鸞字的意思

三株树古巢玄鹤，五粒松低下素鸾。

Three tree nests mysterious ancient crane, the lower five prime Luan loose.

村民的野鸾习俗令我们吃惊。

The barbarian customs of the villagers astonished us.

鸾鸟中间点缀着银色的花枝。

Argent flowers were dotted among phoenixes.

我唯一的愿望是要驱除亲鸾门徒的怀疑。

My sole wish is to dispel the doubts of fellow Shinran followers.

无鸾，你眼中的痛苦，让我的心都碎了。

Wuluan. The pain in your eyes breaks my heart.

有红鸾桃花，感情与人际关系都非常顺利。

Really smooth with love and public relation.

例如青鸾峰这一名字的来历，就很富有诗意和传奇色彩。

For example, the tale about the origin of the name of the Qingluan Peak is one of poetic and legendary flavor.

而姐姐多是站在我的立场，她常说的话是我了解并理解鸾。

And many are standing on my elder sister's position, she often said that I know and understand the loan.

然而，学界对张季鸾的关注度与其产生的历史影响力并不相符。

However, the academic field's attention didn't equal to his influence on history.

文章对张季鸾传统思想展开论述，以求把握张季鸾办报思想的整体脉络。

This article aims to grasp the whole thread of his thoughts on running Ta Kung Pao by expounding Zhang Jiluan s traditional thoughts.

因此，萧鸾不利于操纵朝纲并最终夺取皇权，便精心杜撰出来了一道伪诏。

It was disadvantageous for Xiao Luan to control royal court and usurp state power finally, then he elaborately fabricated the imperial edict.

对此念兹在兹，我曾记载一些亲鸾圣人令人难忘的教诲。它们依旧萦绕我的耳际。

With this in mind I have noted down a few of Master Shinran's unforgettable sayings, which still echo in my ears.

这是关于“中国大陆重庆市丰都县包鸾镇”邮政编码的网页，以及详细地区信息和在线地图。

This is a page about postal code of "Bao Luan Zhen, Fengdu County, Chongqing City, China", with area information and online map.

北京大学社会学系教授夏学鸾认为，大学生之所以会选择分手，是因为那是一条最简单的解决办法。

According to Xia Xueluan, professor of sociology at Peking University, students break up because it's the easiest choice.

这是关于“中国大陆福建省宁德市蕉城区飞鸾镇二都下村”邮政编码的网页，以及详细地区信息和在线地图。

This is a page about postal code of "Fei Luan Zhen Er Du Xia Cun, Jiaocheng District, Ningde City, Fujian Province, China", with area information and online map.

夏鸾翔是晚清较早研究微积分的中算家，据其《致曲术》、《万象一原》，可知他在二次曲线求积问题上得到了比较全面的成果，有的已超过《代微积拾级》，某些成果近似近代的椭圆积分。

This paper discusses Xia's achievements on the integral problem about quadratic curve, some of which were similar to modern elliptic integral and surpassed the level of Dai-wei-ji.

夏鸾翔是晚清较早研究微积分的中算家，据其《致曲术》、《万象一原》，可知他在二次曲线求积问题上得到了比较全面的成果，有的已超过《代微积拾级》，某些成果近似近代的椭圆积分。

This paper discusses Xia's achievements on the integral problem about quadratic curve, some of which were similar to modern elliptic integral and surpassed the level of Dai-wei-ji.