Inleiding
In Italië gaan er weer stemmen op om de eurozone te verlaten omdat de Italianen vinden dat ze tijdens de coronacrisis te weinig steun krijgen van hun eurozonepartners, terwijl de euro met de bijkomende beleidsregels en het gemeenschappelijke monetaire beleid hen wel zouden beperken in het herstel. In Nederland hoor je deze geluiden ook, omdat mensen zich eraan ergeren dat de Italianen vragen om steun, terwijl het beeld bestaat dat ze zelf hun zaakjes niet op orde zouden willen brengen. De euro opgeven is echter gemakkelijker gezegd dan gedaan en brengt hoge kosten en risico’s met zich mee. Op de eerste plaats voor de vertrekkende lidstaat, maar ook voor de achterblijvers. Zeker voor een open economie als die van Nederland, met grote handelsbelangen en veel financiële bezittingen in het eurogebied.
In deze publicatie beschrijven wij achtereenvolgens dat sommige economieën op voorhand beter niet hadden kunnen toetreden tot de EMU, maar dat er uitstappen na al die jaren niet per definitie de oplossing is. Integendeel. Dit laatste laten we zien aan de hand van een denkbeeldige (!) scenario-analyse waarin Italië besluit de euro te verruilen voor de Nieuwe Italiaanse Lire.
Slagen in een monetaire unie
Een land dat toetreedt tot een monetaire unie, zoals de eurozone, geeft een aantal beleidsinstrumenten op. Het land kan niet meer zijn eigen valuta devalueren om een te hoge kosteninflatie te compenseren. Evenmin kan het zijn monetaire beleid afstemmen op de binnenlandse situatie. Dit zijn geen nieuwe inzichten. In de jaren voorafgaande aan de invoering van de euro is dit allemaal uitvoerig besproken. Voor sommige landen waren de gevolgen van de invoering van de euro niet zo groot. Nederland, bijvoorbeeld, voerde al decennia lang een monetair beleid waarbij de nationale munt, de gulden, strak was gekoppeld aan de Duitse mark (zie box 1). Nederland was, met Oostenrijk, het eerste land om een dergelijk strak wisselkoersbeleid te voeren. Andere landen sloten later aan, zoals Frankrijk en België, en geleidelijk stabiliseerden in de aanloop naar de invoering van de euro de meeste wisselkoersen ten opzichte van de Duitse mark.
Box 1: Koppeling Nederlandse gulden aan Duitse mark
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Het voordeel van dit beleid was tweeërlei. Ten eerste importeerde ons land hiermee de lage inflatie van Duitsland. Het tweede voordeel was dat het voor de handel tussen ons land en onze oosterburen een goede zaak was. Handel gedijt nu eenmaal bij stabiele wisselkoersen. De keerzijde van het beleid was dat ons land feitelijk al vrijwillig afstand had gedaan van zijn monetaire autonomie. De strakke koppeling van de gulden aan de mark vergde dat de Nederlandsche Bank het monetaire beleid van de Bundesbank moest volgen. Soms liep de conjunctuur tussen ons land en Duitsland niet met elkaar in de pas, wat kon betekenen dat het monetaire beleid slecht aansluit bij de Nederlandse economische dynamiek. De laatste keer dat Nederland een (kleine) devaluatie van de gulden ten opzichte van de Duitse mark doorvoerde was in het voorjaar van 1983. Het gevolg was dat de rente in ons land vervolgens jarenlang hoger bleef liggen dan in Duitsland, omdat markten er rekening mee hielden dat dit nog een keer kon gebeuren. Toen in de loop der tijd weer het vertrouwen groeide dat er geen nieuwe devaluaties zouden volgen, liep dit renteverschil weer terug en tegen het einde van de jaren negentig werd het zelfs tijdelijk negatief (figuur 1).
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Figuur 1: Na de devaluatie in 1983 nam het verschil tussen de Nederlandse en Duitse kapitaalmarktrente toe
Bron: Macrobond, OECD, RaboResearch
Maar niet alle landen begrepen de exacte beleidsconsequenties van deze wisselkoersstabiliteit. Niet alleen het monetaire beleid werd feitelijk aan Duitsland overgelaten, maar een land dat zijn munt niet meer kan of wil devalueren moet er ook voor zorgen dat zijn concurrentiepositie niet te veel uit de pas loopt met die van het ankerland. Ons land heeft een bovengemiddeld open economie en is zeer actief in de internationale handel. Daarom staat hier de concurrentiepositie vaak centraal in de beleidsdiscussie, zeker sinds 1983. Je kunt zelfs stellen dat het onderdeel is van de beleidscultuur. Het is altijd verrassend om te zien hoe lang een beleid van loonmatiging in ons land op brede acceptatie mocht rekenen. Het was onderdeel van onze beleidscultuur geworden, al wordt de laatste jaren wel vaker gewezen op de negatieve kant ervan, te weten beperkte koopkrachtgroei en een zwakke binnenlandse vraag.
