Cybotranik

article

The article element represents a complete, or self-contained, composition in a document, page, application, or site. This could be a magazine, newspaper, technical or scholarly article, an essay or report, a blog or other social media post.

-w3, HTML5

Example

Antalya, Turkey Day Weather

32 degrees

Sunny

30 degrees

Sunny

28 degrees

Sunny

26 degrees

Sunny

24 degrees

Sunny

section

The section element represents a generic section of a document or application. A section, in this context, is a thematic grouping of content. Each section should be identified, typically by including a heading (h1-h6 element) as a child of the section element.

-w3, HTML5

Example

Exchange

If you were to buy a shoe, you would have to give a sack of apples to the person who made the shoes.

Problem

The shoemaker couldn't buy sacks of apples for every shoe he made.

Swap

Instead we needed to use another vehicle to swap.

Money

Nowadays, we have electronic currencies that guarantee the power of exchange.

aside

The aside element represents a section of a page that consists of content that is tangentially related to the content of the parenting sectioning content, and which could be considered separate from that content. Such sections are often represented as sidebars in printed typography.

-w3, HTML5

Example

The texture of the delight should be elastic, should be able to take its original shape after pressing with the finger, and feel soft and slippery in the mouth.

Example

The texture of the delight should be elastic, should be able to take its original shape after pressing with the finger, and feel soft and slippery in the mouth.

Example

Scientists words.

hgroup

The hgroup element represents the heading of a section. The element is used to group a set of h1–h6 elements when the heading has multiple levels, such as subheadings, alternative titles, or taglines.

-w3, HTML5

Example

Mathematics

Arf invariant

In mathematics, the Arf invariant of a nonsingular quadratic form over a field of characteristic 2 was defined by Turkish mathematician Cahit Arf when he started the systematic study of quadratic forms over arbitrary fields of characteristic 2.