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中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

   日期:2025-04-15     来源:www.ynpxfm.com    浏览:585    
文章简介:长久以来提到闵行,父母的印象都集中在:人口多、角逐大,和隔壁的浦东可以称得上是难兄难弟。 但同时,闵行又有着不少名震全市的强校,高中有华2、交附分校和七宝,初中有上宝和文来,小学有明强、闵实验和七外。

长久以来提到闵行,父母的印象都集中在:人口多、角逐大,和隔壁的浦东可以称得上是难兄难弟。
 
但同时,闵行又有着不少名震全市的强校,高中有华2、交附分校和七宝,初中有上宝和文来,小学有明强、闵实验和七外。闵行学子是凭借一腔“鸡血”,把非学区读成学区房的典型。 

今天,关关就开启教育资源整理第二弹——解析闵行区从婴幼儿园到高中的教育近况。

婴幼儿园篇

优质园占比低,热门很
截至2020年,闵行区婴幼儿园总数为255所,数目虽多,水平一般——市示范园2所,区示范园3所,一级园112所,优质园占比仅45.88%,低于全市平均水平。

上海16区优质婴幼儿园数目统计↓↓↓

中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

• 市示范园:虹鹿婴幼儿园、莘庄婴幼儿园两个市级示范园基本都要排队入学,特别是虹鹿,排不上的一般会统筹至虹桥中心婴幼儿园如此的一级园。
• 区示范园:中福会浦江婴幼儿园、依霖婴幼儿园、金汇实验婴幼儿园其中,中福会面向全市招生,最为热点,由电脑摇号录取。据了解,2020年开放在线报名后仅2秒,600个名额便被一抢而空,足见其热门程度。