In de landen die pas in een later stadium besloten aan te haken bij de eurozone was dit minder het geval. Die landen moesten veelal na toetreding tot de eurozone alsnog hun beleid aanpassen. Dat is in een aantal gevallen in onvoldoende mate gebeurd.
Aanpassingsvermogen lidstaten – of het gebrek daaraan
In de discussie over het door de eurozonelanden gevoerde beleid wordt steevast gekeken in hoeverre zij zich hebben gehouden aan de belangrijkste beleidsafspraken ten aanzien van de overheidsfinanciën, te weten hun overheidstekort en hun staatsschuld. Hoewel begrijpelijk is dit volstrekt onvoldoende. Of een land als geheel al of niet boven zijn stand leeft, kan beter worden afgelezen aan de hand van het saldo op de lopende rekening van de betalingsbalans, ofwel het nationale spaarsaldo. Een tekort op de lopende rekening, of wel een nationaal spaartekort, is het saldo van de publieke sector en dat van de private sector. Beleidsmakers hebben jarenlang, in feite tot aan de mondiale financiële crisis, een blinde vlek gehad voor het private spaarsaldo[1].
Zo stuwde de toename in liquiditeit en daling van de rente door toetreding tot de EMU in lidstaten als Spanje, Portugal, Griekenland en Ierland de private schuld op. Niet enkel ten faveure van renderende investeringen, maar veelal ook van de aankoop van consumptiegoederen en/of huizen. Daarnaast liepen de loonkosten per eenheid product (p.e.p.) in de jaren voorafgaand aan de euro tot aan de financiële crisis in Ierland en de meeste Mediterrane landen (met Frankrijk als uitzondering) veel harder op dan in hun noordelijke partners. Hoewel loonkosten p.e.p. niet het volledige beeld schetsen, kunnen we wel stellen dat deze ontwikkeling ervoor zorgde dat de concurrentiepositie van eerder genoemde landen verslechterde. Beide ontwikkelingen vertaalde zich in een aantal lidstaten in een sterk verslechterd saldo op hun lopende rekening (figuur 2 en 3).
Italië kende al met al een relatief bescheiden nationaal spaartekort, maar verzuimde zijn overheidsfinanciën op orde te brengen (figuur 4). De twee landen die de spelregels van het Stabiliteits- en Groeipact voorbeeldig volgden, te weten Ierland en Spanje, hadden een blinde vlek voor hun snel verslechterende private balansen en externe positie (figuur 3). Ondanks hun voorbeeldige begrotingsgedrag kwamen zij tijdens de eurocrisis toch in zware problemen. In Portugal ging het met de overheidsfinanciën de verkeerde kant op, terwijl de toch al hoge private schuld flink verder toenam en de lopende rekening diep in het rood bleef. Griekenland deed beleidsmatig alles fout en fraudeerde daarbij ook nog eens met zijn economische statistieken. De crises die deze landen tussen 2008 en 2014 doormaakten, waren veel dieper dan die van hun eurozonepartners (figuur 5).
Na de financiële en eurozonecrises hebben deze lidstaten met uitzondering van Italië hun concurrentiepositie weten te versterken. Dit hielp deze landen om de tekorten op de lopende rekening terug te dringen (figuur 4)[2]. De problemen voor deze lidstaten zijn echter nog lang niet opgelost. Zo hebben zij met uitzondering van Italië nog altijd een sterk negatieve netto internationale investeringspositie ten opzichte van het bbp. Daarnaast kunnen ze op veel vlakken nog altijd niet concurreren met hun noordelijke partners (tabel 1). En dan kampen ze met uitzondering van Ierland inmiddels ook nog eens allemaal met een enorme overheidsschuld (figuur 4).
Figuur 2: Sterk uiteenlopende reële wisselkoersen in aanloop naar de financiële crisis
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)
NB. Griekenland trad pas in 2004 toe tot de eurozone. Bron: Macrobond, RaboResearch
Figuur 3: Diverse lidstaten hadden een uiterst zwakke externe positie in 2007
![](data:image/png;base64,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)
Bron: Macrobond, IMF, RaboResearch
Figuur 4: Griekenland en Italië kampen al decennia met een torenhoge overheidsschuld
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)
NB. Griekenland trad pas in 2004 toe tot de eurozone. Bron: Macrobond, RaboResearch
Tabel 1: Concurrentiekracht van de zuidelijke lidstaten blijft achter bij die van hun noordelijke partners
![](data:image/png;base64,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)
Noot: De competitiveness-index toetst landen op veel verschillende indicatoren die allemaal van invloed zijn op de internationale concurrentiekracht van een land, zoals de kwaliteit van instituties, efficiëntie van arbeids- en productmarkten en het opleidingsniveau van de bevolking. Bron: World Economic Forum
De euro als zondebok
Het voorgaande illustreert dat sommige landen bij de invoering van de euro zijn toegetreden zonder al te veel na te denken over de beleidsmatige consequenties van een gezamenlijke munt. Politieke redenen hadden de overhand. Dit speelt in ieder geval bij Italië, dat niet achter wilde blijven bij Spanje, en zeker ook bij Griekenland.
