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Rank Bank name Total assets (UAH million) # of branches Website 1 PrivatBank (state-owned) : 727,371 2,243 privatbank.ua: 2 Oschadbank (state-owned) : 281,908 3,205 oschadbank.ua: 3
The following tables compare general and technical information for a number of notable webmail providers who offer a web interface in English.. The list does not include web hosting providers who may offer email server and/or client software as a part of hosting package, or telecommunication providers (mobile network operators, internet service providers) who may offer mailboxes exclusively to ...
E Ink Screen updating, slowed to 25% of real time. E Ink (electronic ink) is a brand of electronic paper (e-paper) display technology commercialized by the E Ink Corporation, which was co-founded in 1997 by MIT undergraduates JD Albert and Barrett Comiskey, MIT Media Lab professor Joseph Jacobson, Jerome Rubin and Russ Wilcox.
Email (short for electronic mail; alternatively spelled e-mail) is a method of transmitting and receiving messages using electronic devices. It was conceived in the late–20th century as the digital version of, or counterpart to, mail (hence e-+ mail).
The at sign, @, is an accounting and invoice abbreviation meaning "at a rate of" (e.g. 7 widgets @ £2 per widget = £14), [1] now seen more widely in email addresses and social media platform handles. It is normally read aloud as "at" and is also commonly called the at symbol, commercial at, or address sign.
Using an alias as an email address gives you all the benefits of 2 email addresses without any of the added hassle. Enjoy conveniences such as one password and a centralized Inbox for all your emails. Launch Desktop Gold. Sign on with your username and password. Click the Write icon at the top of the window.
The minus–plus sign, ∓, is generally used in conjunction with the ± sign, in such expressions as x ± y ∓ z, which can be interpreted as meaning x + y − z or x − y + z (but not x + y + z or x − y − z). The ∓ always has the opposite sign to ±.
Let () be the set of fuzzy sets with domain of discourse, a type-1 OWA operator is defined as follows: [2]. Given n linguistic weights {} = in the form of fuzzy sets defined on the domain of discourse = [,], a type-1 OWA operator is a mapping, ,