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cC+xbrn0M9o1c0Zuq/jSp22Sn07j/d72VKv7bqRqQhuM1e1LSQdk0flqro2w+3QvKBvuGu72PlC3T6mo6/w28Om/3i523Lnsv0zHpg86vPdYa9Lnufk4ru9+pbC0mDXrWij1fqTVr7XIs//nt3vy033WpzXLrzKvryn9G22stVPNJ12OoNllXdH9x5zDG1hzy8yx9Urp367X3QY27723NLL82Uoydpqz2Dvc/zAt3/gEA/fPzegCA/nVxz201Nzf96aQfx+7cadCPc1sg4Qa/oCQ0TZeDLSARW3jiBj/DERus0HJcgVEo0OZvB8Lc8cLssOkgpmyaru4Rddn12vSbusyuprP3GhVE1lW1/DL+se+joNsuX/fiebtX2v2vw3/m2qEqeGHZ+Sz7HLPNjMSmb6vNclPnDb1MEirYDwWd9LnPoFMVG5QYsnk1e/+xadMPBFm6Xtz3oeNrr10tvwz3P8wLdx0AAPrl56Hr5JsBAM11kd/9s8MLwJw5/vjji7EFl112WTFW7swzz8ybafEHNcVSZsuWLcvmOZxZKP5aT0pzd3Z79uzZs6xZPvngBz+Y/3/++efn/1v33HNPMQagjj/+8Y/F2Px57rnnltxrPvOZzxRjw1DzWRs2bCg+Zdl3v/vdYqwf27dvH6ypsGmnZj8OHDiw5PyInlVdNOHqnmdaXl9Nyg1JTaf4zd3ujTSfcuKJJ2Zbt25dcmzV1JmallNzfCnUXECXg22+97jjjgtOkzKkeuONN4qxMB0je3x0r3LWrVtXjGXZU089VYwdYb8ryyty/wMAAF17/PHHi7EFLs8LABg/Ak5zyLYxv2nTpuQ2cDWffmDb4eyzz17SF1TIeeedt2y+ppkFBYj8QjvfDTfckP+vQhj1ueDTPrtjoD4Y9NlSYZX6QgBQj+23TulKwebUoW+hAl03WKG/u6HMV77ylWJsIcge69+lTzZ4oQJ3VxAd2pcmgxX6e91hnrz88stL+nzpkp5neolj2oNNul7V35Btp1/PewXryvIpXQSdpomOk/oRUmBO/VMqqOU74YQTirEF9t5gA06nn356MZZljz76aDF2hOsTSsrOAfe/+gMA人工智能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人工智能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人工智能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人工智能BudZHfJeCEXKiQqcmP6tByhgw4YTik//lVNwhQVYgtKsi+4447JhpQSKX9/+QnP9lZYHssFGBfv3598Wk5Bdguv/zywe/Beha07R+pC00COKmq0ogCEJdddlmt9NHn9s6ajRs3Lgv66Hq/4IILBrkn+YGnUF5HBTGPP/548WkpBdT7CIjNk7He/zA+5H8BoHt+H64H6T8bACami/wuASfkxhhwwriR/ueb3rZPLYx944038qEMhXiYZ0of1KSdHNWi/NrXvpatW7cuDyRPIpisa+A73/lOdvTRRy/WUgIwPuR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人工智能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人工智能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人工智能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销售成本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唱吧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进销存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