Geopolitieke realiteit
De huidige geopolitieke ontwikkelingen zijn veel meer omvattend dan alleen het gewapende conflict aan de oostgrens van Europa. De toekomstige energievoorziening en de productie en beschikbaarheid van talloze essentiële grondstoffen vormen hete hangijzers in politieke discussies op hoog niveau. De eerste gevolgen hiervan zien we al:
exportbeperkingen van halfgeleiders naar China, restricties op de Chinese export van
zonne-energietechnologie en plannen voor enorme subsidiepakketten in bijvoorbeeld de Verenigde Staten (
Inflation Reduction Act) en mogelijk de Europese Unie. Als Europa de boot mist, ligt een betalingsbalanscrisis op de loer. Een dergelijke crisis zien we regelmatig in opkomende economieën, maar zelden in ontwikkelde economieën als de Europese. We hebben de economische gevolgen van een dergelijk scenario geanalyseerd
in deze uitgebreide Engelstalige studie. Hieronder volgt een korte samenvatting ervan. De belangrijkste boodschap is de voor- en nadelen van vrijhandel in deze nieuwe realiteit opnieuw tegen elkaar af te zetten en daar het beleid op aan te passen.
Traditionele economische DGSE-modellen volstaan niet meer
Als we ervan uitgaan dat de huidige geopolitieke ontwikkelingen structureel van aard zijn, en de oorlog in Oekraïne niet op zichzelf staat, dan mogen we verwachten dat er ook een structurele economische machtsverschuiving plaatsvindt. Met alle consequenties van dien. China en de VS zijn al langere tijd bezig om hun internationale afhankelijkheid van belangrijke grondstoffen terug te dringen om technologische, economische en militaire soevereiniteit zeker te stellen. Europa heeft in 2022 ondervonden hoe geopolitieke spanningen de leveringszekerheid van energie in gevaar kunnen brengen. En zo zijn er meer onzekerheden. Zijn er bijvoorbeeld nog wel mogelijkheden op nieuwe exportmarkten? Kunnen we de Europese arbeidsmarkt nog vlottrekken? Wanneer is de begrotingsruimte op? Welke monetaire beleidsopties hebben we nog?
Traditionele macro-economische (DSGE) modellen zijn onvoldoende in staat om de effecten van deze ontwikkelingen te berekenen. Vooral omdat ze niet goed omgaan met onevenwichtigheden op lange termijn. Zo gaan ze er bijvoorbeeld van uit dat een lagere wisselkoers de export stimuleert, dat de economie snel terugkeert naar de trendmatige groei en de arbeidsmarkt weer in evenwicht komt. Wij zien in de hierboven genoemde onzekerheden duidelijke redenen waarom deze aannames niet opgaan. DSGE-modellen gaan namelijk voorbij aan de negatieve gevolgen die een plotselinge, grootschalige structurele erosie van de productiebasis heeft voor de betalingsbalans en de macro-economische stabiliteit.
Ondanks de complexiteit van het model is de belangrijkste conclusie vrij eenduidig: de warme winter ten spijt zijn Europa en het VK nog lang niet uit de problemen.
Daarom hebben wij een alternatief model ontwikkeld dat beter geschikt is voor ons gedachte-experiment (zie deze figuur). Het houdt rekening met het risico van structureel hogere inputkosten, lagere exportmogelijkheden ondanks een verslechtering van de wisselkoers en een betalingsbalanscrisis met minder ruimte voor ruimhartig begrotings- en monetair beleid. Natuurlijk is onze aanpak verre van perfect, maar we denken dat het een stap in de goede richting is om scenario’s door te rekenen in een wereld waarin geopolitieke beslissingen steeds meer de boventoon gaan voeren.
Ondanks de complexiteit van het model is de belangrijkste conclusie vrij eenduidig: de warme winter ten spijt zijn Europa en het VK nog lang niet uit de problemen. Als de huidige crisis aanhoudt, bestaat de kans dat deze economieën zich niet herstellen in de richting van de trendgroei, maar te maken krijgen met een sneeuwbaleffect van de-industrialisatie en een structurele verslechtering van de economische basis. Het concurrentievermogen kalft af en de financiële markten reageren hier op. Al met al kan deze verschuiving zelfs betekenen dat de EU en het VK op termijn steeds meer de dynamiek van opkomende markten laten zien.