Om te kunnen functioneren in de euro hadden landen dus alles op alles moeten zetten om hun concurrentiepositie en groeivermogen structureel te versterken. Voor de landen die dat hebben verzuimd, lijkt de euro per saldo weinig goeds te hebben opgeleverd (figuur 5) en blijken de euro en de daarmee samenhangende beleidsafspraken zelfs de ideale zondebok. Zeker in Italië, dat een netto betaler is aan de EU-begroting en wiens economie al decennia niet of nauwelijks groeit, maar ook in Griekenland, een netto ontvanger, maar compleet ontwricht door een uit de hand gelopen schuldopbouw en de daaropvolgende schuldencrisis (figuur 5).
Als een land uit de euro stapt en weer een nationale munt invoert, zullen de nadelen van deelname aan de eurozone niet als sneeuw voor de zon verdwijnen.
Het gevolg is dat er van tijd tot tijd stemmen opgaan dat sommige landen de euro beter kunnen opgeven. Dat is echter gemakkelijker gezegd dan gedaan. De geschiedenis kan namelijk niet worden teruggedraaid. Als een land uit de euro stapt en weer een nationale munt invoert, zullen de nadelen van deelname aan de eurozone niet als sneeuw voor de zon verdwijnen. Zoals wij eerder al beschreven, komen de Italiaanse problemen bijvoorbeeld niet door de euro. Verder zal de overgang van de euro naar een nieuwe nationale munt ook al de nodige schokken en bijbehorende kosten met zich mee brengen. En moet worden gevreesd dat het uittredende land nog lang met de naweeën van deze stap zal worden geconfronteerd.
Ook voor de achterblijvers zijn er hoge kosten en risico’s. Hoogstwaarschijnlijk weliswaar minder groot dan voor het vertrekkende land zelf, maar over het vertrek van een andere lidstaat moet niet al te gemakkelijk worden gedacht.
Figuur 5: Reëel bbp per capita in Griekenland en Italië nu kleiner dan in 2002
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)
Bron: Macrobond, RaboResearch
Een voorbeeld: stel dat Italië wil uittreden
Wij zullen dit hierna toelichten aan de hand van een denkbeeldige uittreding van Italië uit de eurozone. Wij benadrukken dat wij niet denken dat Italië onder de huidige of volgende regering daadwerkelijk moedwillig uit de eurozone zal stappen – en een land kan er ook niet door andere uit worden gezet. De keuze voor Italië is met name gemaakt omdat deze zeer geschikt is om de complexiteit van deze materie te illustreren, maar ook omdat ‘het risico’ recent weer de aandacht krijgt.
Het scenario: anti-euro-facties zetten exit in gang
In dit scenario gaan wij uit van een overwinning van partijen met een sterke anti-Europa-houding[3]. Men wijt, overigens ten onrechte, de Italiaanse problemen aan ‘Europa’ en in de verkiezingscampagne belooft men de euro af te schaffen en weer een eigen munt in te voeren, de nieuwe Italiaanse lire of NIL. Het is uiterst lastig en tijdrovend omdat de grondwet er voor moet worden aangepast, maar we gaan er hier vanuit dat al de nodige stappen worden gezet en dat de exit van het land in gang kan worden gezet.
Dit betekent dat Italië direct met twee uitdagingen wordt geconfronteerd: onderhandelingen over aangegane verplichtingen in de eurozone én Italexit-onderhandelingen uit de EU, vergelijkbaar met de Brexit-onderhandelingen van de afgelopen jaren.
Het is belangrijk dat er in de Europese verdragen geen juridisch kader is om de euro af te schaffen. Invoering van de euro is onomkeerbaar. Dit betekent concreet dat een land alleen de eurozone kan verlaten door het gehele Europese verdrag te schrappen. Er is natuurlijk een theoretische mogelijkheid dat de rest van Europa bereid is het verdrag op dit punt te herzien. De kans daarop schatten wij in als nihil, al is het alleen maar omdat een dergelijk besluit unanimiteit van alle lidstaten vergt, maar ook om geen precedent te scheppen. Dit betekent dat Italië direct met twee uitdagingen wordt geconfronteerd: onderhandelingen over aangegane verplichtingen in de eurozone én Italexit-onderhandelingen uit de EU, vergelijkbaar met de Brexit-onderhandelingen van de afgelopen jaren. Heel veel van wat langs is gekomen bij de Brexit, zal ook bij een onverhoopte Italexit langskomen, zoals het uittreden uit de interne markt (zie box 2 voor het belang van handel), de afwikkeling van eerder aangegane financiële verplichtingen ten opzichte van de Europese Unie en het aangaan van nieuwe handelsverdragen met de rest van de wereld. De geïnteresseerde lezer wordt verwezen naar het Brexit-dossier op onze website. Op deze plaats beperken wij ons uitsluitend tot de gevolgen van de overgang van de euro naar de NIL. Die gevolgen zullen voor een deel al direct kunnen optreden, terwijl de exit-onderhandelingen een langere doorlooptijd hebben.
