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This encoding was not satisfactory on performance grounds, among other problems, and the biggest problem was probably that it did not have a clear separation between ASCII and non-ASCII: new UTF-1 tools would be backward compatible with ASCII-encoded text, but UTF-1-encoded text could confuse existing code expecting ASCII (or extended ASCII ...
The Department of Education (abbreviated as DepEd; Filipino: Kagawaran ng Edukasyon) is the executive department of the Philippine government responsible for ensuring access to, promoting equity in, and improving the quality of basic education. [4]
Peer pressure is a direct or indirect influence on peers, i.e., members of social groups with similar interests, experiences, or social statuses. Members of a peer group are more likely to influence a person's beliefs, values, religion and behavior.
"Citation Needed" templates are used as a request for editors to add a citation to an existing uncited claim; when such a request isn't met within a reasonable amount of time, such claims will usually become subject to removal. These templates do not give a user free rein to make whatever claims they want without citing a source.
Web design encompasses many different skills and disciplines in the production and maintenance of websites.The different areas of web design include web graphic design; user interface design (UI design); authoring, including standardised code and proprietary software; user experience design (UX design); and search engine optimization.
The Lagos Plan of Action (officially the Lagos Plan of Action for the Economic Development of Africa, 1980–2000) was an Organisation of African Unity-backed plan to increase Africa's self-sufficiency. [1] The plan aimed to minimize Africa's links with Western countries by maximizing Africa's own resources.
A Voluntary Product Accessibility Template (VPAT) is a template containing information regarding how an Information and communications technology product or service conforms with Section 508 of the Rehabilitation Act of 1973, as amended (29 U.S.C. § 794 (d)).
Möbius geometry is the study of "Euclidean space with a point added at infinity", or a "Minkowski (or pseudo-Euclidean) space with a null cone added at infinity".That is, the setting is a compactification of a familiar space; the geometry is concerned with the implications of preserving angles.
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