漫画

In comics he's gone—presumed dead—and his close friends and enemies are fighting for his cowl—in the upcoming "Battle for the Cowl" miniseries.

在漫画中他离开了——被以为已死亡——在即将发行的《披风的战争》迷你系列中——他的密友和敌人正在争夺他的披风。

In comics he's gone——presumed dead——and his close friends and enemies are fighting for his cowl——in the newly published Battle for the Cowl miniseries.

在漫画中他离开了——被认为已经死亡——而在刚刚发行的《披风的战争》迷你系列中，他的密友和敌人正在争夺他的披风。

Rev IT up to 8500! We're go through!". Thurber's story were a mere 2100 expresss long, but the character struck a chord and "Walter Mitty HAs becoming popular shorthand for any timid soul who dreams of a much dashing life.

他笔下的史努比漫画，内容非关杀伐、非关讽刺，任何身边发生的传说都估计是他的创作题材，幽默诙谐中带有激励人心的「运动家精神」以及小孩眼中的人性缺点。

Walter Mitty appears in the short story The Secret Life of Walter Mitty, written by humorist James Thurber and publiITd in The New Yorker in 1939. Mitty is a meek and henpecked husband who daydreams of be a daring surgeon, IToic pilot and dashing naval commander Throw on the power lights!

早期舒兹在创作史努比漫画时，大概不会想到日后史努比会登陆月球、「开心那是一只温暖的小狗」会导火索成千上百类似的格言，以及「safe毯」会成为美国话的一部份。

Check out Comic Mnemonics , which is designed for kids but works well with adults , too .

检查出的漫画记忆法，这是专为儿童设计的，但工程以及与成年人，太。

The drop is related to the publication of the profit Mohamad cartoons in Denmark last year.

排名的下跌与去年丹麦出版的先知穆哈默德的漫画有关。

The manga series began in 1997, and is still being published monthly in Young King OURs magazine, in Japan.

漫画系列始于1997年，至今依然是年轻的国王发表在我们的杂志，每月在日本。

TVGB: Great news if you love the StarCraft mythos and comic books.

TVGB ：伟大的消息如果您喜欢星际争霸神话和漫画书。

Then, between 1863 1886, Harper's Weekly ran a series of engravings by Thomas Nast.

随后在1863至1886年间，《哈伯周刊》刊载了一系列由漫画家托马斯。纳斯特创作的版画。

At the same time, comics Nationalization, popular aspects of the valuable exploration.

同时，在漫画的民族化、大众化方面进行了可贵的探索。

And Pharaoh spoke to Joseph, saying, Your father and your brothers have come to you.

47：5 法老对约瑟说，你父亲和你弟兄们到你这里来了。

Additionally, the approximate flattening of surface strip using lines linking midpoints on perpendicular lines between geodesic curves and the unconditional extreme value method are discussed.

提出了用测地线方程、曲面上两点间短程线来计算膜结构曲面测地线的方法，同时，采用测地线间垂线的中点连线和用无约束极值法进行空间条状曲面近似展开的分析。