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睡前

与 睡前 相关的网络解释 [注:此内容来源于网络,仅供参考]

a.d. Ante decubitum

睡前

a.c. Ante cibos 饭前 | a.d. Ante decubitum 睡前 | a.j. Ante jentaculum 早饭前

a bedtime story

临睡前给小孩讲的故事

He read the children a story. 他给孩子们读了一则故事... | a bedtime story 临睡前给小孩讲的故事 | an account, often spoken, of what happened to sb or of how sth happened (真实情况的)叙述,描述 ~ (about/of...

a bedtime story

睡前的故事

1932 如果我有一百万 If I Had a Million | 1933 睡前的故事 A Bedtime Story | 1933 爱的途径 The Way to Love

Has your father ever read you a bedtime story, Meggie

你爸爸有给你讲过睡前故事吗,梅吉

What is it? When will you tell me what is going on?|怎... | Has your father ever read you a bedtime story, Meggie?|你爸爸有给你讲过睡前故事吗,梅吉? | - You might want to ask him why. - Give me this.|- ...

Bedtime Prayers

睡前祷告词

模 仿 Imitation | 睡前祷告词 Bedtime Prayers | 我很高兴 I'm Glad

Nightcap

睡前酒

88,"hangover","宿醉" | 89,"nightcap","睡前酒" | 90,"proof","(酒精、酒类)的强度标准"

Did you two have a nightcap

你们睡前喝过什么饮料吗

Hell, she even got my wedding ring.|妈的,甚至连我的 结婚戒指她都拿... | Did you two have a nightcap?|你们睡前喝过什么饮料吗? | You think she could've slipped you something?|你认为她有没有 可能放了点东西...

Did you two have a nightcap

你们两睡前小喝一杯了

2 I can't take the smell. 我受不了那气味. | 3 Did you two have a nightcap? 你们两睡前小喝一杯了? | 4 she's nibbling on my earlobe and ... 她轻轻咬着我的耳垂,然后. . . .

You ever wonder what the proctologist thinks about before he goes to sleep

你是否想过直肠科医生睡前会想些什么

The doctor will make you a sa... | You ever wonder what the proctologist thinks about before he goes to sleep?|你是否想过直肠科医生睡前会想些什么? | - 'cause the brain's a funny thing, you know? - cyri...

lullaby for lucas -----standfast

(很轻柔的女声,摇篮曲!睡前必听)

night prayer ------iridio (这条孤独之路还要走多久?何时才能找到那颗最亮的星... | lullaby for lucas -----standfast (很轻柔的女声,摇篮曲!睡前必听) | dry your eyes ----- 3rd storee (超深情的小男孩,很纯真的感...

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推荐网络解释

baldness:禿 頭

Terms 詞 彙 | Baldness 禿 頭 | Birthmark;Nevus 胎 記 , 痣

moss:藓

报春花(Cyclamen)花语:含羞1月15日刺竹(Thorn)花语:严格1月17日酸模(Sorrel)花语:挚爱1月19日松(Pine)花语:健康、长寿1月20日金凤花(ButterCup)花语:童真1月21日常春藤(Ivy)花语:沉静、安详1月22日苔藓\(Moss)花语:母爱1月23

coefficient of variation:变动系数

作为消费者决策的预算约束条件,收入可以进入间接效用函数,而消费作为当事人决策的结果进入直接效用函数(或Marshalllog deviation)就是广义Theil(0)指数,而变动系数(coefficient of variation)平方的一半等于广义Theil(2)指数,