谁有关于省份与城市相关的数据库

Question

谁有关于省份与城市相关的数据库

Answer 1

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

Answer 2

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

Answer 3

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

Answer 4

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

Answer 5

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

Answer 6

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

Answer 7

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

Answer 8

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

Answer 9

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

Answer 10

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

Answer 11

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

Answer 12

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

Answer 13

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

Answer 14

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

Answer 15

2OloyAetBdbG0F1z+3O0Y3zzRsgW0Yv+R0YuujaTfTLSdtJdeG0lto6Ob65o53Ry6+Ojl2AdIN9s0g7pBdhHSC7EOkm++aSd0kuxjpJdkG1G/GWo7ai7KNqLsw6Ub85pUso5oaU3Zx0ou0DazfrLWdtZdpG1l2odLNj5pZ3Sy7WOll2wdMN/E0w7phdtHTC7cOmmybwbbZdLxGbeKM3AdONlER4jNxFGbkOnmyqI8Rm5ijN0HUDZZEeIzdRRm7DqJsuiPEZu4ozeBthswiPEZvIozeh1I2ZRHiM3sUZvg6mbNIjxGb6KM34dUNm0R4jN/FGcAOqmziI8RnAijOCHVjZ1EeIzgxRnCDq5s8iPEZwoozhh1g2fRHiM4cUZxA6ybQIjxGcSKMtw/4NoUR4jOKFGcWOtG0SI8RnGCjONHWzWiI2yjpaoqccKM48dcNaYjxGcgKMt4/5NpER4jORFGckOumtUR4jOTFGcoOvGtcR4jOVFGctksLlbT51+bBNhmxTY5sk2WbNNnm0TaZtU2ubZNtm3Tb5uE3GblNzm6TdZu03ebxN5m9Te5vk32W02meDba1nHkZy4ozmKdfsbTpYHiM/0KMuA7AbUIjxGcyKM5odhNbIjxGc2KM5wdiNqcR4jOdFGc8Oxm1WI8RnPijOgHZDavEeIzoRRnRDsptZiNso7XUVOjFGdIOzG1qI8RnSijOmHZza5EeIzpxRnUDtBtdiPEZ1Iozqh2k1tiPEZ1YozrB2o2wRHiM60UZ1w7WbYojxGdeKM7AdsNs0SuJU7EUZ2Q7abaIjxGdmKM7QduNtUR4jO1FGdsO3m2yI8RnbijO4HcDbdEeIz/YozuR3E24RHiM7oUZ3Y7kbcojxGd4KM70dzNukR4jO+FGXEd0Nu0R4jO/FGXId1NvER4jPAFGXMd2NvUR4jPBFGXQd3Nv0RtlG3Sip4Qoy6jvBuAiPEZ4Yoy7DvJuCiPEZ4goy7jvRuEiPEZ4ooy8DvZuGiPEZ4woy8jvhuIiVxKnjijL0O+mt0R4jPIFGXvJYXLfj53+cBOBnBTg5wk4WcNOHnETiZbpxU4ucZONnHTj5yEt85GclOTnKTlZy05ecxP9S4TmZvxuLlFnHkZ5Iozyqd/sbjZYHiM8sUZfB4A3HxHiM8wUZfR4E1viPEZ5ooy/DwRuSiPEZ5woy/jwZuUiNso1qqKnnijMAPCG5aI2yjS9RU9AUZgR4U3MRHiM9EUZgh4Y1wiPEZ6QozBjw5uaiNsovCqKnpijMIPEG5yI8RnqCjMKPEm56I8RnqijMMNuN0ESuJU9YUZhx4o3RRG2UWG1FT1xRmIHizddEbZRIJUVPYFGYkeMNc4jbKGU6ip7IozFDxprpEeIz2hRmLHjjXWJZoX8JU9sUZjB4812iN/uFyzfcGhmNHkDXeJXavujQz3ht5rxErtX3xoZ8A8ia8xK7V+EaGfEPJGvUSu1fjGhnyDyZr3ErtX5RoZjh5Q3lRK7V+YaGfOPKmvkR4jPoFGfSPLGvsR4jPqFGfWPLmv0R4jPsFGfaPMGwMRtlCb6ip9woz7x/0bBRHiM/AUZ+I3A2DiPEZ+Qoz8x5k2EiVxKn6CjP1yWFy5o+ebnOTnZz05+dBOhnRTo50k6WdNOnnUTqZ1U6udZOtnXTr52E7GdlOznaTtZ207fIhZc0bCywWcbIz9hRmPp5s2GlFnWRn7ijP4HnDYeI8Rn8ijMm0E3OzYLKA5Z1lxbOsFTJ9BsLcoHnjbFKLHEqZSKMyoefNskRuxf1ugiiplYozLB6A2zRHiMy0UZlw9CbaIjxGZeKMzAeiNtURtlxQWoqZiKMzIejNtkR4jMzFGZoPSG26I8RmaijM2HpTbhEbZcVZqKmbijM4HpjblEeIzORRmdD05t0iVxKmdijM8HqDbtEs4IlTPRRmfD1Jt4iN3atRUz8UZoA9UbeojxGaCKM0IerNvkR4jNDFGaIPWG36I8RmiijLQPWm4CI8RmjCjLSPXG4KI8RmjijNIHrzcJEeIzSRRlqHsDcNEbZcP5UVNKFGWsexNxER4jNLFGaYPZGt0RtlwlFRU00UZpw9mbi4jxGaeKM1Ae0NxsRtlwVuoqaiKMtg9qbj4jxGakKM1Me2Nb4jbLg2tRU1QUZqo9ubkojxGasKM1d97GTW3/2t0Ni//wUmq5NqGTf+9WvJt5//PJpLaNj3K0bDx/B7/b+D4K0blv/AW7g97tls1W2ax/9upWya7lGcf+4OBv/eWddX5of/fxHrJv/3ya73/znlNPH+38//Pej+5/9IxD17AEAHAA==

Answer 16

??
我又b/s得html
要不要 
文本的
?

Answer 17

最好是数据库格式的了,比如Access,Execl等

Answer 18

上面是一个压缩的excel格式的中国地区代码表。
将上面的那堆码顺序的copy到记事本中，重命名为*.eml格式。双击可以下载。
具体参见
http://expert.csdn.net/Expert/topic/2189/2189515.xml?temp=7.957095E-02