fengxuemei 发表于 2013-3-6 21:53:35

请教购买德逊-乐高邮费,分了三个单子,总重不足1kg,运费为什么是21欧?

请教购买德逊-乐高邮费,分了三个单子,总重不足1kg,运费为什么是21欧

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请教购买德逊-乐高邮费,分了三个单子,总重不足1kg,运费为什么是21欧


fengxuemei 发表于 2013-3-6 21:55:56


fengxuemei 发表于 2013-3-6 21:57:52


qiqifang 发表于 2013-3-6 21:59:49

看不到图。。。

fengxuemei 发表于 2013-3-6 22:00:39

qiqifang 发表于 2013-3-6 21:59 static/image/common/back.gif
看不到图。。。

现在可以看图了

lawrence 发表于 2013-3-6 22:18:50

fengxuemei 发表于 2013-3-6 21:55 static/image/common/back.gif


你应该看下 5649 目测这个应该不是9g 最少要 1.5kg

所以运费21EUR 应该是正确的

fengxuemei 发表于 2013-3-6 22:37:36

lawrence 发表于 2013-3-6 22:18 static/image/common/back.gif
你应该看下 5649 目测这个应该不是9g 最少要 1.5kg

所以运费21EUR 应该是正确的

http://www.amazon.de/gp/product/B002KCNUI0/ref=ox_sc_act_title_1?ie=UTF8&psc=1&smid=A3JWKAKR8XB7XF

5649我看现在活动,标的是9g

lawrence 发表于 2013-3-6 22:38:40

fengxuemei 发表于 2013-3-6 22:37 static/image/common/back.gif
http://www.amazon.de/gp/product/B002KCNUI0/ref=ox_sc_act_title_1?ie=UTF8&psc=1&smid=A3JWKAKR8XB7XF ...


[*]    Größe und/oder Gewicht:       58,2 x 37,8 x 10,3 cm ; 9 g
[*]Produktgewicht inkl. Verpackung: 1,6 Kg

看下面这个 如果是9G运费 下面这个也要是9G才成.


fengxuemei 发表于 2013-3-6 23:18:35

lawrence 发表于 2013-3-6 22:38 static/image/common/back.gif
[*]    Größe und/oder Gewicht:         58,2 x 37,8 x 10,3 cm ; 9 g
[*]Produktgewicht...

明白了,谢谢
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