千人展现成本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人工智能HXOUAf6Wx0KZbPMj4E5n8+7kVHr5KfQd77m3sUmuffAVsz7bSBOkmUCa6e8QjqtRMz7weCVzHV0fC196G7sIPpBWdaM1fJanRwsgNB0/PW8ufa5vQK8jxSjqHPMRZqn70JYutm9I9U0MvV+jgjKo0xZlGOcF+Qzf42+d7uZj9FBOzFGXeiQUyr98jumc9Dq70OW6iIiIiIi6luN6Nyk2L7iJJlds+Zd4dXH1PLmDi23eLkMsNDTrBlEd0EDk8wgiV0MwPsvRMIRGKr3cFHrbupZrH3yFrA/HWTcQSrAdP1tjNkJox5O5DN242Bd6+7oIocz01o2ydcvTDcQ+j0f0WaaPIdQ3MIQ6Rx/DphD7CMy26W1s2xDqmxh6n0ZB1znIkz7MOgB/C/M7OU46v7s6pWPp9XWhy3UREREREXUtx/UuH6lHRFFiy7/Po0/0PLmNYp0+QtLx888/L37/+98Xb731VvHKK69Un1515MiR4rHHHgt6VBq89957xUsvvbTu0VdTU1PF0aNHi127dlWf+MMjd55++unVZeJxSIcOHWo9vXOfl/BIMP04utzLt/EpK/LIMr1tgGPW9Lg81/FG/vnZz35W/M3f/E1x7bXXVp/aPfXUU2se3Teb+VFJqXQaHk94XFUd/Uis0HzxyCOPWMswSFkx6TTHcX7ttdcaj5NPXnIZUn0DQ6lz9CMRmywuLhY33XRT9Vc/jKJO7Ht9EyOlbKZC2d60aVP1V1FcvHixthzjfGM+rtV2DPbv37+uXGtXrlxprLN8jfLc3PXxIiIiIiLqQpbr3eXI0RA9cRFENFCx5V/i1cXV8+Du29Sgl+ei5xlFqIMRKbhLGHe54y57W3wE3EGc41FDSDPbevAZvrPRdy/XBRnRYfsuZ4hRl7Y6dDXaQK/ThJEk5p3kEvC5r7rlIPgsyxx5ELL+tuntakvKOmyj0iS4Rpvp0Tu+5V0vt8kQ6hsYep1jnptsAfuYezRIiL7VidDn+iaG3peu6TLUlI6oE8z84CqftscgSkCdF6pv+VDWR0REREQ0jnJc73KEExFFiS3/Pnfz+swTIvfycvHZLp+74GdnZ4s77rgj+x3wrhEIGClivqDcZzvn5uaKvXv3ltOpL1pvEvMCdWyTHq3i0tVoA1f+MO/oFtPT08XBgwejtk1GSmHZcrynPEfPgB55sLCwUNxyyy3l9Kh1UfZT1oEX6X/wwQfVXytuvPHGcnTP9ddfX32yHkbx/Pu///tqeWriu41DqW9gHOqczz77rPjqq6+Ky5cvV5+s2LBhQ3HDDTeMfFRT3+pE0df6JkYXdZSNPrY4dxw7dqycdkGdc+utt5bTODc0jaDF6KlnnnlmzahIxJuZmamt22z6em7u8ngREREREXUlx/UuO5yIKArLfzrfhibb42nQaLN9+/ZOGtrMhmBbow4ao959993qr7XQgN5GA3Vu586dK/bt21f9tR7S/J577ulsP1z5w3wM0pEjR4qHH344W17AsXzjjTeKX/ziF0GPSUOj4IEDB3p1nH3LWIou1tGlIdQ3MA51Tt/1rU7U+ljfxBhV/SEdSCGdQFLmcGOD7yPxLl26tNqh6vOYVpu+npvHob4nIiIiIjLluN5lhxMRRWH57w5GQfzmN78p9uzZU3YAhL4rJQcZAfOtb33Le1QFpalriESj/Icfflg2wo0iP9D4Yn1DNBnQkYOO5NARR5OO179ERERENM7Y4UREI8PyT0RERESThNe/RERERDTOclzvfqP6n4iIiIiIiIiIiIiIiCgKO5yIiIiIiIiIiIiIiIgoCTuciIiIiIiIiIiIiIiIKAk7nIiIiIiIiIiIiIiIiCgJO5yIiIiIiIiIiIiIiIgoCTuciIiIiIiIiIiIiIiIKAk7nIiIiIiIiIiIiIiIiCgJO5yIiIiIiIiIiIiIiIgoCTuciIiIiIiIiIiIiIiIKAk7nIiIiIiIiIiIiIiIiCgJO5yIiIiIiIiIiIiIiIgoCTuciIiIiIiIiIiIiIiIKAk7nIiIiIiIiIiIiIiIiCgJO5yIiIiIiIiIiIiIiIgoCTuciIiIiIiIiIiIiIiIKAk7nIiIiIiIiIiIiIiIiCgJO5yIiIiIiIiIiIiIiIgoCTuciIiIiIiIiIiIiIiIKAk7nIioU9dcc81qSHXhwoXiqaeeKj766KPqE6LxwvKSX0qapsSt08ZyP//88+LcuXPFI488Unz55ZfVp0STpY2ylRvKJ8rpyZMny3raxxD2q0ufffZZeX5DvUdERERERKPFDiciGqQXX3yx2LlzZ/Hcc88VTz/9NBtUe0Y3hnUV2nTp0qVBN2axvIwnaahGx5KZN0+cOFHs27eveOWVV4qPP/64+rQbXZXLGEMvy32CRn7ULfif4qF8opwePny4eOutt6pPydfrr79ebN68uTy/IQ15fiMiIiIiGi12OBHRID3++OPF1NRUOf3mm28Wp06dKqepnm4Ijg3jwne0D+4637p1a9mYhUb8EGjURoPsqBvAWF7GkzRUo2PJzJvbt2+vpoqxb8SepLLcF0hLNPI/8cQTE1+f2M6TrmDzwQcfVFNF8dOf/rSaIl+33357NbVyfkM5JSIiIiKi0bnm62XVdDD54ZSwCCIaqNjyrxtcUusO3KmOxkMxPz9f7Nixo/pr/Lgaq1xs6Ru6DBuf46bXc/z48WoqPzR2ipD8hAYpibuwsFDccsst5bQN7t5Hw6o4f/58sWvXruqvehh9gg4BdPa88MILxZYtW6pv/LC8+MuRt9sQWl5CjrPkLzCPJzpINm3aVP1VFFeuXCmuvfba6q925cy3TYZSlscN8hdGk6CBHy5evNjLNOkiL4bUPbZt0PGXlpaK66+/vvrLLXa/Qra1DW0dg/fee6/YvXt39VdRzM7OFvfff3/1V16Shm3XbUREREREo5DjepcdTkQUJbb868aOHHUH7rJGoxegIfDs2bPl9DjSaefDlr6hy7DxOW65j7NL7HrMzpemhmo8sgyjSIRPoyBGXWAkhYhpAGN58Zcjb7ehrfJidp7Y4ukOqZDOlVRdlX8YSlkeRzrtcWMBRlL2TRd5Ua/DdoNF3Y0ReGcTHncKR44cKV5++eVyuknsful4o9BmfSDlFOUTdZ1Px10MScO26zYiIiIiolHIcb3LDiciihJb/nVjR666A40MeHzUnXfe2dkd/KOg0841aqhpxI9exuLiYnHTTTdVf9ULPW5tHGeblPXgEVy33npr9VdzQ7VuvJ+eni6OHTtWTtvgnRIPPPBA9VdRzM3NFXv37q3+8tdGOo5refF9jJIuI6Gj72Li+jTCxxxnncdcHSD6rv+QxuxUXZV/MYSyPK6kA6+vIya7yIt169AjDW15TXdmhnRkxu6XjodrgC40dYyD3q4+qEtT2da28hMRERER0SjluN5lhxMRRYkt/7pRwRVXz9OGodZZoWlnm0d/P+kdTmA2Jtc1VPs+jitkmU189k/P04Y2j98opOSZtvJ16HLxHqGNGzdWf7nLsjlfV489ayud6vS9LPdN2/VGrNz5pYu8WLcOPYLJzGcp5TN2v0ZRNn3Wqefpg7q0kW3tKv2IiIiIiLqU43r3G9X/RERErcDJqq2QCneT465z8cUXX1RT66FBf2Zmpvpr5c510zg3UE8CjJTBiAN0SPTZ22+/XU2tjLRydRxjBJvOsxidM65YlqmPPvjgg2qqKH784x9XUyvef//9amrFpL8XjIiIiIiIxgNHOBFRlKbyH9MZIMvyfTRWrD6+Z8KHTlOfdLfNo7/vaoRTV3y2ywaNzadPny4efPBBr3c+oEPi4MGD1rTTjzALaacosplayS+WlziuvIx0lEfmuR4/F1oObFKONYSOijBH84SU+1g50ilGH8ryUMTkwy7kzi9d5MW6dch3tjpl//79xZtvvln9