2021年求知调剂小学图示
本帖最后由 BJTJT 于 2021-5-24 14:30 编辑今年被调剂,电话问过老师都有那些学校,整理已知去向给后面的家长看一下!现阶段是第一轮调剂。后面统筹的就不知道了。
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**Pj7ipes81Cj7Z71liA/x0RHQoxp/aFB07KyiGsBWBZQ8E/HRG5j45IdPkkHZerQq24/XnRPuYk9UpbA0bdo0Qfpszbq758R7pAuXrt3d51Kn++//U+Mc7678wEt5LnVpdiwMisFiydJl3uv54883BWawGabAKNoGSfV84smnGnVEXtQXeWhQdJ2HGmX/rLcM8SE+OgJ6VOMPDYqOnVVUA9iqgJJnIj56AxOf/PBJMih9R6uy7XjdObXLoMQnzjATmLBjUm0mw0mTZpt9KAeTapu87cpjDMq//qf/3NREuNZty9b+BqbYxssysWYmDgbHGKjo8TQous5DjbJ/1luG+BAfHQE9qv**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**kXHziqqAWxVQMkzER+9gYlPfvjEDcrfHpsh3xwMz6BgAmsm3pgsYzUlPhk2k2jzyBC20Txxk2MmxtE88ffNVmI0gxI9xhiJeLnms7kmlGf2tdqaY7ASkpTXxLXHscx3PrQ80bJRZtSo4XgcmzZFvwwfx58GRdd5qFH2z3rLEB/ioyOgRzX+0KDo2FlFNYCtCih5JuKjNzDxyQ+fZgbl28G6uCafKyhmsmwm1jAj0Qkz4sag4D0mwtEVAmNOtP/hMOew2TYzKDhv9PExTOBRr2ZlGjORxqCYMqNGKFq+KRP5ovvj781PIyeZvXjepM84T9J+bZ+pO85tVlFMfhoUXeehRtk/6y1DfIiPjoAe1fhDg6JjZxXVALYqoOSZiI/ewMQnP3ySDMrXB6uyabDunPIwKJjMYsKftHoQNSi4O4/PWEXBRBr54xNiMzFuttVWCaKTe0y6kcy+aP3MhLzZOYyZsDUoJn/So13mHCYPzm32JW3No16ob9TMJeX1sQ9GCBjFV05M2TQous5DjbJ/1luG+BAfHQE9qv**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**++PmTvvhgGZlcgVF13moUZf+J9Rr8lkv4qOjSXyy40ODomNnFSUBdZiID/HREdCjLvyJG5T/+McMWbe7Kp/vrTunPA0KJsBmtcKsnGBrYyKaTZCb7cd5spYLY6N91wUTe5Qf/WJ9s3o0249jzS+LRbHQflCgWVlZ9+Ma46tSqEsak0SDous81KhL/xPqNfmsF/HR0SQ+2fGhQdGxs4qSgDpMxIf46AjoURf+3GNQHpkh63aFb1DMRBqT8+jE2DxaZeKuW5gHzWC4lu/z+Oj3a7IaKtf6wBSZ9sA2vrKilU+Dous81KhL/xPqNfmsF/HR0SQ+2fGhQdGxs4qSgDpMxIf46AjoURf+JBmUtbuq0run7pzyXEGJ**NY05pJsPR45u9t/leSrNj27XfPObVrvPjvKY90q4K0aDoOg816tL/hHpNPutFfHQ0iU**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**KpWKnDt3Tv70l0flra+vO5sTGBwaFBoUYz5stjduDTe4SIOi6z20qEv/E9q15FEf4qOjSnyy40ODomNnFSUBdZiID/HREdCjrvzBM//Dw8Ny6dIlef/DT+Sltwbkw/66c4JBGZ0UJmJgxYHhkTEaFF3qQUZd+58gL8pjpYiPDibxyY4PDYqOnVWUBNRhIj7ER0dAj7ryB3esR0dH5erVq/LVV1/J7//8nHyw/Y58sL3ulBoGZUJklIkYtOAAfsFrZGS08QV5rqDoeg8t6tr/hHY9vutDfHREiU**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**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**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**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**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**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**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**gHElxHEhK88wqQHH48ebPjlprEFeF4OCyVW8D7fRGc6p3QFOumkWv652fA7SoHjQQpl00IwXmC+Ad0k6iHPWzCNcV9JNuTh3Ur1MPLSVwqS6xvdxBWVet/TurMg3h+rOCQIcr0ow6Ydff7kB23i9Tv76JXls4zHXz6ZsCMOUhYHila45dz9jvxFOUh20WFL55jzxLc4ZPe+na9Y1Ppv98S06l+g+fDYD3flL1xr1Rxz74udK+zk0g/Lw9C75+kDNWQfQUmhaSNs2NvnB6ceffEqi+orzFrGoDmzKnYp5QjQoPsaEsmkB/V4Sn9GvIhbVQpTHiKHfjO4z7+OaMfvN9tDh4/cc1+oYHGv66YE9++85HnHot3**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**oktoULL9gozhK/iRdfAyXJuK29AMyuMv9XiZlNGgtNaT0U6aCZk5xqy6oH827ztdPzQor**jjYGxzCXwBynHefPek5zg7UT9UGDMqdbPumrSO+eunPq9LvGWQUQPS7N8/rR4+LvUY62AhTP3+wzxGlzN9xGvOiY0EGlGUib1Qv7QzQo63bVnHUALU1FLYCvmDhpbc5Y8uQjOIMys8eLDsqkBfSRtv1pGp6jXJs+OlomxgdfY0203BDeh2ZQnlnQ60ULnTwmYMz3MR9pB79wo7pTxyUalDnd8jENCidVkSXcojqREA3KWhoUaqENWgjNoDxGg0IdtEEHGHtoUJJvYhQ1LvM84eBPgzKnWz7qq8ja3XXnhDsEY5PCRAysODAyXpPh4REvP6MH7qV9xX/F629PdMmaXTVnHUBL1AL7gTR9YYgGxceYQC1QB2l0gLyhGZSnF/RyTOCcxmpOk5brrfLToMCgbKFBaUUUxv0PtEEalAEaFHLdP9dbYUqDUjzmrdqE8fa0CQ1Ke3An38PDfcoblJfmdMsHWyqyZlfdOfGucXgED7nTCc6gPN4ln+2sOesAWqIWqIU02gvNoDw6s8eLDqgF6iCNDpA3NIPy1PxeL1rgmEAtpNUCDcqvBmX1rrq4JgqQAkwjwFANiqsOcDy1QC2k0UKIBsWHDqgF6iCNDpA3NIMyfX6v89yIOqAO0uoA+WlQ5nTL+5sr8tlA3TlxUkYRphFhaAblr493yac7a846gJaoBWohjRZuj07K2NiY3LlzJ+1Xqe7JD+6lfcW/j/WPGT1edEAtUAdpdIC8wRmUeb1etMD8dZs/AAASZklEQVQxgVpIqwUaFBqUtnz5KS1Ry5g/SIOygwaljFwL/ZpoUDh5CZ2jRdWPBoVaKIproZ8nWIOy/+glySvtGTwnfQNHpXfDdnnk6Tny3vcV+XSg7px4h4AdSxrBw6BUKsMyPj4hE5NVmazWMidwL61e9h25KFEt3PfgTPlkR81ZB9AStUAtpNHC7ZHJxi/aueoAGvKhhQefW+5