Box 2: Het belang van handel
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Italië heeft een grote binnenlandse markt en is minder afhankelijk van handel met het buitenland dan de grote andere EU lidstaten. Toch is internationale handel (export +import) zeker niet onbelangrijk, het telt op tot zo’n 60 procent van het bbp. Dat is ongeveer gelijk aan de openheid van de economie van het Verenigd Koninkrijk. Ongeveer de helft van de Italiaanse internationale handel is met de EU en de helft met landen buiten de EU. De uitvoer en invoer van goederen en diensten naar de totale EU bedroeg in 2019 respectievelijk 284 en 291 miljard euro. Specifiek naar de rest van de eurozone exporteerde Italië in 2019 voor 186 miljard euro goederen en 47 miljard euro diensten. En het voerde op zijn beurt ook veel in: 191 miljard euro goederen en 55 miljard euro diensten.
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De directe kosten
De eerste effecten zouden al in de opmaat naar de verkiezingen kunnen plaatsvinden, als het er op lijkt dat anti-euro partijen met de winst aan de haal zullen gaan. Of anders toch in ieder geval vanaf het moment dat de wetgeving daadwerkelijk wordt voorgelegd aan het parlement, ook al is de exit nog niet daadwerkelijk in gang gezet. Zodra mensen in de gaten krijgen dat uittreden uit de eurozone een waarschijnlijke optie wordt, zullen zij hun geld in veiligheid willen brengen. Het is namelijk zeer waarschijnlijk dat de NIL een zwakkere munt zal worden dan de euro. Als mensen zich bewust worden van het gevaar dat hun bankrekeningen in euro kunnen worden omgezet in NIL, hebben zij een krachtige prikkel om hun geld om te zetten in contant geld, of om het weg te boeken naar een bankrekening in het buitenland. De kans op een run op het Italiaanse bankwezen is dus groot, nog voordat de politiek het exit-proces in gang heeft kunnen zetten. Waarschijnlijk zal het land al zeer spoedig restricties op kasopnames en het overboeken van geld naar het buitenland moeten instellen. De liquiditeitsproblemen voor het Italiaanse bankwezen worden versterkt doordat buitenlandse crediteuren zullen proberen hun (liquide) vorderingen uit Italië op te eisen. Tegelijkertijd zullen Italianen met buitenlandse bezittingen deze juist niet willen repatriëren, om de simpele reden dat zij het wisselkoersverlies dat zij lijden als zij hun buitenlandse bezittingen in NIL omzetten willen voorkomen.
Veel beleggers in zowel Italië als het buitenland zullen direct afstand willen doen van hun beleggingen in Italiaanse effecten, obligatiekoersen zullen daardoor direct dalen en de rente op door Italiaanse debiteuren uitgegeven obligaties zal oplopen, waaronder dus die op staatsleningen.
De bankbalansen komen verder onder druk te staan door de te verwachte koersdalingen van Italiaans staatspapier. Italiaanse banken hebben ruim een kwart van de totale Italiaanse staatsschuld in handen (figuur 6). Italiaanse overheidsobligaties zijn goed voor 11 procent van de activa van Italiaanse banken. Als we ook leningen aan de overheid op de balans meenemen, neemt de Italiaanse overheidsschuld 18 procent op de balans van de Italiaanse bankensector in beslag.
Veel beleggers in zowel Italië als het buitenland zullen direct afstand willen doen van hun beleggingen in Italiaanse effecten, obligatiekoersen zullen daardoor direct dalen en de rente op door Italiaanse debiteuren uitgegeven obligaties zal oplopen, waaronder dus die op staatsleningen (figuur 7). De kredietwaardigheid van Italiaanse debiteuren zal namelijk sterk afnemen, doordat de NIL minder waard zal zijn dan de euro. Dit laatste zal het voor Italiaanse debiteuren een stuk lastiger maken om aan hun huidige schuldverplichtingen in euro’s te voldoen wanneer de NIL daadwerkelijk de euro heeft vervangen als wettig betaalmiddel (zie ook box 3).
Figuur 6: Italiaanse banken bezitten ruim een kwart van de Italiaanse staatsschuld
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Bron: Macrobond, Eurostat, RaboResearch
Figuur 7: In 2018 zocht Italië de confrontatie op met Brussel, dat werd afgestraft op de markten
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)
Bron: Macrobond, RaboResearch
Opstelling ECB cruciaal
Het ligt natuurlijk in de macht van de ECB om de Italiaanse economie door deze moeilijke fase heen te helpen. De ECB kan de banken liquiditeitssteun geven in haar rol als ‘lender of last resort’. Ook kan zij door Italiaanse obligaties op te kopen de rentestijging afremmen. Het is echter de vraag of de ECB hiertoe in dit geval bereid is. De ontstane problemen zijn geheel van Italiaanse makelij en het gevolg van het Italiaanse streven om de euro te verlaten. Het eurosysteem, de ECB en de andere banken van het eurogebied, heeft al forse vorderingen op Italië en zal weinig geneigd zijn om deze verder te vergroten als Italië daadwerkelijk van plan is de eurozone te verlaten (figuur 8). De prioriteit van de ECB zal liggen bij het bewaken van de financiële stabiliteit in de eurozone en niet bij Italië. Verder zullen andere lidstaten niet geneigd zijn om, al of niet via de ECB, in deze situatie hun vorderingen op Italië te vergroten. Sterker nog, de ECB heeft alle prikkels om het mogelijke verlies op haar vorderingen en die van andere ingezetenen van de eurozone op Italië in te perken.
