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  2. AOL

    login.aol.com/?lang=fr-FR&intl=fr

    x. AOL fonctionne mieux avec les dernières versions des navigateurs. Vous utilisez un navigateur obsolète ou non pris en charge, et certaines fonctionnalités de AOL risquent de ne pas fonctionner correctement.

  3. Ophelia - Wikipedia

    en.wikipedia.org/wiki/Ophelia

    Ophelia (/ oʊ ˈ f iː l i ə /) is a character in William Shakespeare's drama Hamlet (1599–1601). She is a young noblewoman of Denmark, the daughter of Polonius, sister of Laertes and potential wife of Prince Hamlet, who, due to Hamlet's actions, ends up in a state of madness that ultimately leads to her drowning.

  4. Differential form - Wikipedia

    en.wikipedia.org/wiki/Differential_form

    This form is a special case of the curvature form on the U(1) principal bundle on which both electromagnetism and general gauge theories may be described. The connection form for the principal bundle is the vector potential, typically denoted by A, when represented in some gauge. One then has

  5. Special’ two-legged bear spotted walking through West ...

    www.aol.com/special-two-legged-bear-spotted...

    In 2014, hikers in New Jersey began sharing photos and videos of another bi-pedal bear who came to be known as “Pedals.” Unlike his brethren in West Virginia, Pedals was unable to walk on all ...

  6. Special Edition Part 1 - Wikipedia

    en.wikipedia.org/wiki/Special_Edition_Part_1

    Special Edition Part 1 is the sixth studio album by New Zealand band Fat Freddy's Drop. The band's first release in four years since Bays (2015), Special Edition Part 1 was written intended to be the first part of a double-album. The album featured the singles "Trickle Down" (2018) and "Kamo Kamo" (2019), and reached number four on the New ...

  7. Imaginary unit - Wikipedia

    en.wikipedia.org/wiki/Imaginary_unit

    As a complex number, i can be represented in rectangular form as 0 + 1i, with a zero real component and a unit imaginary component. In polar form , i can be represented as 1 × e πi /2 (or just e πi /2 ), with an absolute value (or magnitude) of 1 and an argument (or angle) of π 2 {\displaystyle {\tfrac {\pi }{2}}} radians .