Hoe structureel is de energiecrisis?
Laten we eens iets meer in detail kijken naar deze energiecrisis. De Europese gasprijs op de TTF-groothandelsmarkt staat momenteel een stuk lager dan de recordhoogtes uit 2022. Sinds half december zijn de prijzen fors gedaald als gevolg van de relatief hoge wintertemperaturen in Europa. Dit, in combinatie met een forse vraagreductie, zorgt ervoor dat het risico aanzienlijk kleiner is geworden dat we deze winter onze gasvoorraden uitputten en met fysieke tekorten te maken krijgen. De EU zou dus het voorjaar in kunnen gaan met een flinke hoeveelheid gas in voorraad. Het marktsentiment is dan ook enigszins omgeslagen en de gas-termijncontracten voor de komende jaren zijn duidelijk lager geprijsd dan enkele maanden geleden. Maar het is voorbarig om te concluderen dat Europa op het gebied van energie daarmee definitief uit de problemen is.
De huidige prijzen van 50-70 euro per megawattuur (MWh) zijn nog steeds meer dan het dubbele van het gemiddelde van de afgelopen decennia. Hierdoor stijgen de productiekosten voor alle energie-intensieve industrieën. Omdat de Europese (pijpleiding-)gasimporten uit Rusland nu een fractie zijn van wat ze waren vóór de oorlog in Oekraïne, is de import van het veel duurdere vloeibare aardgas (LNG) uit onder meer Qatar en de VS sterk gestegen. De productiekosten van LNG liggen momenteel ergens tussen 27-50 dollar/MWh (zie figuur 1), waarbij de transportkosten de meest onzekere factor zijn. Zolang deze importen een substantieel deel uitmaken van de totale energie-import om te voorzien in de Europese energievraag, is het moeilijk voor te stellen dat de Europese gasprijzen weer dalen tot het niveau van voor de oorlog.
Figuur 1. LNG is veel duurder dan gas uit pijpleidingen.
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)
Bron: RaboResearch
Zolang Europa er niet in slaagt zijn energievoorziening veilig te stellen, blijft het immers gevoelig voor verstoringen in de energieleveringsketen, of die nu geopolitiek of fysiek van aard zijn. Elke verstoring drijft de prijzen op. Deze toegenomen grilligheid maakt het voor bedrijven moeilijker om een stabiele basis in Europa te behouden, laat staan op te bouwen. Wat dit betreft zien we al enig anekdotisch bewijs voor de negatieve effecten. Zo kunnen veel bedrijven de hogere energiekosten niet volledig doorberekenen aan de consument (zie hier en hier), waardoor hun winstmarges onder druk staan en daarmee ook hun investeringen en concurrentiepositie. Ook zien we al dat enkele Europese bedrijven (delen van) hun productie verplaatsen naar regio’s waar energie goedkoper is, bijvoorbeeld in de VS of Azië (zie hier en hier). Daarmee trekt in Europa geïnvesteerd buitenlands kapitaal weg. Meer concreet hebben de Verenigde Staten hun aantrekkingskracht op bedrijven verder versterkt met de CHIPS Act en de Inflation Reduction Act (IRA), waarmee het Amerikaanse bedrijfsleven enorme belastingsubsidies ontvangt. De EU werkt inmiddels aan een plan voor een "ongekend" pakket subsidies om te proberen de IRA te evenaren. Het is duidelijk dat deze economische wapenwedloop nog lang niet voorbij is.
Twee scenario’s
De stijgende gasprijzen en energiesubsidies hebben geleid tot tekorten op de handelsbalans en de lopende rekening en forse onevenwichtigheden in de begrotingen. De eurozone kampt voor het eerst sinds lange tijd met een zogenoemd twin deficit: een tekort op de lopende rekening in combinatie met een begrotingstekort (zie figuur 2). Het VK kampt structureel met een twin deficit. Hierdoor is het land erg kwetsbaar voor kapitaalvlucht als gevolg van niet-prudentieel overheidsbeleid, zoals we vorig jaar zagen onder het bewind van de regering Truss.
