0T8brVFTTKy0sCVVVsRpZz4b1iUTChg0pmfTGKDcppdZXa+L/FUVBLhcVlOc5qSxVwxvqbOKZ2TRUKOXPfUIVJv9YdiB1SJ7nyskGAIBVSBL657p+nhUb6f/xxhurmtr/owu7B1aWpVIOla3UP+UkSQdOFRfSP1Jldr9IeKQTGfJTa3uJ5ZkrQIKqPFRZNHUIy54LeJ8AALDaSEX/XPeECF2zINn4J/t8yo5bhZP+XySoqPSPlZjzUWrRJP6p3E26n2UZ1cq2XTpqCq4bKzpVnvqBCuIgp8qT7nDgl/70hpQBAGC1kZD+yXP8vEtnjbWVK7qO+E+RwyzOaI96JK5/8kImI60qe5GlhM6t2JrbayvkNqRJ6piJ06qURkaMAQBgNZOQ/pEFl56fq9M/udcV0T8ZHaXzI6EMWRv4Zkj/7KcIUtWs/9cu9ih3OmUY1pkgKoc66U/uNw6W8tFT6B8AYE2Qiv6xMChxsvrnPR0jb6qcScCkrKotRq/+qcdtBWQm9inl/9lIKQctQ8c+qSFeUZfHWbkJMkEmArwse5RGnpThyjf3RwEAYNlIQv9kUE7FKr37fzYHe3BG3WdBssni+ifrQ7Lk/R7R5kkeG8P3m/t/NlbJSwT+5oGSkbspU7KPKPf86ByQPSzjxIYrAACsEr78+qdClzLKR8oUP6xBkT3rpbnurhhfK8dLlqi8LieOjHo9sNrjKhztlB/huWb6xx2iXFX+U1WJFU6evuF9QY7E8tEbqryUfPh/AIBVyJdf/yLIfzwlAn1sZ2+ShlnNYy3kY5Ne/4+Uo4VjRM4fV0O6jCE/VeH9qkH+G2ZKdOMf/rduCAAArCBJ6x8AAIBkgf4BAABIEegfAACAFIH+AQAASBHoHwAAgBSB/gEAAEgR6B8AAIAUgf4BAABIEegfAACAFIH+AQAASBHoHwAAgBSB/gEAAEgR6B8AAIAUgQBKdMQAABMiSURBVP4BAABIEegfAACAFIH+AQAASBHoHwAAgBSB/gEAAEgR6N8wqaoqy9ClAACwBkjUWFdVVRQFXed5nmVZlmVFUfB1p9OxT/FN76+UbZ7nnCbrpSxLTiafyvO87DJ407gCfVEUBZWe57mqHmfrva9QacqypPo0rFWn07GdQC+lLEt+TdS3fEdlXhQFv9yiKLIso3WJeq30ul131WKRFZA1yfOcsvWW7pxTa6DaJVFVVaERZbtC1j+UzNuNA8IjhC8AWOskqn/ON43jE5vNpQubHql/EfI8Z8vremW1icaEIDsuc5CWPZKzdFvLsgylbGJVSZNct2msmlKTCNISriF1Pl9bzZCdz5m73qUMwbLEDQktXDgri3yPSp/Ksoxoj1rHxBNzreLLi6qq6NeyLLkm1FHeCkgVtz1vqU1AxVEdqqqC/oEvB+nqH09jNljSB7IWQVpkKxLKh6hVQUpAxpE9RWm5WrTIPiVVLeJhkAPKfw7oWJCoUBd5myZzkLWSbpa3kpy/ctRkhalcuRCRChTKWeZGVfKmpFZwozqdjlfU5RhQYQCbJy964n3LBVH1Qi4j3Ze1io8lfi+RNM4sX5roJQCrn3T1T0ICQPpn/Qnni/557SObXRlHDZl+MtPSWrULXRJe51W6fSEbZx2UiFfkwrFfb7acONRdsu0kFVIwZOIm/h8rLmuk6za80+mQm8WtyAJR7kiF+Sd2alWfc4Yc0JZ9q4pjf52dZvaJbaFqyeV93bzK4S5qGKuMv1Mb1RhWrB6AlSVF/WNB4mlPM5yMhbUFyj3iR6yi8G6TTBaypEWXzNBifV0rS94EvD9nE4cMXJONQDb9tmlqB06uDKgmSt6c8c8i+seBZbkK4eJstaU8c/VU6bbafF2rfyqIKv9UjaIiaKSxhKva1np1sjKUVfNt19