Figuur 8: De Target-2 balans: eurosysteem heeft forse vorderingen op de Italiaanse centrale bank![](data:image/png;base64,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)
Noot: De oranje balkjes tonen de target-2 saldi van Italië. Eind april 2020 had het totale eurosysteem een vordering van ruim 500 miljard euro op de Italiaanse centrale bank. Bron: Macrobond, ECB, RaboResearch
Box 3: Slepende onderhandelingen over herstructurering externe verplichtingen
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Een belangrijk argument dat vaak wordt aangevoerd om uit de euro te stappen, is om meer beleidsruimte te krijgen. Daarbij wordt dan gewezen op de mogelijkheid om door devaluatie van de eigen valuta de concurrentiepositie te verbeteren. In het algemeen wordt veel minder aandacht besteed aan de vraag in welke valuta de externe verplichtingen tussen landen na vertrek uit de eurozone moeten worden afgewikkeld. Op het eerste gezicht lijkt het probleem beperkt, omdat Italië per saldo slechts een zeer kleine netto buitenlandse schuldpositie heeft (circa -2 procent bbp). Onder dit saldo zitten echter veel grote bruto standen. Italië heeft voor een bedrag van 2.942 miljard euro, ofwel 166 procent bbp, aan bezittingen in het buitenland, terwijl buitenlanders voor een totaal van 2.972 miljard euro, ofwel 168 procent bbp aan vorderingen op Italië hebben (figuur 9). Deze wederzijdse vorderingen omvatten bancaire saldi, directe investeringen en beleggingen, waaronder die in staatsschuld.
Voor Italianen met buitenlandse bezittingen ligt het eenvoudig: die laten hun geld veilig in het buitenland staan. Als de NIL na invoering in waarde daalt, kunnen deze Italianen in NIL gerekend een stevige waardestijging van hun buitenlandse bezit tegemoetzien. Italianen met buitenlandse schulden, daarentegen, zullen hun verplichtingen in NIL willen voldoen. En dan wordt het ingewikkeld.
Bij de invoering van de euro is bij wet bepaald hoe de overgang van de nationale valuta van de deelnemende landen en de ECU naar de euro ging verlopen. Lopende bedragen zijn omgezet in euro conform de officiële omrekeningskoers. In het omgekeerde geval ligt het voor de hand dat de Italiaanse overheid zal poneren dat haar schuld is uitgegeven in nationaal wettig betaalmiddel, te weten op dit moment de euro, maar dat deze na de invoering van de nieuwe nationale munt (tevens het nieuwe wettige betaalmiddel in Italië) wordt omgezet in NIL tegen de officiële invoeringskoers. Die stellen wij gemakshalve vast op 1 NIL = 1 euro. Maar in dat geval zal de koers van de NIL waarschijnlijk snel in waarde dalen. Buitenlandse beleggers zien dan een stevige waardedaling tegemoet en zullen hiertegen in beroep gaan. Dat wordt waarschijnlijk een langdurig juridisch getouwtrek. Het gaat zoals hierboven al beschreven om grote bedragen.
Als Italië zijn gehele buitenlandse schuld ook na de Italexit in euro moet voldoen, zullen veel debiteuren acuut in de problemen raken omdat de schuld dan, uitgerukt in NIL, veel zwaarder drukt. Als simpel voorbeeld: stel dat de NIL 20 procent minder waard zou zijn dan de euro. Dat betekent dat Italiaanse schuldverplichtingen aan het buitenland als percentage van het bbp met 25 procentpunt zouden toenemen, als de Italiaanse debiteuren verplicht zijn om de schuld in euro af te betalen.
Als we enkel kijken naar de schuld van de Italiaanse overheid, dan zou deze als percentage van het bbp met bijna 35 procentpunt toenemen, als ze haar schuld geheel in euro moet afbetalen. Zelfs als de betalingsverplichting in euro enkel zou gelden voor schuld in buitenlandse handen – dat is een kleine een derde van het totaal - zou de overheidsschuld als percentage bbp met ruim 10 procentpunt toenemen.
Al met al is een brede (met veel geldeisers) en qua omvang forse herstructurering van Italiaans schuldpapier de meest logische uitkomst van deze situatie. Voor de goede orde: Italië zou als dat nodig mocht blijken ook binnen de euro tot een herstructurering van de overheidsschuld kunnen overgaan. Die zou in verhouding tot het hiervoor beschreven chaotische scenario relatief beperkt kunnen blijven. Vooralsnog is hiervoor echter nog geen directe noodzaak. Maar bij een Italexit is deze onontkoombaar.