Figuur 2. Tekorten op de begroting en de lopende rekening in de eurozone.
Bron: Eurostat, Macrobond, RaboResearch
Soepeler begrotingsbeleid is dus riskant, maar stopzetten van overheidssteun zou leiden tot een verdere industriële krimp. Daarnaast beperkt een twin deficit de mogelijkheid om onconventioneel beleid (QE, MMT) te voeren (zie dit artikel). Kortom, er zijn momenteel maar weinig goede beleidsopties. Als de huidige crisis aanhoudt of zich uitbreidt naar andere noodzakelijke grondstoffen waarop Europa kwetsbaar is[1], is het mogelijk dat de dynamiek die we gewoonlijk in opkomende markten zien ook werkelijkheid wordt voor eurozone en VK. De twee scenario’s staan uitvoeriger beschreven in ons achtergrondrapport.
Scenario 1: Subsidies tot 2027
In dit eerste scenario nemen we aan dat het Verenigd Koninkrijk en elke lidstaat van de eurozone een aanzienlijk deel van de energieprijsschok financieren door de huidige energiesubsidies (of nieuwe subsidies vergelijkbaar met de Amerikaanse IRA-subsidies) te verlengen tot 2027. De kosten van verlenging van de subsidies bovenop de huidige plannen zouden - afhankelijk van de energieprijs - ongeveer 85 miljard pond bedragen voor het VK en 700 miljard euro voor de eurozone. Dit zou leiden tot een stijging van de totale overheidsschuld in zowel het VK als de eurozone met 4 procentpunt.
Het effect in dit subsidiescenario is bescheiden vergeleken met economische crises zoals de grote financiële crisis van 2008-2009. De impact is vergelijkbaar met die van de dotcom-crisis begin jaren 2000: geen ‘existentiële’ crisis, maar wel tot op zekere hoogte een pijnlijke verandering van de economische structuur.
Het is verstandig om als Europese landen gezamenlijk strategisch autonoom te worden voor de productie van cruciale grondstoffen en halffabricaten, zoals voor lithium nu de eerste stappen zijn gezet.
De economie van het VK en die van de eurozone krijgen forse klappen en de arbeidsmarkt wordt er minder krap. Aan het eind van de scenariohorizon zijn beide economieën naar verwachting 1,4 procent kleiner dan in het basisscenario, en is de werkloosheid in het VK met 0,2 procentpunt en in de eurozone met 0,4 procentpunt gestegen.
Scenario 2: De-industrialisatiescenario
In het tweede scenario gaan we ervan uit dat een deel van de industriële basis van het VK en de eurozone alsnog verdwijnt door de energiecrisis en/of door een gunstiger investeringsklimaat elders. De pond en de euro verzwakken aanzienlijk.
We nemen aan dat de industriële productie in dit scenario met 10 procent daalt. Dit heeft een duidelijk effect op de handelsbalans van het VK. Een lagere productie leidt niet alleen tot een lagere uitvoer, maar heeft ook een effect op de invoer: bedrijven hoeven dan weliswaar geen grondstoffen of halffabricaten meer in te voeren, maar de extra invoer moet het verlies aan binnenlandse productie goedmaken; gezien de hogere waarde van eindproducten overheerst dit laatste effect.
Zoals verwacht is de impact van dit scenario aanzienlijk groter dan die van het subsidiescenario. Het tekort op de lopende rekening van het VK loopt sterk op tot ongeveer 6 procent van het bbp, wat vergelijkbaar is met het tekort vlak na het Brexit-referendum (zie figuur 3). Deze schok is echter mild vergeleken met die in de eurozone, waar het overschot op de lopende rekening verandert in een structureel tekort.
Figuur 3. De lopende rekening verslechtert dramatisch in het VK (boven), maar in de eurozone is het nog erger (onder).
