Screw

A screw is a type of fastener, sometimes similar to a bolt (see Differentiation between bolt and screw below), typically made of metal, and characterized by a helical ridge, known as a male thread (external thread) or just thread. A screw is an inclined plane wrapped around a nail. Some screw threads are designed to mate with a complementary thread, known as a female thread (internal thread), often in the form of a nut or an object that has the internal thread formed into it. Other screw threads are designed to cut a helical groove in a softer material as the screw is inserted. The most common uses of screws are to hold objects together and to position objects.

A screw will usually have a head on one end that contains a specially formed shape that allows it to be turned, or driven, with a tool. Common tools for driving screws include screwdrivers and wrenches. The head is usually larger than the body of the screw, which keeps the screw from being driven deeper than the length of the screw and to provide a bearing surface. There are exceptions; for instance, carriage bolts have a domed head that is not designed to be driven; set screws often have a head smaller than the outer diameter of the screw; J-bolts have a J-shaped head which is not designed to be driven, but rather is usually sunk into concrete allowing it to be used as an anchor bolt. The cylindrical portion of the screw from the underside of the head to the tip is known as the shank; it may be fully threaded or partially threaded. The distance between each thread is called the "pitch".

Screw (card game)

Screw, Moonshine, or Popcorn is a card game where the players try to be the first to lose all their cards. Like Palase, it is derived from the Finnish card game Paskahousu.

Rules

  • The deck is split evenly and each player is dealt four face down cards and eight hand cards. Each player chooses four of their hand cards to place face up over the face down cards: one face up card on each face down card.
  • Now each player has four hand cards. The player with the lowest hand card plays that card in the center. The next person may now play a card equal to or higher in value than the last played. Each player draws one card from the remaining deck each time they play a card. Multiple cards may be played at a time as long as they are the same value.
  • If someone cannot play on the central pile, they must pick up the pile and then play any value of their choosing.
  • once the deck runs out players may not pick up anymore cards but must utilize the cards in their hands or pick up the deck.
  • A 2 is a special card; it is not a low card. Instead, a 2 "neutralizes" the value of the pile, allowing the next person to play any value card they want on the pile.
  • Screw (song)

    "Screw" (stylized as SCREW) was 14th single by the J-pop singer, Kotoko, was released on December 16, 2009. The title track was used as the theme song for Mamoru Oshii's film Assault Girls.

    The single comes in a limited CD+DVD edition (GNCV-0022) and a regular CD-only edition (GNCV-0023). The DVD contains the promotional video for "SCREW".

    Track listing

  • Screw -- 5:25
    Lyrics: Kotoko
    Composition/arrangement: Kazuya Takase
  • Buccaneer -- 5:06
    Lyrics: Kotoko
    Composition/arrangement: Maiko Iuchi
  • Screw (instrumental) -- 5:25
  • Buccaneer (instrumental) -- 5:02
  • Charts and sales

  • Daily chart peak - #11
  • Weekly chart peak - #24
  • Total sales - 4,649 units
  • References

    Duality

    Duality may refer to:

    Mathematics

  • Duality (mathematics), a mathematical concept
  • Dual (category theory), a formalization of mathematical duality
  • Duality (order theory), a concept regarding binary relations
  • Duality (projective geometry), general principle of projective geometry
  • S-duality (homotopy theory)
  • Duality (optimization)
  • List of dualities (Mathematics)
  • Philosophy, logic, and psychology

  • Dualism, a twofold division in several spiritual, religious, and philosophical doctrines
  • Dualism (philosophy of mind), where the body and mind are considered to be irreducibly distinct
  • De Morgan's Laws, specifically the ability to generate the dual of any logical expression.
  • Science

    Electrical and mechanical

  • Duality (electrical circuits), regarding isomorphism of electrical circuits
  • Duality (projective geometry)

    In geometry a striking feature of projective planes is the symmetry of the roles played by points and lines in the definitions and theorems, and (plane) duality is the formalization of this concept. There are two approaches to the subject of duality, one through language (§Principle of Duality) and the other a more functional approach through special mappings. These are completely equivalent and either treatment has as its starting point the axiomatic version of the geometries under consideration. In the functional approach there is a map between related geometries that is called a duality. Such a map can be constructed in many ways. The concept of plane duality readily extends to space duality and beyond that to duality in any finite-dimensional projective geometry.

    Principle of Duality

    A projective plane C may be defined axiomatically as an incidence structure, in terms of a set P of points, a set L of lines, and an incidence relation I that determines which points lie on which lines. These sets can be used to define a plane dual structure.

    Duality (CoPs)

    In the context of a Community of practice the notion of a duality is used to capture the idea of the tension between two opposing forces which become a driving force for change and creativity. Wenger (Wenger 1998) uses the concept of dualities to examine the forces that create and sustain a Community of Practice. He describes a duality thus: '... a single conceptual unit that is formed by two inseparable and mutually constitutive elements whose inherent tensions and complementarity give the concept richness and dynamism' (Wenger 1998, p. 66).

    Some compare the concept of a duality to that of Yin and Yang, i.e. two mutually defining opposites.

    The opposing entities in a duality need to be viewed from a perspective of balance rather than opposition. The term implies a dynamism, continual change and mutual adjustment as the tensions that are inherent in dualities can be both creative and constraining. (Wenger 1998) identifies four dualities that exist in Communities of Practice: participation-reification, designed-emergent, identification-negotiability and local-global.

    Podcasts:

    PLAYLIST TIME:

    Daily Disco

    by: Yello

    Your dancing drives me crazy
    I wanna see it all night long
    DJ could be playing
    Always this one song
    Your dancing drives me crazy
    Your dancing drives me mad
    Please Sue don't be so lazy
    If you don't dance I'm sad
    I wanna see you moving
    And dancing all the night
    The way that Sue is moving
    Is nothing but divine
    And only in the disco
    I know she can be mine
    And when the night is over
    The club is closing down
    I wanna give her anything I got
    I give her just a crown
    I wanna see you moving
    And dancing all the night
    I'm not here for the music
    Or for your eyes so blue
    I got to see you dancing
    To be in love with you
    I wanna get my Daily Disco
    Watch you all the night
    I wanna get my Daily Disco
    Did you get that Sue all right
    I wanna see you moving
    And dancing all the night
    Hey you
    I wanna see your dance
    Cause you're the only one
    And when you dance
    I know you're mine
    I wanna see your dance
    I want it all night long
    Oh Sue you're so divine
    Hey you
    Another night is gone
    Another day is back
    I am walking home and feel all right
    Sun in my eyes
    One thing in my mind
    I hope to see you Sue tonight
    My name is Clinch Dedee
    You're the only one I wanna see
    You're the only one I want to dance
    I'm one of your fans
    I'm one of your fans
    I wanna see you moving
    Dancing all the night
    Don't come any closer
    It's damaging my sight




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