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Figuur 9: De netto internationale vermogenspositie verbergt grote onderliggende bruto standen
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)
Bron: Macrobond, IMF, RaboResearch
Problemen op de langere termijn
De financiële afwikkeling van de Italexit zal een stevige nasleep krijgen. De NIL wordt waarschijnlijk geen sterke valuta. Als de NIL deprecieert tegenover de euro dan betekent dit dat als Italië zijn verplichtingen aan het buitenland in euro moet voldoen, deze verplichtingen een veel grotere molensteen zullen zijn voor de Italianen dan nu het geval is (zie box 3). Het ligt dan ook in de lijn der logica dat de Italianen zullen willen bedingen dat de NIL de rechtsopvolger van de euro wordt. Ofwel, zij zullen hun buitenlandse verplichtingen in NIL willen voldoen, uitgaande van de koers bij invoering van 1 NIL = 1 euro. Na depreciatie van de NIL moeten buitenlandse beleggers en crediteuren dan direct een gevoelig verlies incasseren. Buitenlandse crediteuren, waaronder de ECB, zullen daarom juist terugbetaling van hun vorderingen in euro eisen. Dit kan voor jarenlange juridische procedures zorgen. Linksom of rechtsom zal Italië uiteindelijk met een schuldherstructurering worden geconfronteerd. Als de schuld wordt terugbetaald in NIL zal het land door crediteuren in gebreke worden gesteld. Als Italië zijn verplichtingen in euro wil voldoen, exploderen de schuldratio’s na depreciatie van de NIL en zal het land zo goed als zeker in gebreke blijven bij het voldoen aan de schuldverplichtingen.
Het zal dan ook veel moeilijker worden dan vandaag de dag om het overheidstekort met leningen te financieren. Mocht het al lukken, dan zal dit tegen zeer hoge rentetarieven gebeuren.
Dit zal ertoe zullen leiden dat Italië qua kredietwaardigheid een junk-status krijgt en geen toegang tot de internationale financiële markten heeft. Het zal dan ook veel moeilijker worden dan vandaag de dag om het overheidstekort met leningen te financieren. Mocht het al lukken, dan zal dit tegen zeer hoge rentetarieven gebeuren. Waarschijnlijker is dat de Italiaanse centrale bank de overheidstekorten monetair in NIL zal financieren, wat tot een stevige versnelling van de inflatie kan leiden in combinatie met een snel in waarde dalende NIL.
Uit de euro, en dan?
Een zwakke nieuwe munt is goed voor de concurrentiepositie en bevordert de uitvoer. Dit alles wel onder de aanname dat het vertrekkende land een exportindustrie van betekenis heeft. Voor Italië, dat nog altijd een stevige industriële basis heeft met een overschot op de lopende rekening (figuur 3[4]), zou een forse devaluatie van de NIL goed kunnen uitpakken op de uitvoer. Het probleem is echter dat de hiervoor beschreven effecten waarschijnlijk al lang en breed zijn begonnen voordat Italië nieuwe handelsverdragen heeft afgesloten met de EU en andere handelspartners. En zelfs als er net als met het VK in het kader van Brexit een transitieperiode komt waarin huidige vrijhandel blijft bestaan totdat er nieuwe handelsverdragen zijn gesloten, is het te verwachten dat er uiteindelijk meer handelsbarrières zullen zijn dan nu het geval is. Wat export weer duurder maakt.
Verder zullen buitenlandse exporteurs zeker in eerste instantie waarschijnlijk niet bereid zijn om bij hun uitvoer naar Italië in NIL te worden betaald en ook vooraf willen worden betaald. Dus Italië heeft harde valuta, zoals de euro of de dollar nodig, om zijn internationale handel op peil te houden. Bovendien is het hoogst onwaarschijnlijk dat de uiteindelijke voordelen van een goedkopere munt, via goedkopere export, voor de economie als geheel opwegen tegen de (acute) nadelen van duurdere import, hogere inflatie, slepende herstructureringsonderhandelingen en/of wanbetaling, hogere rentes, de te verwachte knauw in sentiment en koersval op de Italiaanse beurs.
De Italiaanse economie kampte al lang voor de overgang op de euro met structurele zwakte.