BPIUfTGyMBYG2Rov4RZDfVZomErAldsElik01+G13LfSbyY+RRF69gSMUdiv8X1z+vH0BqQa0guy8NccQKNwmBUn3i/l/W3SmkUiJK6Xr9v8hyQbqPrILeDUXn2xf0VpheVmSoqOCk63XFZCbccO+KKv4S2etquKfoLSWU2Huf3qOMkfKroUGSNQj1A7BqSV3/5B1r2ZVuyV0Qq2pk4Og+ZU6iwsc7ZeKGu1OkSU1MTMR0hsyl8lOl7Y6Y11r9k42N6J88BETFhfw/lYP1/2RDlP/njKzKPPvSv0iTGbt+4s6szSSLnlGS1atd63BWDSUqcp5Z1ZDvQ/bAlwDo3/9Ta9ml5tn5T3ZZ7jC53h1BPj4nnRuvV8GZNNc/b5DWhSOcNhn3Rnx3J258ye2Qm44W1z18pPRPJfP6f97uUsFJ2Y0hNZVtkWeXavXPep/e4zx2EWA1g+6ohmTRoyhU1dDb4VarPHPxhY/3wSZ7urL+3j1yANYc0L//V45a/fNuAnFudEKBzTRlJe+o7Ua6Hlb807sfqQqKPC6lPdIPTXZ9vL0UP3hJKkU5R/w/tRSIHBNVp5Ak8ikKYstXE9c/G6JUdfDqn8qkrzsKCir09XFqk3h1E/2T+XgjBA2PkgKwekh3sJLBlW5T3FKogGfo9Lm0v67XoknjOPT4JycOVTKSiTJnoRMu8vxkBGkBa/XPiY1YPrKo9C+0leXNU4ZSa8Uy4hJZ/aNodmv9s5rRr/7xUWFSmlCw9Fbon6qYN08O8+JoKFgrJK1/yqpGLAUfaSErFrJTfKrFCTXyRkql/lkfJesNIfYVawpFViNnHJRCh8771e5OOeOGepvm1XsZYCRCqwEvau/QfsPnfV/eQyjUUple6k3H/LM+8nF5nzOnZ727y3H3lPGeK+ZxorK1eUYESQ6S0DCz/rF3MMD/A2uOdAerXY+HVrXK9IQOEzrf+j2rO9TQ5CzfLYJsqCw9vr3UgoYfC8pkHItu0S3ysGVmzoU2zITseGQlJP8MRQWU/+cNWjbx/0KncAk7OG0NG34CGMJKcqQ+AKwt0tU/AAAAKQP9AwAAkCLQPwAAACkC/QMAAJAi0D8AAAApAv0DAACQItA/AAAAKQL9AwAAkCLQPwAAACkC/QMAAJAi0D8AAAApAv0DAACQItA/AAAAKQL9AwAAkCLQPwAAACkC/QMAAJAi0D8AAAApAv0DAACQItA/AAAAKQL9AwAAkCLJ6V9ZllmWZVmW53lRFHTd6XTkfZle/VkUhbpDVFWVZVn8TgSujyqr0+lwreiaKkA3q6pqmL/KVhbUpJ7qEfVT1oX7kPJkvA9Se8uy9ObMbeQ3Il8WPaJKUfCv7XoJAPClZ+3pn7R60rSxfSzLskk+0vJWVeVVNUrW6XT4zzzPvfZU5kASFcrTa5GpCCUzXFZZltwo0owmDQwh9Z5KpE4jffW2jlLW5sztlT0WSUxlkcyHsuK2c5qGPdCkDgCAlFl7+sf+hFQmVg4lVxHi+kcqm+e5dETYv+FrmZ7LJcse0j8qV2ZFgiRz5nzkTcpQeUX9Qk9x3aqqok4I6Tr9RCIUkkDWTot8FzaNbI5qkbwP/QMA3ArWpP6xpWYFamHsmvh/0vGiZFKcZErSv8yE/qwMePEmkP5fURSsVaryzSElowsqkcuVmUukSxqKgnIvKf8vlCdXJv6ryjykf2VZso52Op2+fFAAQMqsPf2TsJ2lPSHlP3nxuikKzoG9NMqfLa+y7GSj2aPiNEojKbdOpxMJ96mbXCXWPyqonf6Rmkrnj3/qdDrW//NuSWYmRmrdYlltlSG3VGZu9yCb+3+yK+RP0D8AQJw1rH9s7Cj+Js9ENHm8L/+P5IcfkXaW1Jdz4Hzi8U+Or5Ki2PAjix8rCgtwPBpZC/WPij0qxWKp9i4O6IIrLHtJNtkbUOXdPlJx6tX4/h/lA/0DAAyXtap/0uopA0qHO5rkIDXMq1VsT0mxXNcu28Scg3KACJle1Zz1JlRnKaiD6x9FCNlDtaW4bkSxYYZSOPmaFgTKgWNYz2jpEPJ9Xa9XCv0DAAyXNal/ykCrP9m+x5EuV0T/WPY4eOj9BMJ7gibi/6lrb2Jy1NgJo8RSAmvbaDO051TpOtR85SaG5Mr5fOJQNUgpSdtCQi638ShBRP9ssNRB/wAAdaw9/ZMWnP0YGfP0bmVZpH0MaZVXHryGtV/9I9Mvrb88iiIft98jlr1HT+nZ5uZerRXsTcaetAydveRwLtfH+wrK7kcXTiwpvAdh+OQtv1y5xSszb+7/se7aigEAEmTt6Z/6Go8v2JHiBFn4qzW13xbx/1Sh9KDdYuxX/yhDubfHB1v4zCd5M0p6bTzQdT/p87bU2/aGN5vrHzctFPOkn5T0yrYoVbM5cAMbOr5e/XNiQxEAkDhrTP9K89kc/8Q35dcRodia3ZEKHcEgL4RlT3qcUo1I7SL/IomMeWbiMwlVItdfls7NUZotr5tvByqpY2/MppRbeiFhk0gZo5qHvuugFYD95wsiytT8s86s+zm/tznw/wAAxBrTv8Hxno6x+qc22LwBRulJRP4FGUvEyvO387L0kKayGPdl05XvywdQbcom/p88I2rbFfIXvf/mS5y+0jc8AwUASJnk9A8AAABw0D8AAABpAv0DAACQItA/AAAAKQL9AwAAkCLQPwAAACkC/QMAAJAi0D8AAAApAv0DAACQItA/AAAAKQL9AwAAkCLQPwAAACkC/QMAAJAi0D8AAAApAv0DAACQItA/AAAAKQL9AwAAkCLQPwAAACmy6vSvqqosW3W1AmuCsizzPC+KoizLla4LAGC1015pqqoqioKu8zzPsizLsqIo+LrT6din+Kb3V8o2z3NOk/XCdq2qKvlUnudll9Ytkrm1eIrNbsj+trbLnU5HtVdSlmWoM/M8tx2lejWUeafT4dpGiuiX2l5qTlVVdoTIO/H3SANVtUvWyuZs+ypUBA3I1k0bYi9xDYuioFaUZSkbFaoAz+5QAtl2WnnYZLbytMCNjGeZLPQrF0fJ+HXLQduOIfY8WP0M5GnZIRIfNHLOhGaX1L8IeZ7zBHC9slo7tSLYyckTrFYA+MGqqkKdQN5JPB8yT2StrAmm+zJ/ypNukvWXCwiVeVEUqn+87VJvoSzL2mq78DuVNOmlhsgVWOgOIS2+XUspaNFgm+zNPDRcI2N4mXuJcuPrhvPL1U0lGmY08IqioMUB97Oss+3qkFJSPXkBzeOZULPSdmNIg5nl73mwyhlI/3iIsOPF+uc19HIelmWpZpdcytUu3l13FpGd4nkiLV2LFtmnWB5Ycb2o9XJkpjWRQNddK3hdkEgNuUupe736Z/P0VpK9K7JrVDQ94jU9Tfq8eS81gYygGjP0jmhIqKJtoZ1OJ2SLeV1F6VWr+dWwUlJNXNeARkz8MvcSQ/OLX6Jqu5p9EmqOlDE59Vx3tIRaTT9ZT90OP7V6znxrFBI5Ox28o10+tYI9D1YtQ9tpo4APjWDv6swbi7P58CySo1yqmpwSPLVkJLZ1E7zOa9ZdD0ZWl3bmxyOxTWKJMgfO3DolMjIpu4seae3/WctoX1+/7eq3l2rxeqWs3DYx3eTOsaWzx8NrOBpgoSUd94yUWx69oWovcy8peJB7e8/rKGe9i1HKgf9rw+m1MR7bOXJoUfW4l9SIpULJwkg7U6ttbqV7HqxCWuofzxO5/uKjB3acebdDvCF+WkerWEfImhRd7IxtsXaLT4/Qjk5o4Rnx85psLYQskcqTPR7psriuiWnn/6l9FGpIkzpHOrBFL9VC5