Lijst van vragen en antwoorden over Deelname aandeleninkoopprogramma ABN AMRO 2023
Staatsdeelnemingen Fortis en ABN AMRO
Lijst van vragen en antwoorden
Nummer: 2023D10858, datum: 2023-03-17, bijgewerkt: 2024-02-19 10:56, versie: 3
Directe link naar document (.pdf), link naar pagina op de Tweede Kamer site, officiële HTML versie (kst-31789-111).
Gerelateerde personen:- Eerste ondertekenaar: J.Z.C.M. Tielen, voorzitter van de vaste commissie voor Financiën (Ooit VVD kamerlid)
- Mede ondertekenaar: W.A. Lips, adjunct-griffier
Onderdeel van kamerstukdossier 31789 -111 Staatsdeelnemingen Fortis en ABN AMRO .
Onderdeel van zaak 2023Z04599:
- Voortouwcommissie: vaste commissie voor Financiën
- Stemmingen en besluiten:
- 2023-05-11 14:00 ⇒ Afgevoerd van de stand der werkzaamheden. (Besluit)
- 2023-03-23 13:20 ⇒ Rondgezonden en gepubliceerd. (Besluit)
- 2023-03-23 10:00 ⇒ Reeds geagendeerd voor het commissiedebat Verduurzaming financiële sector/Toekomst van het Bankenlandschap op woensdag 22 maart 2022. (Besluit)
- 2023-03-22 14:30 ⇒ Behandeld. (Besluit)
- 2023-03-22 14:30: Verduurzaming financiële sector/Toekomst van het Bankenlandschap (Commissiedebat), vaste commissie voor Financiën
- 2023-03-23 10:00: Procedurevergadering Financiën (Procedurevergadering), vaste commissie voor Financiën
- 2023-03-23 13:20: Aanvang middagvergadering: Regeling van werkzaamheden (Regeling van werkzaamheden), TK
- 2023-05-11 14:00: Aanvang middagvergadering: Regeling van werkzaamheden (Regeling van werkzaamheden), TK
Preview document (🔗 origineel)
| Tweede Kamer der Staten-Generaal | 2 |
| Vergaderjaar 2022-2023 |
31 789 Staatsdeelnemingen Fortis en ABN AMRO
Nr. 111 LIJST VAN VRAGEN EN ANTWOORDEN
Vastgesteld 22 maart 2023
De vaste commissie voor Financiën heeft een aantal vragen voorgelegd aan de Minister van Financiën over de brief van 8 februari 2023 inzake deelname aandeleninkoopprogramma ABN AMRO 2023 (Kamerstuk 31 789, nr. 110).
De Minister heeft deze vragen beantwoord bij brief van 17 maart 2023. Vragen en antwoorden zijn hierna afgedrukt.
De voorzitter van de commissie,
Tielen
De adjunct-griffier van de commissie,
Lips
Vraag 1
Hoeveel euro investeerde ABN AMRO in verduurzaming in de afgelopen jaren en hoe verhoudt zich dat tot investeringen in verduurzaming door andere Nederlandse grootbanken?
Antwoord 1
Ik beschik niet over eenduidige informatie om de verschillende banken met elkaar te vergelijken. Vanaf 2024 zullen de Nederlandse banken rapporteren over hun Green Asset Ratio (GAR) en de Banking Book Taxonomy Alignment Ratio (BTAR) op basis van de taxonomie. Hierdoor ontstaat er een eenduidige indicator om duurzame investeringen te vergelijken tussen banken. In 2022 heeft ABN AMRO een pilot uitgevoerd om ervaring op te doen met de GAR. ABN AMRO geeft aan dat op dit moment echter veel informatie nog niet beschikbaar is, waardoor de berekening van de GAR deels op basis van aannames en schattingen gebaseerd is. De door ABN AMRO ingeschatte GAR komt uit op ongeveer 8–9% van de totale gedekte activa. Dit betekent dat 8–9% van de gedekte activa voldoet aan de duurzaamheidscriteria van de Europese taxonomie.
Vraag 2
Betekent de inkoop van eigen aandelen door ABN AMRO dat het onderzoek, waar de bank Goldman Sachs voor had ingehuurd, om naar een overnamekandidaat te zoeken tot niets heeft geleid?
