• The dark green hexagon is the focus of the system; the light green hexagons are the supporting elements.

    深绿色的六边形是这个系统的焦点;浅绿色的六边形是辅助性的元素。

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  • Some primary shapes include circles, squares, triangles and hexagons all of which appear in nature in some form or another.

    一些基本形状,如圆形、方形、三角形和六边形都在自然界中以某种或其他形式出现。

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  • To start with, the classic black and white soccer ball, stitched together from 32 panels of pentagons and hexagons, has deeper grooves.

    首先,经典黑白相间的足球,由32片五边形和六边形缝合而成,沟槽更深。

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  • Select adjacent hexagons to form words.

    选择相邻的六边形组成单词。

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  • The stimulus matrix containing 61 hexagons was generated.

    刺激图形由61个小六边形组成。

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  • They could be rectangular, hexagons, or any shape, really.

    它们可能是矩形,六角形,或任何形状,真的。

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  • And it's the same shape and structure as a soccer ball - with 12 pentagon, and 20 hexagons.

    它和足球的形状和结构一样——由12个五边形和20个六边形构成。

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  • The gate hairpin comes in the shapes of squares, rectangles, diamonds, hexagons, octagons, and etc.

    门簪有方形、长方形、菱形、六角形、八角形等样式。

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  • C_(60) is one kind of fullerene with high conjugated cage-types structure. Its covalence between two hexagons has high reactivity, which behaves as addition reaction of double bond.

    是高度共轭的笼状结构的碳素体,分子结构中六边形环间的共价碳碳双键是富电子区,反应性能与烯烃有类似性,主要表现为双键加成。

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  • A mechanical model of two-dimensional cellular materials with negative Poisson's ratio, composed of partly re-entrant and partly regular hexagons, was proposed based on rotation mechanism.

    基于旋转机制,提出了一种具有负泊松比效应的、由部分内凹以及部分规则六边形组成的二维多胞材料力学模型;

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  • To characterize some properties of these 2-resonant hexagonal systems in which any two interior hexagons have no common edge, and offer a kind of method to construct this kind of hexagonal system.

    刻画了任意两个内部六边形都无公共边的2 -共振六角系统的一些性质,并且给出了一种构造这种六角系统的方法。

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  • And Rene Descartes once wrote, "so perfectly formed in hexagons, and of which the six sides were so straight, and the six angles so equal, that it is impossible for men to make anything so exact."

    而勒奈•笛卡儿曾写道:“如此完美的六边形,六个边是那么的直,六个棱角是那么的对称,简直就是天斧神工。”

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  • And Rene Descartes once wrote, "so perfectly formed in hexagons, and of which the six sides were so straight, and the six angles so equal, that it is impossible for men to make anything so exact."

    而勒奈•笛卡儿曾写道:“如此完美的六边形,六个边是那么的直,六个棱角是那么的对称,简直就是天斧神工。”

    youdao

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