De beleidsplannen
Het doorrekenen van de beleidsplannen van de Amerikaanse presidentskandidaten is geen lichtzinnige taak. In Nederland worden de verkiezingsprogramma’s met alle cijfers op een rij door de meeste politieke partijen keurig netjes en geordend van tevoren bij het Centraal Planbureau ingeleverd, maar in de VS is er geen overkoepelende ‘arbiter’ die de plannen op hun economische merites beoordeelt. Het Trump-team heeft wat bullets en een weinig concreet pamflet gepubliceerd over hoe het beleid in een tweede termijn eruit zou kunnen zien. De website van Biden bevat veel meer details en cijfers over zijn plannen, maar is tegelijkertijd ook een doolhof van informatie waarbij lang niet altijd duidelijk is in hoeverre plannen elkaar overlappen. Omdat de plannen niet eenduidig zijn ontsloten door beide kandidaten, hebben we ons ook toe moeten leggen op uitspraken in speeches, debatten, twitter en de Begroting. Een disclaimer vooraf is dat het kan zijn dat een aantal plannen die we hebben opgenomen uiteindelijk niet het levenslicht gaat zien of dat we enkele plannen niet hebben opgenomen. Tegelijkertijd zijn we van mening dat de pakketten zoals we die hebben doorgerekend in de scenario’s de beleidsrichting van beide kandidaten goed weergeven.
Er zijn diverse organisaties zoals de Tax Foundation, het Tax Policy Center, Committee for Responsible Federal Budget (CRFB) en Penn Wharton die op deelonderwerpen, zoals de impact op de fiscaliteit, doorrekeningen hebben gemaakt waar we ook in deze studie dankbaar gebruik van maken. In de onderhavige studie willen we echter de impact van de beleidsplannen op het hele spectrum aan economische variabelen uit de doeken doen, zoals het bruto binnenlands product (bbp), de handel, de werkloosheid en het reële beschikbare inkomen. Eerst zullen we iets meer informatie geven over wat voor beleidskoers we kunnen verwachten bij beide kandidaten.
Trump
In een notendop wil Trump de belastingen verlagen en tegelijkertijd snijden in de overheidsuitgaven. Tabel 1 geeft een overzicht van de plannen van Trump die we zijn tegengekomen. Samenvattend verwachten we dat de belastingverlagingen van Trump tot 2030 zorgen voor een verlies aan overheidsinkomsten van tussen de ruwweg $ 2.900 miljard en $ 4.075 miljard, terwijl de bezuinigen op de overheidsuitgaven zorgen voor extra inkomsten van tussen de $ 1.370 miljard tot $ 3.200 miljard. De reden waarom deze bedragen zo ver uiteen liggen, is dat een aantal plannen vaag is: wil Trump een belastingkorting voor de middeninkomens instellen voor vijf of tien jaar? En hoe gaat Trump met hervormingen in de gezondheidszorg 850 miljard ophalen? Daarom werken we met de doorrekening van Trump-plannen dan ook met een bandbreedte. Een uitgebreide toelichting van alle plannen is te vinden in deze studie.
Tabel 1: Beleidsplannen van Trump
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)
Bron: zie bijgevoegd bestand onder 'Downloads', rechts
Biden
Biden wil een diametraal andere beleidskoers varen dan Trump: hij wil de overheidsuitgaven juist verhogen door onder andere te investeren in onderwijs, schone energie en sociale zekerheid. Om dit deels te bekostigen wil hij de belastingen verhogen, vooral voor de hogere inkomens (> $ 400.000). Tabel 2 geeft een overzicht van Bidens belangrijkste plannen en de bijhorende bronnen. Voor meer informatie over Bidens plannen verwijzen we wederom naar deze studie. We verwachten dat zijn belastingplannen ruwweg $ 3.500 miljard aan extra opbrengsten zullen genereren en dat de overheidsuitgaven zullen stijgen met tussen de grofweg $ 5.650 miljard en de $ 6.700 miljard.
Tabel 2: Beleidsplannen van Biden
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)
Bron: zie bijgevoegd bestand onder 'Downloads', rechts
Impact op de Amerikaanse economie
Nu we een duidelijker beeld hebben van de beleidsplannen van beide presidentskandidaten is het zaak om te analyseren wat deze betekenen voor de Amerikaanse economie. Hiervoor gebruiken we het macro-econometrische handelsmodel NiGEM in combinatie met een productiviteitsmodel dat RaboResearch heeft ontwikkeld voor de Amerikaanse economie.