FbZ9sfs16uPu2tYujlMT322Q+Ua1nUREREREbcpxvcsOJyKK0lT+9Q93X6xL6uk09Ul32zz6+646nELfkxOi6Z1Vo4CREdu2bQtqoNbp5YvlJT/9bh/XY9ZSpR5rPfLG971MujMN5TG2ExEdOidOnCj27NlT+74e3/oCnWFnzpwpDhw40HonWIyYskz9EnruiuFax6VLl4qtW7eW0+a7v8z3jgHixtQPNq59zbX8WD7b1dZxauK7DTLfqLaTiIiIiKhNOa532eFERFGayr9t1AXuzJeXY4PZEVHXCCoNk3fffXdt4x/W63t3+9D4NIY0zaO/n7R3OOl5+0BvL8tLP6BD5fDhw+Wog6mpqeLs2bPVN/lg5IxJRtIAOrpM0vFljlbyHXmTa5STb2eXT7nE6CLJ36GdYH0uy7SiL511XZyLXOvQ5cUciag7twXi5srbrn3Vy0c90AVd9/hsl20epNddd91V3HvvveWjQpvEHHffODKf73KJiIiIiIYky/XucuRoiJ64CCIaqJjyf/HixdV4oXGPHDmyGu/48ePVp2tNT0+X309NTX29tLRUfTo+ZP8RXJrm0d8vLi5WnzbT8XyEzh8rZD163j6EJiwv8WTfRxVCIO1948oxQ3AdVxfML3GRP2Igr8gy5ufnq0/Xk3kQXBYWFtbMF1sf9SGMMxwn5LsrV65UnzSbm5tbTZvZ2dnq03A6jfsSbFzfSz2McqOZeV8C2D6PCS4+8+SGvNNUvuu2a2ZmZs33yF9N9Py+fOOELpeIiIiIaEhyXO9yhBMRRYkp//puX/CNe+HChWLnzp3VX+678/UjajA6AS+FH6eRGz533zbNo7+P5XPcfLY1h5D16HkxomIUQh4ByPISL0c+TxGS583j5Yrre1xdzFFOoY8MNB8BVrePvuVSj/KoGzFlGlpZHiqzjnjhhRdq3xcmzLyKYxTzGMdRl2Mb27G25XeMlty0aVM5PTs7W9x///3lNNhGN0FIPvItY6ameKgnbL766qvi8uXL1V9XYT//9Kc/VX+t+PTTT637F/uYUmzTqVOn1oz4RX48evSoc3mx6eNDlp17uUREREREfZDjepcdTkQUJab8my/IRiPMH/7wh+LYsWPVJ+vhsWIPPfTQajw0ih86dKictpmURnRXujfNo7+P5XPMfbY1h5D1dLVNdUK2geUlnu0RhV0KaVzHtjZ1XuhH/UHTcXU5efJkuRyxtLTkfbx1I7nZgG7yzedmJ5bvIwKHVpaHCI9+1I96hPn5+dp3d2k4tk8//fRqnp2eni4effTRoPpFp3Ff2I61LS+cO3eu2LdvXzmtH6dndsZpIfkoNv+Z8cz6p03IA3XnryZmngJ0VD/22GPrOkLbLJ+y7NzLJSIiIiLqgxzXu+xwIqIooeVfvzzbVHf3s24gRYO4zztVxrUR3acBpWke/T0af3zehQChd/Pr9XSlabt80q9tvtvA8tIO7Osbb7wR3PCt4djMzc0VBw4ciHoPksksK7Z8od93hGP02muveZddzeyQ9B1VZI6OauqoCilrMaOchlSWh8gcXYk89+yzzwa/j8nsKMVyXnrppSzlxoeZb9s6Tra8IPnarIf1jQSoy2NHysXmPzOemUZNzG3G33DbbbeV/4vrrruu+M53vlP9VZT1VUydZWPmTzA74dssn7Ls3MslIiIiIuqDLNe7y5GjIXriIohooELLP97jIHEknD9/fnXa9kx+8z0Hde8MMem4eP/EONBp4RNs9Pex70zxoefvKjQJmbctvtvA8pLfcfUOo6mE91YhrizH510idcxjhoDtwjGQ7TPzguu4Sjwssw7i6+XNzMxU37jptMN0E738JmYaNG0/6PlHpQ/bkBvetYM8pPctpawA4sq7jCT4HOMccI7T6w0554XQ6wCko/yN9BNmWUba6L81pBGOhWubXfGa2OJhHWaoY1tG17CNOl/hnYdam9vY1nKJiIiIiPogx/UuRzgRUZTQ8m8+HgwQV4/