Indhold
Dette afsnit handler om de fem transfer pricing-metoder, som OECD anbefaler. Afsnittet giver en introduktion til metoderne.
Afsnittet indeholder:
- OECD's anbefalinger
- De traditionelle transaktionsbaserede metoder
- De transaktionsbestemte nettoavancemetoder
- Andre metoder.
OECD's anbefalinger
Der er fem transfer pricing-metoder, som kan anvendes ved fastsættelse af armslængdepriser for kontrollerede transaktioner.
Metoderne er følgende:
![](data:image/png;base64,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)
Som udgangspunkt er metoderne baseret på, at de kontrollerede transaktioner sammenlignes med tilsvarende uafhængige transaktioner (sammenligningsgrundlaget).
Sammenligningsgrundlaget findes med udgangspunkt i OECD's fem sammenlignelighedsfaktorer:
-
Produkters (varer, tjenesteydelser, aktiver, immaterielle aktiver mv.) egenskaber
-
En funktions- og risikoanalyse (funktioner, aktiver og risici)
-
Kontraktvilkår
-
Økonomiske omstændigheder
-
Forretningsstrategier.
Prisen eller avancen for de sammenlignelige, uafhængige transaktioner anvendes til at fastsætte prisen på de kontrollerede transaktioner. Ved CUP-metoden anvendes prisen for de sammenlignelige transaktioner. Ved de øvrige fire metoder anvendes henholdsvis brutto- og nettoavancen for de sammenlignelige transaktioner.
Det skal dog bemærkes, at behovet for at finde sammenlignelige transaktioner og kravene til sammenligneligheden, afhænger af den anvendte metode. Ved anvendelse af profit split-metoden er der således mulighed for, at en del af indtjeningsallokeringen mellem de involverede parter, helt eller delvis baseres på andre økonomiske analyser i stedet for anvendte priser ved sammenlignelige transaktioner mellem uafhængige parter.
Uanset valg af metode skal alle fem sammenlignelighedsfaktorer tages i betragtning. Prioriteringen af de fem sammenlignelighedsfaktorer afhænger dog af den anvendte metode. Ved CUP-metoden er egenskaber ved produktet den primære sammenlignelighedsfaktor. Ved de øvrige fire metoder er funktioner, aktiver og risici (funktionsanalysen) den primære sammenlignelighedsfaktor.
Ved valget af metode er målet at finde den mest egnede metode til at fastsætte armslængdeprisen for den kontrollerede transaktion. Valget af metode afhænger af
-
overvejelser om styrker og svagheder ved de enkelte transfer pricing-metoder
-
metodens anvendelighed særligt i forhold til funktionsanalysen for den kontrollerede transaktion
-
datatilgængelighed og -pålidelighed
-
graden af sammenlignelighed mellem den kontrollerede og de(n) ukontrollerede transaktion, herunder pålideligheden af eventuelle justeringer.
Se TPG 2.2.
I tilfælde, hvor en traditionel transaktionsbaseret metode og en transaktionsbestemt nettoavancemetode er lige pålidelige at anvende, er den traditionelle transaktionsbaserede metode dog at foretrække. Tilsvarende for CUP-metoden i relation til Cost plus-metoden og RPM.
De traditionelle transaktionsbaserede metoder
De tre første metoder betegnes som de traditionelle transaktionsbaserede metoder og er beskrevet i TPG kap. 2, del II. Ved de traditionelle transaktionsbaserede metoder er der en direkte sammenhæng mellem transfer pricing-metoden og de fastsatte afregningspriser. Derfor betragtes de traditionelle transaktionsbaserede metoder som de mest direkte metoder.
Dette skal ses i forhold til de transaktionsbestemte nettoavancemetoder, hvor der udover den faktiske afregningspris mellem de kontrollerede parter, ligeledes indgår driftsomkostninger/kapacitetsomkostninger i relation til den forretningsmæssige aktivitet, som den kontrollede transaktion vedrører. Disse omkostninger er således ikke direkte kan henføres til den kontrollerede transaktion.
CUP-metoden anvender prisen på sammenlignelige transaktioner til at fastsætte armslængde-prisen på kontrollerede transaktioner. RPM og Cost plus-metoden anvender bruttoavancer på sammenlignelige transaktioner til at fastsætte prisen på de kontrollerede transaktioner.
De transaktionsbestemte nettoavancemetoder
Profit Split og TNMM betegnes de transaktionsbestemte nettoavancemetoder og er beskrevet i TPG kap. II, del III. Disse metoder sammenligner som udgangspunkt priser på nettoavanceniveau, dvs. indtjeningen efter både variable omkostninger og kapacitetsomkostninger/driftsomkostninger er fratrukket. Metoderne er mere indirekte end de traditionelle metoder og benyttes, når der ikke er grundlag for at anvende en direkte metode.
Andre metoder
OECD's fem transfer pricing-metoder er ikke udtømmende. Andre metoder kan ifølge TPG 2.9 også anvendes, men kun så længe de er i overensstemmelse med armslængdeprincippet.
Af TPG 2.9A fremgår, at "tommelfingerregler" ikke kan anvendes til at dokumentere, at priser eller fordeling af indkomst er fastsat på armslængdeniveau. Det kan således ikke være en erstatning for den analyse, der skal foretages efter TPG kap. I-III.