En dan rijst vervolgens de vraag: als dit eenmaal allemaal achter de rug is, Italië is uit de euro gestapt en de ergste pijn is verwerkt, hoe dan verder? Als het verleden een leidraad is, dan mag worden verwacht dat de Italiaanse economie zwak zal blijven presteren en dat de NIL een structureel zwakke munt zal worden. De Italiaanse economie kampte al lang voor de overgang op de euro met structurele zwakte. In de decennia voorafgaand aan de invoering van de euro ging Italië ook gebukt onder het zogeheten haasje-over-effect. Het land kende een relatief hoge inflatie, die deels voortkwam uit monetaire financiering van het overheidstekort (figuur 10). Als de concurrentiepositie te veel verzwakte, werd de lire gedevalueerd om deze te herstellen, maar het beleid werd niet aangepast. Dus na een tijdje was de concurrentiepositie door de inflatie weer verslechterd, waarna het proces zich herhaalde. Dit leidde ertoe dat Italië tussen 1944 en midden jaren zeventig meer dan tien keer moest aankloppen bij het IMF om betalingsbalanssteun. Dit laatste is in een wereld met zwevende wisselkoersen en vrij internationaal kapitaalverkeer overigens veel minder vaak aan de orde. Maar de hoge inflatie betekende in de praktijk een belasting op het aanhouden van vastrentende obligaties, met de overheid als ‘winnaar’. Dit is de situatie die veel Italianen zat waren, ook omdat dit de koopkracht aantastte en de reële groei van Italië afremde, en waar de euro een uitweg bood. De kans dat Italië een herkansing krijgt om alsnog bij de eurozone aan te sluiten na uittreding lijkt voor de komende decennia echter nihil.
Het is natuurlijk ook mogelijk dat de Italiaanse beleidsmakers alsnog de beleidsdiscipline vinden om dit scenario te voorkomen. Dat betekent dat men de overheidsfinanciën op orde brengt, afziet van monetaire financiering, de inflatie in toom houdt en groei verhogende hervormingen doorvoert. Het zou de Italiaanse economische ontwikkeling zeker ten goede komen. Het ironische van het geval is, dat dit nu precies het beleid is dat op dit moment van de Italianen wordt gevraagd. Als men eerder het licht zou hebben gezien dan had men zich heel veel pijn en moeite kunnen besparen. Maar dat is het gevecht tussen de ratio en de emotie, die de emotie in dit scenario heeft gewonnen.
Figuur 10: Eurolidmaatschap houdt de inflatie in toom
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)
Bron: Macrobond, RaboResearch
Gevolgen voor de rest van de EU
Met het vertrek van Italië uit de eurozone en de EU wordt het valutagebied 15 procent en de Interne Markt (EU-27) 13 procent kleiner. Dat is slecht nieuws voor de achterblijvende landen, want hoe groter het vrijhandelsgebied, des te groter zijn de economische voordelen. Verder moet worden gevreesd dat er langdurige discussies zullen plaatsvinden over de afwikkeling van de Italiaanse verplichtingen aan de rest van de wereld. Italië zal deze in NIL willen afwikkelen, de schuldeisers daarentegen zullen de NIL niet als rechtsopvolger van de euro willen zien en zullen terugbetaling in euro eisen. De kans is groot dat Italiaanse debiteuren niet aan al hun verplichtingen kunnen voldoen en de verliezen voor de EU en haar lidstaten kunnen aanzienlijk zijn[5]. Ook moet worden gevreesd voor flinke koersverliezen op Italiaanse aandelen. Het is onwaarschijnlijk dat al deze bezittingen niets meer waard zijn, maar een flinke afwaardering lijkt onvermijdelijk. Ter vergelijking: tot dusver hebben de andere lidstaten nog geen eurocent steun aan Italië hoeven geven. Want het land heeft weliswaar een hoge staatsschuld, maar geen overdreven grote netto schuldpositie en het heeft tot dusver gewoon aan zijn verplichtingen voldaan.
Rusland en China zullen zich waarschijnlijk verdringen om steun te leveren..
Het verlies aan prestige is voor beide partijen natuurlijk groot. Maar voor Europa speelt een geopolitiek gevaar in een Italexit: het land kan, als de nood aan de man komt, elders steun proberen te zoeken. Rusland en China zullen zich waarschijnlijk verdringen om steun te leveren, door te investeren in de Italiaanse economie, bijvoorbeeld in strategische infrastructuur. Dit doen zij niet uit liefdadigheid, maar om het verkrijgen van politieke invloed. Een vertrek van Italië betekent voor de EU niet alleen een economisch verlies, maar nog meer een verlies aan politiek prestige.
Box 4: Nederland en Italië
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Italië is een belangrijke afzetmarkt voor Nederland. Het staat in de top 10 van handelspartners. In 2019 exporteerde Nederland 20,5 miljard euro aan goederen naar Italië en 5,8 miljard euro aan diensten (CBS). De Nederlandse goederen- en diensteninvoer uit Italië bedroegen respectievelijk 11,9 en 5,4 miljard euro (CBS). In totaal gaat zo’n 3,5 procent van de totale Nederlandse export naar Italië en komt ongeveer 2,5 procent van de totale import uit Italië. Verder heeft Nederland in totaal 210 miljard euro aan vorderingen uitstaan op Italië. Eind 2019 hadden Nederlandse ingezetenen grofweg 33 miljard euro in Italië belegd, waarvan 18,5 in schuldpapier van de Italiaanse overheid, en bezaten ze 149 miljard euro aan directe investeringen en 17 miljard euro aan andere investeringen, zoals spaarrekeningen en leningen. Hoeveel dat in totaal andersom is, is niet bekend.