Economische groei
In onze doorrekening zorgen de plannen van Biden voor een hogere economische groei dan die van Trump. Deze hogere groei komt grotendeels door de grotere netto overheidsstimulans onder Biden. Bij Trump zorgen lagere belastingen weliswaar voor een hoger reëel beschikbaar inkomen, maar dit effect wordt tenietgedaan door de bezuinigingen op publieke uitgaven. Het gevolg is dat de economie zich ongeveer hetzelfde zal ontwikkelen als in ons basispad (zie figuur 1). Wel vindt onder Trump een forse verschuiving plaats van uitgaven in het publieke domein naar uitgaven in de private sector.
Onder Biden zien we de economie forser groeien dan in ons basispad, gemiddeld met ongeveer 0,4 procentpunt op jaarbasis. Het gevolg is dat de Amerikaanse economie op lange termijn onder Biden tussen de 3,8% en 4,6% groter is dan onder Trump (zie figuur 1). Biden weet dit effect te realiseren omdat de positieve impact van forse hogere overheidsuitgaven en -investeringen sterker is dan het negatieve effect van lagere particuliere consumptie door belastingverhogingen. Van belang hierbij is dat Biden vooral de hogere inkomens belast die meer dan $400.000 op jaarbasis verdienen. Juist van deze groep weten we dat de zogenoemde marginale consumptie-elasticiteit een stuk lager is dan bij lage inkomens, een groep die Biden juist tegemoet wil komen door het verhogen van het minimumloon.[1] Doordat Biden het geld bij de rijkste groep weghaalt, is het effect op de particuliere consumptie dus beperkt, terwijl de hogere overheidsuitgaven en -investeringen de economie een directe stimulans geven.
Figuur 1: Verwachte impact op de Amerikaanse economie
Bron: RaboResearch, U.S. Bureau of Economic Analysis (BEA), Macrobond
Omgekeerd geredeneerd kun je je afvragen of veel van de voorgestelde belastingkortingen van Trump wel zo effectief worden ingezet om de economie te stimuleren. Zo wil Trump het belastingtarief voor middeninkomens verlagen van 22 naar 15 procent (CNBC, Washington Post), maar in dit plan strijken ook de hoge inkomens de maximale korting op van $ 3.150 per persoon over het deel van hun inkomen dat in die 22 procent-schijf valt. Onze eigen berekeningen laten zien dat 45 procent van dit belastingplan daarom neerslaat bij mensen die meer dan $ 100.000 verdienen en 25 procent bij mensen met een inkomen van meer dan $ 150.000.
Staatsschuld
Het beleid van Biden heeft ook een keerzijde, want de publieke schuldquote loopt veel harder op dan onder het beleid van Trump (figuur 2). Deze is al sterk verslechterd door de coronacrisis: van 107 procent aan het begin van het jaar naar 136 procent op dit moment, en zal de komende periode naar verwachting verder oplopen. Onder Trump verwachten we dat de schuldquote in 2030 uitkomt op gemiddeld 148 procent, in lijn met het basispad, terwijl we onder Biden ratio’s verwachten van tussen de 164 en 170 procent.
Over de vraag of deze hogere staatsschuld potentiële gevaren met zich meebrengt zijn de meningen verdeeld. De dollar is dé internationale sleutelvaluta die wereldwijd wordt gebruikt voor het doen van internationale transacties en investeringen. De vraag naar Amerikaanse overheidsobligaties is structureel groot. Bovendien is de Amerikaanse staatsschuld in zijn geheel gedenomineerd in Amerikaanse dollars. Als de dollar deprecieert, heeft dit geen invloed op de omvang van de staatsschuld en spelen internationale valutamarkten nauwelijks een rol in disciplineren van de VS.
Figuur 2: Staatsschuldquote stijgt veel harder onder Biden
![](data:image/png;base64,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)
Bron: RaboResearch, Federal Reserve Bank, Macrobond
Arbeidsmarkt
Ook op de arbeidsmarkt scoort Trump beter dan Biden, maar vooral op de langere termijn. We verwachten dat de werkloosheid onder Biden uit zal komen op ongeveer 5,6 procent, terwijl deze bij Trump zelfs onder de 4 procent zal uitkomen. Drie aspecten zorgen voor minder gunstige werkgelegenheidseffecten onder Biden. Ten eerste wil Biden het minimumloon verhogen van $ 7,25 naar $ 15. Hoewel dit een netto positief effect heeft op de particuliere consumptie bij met name het onderste spectrum van de inkomensverdeling, gaat het ook ten koste van de werkgelegenheid. Het Congressional Budget Office (CBO) verwacht dat deze maatregelen zorgen voor 1,3 miljoen extra werklozen in 2025. Ten tweede wil Biden de vennootschapsbelasting verhogen van 21 naar 28 procent. Tot slot zorgt het innovatie- en technologiebeleid van Biden voor meer structurele arbeidsbesparing, wat ook zorgt voor structureel lagere werkgelegenheid.