Antwoord 2
Ik heb hierover geen nadere informatie.
Vraag 3
Hoeveel heeft de Staat betaald voor het redden van ABN AMRO, hoeveel heeft de Staat inmiddels teruggekregen en hoeveel verwacht de Staat nog terug te krijgen?
Vraag 20
Hoeveel is er in totaal uitgegeven voor de aankoop van ABN AMRO? Hoeveel is met de verkoop van aandelen en uitbetaling van dividenden teruggevloeid naar de staatskas?
Vraag 21
Is de waarde van het resterende belang in ABN AMRO voldoende om de resterende kosten van aankoop terug te verdienen?
Antwoord 3, 20 en 21
Hieronder vindt u het overzicht van de uitgaven en ontvangsten met betrekking tot de verkrijging van ABN AMRO. In onderstaand overzicht is rekening gehouden met (de waarde van) het aandelenbelang voorafgaand aan de aankondiging van het inkoopprogramma van ABN AMRO en het verkoopprogramma van de staat. Hieruit blijkt dat de marktwaarde1 onvoldoende is om de uitgaven terug te verdienen.
Ook indien de rentelasten en dividendontvangsten buiten beschouwing worden gelaten zijn de marktwaarde (H) en de verkoopopbrengsten (D) onvoldoende om de oorspronkelijke kapitaaluitgaven (A) terug te verdienen. Voor beide methodes geldt dat het uiteindelijke resultaat voor de schatkist pas bepaald kan worden na de verkoop van het laatste aandeel.
| A | Kapitaaluitgaven | 21,7 | |
| B | Toerekenbare rentelasten | 5,9 | |
| C | Totale uitgaven | 27,5 | (A+B) |
| D | Verkoopopbrengsten | 8,4 | |
| E | Dividendontvangsten | 5,2 | |
| F | Totale ontvangsten | 13,6 | (D+E) |
| G | Openstaande «investering» | 13,9 | (C–F) |
| H | Marktwaarde aandelenbelang (08-02-2023)1 | 8,2 | |
| I | Huidig resultaat investering | – 5,7 | (H-G) |
1 Zie voor toelichting hierop de voetnoot 1. Door afronding kan de som der delen afwijken van het totaal |
Vraag 4
Kunt u nader toelichten waarom het kabinet ervoor gekozen heeft de aandelen in te kopen? Welke andere opties waren er en waarom is daarvoor niet gekozen?
Antwoord 4
De raad van bestuur van ABN AMRO heeft gekozen om een deel van zijn overtollig kapitaal uit te keren aan aandeelhouders door middel van een aandeleninkoopprogramma. NLFI heeft mij vervolgens geadviseerd om pro rata deel te nemen aan dit programma.2 Ik heb hiermee ingestemd. Geen deelname aan het programma zou er namelijk toe hebben geleid dat het belang van de staat in ABN AMRO relatief zou toenemen, zie ook het antwoord op vraag 15. Toename van het aandelenbelang is ongewenst, omdat het kabinet het belang in ABN AMRO juist verder wil afbouwen.
Vraag 5
Waarom is er door middel van de aandeleninkoop voor gekozen om de aandeelhouders te compenseren in plaats van de spaarders?
Antwoord 5
Het bestuur van ABN AMRO is ervoor verantwoordelijk om de belangen te wegen van de verschillende stakeholders, zoals klanten (waaronder spaarders), werknemers en aandeelhouders. De bank houdt hierbij onder meer haar concurrentiepositie, winstgevendheid en kapitaalpositie in het oog. Vanwege de goede kapitaalpositie van de bank heeft het bestuur ervoor gekozen om een deel van zijn overtollig kapitaal uit te keren aan de aandeelhouders.
Vraag 6
Kunt u nader toelichten waarom het kabinet ervoor heeft gekozen de aandelen van ABN AMRO te verkopen? Waarom is er specifiek gekozen voor het afbouwen van het aandelenbelang in iets minder dan 50 procent?