I0I+dMe/Ex120oe+A0I+0mU58lEsf6Dt2fdiOjV7GYsA7YHQ8n2Pe1SPNQu4Od+1DaLqGMLfJNx1ZXvKzjbYIHSlkjiBLHQ2mRy4JLBfbKMu/cuVK8eSTT5af1R0xffyaRgrp/YC6R+Tpd9GAT70RWl+EjnIaUlkeCozck3wmUuoB5JsTJ04U9913Xzkyyszrse/zCWE+FrCtddrygi5jMvpGP75OHk9oi6vLg6suj81/dfH0d20I2U6kFUZNNR0vHGPkNbP+kn1p41wmyw7ZHyIiIiKiochyvbscORqiJy6CiAYqpPzLHezLP/xX4+m48rm+c96cF3ey+txlLXdo4y5+TOs7in3uzO8znR7YF1vQ89jo75vuYtZ0vBBYB46H7x3tmF+Cj9jt0vQycocYLC/tkbSVgH33peNi1ELKqA9AeuttsQUcR5kXxwP/u2BeiecaBaXJ/NgXc3SApvOEbE8TmR/Bh3lcfOsLk15G7jDOMFLP3F89eg/5I6SsgM43EtespzBPmzB6T68vdB986XVoKFvyOc5pUuZ13SrfIwizPNjOh/r7EHXx9HdtBF96NC/SEH+H0HVrG+cxWTYRERER0TjKcb3LEU5EFCWk/MvdurijV78sW+Li7tTTp0+v3sWr79TX5ubmir1791Z/2ekXch+p7pTXd1bPNrzsvs8kzcGV7k3z6O8XWxzhJPQd3dMedxrHridFrtFY77///prRARCzDywv7TLf/+Gzj0hzGR0lI49S33Mlxw3L0/kG26O3z6fcYPtkFBKW5/PuLslHBw8edI7ywsi5jRs3Vn8VxcLCgtd7fGLKcegoJ5u+leW+w/t7nn/++dV0B+SfF154YXX0pB6p4ztCyMw3Op450qnNOsY2UvTKlSvZ3iUkXPldvx/veDVSCSNydBq64jaNcoo9V9bF811myLpjthNphHd96WOHfHn06FGv/KffS2VLu1SyTyHpTkREREQ0FFmud5cjR0P0xEUQ0UD5ln/cmSvz6rtOXXFxJ7WeR+7Cl+kmen59l798nvrOlVGS/UJwaZpHf+87igh0PF/mXdp1oyiEnn8okK9n1d38EmLyGstLN7B/U1NT5XHzGakkIzMQJ3Vkk8CyJI3lGCCAWXaaRmbo/IfpXPRyffKTkDgIvsx9xt9dy1mW+06PIpGA0SBIA80cbeJDp6EtjpQnCW2MQtF1o5Q1BJ/Rf6Fk2Qgmva8hI5XM8mDG1d+FqItX953mOx+EzGuy5VHUQ03XEvo82kbekmUTEREREY2jHNe7SbF5wU00uXzLP37sYz5pMJV4rri68RVx0Lir49Q1QupGBgQNyxl6o6Fr37S6ecy0tDV+ueh4vnQjn2+jT8x6RgkNYno/EfAYJ7PR1hfLSzy9L30KNroh1TxmwmxwritDOg/G5j2T2eEZ0gGk44XQHaBtNBTXyV2W+w75zrcjRs+HdKpj5hvX/NIRg2VjW3LTnV7Iu7IPIR2nvmQ9CCZdjm2dwXVxdbqbcevi1amLV/ed5jsfhMxrg/xkPhoRAZ+56DRvyq8xZNlEREREROMox/VuUmxecBNNLp/yrxu0pTFL/q6Li3hobJRGKN3YUNcIqRuYbA07Qyf7huBSN09dB0OT0Hi2BqKuQhd0A6YE5M2QTjwTy0sa2Ze+BRvJO00di7rh1NUhoOepO96hdP4IbaSXeAgh9L4gpJQnX22U5aHASBHpqK6jO0gR6uZH2sl8TflG11s5mZ1eoDvnccxzMtdlku+Qz0x1cc10152f+vMQdfH0d22EFCiPukO6bpSTTjd2OBERERERhclxvct3OBFRFJ/yr9/VIPPFPM9fP48fFi3vHjLfGXGlhfc0jJpP2tXNY6ajb/pDyHG7dOlSsXXr1uqv7oXsVyjbO0+OHDlSPPzww17vtqnD8pIm1/t75J1jcPz48Woqnvn+ELyfZPfu3eX0QvVOpLrjjPfAfPzxx8733Oh8YzvWMfQ7oUC201dMvhX6vTtI/9