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#pulling — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #pulling, aggregated by home.social.

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  1. Irish pub-goers pay 11 times more tax on a pint than in Spain or Germany, research finds – The Irish Times

    Irish consumers pay 11 times more duty on a pint of beer than people in Spain and Germany,…
    #Spain #ES #Europe #Europa #EU #bar #bartender #beer-alcohol #behind #casualclothing #day #drink #filling #glass-material #Holding #indoors #lager #nightlife #occupation #pintglass #pub #pulling #sideview #tap #working
    europesays.com/spain/73792/

  2. Pulling over to watch the solar eclipse in Spain could get you a hefty fine

    The Spanish traffic authorities have warned that stopping the car to watch the solar eclipse on 12 August…
    #Spain #ES #Europe #Europa #EU #back #bit #could #DGT #eclipse #fair #fines #from #over #pulling #set #solar #the #Watch #you
    europesays.com/spain/61457/

  3. South Island surges ahead as regional economic divide deepens – Kiwibank

    “Interest rates have come down, which is starting to ease pressure, but many households and businesses are still…
    #NewsBeep #News #Economy #ahead #as #AU #Australia #boom #building #Business #deepens #divide #economic #International #island #kiwibank #patchy #pulling #rebound #recovery #regional #south #surges #thanks #tourism #zealands
    newsbeep.com/au/22535/

  4. Recall that a #colimit of a #diagram in a #category C, that is, of a #functor F:J→C, is #given by a #universal [[#cocone]] for F. A [[#co #cone]] for F is a #natural #transformation from F to a #constant diagram,

    Δ(c)=(J→1→cC),

    so that a cocone for F is an #object of a #comma category,

    F↓Δ,

    where Δ:C1→CJ is the #diagonal functor #obtained by #pulling #back #along the #unique functor J→1. A universal cocone is #simply an #initial object of F↓Δ.

  5. Recall that a #colimit of a #diagram in a #category C, that is, of a #functor F:J→C, is #given by a #universal [[#cocone]] for F. A [[#co #cone]] for F is a #natural #transformation from F to a #constant diagram,

    Δ(c)=(J→1→cC),

    so that a cocone for F is an #object of a #comma category,

    F↓Δ,

    where Δ:C1→CJ is the #diagonal functor #obtained by #pulling #back #along the #unique functor J→1. A universal cocone is #simply an #initial object of F↓Δ.