Antwoord 6
Sinds het moment dat ABN AMRO in staatshanden is gekomen is de insteek van de verschillende kabinetten geweest om de bank weer terug naar de markt te brengen. In 2015 is via de beursgang van ABN AMRO hiermee een begin gemaakt en is circa 23% van de aandelen verkocht. Daarna hebben in 2016 en 2017 nog drie vervolgplaatsingen (elk van 7%) plaatsgevonden. In januari 2022 heb ik aangekondigd de afbouw te willen hernemen. De nu aangekondigde aandelenverkoop geeft opvolging hieraan.
Het aandelenbelang van de staat was de afgelopen jaren 56,3%. Zowel ik als mijn voorgangers hebben de Tweede Kamer geïnformeerd dat het de verwachting was dat bij een volgende transactie het belang van de staat tot onder de 50% zou dalen. Afbouw tot onder de 50% geeft ook een duidelijk signaal aan de markt dat de staat geen bijzonder belang hecht aan het behouden van een meerderheidsbelang en voornemens is om het belang verder af te bouwen.
Vraag 7
Wat verandert er voor de positie of beslissingen van de Staat bij een aandelenbelang in iets minder dan 50 procent?
Antwoord 7
Zoals onder meer toegelicht in mijn Kamerbrief van 10 februari 2023, is er een beperkte wijziging van de zeggenschap van NLFI bij ABN AMRO indien het belang onder de 50% komt.3 In dat geval heeft NLFI niet meer per definitie de doorslaggevende stem op de algemene vergadering van aandeelhouders. Daarnaast verandert de grens van transacties (investeringen en desinvesteringen door ABN AMRO) die de goedkeuring van NLFI vereisen. Deze grens gaat omhoog van 5% naar 10% van het eigen vermogen van ABN AMRO.
Vraag 8
Onder welke prijs mochten de aandelen ABN AMRO niet worden verkocht?
Antwoord 8
Voor de verkoop van de aandelen ABN AMRO is in algemene zin geen minimumprijs afgesproken. Voor het aangekondigde verkoopprogramma heeft NLFI wel een minimumprijs geadviseerd. Over de hoogte hiervan kan ik in het openbaar geen uitspraken doen. Dit zou de financieel-economische belangen van de staat kunnen schaden.
Vraag 9
Wat is de totale opbrengst van de verkoop van de certificaten van aandelen in ABN AMRO en het definitieve aantal verkochte certificaten?
Antwoord 9
Hierover zal ik u na afloop van het verkoopprogramma informeren.
Vraag 10
Kunt u meer gedetailleerde informatie geven over het dribble-out-programma nadat de certificaten zijn verkocht?
Antwoord 10
Ja, dat zal ik doen. Bepaalde informatie over de concrete verkoopstrategie van de staat zal echter niet openbaar gemaakt kunnen worden. Dergelijke informatie zou impact kunnen hebben op het succes van toekomstige transacties, hetgeen de belangen van de staat zou schaden.
Vraag 11
Welk verband hebben de aandeleninkoop en vervolgens vlak daarna de verkoop van de certificaten van aandelen in ABN AMRO?
Antwoord 11
Er is geen verband tussen beide programma’s.
Vraag 12
Hoe heeft het kapitaalratio zich sinds 2007 ontwikkeld? Kunt u een overzicht per jaar hiervan verstrekken?
Antwoord 12
Hieronder vindt u de kapitaalratio’s vanaf 2012 op basis van Bazel 3. Vóór 2012 is een andere grondslag gebruikt en zijn de cijfers niet een op een vergelijkbaar.
| 2012 | 10,0% |
| 2013 | 12,2% |
| 2014 | 14,1% |
| 2015 | 15,5% |
| 2016 | 17,0% |
| 2018 | 17,7% |
| 2018 | 18,4% |
| 2019 | 18,1% |
| 2020 | 17,7% |
| 2021 | 16,3% |
| 2022 | 15,2% |
Vraag 13
Hoe hoog zijn de kapitaalratio’s van ABN AMRO, inclusief een specificatie van de ratio’s, en hoe hoog is de eigen kapitaaldoelstelling?
Antwoord 13
De meest gebruikte kapitaalratio’s zijn de common equity tier 1 ratio (CET-1-ratio) en leverage ratio. Op 31 december 2022 had ABN AMRO een CET-1-ratio van 15,2% en een leverage ratio 5,2%. Beide ratio’s zijn op basis van Bazel 3. ABN AMRO verwacht dat in 2025 de finale Bazel 3-standaarden gelden (ook wel bekend als Bazel 4).