zvXxFtluVxpN8pNO14r5hZ94fmm1z0e9pmq3dE6ToPxznmHWEuTfldv8twaWlpzfvfmuLq78+rd2HFlDFdrm1poJfZhtC6wAb1J/aj7r1f+r1juepETdIpx/4QEREREfVNjutddjgRUZSm8q9fli0NPqAbNELqDt1gY2uE1A1MbTZSjpJP2tXNoxu6U9QdNzTqPfTQQ6sNxmjUuvnmm8tpHzka+9s89jp9pwJeYt6E5aU/YtPchy4fyD9nz54tP49dp+5cdHUCxND5J6ZxPiUNzXqqjQZjaKssjyuzM2lubq7Yu3dv9deKrjoL65idpTr/6HytO29SNeX3c+fOFfv27SunzfzcFFfX1bqMx5QxXV/Yjo/vMkPWHbOdqXTnaBs3U8g+dbU/RERERERdynK9uxw5GqInLoKIBqqp/B9Rjz7J8RgYPHZHx9WPUzG/WxzTRyHpfXSpm0c/Uigl1MHjmWQ+2+ODmviuZ1Ta2j6Wl/7QaZObftyhftRT7Dr1Y+9cjwnD5yiXvscZeUVvT92jq1x0/BioOyR+3btaUqRu4yQyH5Wq85xZ9+t6rEt6O44bj5hEGdDbiLowB1kmgk3dI96a4mIbsU9m+W6KZ6PLtpk2IWLWXUcvr0/Bpel7IiIiIqIhy3G9+43lBRARZXfXXXeV/2O0Ro67S/EIGtxRLZ588slqqihOnz5dTa2sr4274cfBxYsXq6mVUQu4w9k3+MBjbOTRXvDSSy9VU6OHOzRyBM32fWgQLC+T4b/+67/K/1H+UkdXYLSUjHzA8myPLsPj9jByDuXyzJkz1af1fv3rX1dTK6MgtmzZUv3VHf24LDwaC/sqbOUoJmi270PDJDh06FCZ1wTyFkbNYBSOrvufffbZkTyiE6Pj9HYcPHiwmlqBum5mZqacxkisEydOlNN9hroco5pyPJrw8uXL1VRR3HbbbdUUERERERFRZlXHUxRET1wEEQ1UU/mXO4nNu5wlXl3cOnokCO62xov05e9R3lXdBdlPBJe6efR35l3WTXRcGz3SAgHHJYZeRk56uX0KguWlPyR9EHKT45xjtIIuc3Wjm/Sym0Y56ZEYPvO76GXEQL7Uy8C+Cv15n8KkwIgbPQLNDPpYdcnM665zHPKW3v4c26vXa6NHXZkjBpviusTE0yPUdJ2hl9VFMNnm6UNwafqeiIiIiGjIclzv8h1ORBTFp/xfuHCh2LFjR/XXCn0neEzdod9BYDqf8Z0MfRR6F71OX/P9G4uB70WpO276HRMwW72DKHR7c3DlKby7I4cc75jS9Ds0WF76ITXNm+B9Lua7b0LXiRE/GzduLKcx4qTuHUv6fSbIs3Xv1dHvT5JyHCNHGup6RW/LEMryuHPVKxg9hFFQXTPf2zTd8D4z1LU7d+6s/krL61CX3811XTHeKRRbVmLi6XdsLS0tlaOnQC+rC7F1Qh3kAYyG7OIdYpJebewHEReREdGoZbneXY4cDdETF0FEAxVb/iVeSt2hR2lIOJ7wPoKhMPe5KWi4i1s+x93doVzLBX1nOdYjdJyuQtu6XBfkWN+klpdYOp26ErpOXZ5do5tE6CgnjGBJzR96fbGwndiOtkbh5djGSYVROrZRThhB0zXkE70tmPbJM3q0D4I+d4XSy9GjSs1gK1f6+xCh8VCuZX7zGiB0WaHzQ0ycEGa64/i2XXcQEREREY2jHNe7HOFERFFiy7++kza27s人工智能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进销存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人工智能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人工智能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中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

