Indhold
Dette afsnit handler om udfyldelse af land for land-rapportens tabel 1.
Afsnittet indeholder:
- Information pr. skattejurisdiktion.
- Hvilke informationer skal med.
- Tabel 1.
Information pr. skattejurisdiktion
Tabel 1 skal indeholde oplysninger om aktivitet, indkomst og skat for hver skattejurisdiktion, hvor den multinationale koncern har skattemæssigt hjemmehørende koncernselskaber. Der er ikke tale om en opgørelse for hvert koncernselskab, men i stedet for hvert land/skattejurisdiktion.
En skattejurisdiktion er en statslig såvel som en ikke-statslig jurisdiktion med skatteautonomi.
I tabellen indsættes en separat sektion for alle de koncernenheder, der efter den rapporterende enheds opfattelse ikke er skattemæssigt hjemmehørende i nogen skattejurisdiktion.
Hvis en koncernenhed er hjemmehørende i mere end én skattejurisdiktion, anvendes de almindelige principper for bestemmelse af skattemæssigt hjemsted i den gældende beskatningsoverenskomst til at fastslå, hvilken jurisdiktion koncernenheden er skattemæssigt hjemmehørende i. Er der ikke en gældende skatteoverenskomst, indberettes koncernenheden i den skattejurisdiktion, hvor ledelsen har sit egentlige sæde. Sædet for den egentlige ledelse bestemmes ud fra internationalt vedtagne standarder.
I forhold til land for land-rapporten er et koncernselskab:
-
Enhver virksomhed (selskab, fond, partnerskab mv.) i den multinationale koncern, som optræder som en separat enhed i det konsoliderede koncernregnskab, eller ville have optrådt sådan, hvis koncernen skulle have udarbejdet et konsolideret koncernregnskab, hvis et eller flere af selskaberne var børsnoterede. Se SKL § 47, stk. 1, nr. 4, litra a.
-
Enhver virksomhed, der er undladt i det konsoliderede koncernregnskab alene på grund af virksomhedens størrelse eller uvæsentlighed. Se SKL § 47, stk. 1, nr. 4, litra b.
-
Ethvert fast driftssted af en virksomhed omfattet af litra a eller b, hvis der udarbejdes et separat regnskab for det faste driftssted af hensyn til aflæggelse af årsregnskab eller skatteregnskab eller af hensyn til eksterne tilsynsformål eller koncerninterne managementkontrolformål. Se SKL § 47, stk. 1, nr. 4, litra c.
Hvilke informationer skal med
I tabel 1 skal for hver skattejurisdiktion, hvor koncernen har skattemæssigt hjemmehørende selskaber (selskaber, fonde og faste driftssteder mv.), oplyses følgende:
-
Omsætning: Samlet omsætning for alle koncernenheder i den relevante skattejurisdiktion, der er genereret gennem transaktioner med tilknyttede virksomheder, samlet omsætning for alle koncernenheder i den relevante skattejurisdiktion, der er genereret gennem transaktioner med uafhængige parter og den samlede omsætning i alt. Omsætningen omfatter indtægter fra salg af varer, aktiver og tjenester, royalties, renter, præmier og alle andre beløb. Omsætningen omfatter ikke betalinger fra andre koncernenheder, der betragtes som udlodninger i betalerens skattejurisdiktion.
-
Resultat før skat: Det samlede overskud (underskud) før selskabsskat for alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante jurisdiktion. Overskud (underskud) før selskabsskat omfatter alle ekstraordinære indtægter og udgifter.
-
Betalt indkomstskat: Det samlede beløb, der er betalt i selskabsskat i det relevante regnskabsår af alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante skattejurisdiktion. Den indbetalte skat omfatter de skattebeløb, som koncernenheden har betalt til den jurisdiktion, hvor den er skattemæssigt hjemmehørende samt til alle andre skattejurisdiktioner. Betalte skatter omfatter kildeskat betalt af andre enheder (både tilknyttede og uafhængige virksomheder) i forbindelse med betalinger til koncernenheden. Dvs., at hvis virksomhed A, som er skattemæssigt hjemmehørende i skattejurisdiktion A, har renteindtægter i jurisdiktion B, skal den betalte kildeskat i jurisdiktion B indberettes af virksomhed A.