De eigen CET-1-doelstelling van de bank met betrekking tot de finale Bazel 3-standaarden is 13%. De kapitaaleis voor 2023, gebaseerd op het Superisory Review and Evaluation Process (SREP) van de ECB, is 9,7%.
Hieronder vindt u een nadere specificatie van de ratio’s conform het jaarverslag ABN AMRO 2022.
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" style="width:110mm;height:98mm" />
Vraag 14
Wat zijn de effecten van de aandeleninkoop op de solvabiliteit en de blootstelling aan het systeemrisico van de bank?
Antwoord 14
Bij het berekenen van het eigen vermogen van de bank (CET-1) is reeds rekening gehouden met de aandeleninkoop. De kapitaalratio’s van de bank bevinden zich al langere tijd boven de eigen kapitaaldoelstelling en de kapitaaleisen van de toezichthouder. De ECB heeft ABN AMRO daarom goedkeuring verleend voor de aandeleninkoop. Ook na de aandeleninkoop beschikt de bank over voldoende kapitaal om invulling te geven aan zijn belangrijke rol in de economie en maatschappij.
Vraag 15
Kunt u toelichten waarom geen deelname aan het inkoopprogramma door de Staat ertoe zou leiden dat het belang van de staat in ABN AMRO relatief zou toenemen en met hoeveel zou dit zijn?
Vraag 23
Klopt het dat bij het weigeren van de aandeleninkoop het belang van de Nederlandse Staat in ABN AMRO zou toenemen? Zo ja, hoeveel zou dit toenemen?
Antwoord 15 en 23
Indien ABN AMRO aandelen op de beurs inkoopt en deze daarna intrekt neemt het aantal uitstaande aandelen af. Indien de staat (via NLFI) niet zou deelnemen aan het inkoopprogramma blijft het staatsbelang wat betreft het absolute aantal aandelen gelijk. Doordat het totale aantal uitstaande aandelen wel afneemt, leidt dit tot een stijging van het relatieve aandelenbelang van de staat.
ABN AMRO heeft een inkoopprogramma aangekondigd van EUR 500 mln. Dit programma heeft een looptijd van enkele maanden, waardoor nog onbekend is hoeveel aandelen er voor EUR 500 mln. kunnen worden ingekocht. Het is daarom nu niet met zekerheid te zeggen wat de relatieve toename van het staatsbelang zou zijn als de staat niet had meegedaan met het programma.
Ter indicatie vindt u hieronder de uitwerking op basis van de aandelenkoers voorafgaand aan de start van het inkoopprogramma op 8 februari 2023 (EUR 16,30). Op basis van die koers zou het belang van de staat – bij geen deelname NLFI – toenemen van 56,3% naar 58,2%. Indien ABN AMRO de aandeleninkoop tegen een gemiddeld lagere koers dan EUR 16,30 uitvoert zou het staatsbelang zonder deelname hoger uitvallen dan 58,2%, en bij een gemiddelde hogere koers zou het staatsbelang lager uitvallen.
| Totaal aantal uitstaande aandelen voorafgaand aan inkoopprogramma | 897.521.916 | 897.521.916 |
| Aantal aandelen in bezit NLFI voorafgaand aan inkoopprogramma | 504.903.837 | 504.903.837 |
| Aandelenbelang NLFI in % | 56,3% | 56,3% |
| Ingekochte aandelen op de beurs | 30.674.847 | 13.418.613 |
| Ingekochte aandelen op de beurs bij NLFI (56,3%) | – | 17.256.234 |
| Totaal aantal uitstaande aandelen na afloop van inkoopprogramma | 866.847.069 | 866.847.069 |
| Aandelen in bezit NLFI na afloop van inkoopprogramma | 504.903.837 | 487.647.603 |
| Aandelenbelang NLFI in % | 58,2% | 56,3% |
Vraag 16
Kunt u nader toelichten waarom ABN AMRO een boete van drie miljoen euro gekregen van de Duitse financieel toezichthouder BaFin? In welke mate is de boete van invloed op het eigen vermogen?
