菱形图形

This diagonal is not a straight segment line but a small lozenge (diamond-shaped figure), whose acute angle is

这个64=65的几何谬论源自于四块图形的边，它们拼起来的长方形的对角线不是直线的，是一个菱形，它的角度是

And the geometry-patterns is using triangle, rhombus, and square,etc patterns to make

其中的几何图案就是指用三角形、菱形、正方形等图形组合而成的，如果装饰在墙壁上，远远看会产生立体的感觉。

A four-sided planar figure with a diamondlike shape; a rhombus that is not a ''.

菱形钻石形状的四边平面图形；不是''。

The Majorelle Garden is a botanical garden in Marrakech. It was designed by the expatriate French artist Jacques Majorelle (1886-1962) in 1924, during the colonial period when Morocco was a protectorate of France . The special shade of bold cobalt blue which he used extensively in the garden and its buildings is named after him, bleu Majorelle.The garden has been open to the public since 1947. Since 1980 the garden has been owned by Yves Saint-Laurent and Pierre Bergé. After Yves Saint Laurent died in 2008 his ashes were scattered in the Majorelle Garden .Posted by letmekiss at Sunday, April 05, 2009 Links to this post

法国景观艺术家马裘黑 Jacques Majorell 在1919年第一次来到马拉喀什，被其丰富色彩所著迷，而以沙漠植物盖了一栋风雅平静的花园别墅，作为创作的灵感缪思基地，这座以蓝色为基础的绿洲花园，装饰著伊斯兰工艺雕刻几何图形廊柱与瓷砖，星月图形、五角、十角、菱形等等纹饰，既精准又喧哗的色彩，令人心神荡漾，后来连法国服装大师圣罗兰看了这栋花园，二话不说将它接手作为私人宅邸。

A four-sided planar figure with a diamondlike shape; a rhombus that is not a square.

菱形钻石形状的四边平面图形；不是正方形的菱面体

The researcher finds that with the analysis of the process of activities, the conduction of the games assist junior one students in clearing the misunderstanding of the different definitions, characteristics and qualities of quadrilaterals. Furthermore, it actively constructs and recognizes the notions of "parallelograms include squars, rectangles and rhombuses". In the end, the researcher proposes the adoptable organic solution to "rectangles include squars","rhombuses include squars" and "squars are the overlapping of rectangles and rhombuses" during the process of activities in the suggestion.

最后，经过研究者对活动历程的分析发现，透过此游戏的进行，协助了国一学生厘清对不同四边形定义、特徵与性质的迷思概念，并主动以非形式推论的方式建构且理解「正方形、长方形、菱形均包含於平行四边形中」，至於「正方形包含於长方形」、「正方形包含於菱形」与「长方形与菱形共同会包含到的图形是正方形」的概念，研究者在本文的反思与建议中，亦提出了活动历程中可采取的机制方法。

Do you know, i need you to come back

你知道吗，我需要你回来

Yang yinshu、Wang xiangsheng、Li decang,The first discovery of haemaphysalis conicinna.

1〕 杨银书，王祥生，李德昌。安徽省首次发现嗜群血蜱。