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Tot besluit
De discussie over het uittreden uit de eurozone gaat vaak niet veel verder dan het argument dat een land op deze wijze zijn monetaire autonomie weer terugkrijgt en zijn concurrentiepositie kan herstellen. Te weinig wordt stilgestaan bij de kosten van de overgang, die tevens een massale schuldherstructurering kan omvatten, en bij de vraag hoe het beleid na een euro-exit eruit zou komen te zien. Die omissies hebben wij in dit stuk opgepakt en we hebben hun effecten nader uitgewerkt.
Voor de goede orde: wij verwachten niet dat Italië uit de euro zal willen stappen. Ofschoon Italiaanse politici graag ‘Europa’ de schuld geven van alles wat impopulair is, weten de meesten van hen wel beter. En in dit opzicht onderscheiden Italiaanse politici zich niet van hun collega’s. In ons land wordt bijvoorbeeld steevast geklaagd over de ‘hoge kosten’ van Europa, terwijl juist ons land met zijn open economie meer dan evenredig van zowel de Interne markt als de eurozone heeft geprofiteerd (zie bijvoorbeeld Bertelsmann Stiftung, 2019). Maar als puntje bij paaltje komt, willen de meeste politici bij voorkeur niet de geschiedenisboeken ingaan als degenen die de grootste beleidsblunder van de eeuw hebben veroorzaakt. Wel kan een reeks ondoordachte maatregelen er ‘per ongeluk’ toe leiden dat een land serieus in de gevarenzone terechtkomt. Dit hebben wij voor Italië uitgelegd in deze andere publicatie. En daarnaast kunnen we ook niet het risico negeren dat de emotie het uiteindelijk wint van de ratio. De stem voor Brexit heeft recent nog onderstreept dat de economische ratio het niet altijd wint van de emotie.
De hiervoor beschreven effecten zijn lang niet volledig. De kans is groot dat de financiële markten in de hele eurozone erg onrustig zijn rondom de uittreding van een belangrijke lidstaat, maar dit valt op voorhand moeilijk te kwantificeren. Ook de impact van sterke schommelingen in het vertrouwensklimaat is onvoorspelbaar. In dit artikel hebben wij ons beperkt tot die effecten waarvan zo goed als zeker is dat zij zullen optreden. De belangrijkste les is dat niet al te luchtig over uittreding uit de euro moet worden gedaan. Dat landen indertijd beter niet met de euro hadden kunnen meedoen, betekent niet dat ze er na twintig jaar weer soepeltjes uit kunnen stappen. Het is een ingewikkeld, duur en in veel opzichten onvoorspelbaar proces, dat in menig opzicht een stuk ingewikkelder is dan de Brexit. Daarom is het zeer raadzaam dat landen, mochten deze uittreding uit de eurozone overwegen, deze keer doen wat zij bij invoering van de euro hebben nagelaten: vooraf een gedegen kosten/batenanalyse verrichten.
Voetnoten
[1] Sinds 2011 worden ook ontwikkelingen op de lopende rekening in de gaten gehouden, in het kader van de macro-economische onevenwichtigheden procedure. De saldi op de lopende rekeningen blijven in de beleidssturing echter onderschikt aan de publieke begrotingssaldi en schuld.
[2] In eerste instantie droeg ook een krimp van de import door de enorme crisis bij aan de verbetering van het saldo op de lopende rekening. In Spanje nam daarbij het aantal exporterende bedrijven toe doordat zij werden gedwongen andere afzetmarkten aan te boren om de vraaguitval op de binnenlandse markt op te vangen. In Italië is het al kleine tekort omgezet naar een overschot, vooral doordat de import van goederen en diensten nagenoeg niet is gegroeid (als percentage van het bbp), terwijl de export van zowel goederen als diensten wel toenam – al was die groei beduidend kleiner dan in de andere lidstaten.
[3] Volgens peilingen zou een kleine 50 procent van de stemmen naar uiterst rechtse partijen met sterke nationalistische en anti-euro-gevoelens gaan, als er nu verkiezingen worden gehouden (verkiezingen zijn gepland in 2023).
[4] Italië had in 2019 een overschot op de lopende rekening van de betalingsbalans met de eurozone van bijna 15 miljard euro (0,8 procent bbp) en met de hele wereld van ruim 50 miljard euro (3 procent bbp, figuur 3). Italië is dus geen tekortland. Het spaartekort van de overheid wordt meer dan gecompenseerd door het spaaroverschot van de private sector.
[5] Precieze data over de netto internationale investeringspositie tussen Italië en de eurozone zijn niet beschikbaar. Wel weten we dat Italië 1.928 miljard euro aan bezittingen heeft in andere eurozonelidstaten. Naar verwachting heeft Italië in totaal iets meer verplichtingen dan dat aan het eurogebied (rond de 16 procent van het eurozone bbp). Het is onduidelijk wat er precies met de target-2 saldi gebeurt als een lidstaat de eurozone verlaat. Omdat de euro volgens de verdagen onomkeerbaar is, is niet vastgelegd hoe het saldo op de target-2 balans van de vertrekkende lidstaat moet worden afgewikkeld.