Antwoord 16
Volgens BaFin heeft ABN AMRO Bank N.V., Frankfurt Branch er niet voor gezorgd dat de raad van bestuur van de bank in Duitsland voldoende toegang had tot de compliance-rapportage over het boekjaar 2019. De bank heeft aangekondigd inmiddels stappen ondernomen te hebben om herhaling van de geconstateerde tekortkoming te voorkomen.
De boete komt ten laste van de winst en daarmee ten laste van het eigen vermogen. Het eigen vermogen (CET-1) van ABN AMRO was eind 2.022 EUR 19,5 mld. De boete van EUR 3 mln. heeft wat dat betreft geen significante impact op de kapitaalpositie.
Vraag 17
Wat is het effect van de aandeleninkoop op de liquiditeitspositie van de bank?
Antwoord 17
ABN AMRO heeft mij geïnformeerd dat de aandeleninkoop geen impact heeft op de liquiditeitspositie van de bank. Op weekbasis koopt de bank voor ongeveer EUR 65 miljoen aan aandelen in. De aandeleninkoop wordt meegenomen bij het beheren van de dagelijkse fluctuaties van de cashpositie van de bank, maar heeft nagenoeg geen impact in relatie tot andere factoren die de liquiditeitspositie beïnvloeden.
ABN AMRO had eind 2022 een liquiditeitsbuffer van EUR 103,6 mld. Dit betreft zowel cash als zeer liquide obligaties. Een andere in het bankwezen veel gehanteerde maatstaf is de liquidity coverage ratio (LCR). De LCR verwijst naar het aandeel van de zeer liquide activa die door financiële instellingen worden aangehouden om ervoor te zorgen dat zij blijvend in staat zijn om aan hun kortlopende verplichtingen te voldoen. In het geval van ABN AMRO was de LCR gedurende heel 2022 (ruim) boven de 100%. ABN AMRO monitort dit soort ratio’s voortdurend en is mede als gevolg van zijn sterke kapitaalpositie, en daarmee het vermogen om liquide middelen aan te trekken, in staat om deze liquiditeitspositie adequaat te beheersen. Dit verandert niet door het inkoopprogramma.
Vraag 18
Klopt het dat tegelijkertijd met de inkoop van eigen aandelen de kosten voor bankproducten bij ABN AMRO stijgen?
Antwoord 18
Ik ben niet bekend met prijsverhogingen van ABN AMRO. De bank mag dergelijke concurrentiegevoelige informatie ook niet met mij delen op basis van de maatregelen die zijn afgesproken met de ACM om afstemming tussen de banken in staatshanden (de Volksbank en ABN AMRO) te voorkomen.
Vraag 19
Welke stappen moeten er worden gezet om het belang van de Staat in ABN AMRO gelijk te houden? Is dit nog mogelijk?
Antwoord 19
Het aangekondigde verkoopprogramma loopt inmiddels. Het is de bedoeling om het staatsbelang af te bouwen tot onder de 50%. Dit is in lijn met de eerder aangekondigde afbouw.
Om het staatsbelang weer naar 56,3% te krijgen zou het verkoopprogramma moeten worden stopgezet en zouden er aandelen via de beurs gekocht dienen te worden. Indien er geen sprake is van voorwetenschap dan is dit technisch mogelijk, maar beleidsmatig ongewenst. Voor het verhogen van het aandelenbelang zou ook eerst de voorhangprocedure bij de Tweede en Eerste Kamer doorlopen dienen te worden.
Vraag 22
Klopt het dat het excess capital ook ingezet kan worden om kosten voor klanten van de bank te verlagen? Is dit meegenomen in de afweging om in te stemmen met het advies van de NLFI?
Antwoord 22
Het bestuur van ABN AMRO is ervoor verantwoordelijk om de belangen te wegen van de verschillende stakeholders, zoals klanten (waaronder spaarders), werknemers en aandeelhouders. De bank houdt hierbij onder meer haar concurrentiepositie, winstgevendheid en kapitaalpositie in het oog. Vanwege de goede kapitaalpositie van de bank heeft het bestuur ervoor gekozen om een deel van zijn overtollig kapitaal uit te keren aan de aandeelhouders.