-
Beregnet indkomstskat: Den samlede beregnede selskabsskat af det skattepligtige overskud eller underskud i rapporteringsåret for alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante skattejurisdiktion. Den aktuelle skatteomkostning afspejler alene aktiviteter i det indeværende år og omfatter ikke udskudte skatter eller hensættelser til usikre skatteforpligtelser.
-
Vedtaget kapital: Den samlede vedtagne kapital for alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante skattejurisdiktion. For så vidt angår faste driftssteder, skal den vedtagne kapital indberettes af den juridiske enhed, som det indgår i, medmindre der i reguleringsøjemed findes et fast kapitalkrav i skattejurisdiktionen.
-
Akkumuleret fortjeneste: Den samlede akkumulerede fortjeneste pr. udgangen af året for alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante skattejurisdiktion. For så vidt angår faste driftssteder, indberettes den akkumulerede fortjeneste af den juridiske enhed, som det indgår i.
-
Antal medarbejdere: Det samlede antal ansatte i fuldtidsækvivalenter for alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante skattejurisdiktion. Antallet af ansatte kan enten indberettes på baggrund af antallet ved årets udgang, gennemsnittet af ansatte i løbet af året, eller enhver anden metode, der anvendes konsekvent år for år for alle skattejurisdiktioner. I den forbindelse kan uafhængige underleverandører, som deltager i koncernenhedens ordinære driftsaktiviteter, indberettes som ansatte. Der kan foretages rimelige afrundinger af eller skøn over antallet af ansatte, forudsat at dette ikke medfører væsentlige forvridninger i den relative fordeling af ansatte i de forskellige skattejurisdiktioner. Der skal anvendes en konsekvent metode fra år til år og for alle enheder.
- Materielle aktiver: Den samlede bogførte værdi af de materielle aktiver for alle de koncernenheder, der er skattemæssigt hjemmehørende i den relevante skattejurisdiktion. For så vidt angår faste driftssteder, indberettes aktiverne i den skattejurisdiktion, som det faste driftssted er beliggende i. Materielle aktiver omfatter ikke kontanter eller andre likvide midler, immaterielle aktiver eller finansielle aktiver.
Rapporten skal afspejle indkomståret for det ultimative moderselskab. Med hensyn til de øvrige koncernselskaber skal opgørelsen i rapporten afspejle enten
-
information for koncernselskabernes eget indkomstår, der ender samtidigt med det ultimative moderselskabs indkomstår, eller ender inden 12 måneder fra dette tidspunkt, eller
-
information for koncernselskaberne i det ultimative moderselskabs indkomstår.
Der skal være konsistens i metodevalget ved udfyldelsen af tabel 1.
Der skal være konsistens fra år til år for så vidt angår kilden til oplysningerne i rapporten. Det følger af den internationale standard, at der er fleksibilitet med hensyn til kilden til oplysningerne. Oplysningerne kan således hentes fra enten koncernens konsoliderede årsregnskab, de enkelte koncernselskabers årsregnskaber, lovregulerede finansielle regnskaber eller interne driftsregnskaber.
Det er ikke nødvendigt at afstemme omsætningen, overskuddet og skattebeløbene i rapporten til det konsoliderede årsregnskab. Hvis de enkelte koncernselskabers årsregnskaber anvendes som kilde til oplysningerne, skal alle beløb omregnes til det ultimative moderselskabs funktionelle valuta ved anvendelse af den gennemsnitlige valutakurs for det pågældende år. Den gennemsnitlige valutakurs skal angives som yderligere information i tabel 3. Det er derimod ikke nødvendigt at foretage justeringer for forskelle i regnskabsprincipper mellem skattejurisdiktionerne.
Tabel 1
Tabel 1
![](data:image/png;base64,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)
Se også
Se også TPG kap. V og tilhørende annex III.
OECD's vejledning om implementering af land for land-rapportering.