FB9QCdZBGB8gLg+JjTPChhZ73VssT83q9aIFjArWQVgs3b91uqxaazamm2SzR4+Asr2q1Kjdu3JChoSHBl+RXfl+RVTvrzokCpADTCDC0FZS/PN4ln/TXnHUALVEL1EIaLcCghPSI1yMv9njRAbVAHaTRAfLeqoxa/fQ8DEirF/rhtK/o4459fX0Ng8L5EXmclsc+8ge7gmIjKh8GZebsbnn3u4p8sqPunDgpo4jTiHJkLKz/QfnLY13ycX/NWQfQErVALaTRQogGxceYQC1QB2l0gLzBGZS5vRwT+D8obfkqwJQ1KDdv3vx1BWWJrPiuIh/vqDsnTso4GKUZjKIGBXetXF4ud8qMFmBQPtpec9YBtEQtUAtptGAMiqsOoCEfWnj4xR4vOqAWqIM0OogalFZayHsFBeMCVlAen9vrRQscE6iFtFowBqWVFmzmTmnHBW0BJNdHvGq1mkB8p0+fludfmi89X1+nAHmHoPA7BMOjVRkd/WU531WAacUHQeOceNzRaOHZV16XD7ZVqQVqoXAtVIbHZWJissFJm8FGy+NDCw88+ZoXHdCgcFKWdlJ249Zw4xGvVmNCEQZl69Zt8veZH3nRAg0KtZBWC7cqdlrQxgMTSzsutNWgVCoVOXfunLy6eLks7b0kH/XXnRMFSAGmESAmZSMjI1aDkRFZs21a8aEcDIAw60YLj0x/RVZuHnXWAbRELVALabTQzjtlSVr43f3TveiAWqAO0ugAeW0nZXkalOi48Ie/L/CiBY4J1EIaLYxO1Bs/IgQutjLrzeZF0f1p50htMyj4rf3h4WG5dOmSrHj3fXluyffyYX/dOQGA0UlhIgZWHLhZGZHJycm2GRSIN6qFT1Z/LovXnHXWAbRELbAfSNMX3rh524sOwOm0A5EZxKJa+PtjL8o731aoBfblVn15Gq6reTEpu2131zgvgxIfF/725Fz5YHvNWQscEzgmqNyP9TUj43fktqUWTB+ubdOOC20zKHBjeLTm6tWr8uWXX8r/+x8z5IPtdefUEOCEyCgTMWjJgV/uDsCgYGLkeocgrfiMkKNa2PTt9/I//tHtrANoiVpgP2DbD+K7WLeHR7zoALz2oYWPPlktTy36hlpo2Y+R57Y8t8n3y3exxq20kKdBiY4L69Z/Iws+GXLWAscEasVGAybPrdtjjXm6j/lRlnGhrQZlfHxcfv75ZxkcHJSeFR/Iy2/vpQA5GBVmrMzjXfgOiA8BukzKolqY/twsef2LH6gFaqEwLeCZe186yDIQRc16VAv/4z+elhXfj1EL1EJhWrhVGbHWQt4GxWhh07ffyr/+l4eoA+qgMB2MjtdleHjUWgumD9e2aedIbTMouAgMiHj2/tSpU9Lf3y9/m75QVmyZkPe21TMn3iHgHQLj/rUtli5vVYa9Pd4FPqcVnxEy7pRhFcdo4fP1X8p/+fOszBow+qEWqAVNAyaGH4rA6omv54x9auGrjZvk4VlrqAVOzAqZmFVGJhr/BWSrhbwNSnRc+GjVOnnp7b1OWuCYwDHB9Puttjcro95+QMjMddLOkdpqUNAJ4DGvK1euNFZR1qxbL//7f39aVmyZzCxCCpACbCU8mJPrNysN7oVw1xjijWrh4MGD8sZbK+SP03sy6wAmhVqgFlppYXis1nje3qcOXAxKkhbmLlwq0xdtohZoUnI1KXi0C989SaOFPA1KXAtff/ONPPD3p2X2+0cya4FjAseEVmMC4ni0a3jYfiURXLV5dZRBMXeO8ROr58+fl127dsmqz9bK//r7J2T51xVZubWeOlGAFKAmQEzIbvxqTnx9Od4IM634zHHY4hEz1AdaOHv2bEMLq9eul39/bJm88/1Eah1AO9QCtaBqYbTqfRXRcNq3FmbNfU0em/eVvNt3h1qgUfFuVIw5STsm5G1QksaFZ19aKC+vOEAdUAfedYBf7bo1PN4wJ2m1YPp+bZt2XGjrCoqZmOE5y+vXr8vJkycbj3p99Mln8uzL3fK3GavkzW9upxIiJ2WclCVNyrBqgl/swh0y8A3iS3OnTBOdiaUVnzkOW5h1DEZjY2ON72UZLcxd9Lb84YGnZfqi76TnuzFqgYOS86AEk45/yq5UbueiA/A5Dy2s+myd/Mfj8+Wlt/fLii1VaoFacNbC7dGq3Lh1W27dqmTSQt4Gpdm48LeHnmjcyJ370clUpp3zI86PkuZHMCYw6ddv3JLhkV9+2dT3/CjLuNB2g4JKm8dbrl27JsePH5cdO3bIhg0bZMXKD+TJF+bLX6Yvkv/61/nycNfn8tj8jWqCAPHlZyZigDsBeI4SAxCMCf7vJC9zkkV8OCb6wmAELaCeRgsrPlgnGzdulJXvfyz/9x8elN8/MFP+8Ei3/GPul6oOoBNqgRow/SCW7BtauFlpGBPoYGJiwrtJN3x2MSgoI0kL27dvb2jh/Q9XyX/703T573+fI/c98aY8Om8DtcAxz3rMb2jh1ojc/NWYuG**4OiaeGDDz+SB/72D7nvwZly36Ovyp+ffY86oA6sdYCxAVq4dXu08VTJzZu3GvOjkMaFIAyKGYzwfZQff/yx8e/yBw4ckG3btsk333wj69evl97eXnmr5+2WCQPjyOhoMAm/IR1SfUKrS674/GpIMACZQcgsW/r41S4zGTNb10mZGYxw58Jo4fON2wVa2Lp1q3z99dcNLSxfvrylDqCV0LSQB/dy5U9A/UhW7O7iE9ECBqA8dQAe56EF/JhKXAtvvvmWkxbu4lOCts7KEe24MuKDVWpfY0IRBiVpXEjSwltv9bTUQtFjQhn5o+klbayt+IyMNp7Y8KUFMw/StmnHhSAMihEg7h6j87hx44ZcvnxZhoaG5NChQ7J7924ZGBiQnTt3tkwAAINvKGl07JfHiUKpT2j1KAofTPrBLxiTPMwJOJxW**EbAw7tLBl55GGFvDIF7SwZ8+ejtVCHtwrij951L2IMuP4QAdm6T4vHeSlBTwGjHHBpxbi+BTRJp10jjLj40MLRRmU+BwpqxaKnh+VmT8+dBwKPj600Gw+E**do4UjEExAsSgiYbHHeRbt241VlTwK1/4x/mLFy+2TAAAE9FQ0vjEL/9SHkp9QqtHEfhETQkm/3m90opPqwfqiXr**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**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调剂也是按照入户时间排序下来的。
问了老师,以后初中回户籍对口。
但是未来形式会不会变就不知道了。
你这是要问小学还是初中 西南位育根本不搭届的好伐,人家是民办中学 没有固定的,每年都可能有差别 感谢分享… 汇师南也不对那两个学校啊 eTang 发表于 2021-03-31 19:21
西南位育根本不搭届的好伐,人家是民办中学
2019年新建了一个西位实验小学 入户年限不够是被调剂,西边田三,汇师南,康宁可选,东边东二,汇师南可选。摇号失败回来是统筹。先调剂再统筹,调剂人数满了的学校不再接受统筹。每年根据人数情况,调剂校会变化的。 eTang 发表于 2021-03-31 19:21
西南位育根本不搭届的好伐,人家是民办中学
估计他说的是西位实验小学 图都是错的,去年求知统筹只有四个选项:田三,东二,康宁,汇师南。 之前开帖也问过,从大家的回复来看,坐标东求知,有调剂机会的话还是选择汇师南,对口初中的选择会比东二好。 fxkitty 发表于 2021-3-31 17:19
你这是要问小学还是初中
是想问小学会被统筹到哪里去,因为听说调剂是给两个学校做选择。所以想研究下。 陆小6 发表于 2021-3-31 23:54
入户年限不够是被调剂,西边田三,汇师南,康宁可选,东边东二,汇师南可选。摇号失败回来是统筹。先调剂再 ...