De keuze voor NLFI, en daarmee voor mij, was tussen deelnemen aan het inkoopprogramma of niet deelnemen. NLFI heeft mij geadviseerd om deel te nemen aan dit programma. Ik heb hiermee ingestemd. Geen deelname aan het programma zou er namelijk toe hebben geleid dat het belang van de staat in ABN AMRO relatief zou toenemen. Dat is ongewenst, omdat het kabinet het belang in ABN AMRO juist verder wil afbouwen.
Vraag 24
Wat is de reden waarom op 8 februari 2023 een brief wordt gestuurd waarin de pro-rata deelname van het NLFI wordt meegedeeld bij de opkoop van ABN AMRO van haar eigen aandelen om een belang te houden van 56,3 procent, terwijl op 9 februari 2023 het besluit wordt genomen om het belang van de Nederlandse Staat te verlagen tot «net onder de 50 procent»? Met andere woorden: waarom zijn deze mededelingen niet in één keer gecommuniceerd?
Antwoord 24
Dit betrof twee verschillende besluiten die niet tegelijkertijd genomen zijn en dus ook niet gelijktijdig zijn aangekondigd.
De staat neemt deel aan het inkoopprogramma om ervoor te zorgen dat het aandelenbelang niet toeneemt. Dit doet niets af aan de reeds eerder aangekondigde wens om de afbouw van het staatsbelang te hernemen. Voordat een besluit kon worden genomen over het verkoopprogramma was onder meer van belang de presentatie van de kwartaalcijfers van ABN AMRO en de eventuele aankondiging van het inkoopprogramma af te wachten. Na de publicatie van de kwartaalcijfers en de aankondiging van het aandeleninkoopprogramma heeft NLFI mij geadviseerd over het verkoopprogramma en heb ik hiermee ingestemd.
Vraag 25
Kunt u aangeven wat «dribble-out strategie» precies betekent en inhoudt in geval van ABN AMRO?
Antwoord 25
Bij een dribble-out wordt gedurende een periode van meerdere maanden dagelijks een kleine hoeveelheid aandelen verkocht op de beurs. De aandelen worden verkocht tegen de beurskoers van dat moment. Elke handelsdag wordt slechts een beperkt aantal aandelen verkocht om de beurskoers niet te beïnvloeden. In het geval van ABN AMRO is het dribble-out-programma erop gericht het belang in ABN AMRO af te bouwen tot iets minder dan 50%.
Vraag 26
Heeft Nederland eerder deze strategie succesvol gevolgd?
Antwoord 26
Ja, een voorbeeld hiervan is de verkoop door NLFI van de aandelen Saudi British Bank (SABB).4
Vraag 27
Kent u andere overheden die hun staatsbelang middels de «dribble-out strategie» met succes hebben afgebouwd? Kunt u hiervan voorbeelden geven?
Antwoord 27
Ja, bijvoorbeeld het Verenigd Koninkrijk heeft van 2014 tot en met 2017 het aandelenbelang in de Lloyds Banking Group via een dribble-out afgebouwd.
Vraag 28
Heeft een belang van minder dan 50 procent gevolgen voor het beloningsbeleid van de Executive Board van ABN AMRO?
Antwoord 28
Nee, conform de Wft is er sprake van een bonusverbod in geval van staatssteun en zijn de vaste beloningen vastgesteld op de waarde die zij hadden op het moment, onmiddellijk voorafgaand aan het van kracht worden van de steunmaatregel. Voor de financiële instellingen die reeds in handen waren van de staat voordat de wet inwerking trad, waaronder ABN AMRO, gold een overgangsbepaling. Voor deze instellingen zijn de vaste beloningen van haar bestuurders vastgesteld op de hoogte die zij hadden op 20 juni 2012.
Vraag 29
Waarom is gekozen voor Citigroup als begeleider van de transacties in plaats van een Nederlandse of Europese bank?
Antwoord 29
Het is aan NLFI om te bepalen welke partij zij vraagt om een verkooptransactie uit te voeren. Van NLFI heb ik begrepen dat zij bij de selectie van banken gebruik maakt van objectieve criteria die zien op kennis en ervaring van kandidaten en commerciële aspecten, zoals de kosten en acceptatie van de voorwaarden die NLFI wil stellen in de overeenkomsten.
