【已回复】求各位大神指点,想不到什么好方案了
客户一家三口住,有个七岁的小朋友。房子只有35平,一开始是做投资的,结果各种原因要自己住了。。然后阳台那里是飘窗,可以拆除的。
厨房和房间要做个推门隔开。
跟客户沟通的时候提了烘干机,但是客户还是想晒衣服。
原始结构:data:image/png;base64,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
方案:data:image/png;base64,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
考虑的是榻榻米加沙发床的结合。
顺便给你深化好了,那个朋友说小黑屋的好好看细节处理。
好像没有上传图片?
要晾衣服的话就把飘窗拆了,把洗衣机搬到阳台,阳台用来晾衣服,不过原来的阳台应该没有水路吧 卫生间就做一个马桶间和淋浴间的干湿分区,洗手盆就用厨房的就好了 jxqian2 发表于 2020-3-6 16:08
要晾衣服的话就把飘窗拆了,把洗衣机搬到阳台,阳台用来晾衣服,不过原来的阳台应该没有水路吧
没有下水管哦 zxh5445 发表于 2020-3-6 16:15
没有下水管哦
阳台抬高,水管藏在沙发对面那排柜子里面,接到厨房的水管去 给你改成两房了,麻雀虽小,五脏齐全。随手勾画,希望帮能你。
朋友实际室内面积只有28平 流浪的军刀 发表于 2020-3-7 22:10
给你改成两房了,麻雀虽小,五脏齐全。随手勾画,希望帮能你。
硬是给你改成了小黑房
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