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Bracteata How to several tangelo cheap, adequate housing before Ding-Mei and salt.

岂数桔柚贱,宅鼎始足盐梅和。

J. Li in leaf shape, but differs by plants taller, up to 160 cm, rooting at 20–26 base nodes, adventitious roots 10–16 cm long, pedicels longer than bracts, 4–5 mm long. The pollen morphology, tepal and fruit microcharacteristics of the new variety and its relatives were comparatively observed under the scanning electron microscope.

该新分类群为一年生草本,基部平卧,多分枝,无毛,下部自节部生根,尤以总状花序呈穗状,顶生或腋生,长3–6cm,花排列紧密,花梗纤细,紫红色,花梗远伸出片外,花淡紫红色,果实深褐色,大小约1。

Male inflorescence a spike, raceme, or thyrse, sometimes branched, sometimes gathered into a terminal panicle by reduction of subtending leaves.

雄花序穗状花序,总状花序,或聚伞圆锥花序,有时分枝,有时聚集成一顶生圆锥花序具减小的叶。

Thyrse profusely forked, numerous flowered; bracts triangular, apex acute.

聚伞圆锥花序大量地分叉,许多花;片三角形,先端锐尖。

Thyrse shortly cylindric-conic; branches compound; bracts subulate, small.

聚伞圆锥花序短圆筒状圆锥形;分枝复合;片钻形,小。

Male flowers (3-)5-7 in cymules, pedicellate; bracts triangular, pilose to ciliate, at base with a pair of elongate-spheroidal to elliptic glands touching axis of thyrse and sometimes decurrent; calyx with 3 sepals, fused at base; petals and disk absent; stamens 3; filament and anther of similar length.

雄花(3-)5-7在小聚伞花序,有花梗;三角形的片,具柔毛到具缘毛,在基部具一对拉长近球形到椭圆形腺体与轴接触和有时下延;花萼具3萼片,在基部愈合;花瓣和花盘无;雄蕊3;相似的长度的花丝和花药。

Inflorescence terminal, occasionally axillary, a corymbose cyme, umbellate cyme, or thyrse; bracts deciduous.

偶有,花序顶生,伞房状聚伞花序,伞形聚伞花序,或聚伞圆锥花序;片早落。

Inflorescence a solitary umbel; peduncle not articulate, usually without a prophyll at base.

片不起皱,完全或者部分早落的在花后。

Scape axillary. Inflorescence usually a terminal raceme or panicle, less often an umbel or solitary flower; bracts small.

花葶腋生。花序通常一顶生总状花序或圆锥花序的,较少通常一伞形花序或单生花;片小。

Inflorescence 1- to several flowered, racemose or umbellate; bracts usually present.

花序1-到数枚花,总状的或伞形;片通常宿存。

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推荐网络例句

You need to lie low for a while.

你们得歇手一段时间

If you do, you may just be pleasantly surprised.

如果你开口问了,或许有意想不到的惊喜。

The philosophy of mathematics overlaps with metaphysics because some positions are realistic in the sense that they hold that mathematical objects really exist, whether transcendentally, physically, or mentally.

哲学的数学与形而上学的重叠,因为有些职位是现实的意义上,他们认为,数学物体真的存在,是否transcendentally ,身体或精神。