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)
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)
Bron: RaboResearch, ONS, Macrobond
Een zwakkere wisselkoers zorgt ervoor dat de inflatie stijgt en ruim boven de inflatiedoelstellingen van de Bank of England (BoE) en de Europese Centrale Bank (ECB) blijft. Zowel het VK als de eurozone zou de komende jaren moeten wennen aan inflatiepercentages van 3-4 procent. Hogere inflatie leidt gewoonlijk tot hogere nominale lonen aangezien werknemers een hogere vergoeding eisen om hun koopkracht te beschermen, maar in dit scenario blijven de lonen achter bij de ontwikkeling van de inflatie. Ten eerste omdat de winstgevendheid van bedrijven onder druk staat en er dus minder ruimte overblijft om de lonen te verhogen. Ten tweede ontwikkelen lonen zich gematigd als gevolg van zogeheten samenstellingseffecten: door verlies van hoogproductieve banen in de industriële sector verplaatst kapitaal en arbeid zich deels ook naar minder productieve banen in de dienstensector.
Een lagere gemiddelde productiviteit, een lagere koopkracht en het effect op de netto handel drukken allemaal zwaar op de economische groei in zowel het VK als de eurozone. Wij verwachten dat de economieën van het VK en de eurozone in dit scenario eind 2027 tussen de 7,2 en 7,4 procent kleiner zijn dan in ons basisscenario (figuur 4).
Figuur 4. Het bbp in het VK (links) en de eurozone (rechts) krijgen klappen waarvan ze niet snel herstellen.
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)
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)
Bron: RaboResearch
Lagere groeicijfers hebben uiteraard gevolgen voor de arbeidsmarkt. Hoewel deze zich als gevolg van de huidige krapte met enige vertraging uiten, stijgt de werkloosheid in dit scenario uiteindelijk met 4 procentpunt in het VK en met 3,5 procentpunt in de eurozone tot 10 procent. Al met al zijn de gevolgen in dit scenario eerder structureel dan cyclisch, wat de potentiële groei ondermijnt. Hierbij hebben we nog geen rekening gehouden met een mogelijke bevolkingsuitstroom en krimpende research- & development-budgetten en de daarmee samenhangende investeringen: ook deze ontwikkelingen leveren nog grotere neerwaartse risico’s op ten opzichte van onze berekeningen.
Maar wat dan?
Europa heeft nog tijd om een dergelijk scenario te voorkomen, maar dat vereist wel een andere blik op vrijhandel. Het is belangrijk om tegen de huidige geopolitieke realiteit de voor- en nadelen hiervan opnieuw tegen elkaar af te wegen. Pleiten we dan voor vergaand protectionisme? Zeker niet; de waarde van internationale handel en specialisatie in het algemeen staat twee eeuwen na het werk van David Ricardo nog altijd recht overeind. Het is echter wel verstandig om als Europese landen gezamenlijk strategisch autonoom te worden voor de productie van cruciale grondstoffen en halffabricaten, zoals voor lithium nu de eerste stappen zijn gezet. Met een goede coördinatie is het niet nodig dat elk individueel land dat wordt, zolang dat maar wel geldt voor Europa als geheel.
Voetnoten
[1] In 2020 heeft de Europese Commissie al een lijst van 5200 producten onderzocht en daarin 137 producten geïdentificeerd waarvoor Europa afhankelijk is van buitenlandse levering. Daarnaast zijn 34 van deze producten kwetsbaar, omdat de vervangingsmogelijkheden van deze invoer zeer beperkt zijn, zoals bepaalde grondstoffen voor medicijnen, maar ook grondstoffen die nodig zijn voor bepaalde hightechproducten en de overgang naar een klimaatneutrale Europese economie (indium, gallium, silicium, zeldzame aardmetalen en platinum-metalen).
Te citeren als
Hugo Erken, Frank van Es, Michael Every, Erik-Jan van Harn, “Glijden de EU en het VK af tot opkomende markten?”,
Me Judice,
14 februari 2023.
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