okdZVIvurYrLW9nZmZXjzWS2xsZfrwgk8N4EP0bei+xOMmsWOMH6Xnqdq9/xje5OSrYYzuHd0ZI1Shn+Zr4ceWnUhMa7nos8/gEq59B459kJkLGhWZCJkL5Uq54N0uOb1o/SvtL88GOb6m4Q/H/QtODN+TsT7T+ldEVaVXJ7NoqNTE9EWMtS2frTCZAes/eFtX6f2S/uM5sjGoPRHiL40Jb9FItbDGlu0aDh9sSr5jzjS6O5LOmciXlMOAK0+OyGq6V/t2iXnLdsRGapGqjNzTwZIZyv4MXH16vmqend5EqJz4/7rqbi7Y417U58r+89ciOeKiXlr/nwSpnCPon71gvQVlbaUatqpEx4rgTjUs2wSpnb1TQG1ppOHzj/l/Re+DN27qsu9COnzLod+kdin/KuBzHgaUVbuH/KfOd9x4GiXdjqAPb9VIcHnuqReRq0AXbaDbT0hGkkeaNoMpSsm5I2VsNGplcohtA/25FL8VLbA33rexkdYehudwwWxnDoPFcmIOm8nXT61OrtNDLWv6eB6ucW65/Cql53jBI1fv9g+vdEeSjWdJwexet0oNpqH+hCCfTfP/AuwMqC4pYhNBJAW/rVG5qF0puotTmKSus1vKsf3EvsImdbd5LcfhBGahUlfEOsHhtVZVoSISCYKx5Mv424P4fV2MovaRKtNt1dkfTxorl/johBwYnC+mffFMqW9VLctXF1bb7f6U5YSDTRybX8vc8WOUMR/9YOWr1Tw5BNRzJz+DxxxNJ3lHbjXQ9rPin3Y9Ud7Lod0uy7REPz+tHemtSq1JEpB9qJ3yokmz3vWIcyraJfantpcJsAMfx7maFBqEKlqpf895TjiT2HCBVaw4eGCooPRT9q+0lEp74XFMl2kivDYZ7q2f7qqH/V3S/juB8Qm3kzREnprZX/wipTJQP91Kke4fY8xn+jY4vBUPQP+k2xfVPTaTQAlxZEOsRut7TmMOKf3JiudkuS6zdRuI/Q/0gd6eaI1tqs1WrZkko/ilnuFds7JZYk4VwbdOa9FLuO8ASyo1HoBO+KW8Me59SImd/paJVbq7XmnP1qKp25TSI/jXppcJ8BhqBPC2aMsPVP+nSef0/+WdE/5xPQZX+ycQy+k0PWhPh7YfQT5xtk553+Drwy8Kg+qcmYTz4LoNpodi6NF6sRt5AllQFr6skjVRfcQw5T8oGHxRKaYwEYWqdYwV3b3zeUlmqetKCMKF+sAEu1eG1+id7KZSyYS/Z0kNQk22vetvuen2mkMrygRduhYo0yErKPpeeZeiVrUgvqb3J0Bxh4lOJK6ncPtIDmuOql6T+qWxtSrnirNU/ek2k7rwL7u3YIfY8/L8vEwO9RWsWI2tVtfAMDSCrdrXeQEPv5BZhnct+5TZOxJXhBCFbzxWLdDjhPQUjcxuwRc17qdPsLDunsasfu6vkve/EVquMH6jSvcuvLOp7kTmubYKleS/V7lWHKqamoc2kL/9P4V2HNYl/uu6K1u6PFOK4uMpWGZbC/KMHzbnVsxisTrCKAQAAkCLQPwAAACkC/QMAAJAi0D8AAAApAv0DACTHv//975WuAlh5oH8AgOT4/PPPv/jii5WuBVhhoH8AgLT417/+NTs7Ozs7+49//ON///vfSlcHrBjQPwBAWvz973+f7QIJTBnoHwAgIW7evPnXv/51VgAJTBboHwAgIb744otZAyQwTaB/AIBU+M9//vP5559b/YMEpgn0DwCQCv/85z+94gcJTBPoHwAgCf773//+7W9/i+gfJDA1oH8AgCRYXFyMix8kMDWgfwCAJJCfPUACgXPu/wDfnCnTWX8DvAAAAABJRU5ErkJggg==
        相关推荐:
页: [1]
查看完整版本: 2015西安中考每日一文:5月13日阅读答案