闵行现在最好的中小学教育资源主要集中在莘庄版块,即以莘庄立交为中心辐射出去,北至七宝,西至康城,东至梅陇,南至金都路的大型地区。小学有明强、闵行实验、七外、七宝实验,初中有上宝、文来、莘松、七宝二中,体制外学校还有星河湾、复旦万科如此的热点选手。可以说,全闵行排得上号的中小学几乎都汇集于此。

中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

(图源:公众号G大讲婴幼儿教育)

之前,关关在整理闵行值得入手的双学区房时,提到最火爆的双学区组合也落在莘庄版块。据房天下数据统计,去年的单价最高涨幅接近30%,网上挂牌均价在7万/平左右。相比浦东、徐汇、杨浦等教育强区,闵行的学区房可以称得上是“物美价廉”了——价格适中、学校优质,且交通便捷,1、5、12号线加上在建的15号线可以直达市区,将莘庄版块牢牢牵引住,形成自住、上学两相宜的优质学区。正因这样,这里也成为著名的外来人口导入区,使得莘庄的公办学位愈发抢手。
2020年全市仅有两个初中发布学位预警,正是地处莘庄的七宝二中和莘松中学。据学校官方网站发布的公告,七宝二中南校区,未参与摇号且符合人户一致第一顺位的学生便多达385人。超额的69名学生最后按入户时间排序,统筹至北校区就读。北校区正是原先的航华二中,于去年并入七宝二中。同时,2020年莘松中学开设莘松校区8个班+春申校区12个班,仍面临对口超额,不能不新增水清路办学点,最后班级数较2018年整整多出10个。七宝二中和莘松的扩容举措,都是为知道决莘庄优质初中超负荷的适龄儿童承载重压。 闵行除去这块核心学区,北部虹桥新城有隶属七宝集团的文来实验和后起之秀上闵外;南部老闵行区域则有闵华二,都是依托教育集团略有起色。想来集团化办掌握成为这两块地区日后崛起的抓手。 

附强校工程实验校名单

诸翟学校、华漕学校、吴泾中学、颛桥中学、曹行中学、浦江第一中学、浦江第三中学、航华中学、航华第二中学、罗阳中学、闵行第五中学




高中篇

市重分校遍布,难解角逐惨烈
闵行现在共计23所高中,公办15所,民办7所,中外合作办学1所。
• 2所市重点高中:七宝中学、闵行中学• 5所市重点分校:华二紫竹校区、交大附中闵行分校、上师大附中闵行分校、向明浦江校区、市二梅陇校区• 5所区重点高中:文来中学、莘格高中、闵行二中、田园高中、莘庄中学• 16所一般高中 闵行的市重点高中数目属16区前列,华2、交附等名校纷纷布局这块宝地,可见其对闵行学子尤为重视。也正因牛娃太多,2019年闵行的市重点高中平均分数线是全市最高的。除此之外,因为人口多而区重点数目有限,致使闵行学子考取区重点角逐也相当激烈,重压仅次于徐汇区。

中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

身处闵行,牛娃想冲击四校八大同样不轻松。
2020年,闵行的四校八大录取均分都高于16区录取均分,其中华二和复附的分数线更是全市最高。关关不由感叹,在闵行中考,真是用“水深火热”概括也不为过。

中考重压全市第一?从婴幼儿园到高中,升学深度剖析——闵行区

写在最后

名校分校的纷纷入驻

见证了闵行人民把非学区

读成优质学区的热情

鸡血的学习环境

让这片过去的教育洼地

一步步逆袭成现在的教育强区 

现在的闵行坐拥

丰富且优质的中小学资源

但闵行学子重压依然不小

但愿更多名校在这片厚土开花

不负每一位拼搏学子的向上努力

 
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