感谢,今年求知招9个班级,比去年还要少一个。所以我们这种2年的肯定是被统筹了。 BJTJT 发表于 2021-04-01 12:20
感谢,今年求知招9个班级,比去年还要少一个。所以我们这种2年的肯定是被统筹了。
那先去摇号啊 还能多一次机会 对口求知的 选择的学校都不会很差 BJTJT 发表于 2021-04-01 12:20
感谢,今年求知招9个班级,比去年还要少一个。所以我们这种2年的肯定是被统筹了。
要不要建一个群呀…怎么办 22年入学求知,这两天也开始焦虑了 24年入学求知,有点担心 黑色苹果 发表于 2021-4-7 21:18
要不要建一个群呀…怎么办
今年汇师总校多出来的会被统筹去汇师南,不太会有名额留给求知多出来的人了。现在何去何从只能随缘了。 BJTJT 发表于 2021-04-15 15:54
今年汇师总校多出来的会被统筹去汇师南,不太会有名额留给求知多出来的人了。现在何去何从只能随缘了。
是的…只能安静的等了 楼主下面画出来的初中意思是啥?是说如果被调剂或者统筹到下面的小学,那么初中就要读对口被调剂或者统筹去的小学了吗? 不能回田三了吗? 李强尼 发表于 2021-4-15 20:49
楼主下面画出来的初中意思是啥?是说如果被调剂或者统筹到下面的小学,那么初中就要读对口被调剂或者统筹去 ...
不确定以后徐汇初中是户籍对口还是学籍对口!如果还是户籍对口,那还有可能回对口初中。不过如果还是有年限要求的话或者对口人数大于学校招生人数,不就一样要被统筹么。感觉小学被统筹的,初中会不会也是一样有统筹风险。 BJTJT 发表于 2021-04-16 08:56
不确定以后徐汇初中是户籍对口还是学籍对口!如果还是户籍对口,那还有可能回对口初中。不过如果还是有年限要求的话或者对口人数大于学校招生人数,不就一样要被统筹么。感觉小学被统筹的,初中会不会也是一样有统筹风险。
我打过电话问过了,还是有风险的。
工作人员说,只要是学籍是徐汇区的,可以回户籍对口初中排队,既然当初小学的时候排队被统筹,那么初中还是有可能被统筹的。 李强尼 发表于 2021-04-17 19:05
我打过电话问过了,还是有风险的。
工作人员说,只要是学籍是徐汇区的,可以回户籍对口初中排队,既然当初小学的时候排队被统筹,那么初中还是有可能被统筹的。
从这个意义来说,对口小学学籍+户籍,是最为保险的 李强尼 发表于 2021-4-17 19:05
我打过电话问过了,还是有风险的。
工作人员说,只要是学籍是徐汇区的,可以回户籍对口初中排队,既然当 ...
就是这个道理,感觉小学会被统筹,初中也逃不掉这个过程 不知道去年博民办摇号失败回来的都被统筹到哪里了,楼主知道吗 李强尼 发表于 2021-04-17 19:05
我打过电话问过了,还是有风险的。
工作人员说,只要是学籍是徐汇区的,可以回户籍对口初中排队,既然当初小学的时候排队被统筹,那么初中还是有可能被统筹的。
那是算户籍学籍对口排队,还是算户籍对口,学籍不对口排队? 紫未央12 发表于 2021-04-27 14:36
那是算户籍学籍对口排队,还是算户籍对口,学籍不对口排队?
工作人员的说法是都排队,那户籍对口,学籍又是对口这个学区的肯定排在前面啊,户籍对口,当初被调剂走的学生,虽然学籍也是徐汇区的,但是学籍不直接对口这个学区,所以排队要靠后 陶陶 发表于 2021-04-26 16:56
不知道去年博民办摇号失败回来的都被统筹到哪里了,楼主知道吗
去年有师三,汇师南 BJTJT 发表于 2021-4-30 13:47
去年有师三,汇师南
摇号失败还能去师三,汇师南?:lol 不是初中可以户籍所在选择 不要看小学的吗 BJTJT 发表于 2021-04-19 09:46
就是这个道理,感觉小学会被统筹,初中也逃不掉这个过程
感觉也不是,比如田三初中对口田三小和求知东,田三小的人户一致就录取,求知东要三年多了,等升初中的时候按户籍年限,田三小的反而不占优势吧 有没有调剂后收到短信的?还是说要等到第二批验证后才能确切收到录取通知? hova1985 发表于 2021-04-09 10:29
22年入学求知,这两天也开始焦虑了
22求知,你有群吗 BJTJT 发表于 2021-05-24 11:33
有没有调剂后收到短信的?还是说要等到第二批验证后才能确切收到录取通知?
楼主最后进哪里?
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