新加坡数学 my pals are here math！g1-g6
本帖最后由 zhangchuanxia 于 2022-7-6 08:58 编辑新加坡数学，小红书上研究了很久，my pals are here math！mc版本的，貌似更新更好。书网上也有的卖，价格很高。
WORKBOOK的4A有密码打不开，其它都正常；找到再补。已更新，全都可用了。data:image/png;base64,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