Vraag 30
Zijn er met betrekking tot de verkoop van de aandelen van de Nederlandse Staat nog afspraken gemaakt aan wie ze worden verkocht? Worden bijvoorbeeld activistische aandeelhouders of aandeelhouders van een onvriendelijke mogendheid uitgesloten?
Antwoord 30
Bij een dribble-out-programma worden de aandelen verkocht via de beurs. Bij beurstransacties is niet bekend wie de koper is.
Vraag 31
Wat zijn de gevolgen voor de beurswaarde, de solvabiliteit, de concurrentiepositie en de dienstverlening aan rekeninghouders geweest van de inkoop van eigen aandelen door ABN AMRO vorig jaar?
Antwoord 31
Hieronder wordt per onderdeel een toelichting gegeven van de gevolgen van de aandeleninkoop:
• Beurswaarde: indien wordt uitgegaan van de efficiënte-markt-theorie zal de inkoop van eigen aandelen geen impact hebben op de beurskoers van het aandeel. Gedachte hierbij is dat de aandelen die worden ingekocht precies de waarde weerspiegelen die de onderneming op moment van aandeleninkoop heeft. De afname van de waarde van de onderneming door de aandeleninkoop wordt exact gecompenseerd door de afname van het aantal aandelen. De waarde van de overige aandelen blijft daardoor ook gelijk.
• Solvabiliteit: zoals toegelicht bij antwoord 13 had ABN AMRO eind 2.022 EUR 19,5 mld. «common equity tier 1»-kapitaal en een kapitaalratio (CET-1-ratio) van 15,2%. Indien er geen inkoop van aandelen was geweest dan had ABN AMRO EUR 500 mln. meer kapitaal gehad en was het kapitaalratio 15,6% geweest.
• Concurrentiepositie: het inkoopprogramma heeft geen impact gehad op de concurrentiepositie van de bank.
• Dienstverlening aan rekeninghouders: het inkoopprogramma heeft geen impact gehad op de dienstverlening aan rekeninghouders.
Vraag 32
Klopt het dat de zin «deze financiële transactie is niet relevant voor het EMU-saldo» onder meer betekent dat eventuele financiële tegenvallers hiermee niet gedekt kunnen worden?
Antwoord 32
Ja, voor zover de financiële tegenvallers wel relevant zijn voor het EMU-saldo/uitgavenplafond.
Vraag 33
Heeft Nederland, indien het gevolg is dat de EMU-schuld lager wordt, een doelstelling, zoals bijvoorbeeld Zweden, wanneer het gaat om de omvang van de EMU-schuld?
Antwoord 33
Nee, Nederland heeft geen doelstelling in de begrotingsregels opgenomen bij verlaging van de omvang van de EMU-schuld.
Vraag 34
Zijn er nog met andere aandeelhouders afspraken gemaakt om naar «pro-rata» aandelen in te kopen?
Antwoord 34
Nee, ABN AMRO koopt de overige aandelen in via de beurs.
Vraag 35
Moet de Europese Centrale Bank nog toestemming geven voor de verkoop van aandelen tot onder de 50 procent?
Antwoord 35
Nee, een verklaring van geen bezwaar van de toezichthouders (ECB/DNB) is alleen in bepaalde gevallen vereist bij het verwerven of vergroten van een aandelenbelang of zeggenschap in een financiële onderneming, niet bij de verkoop van aandelen.
Berekend als het aantal aandelen in bezit van NLFI/de staat vermenigvuldigd met de beurskoers. Zowel voor de beurskoers als het aantal aandelen is uitgegaan van de situatie op 8 februari 2023. Op dat moment was het aantal aandelen in bezit van de staat/NLFI bekend. Inmiddels is dat geen publieke informatie meer aangezien daarna het inkoopprogramma van ABN AMRO en het verkoopprogramma van NLFI gestart is.↩︎
Het aandelenbelang van de staat was op dat moment 56,3%.↩︎
Kamerstuk 31 789, nr. 109.↩︎
Kamerstuk 31 789, nr. 99.↩︎