Handel
De wereldhandel krijgt onder Biden een flinke impuls. Vooral de Amerikaanse import neemt toe, tot wel 6 tot 7 procent hoger op de langere termijn (figuur 3). Omdat de Amerikaanse export echter niet meestijgt, verwachten we wel een verslechtering van de handelsbalans ten opzichte van het basispad met $ 250 miljard op lange termijn. Dit komt bovenop een gemiddeld totaal tekort van tussen de $ 850 miljard tot $ 900 miljard in het basispad.
De hogere import in het Biden-scenario komt vooral door een hogere economische groei. Daarin is dus niet meegenomen dat Biden en Trump sterk van elkaar verschillen in hun opvatting over internationale handel. Zo is bekend dat Biden veel meer dan Trump bereid is om de multilaterale route te bewandelen als het gaat om handelsafspraken, terwijl Trump hier niet zoveel van moet hebben en eigenhandig het functioneren van de Wereldhandelsorganisatie de nek om heeft gedraaid (zie dit rapport). Daar staat tegenover dat we niet verwachten dat Biden handelstarieven op Chinese goederen gaat terugdraaien en ook niet dat Trump een handelsoorlog met Europa begint. Dit soort beslissingen zou het mondiale handelsbeeld sterk doen wijzigingen.
Figuur 3: Handel neemt toe onder Biden
Bron: RaboResearch, U.S. Bureau of Economic Analysis (BEA), Macrobond
Impact op Nederland
De hogere Amerikaanse importen in het Biden-scenario zijn ook goed nieuws voor een open economie als de Nederlandse. Nederland heeft sterke handelsbetrekkingen met de VS: Op jaarbasis exporteert Nederland voor 27 miljard euro aan goederen naar Amerika, wat neerkomt op ongeveer 17 procent van onze totale export. We exporteren veel machines, geraffineerde aardolieproducten en medische apparatuur (zie tabel 3). Maar liefst een kwart van alle Amerikaanse importen van semi-conductors komt uit Nederland; wat natuurlijk komt omdat Nederland met onder meer ASML en NXP een aantal belangrijke spelers heeft op dit terrein.
Volgens onze berekeningen zou Nederland bij een winst van Biden op lange termijn 3 miljard euro extra kunnen exporteren, wat een stimulans zou zijn voor de totale export van 1 tot 1,5 procent. Dit heeft ook positieve gevolgen voor de economie, die op lange termijn 9 miljard euro groter zou zijn dan onder een Trump-regime, iets meer dan 1 procent van de totale omvang van onze economie (figuur 4).
Figuur 4: Invloed van Amerikaanse beleid op omvang van Nederlandse economie
![](data:image/png;base64,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)
Bron: RaboResearch, CBS
Onderschatting van de positieve effecten?
Wat niet in onze doorrekening zit, zijn internationale kennis-spillovers. Onder Biden zal het innovatievermogen in de VS de komende jaren een flinke impuls krijgen. Zo wil Biden 300 miljard dollar steken in doorbraaktechnologie op het gebied van bijvoorbeeld elektrisch rijden, 5G en artificial intelligence, maar ook tussen de $ 850 miljard en $ 1.900 miljard investeren in onderwijs. Dat laatste is flink nodig, want de VS is de laatste jaren weggezakt op het gebied van menselijk kapitaal.
De impact van investeringen in R&D en onderwijs op de Amerikaanse economie zit weliswaar in onze scenariodoorrekeningen, maar de spillovers daarvan naar de rest van de wereld niet. Het ligt echter voor de hand dat andere landen ook profiteren van dit soort innovaties, alleen is dit heel lastig te kwantificeren. In het verleden hebben Amerikaanse innovaties echter gezorgd voor een behoorlijke innovatie-impuls in andere landen. Amerikaanse uitvindingen zoals de laser, chemotherapie, smartphones en internet hebben ook ons leven drastisch veranderd. Berekeningen laten zien dat ongeveer de helft van de Nederlandse economische groei die kan worden toegeschreven aan technologische ontwikkeling, toe te schrijven is aan kennisontwikkeling door de technologisch leider: de VS. Dit is als het ware “gratis groei”, omdat we deze kennis direct kunnen internaliseren in onze eigen productieprocessen. Hierdoor kunnen wij ook kwalitatief betere producten maken en onze productieprocessen efficiënter en effectiever inrichten. Een voorwaarde is natuurlijk wel dat je als Nederland de kennisinstellingen en bedrijven hebt die die kennis ook daadwerkelijk kunnen absorberen.
Tabel 3: Afhankelijkheid van Nederlandse economie van Amerikaanse import
Bron: RaboResearch, Trademap
Tot slot
De economische plannen van Biden zorgen voor een hogere economische groei dan die van Trump. Daar staat tegenover dat de staatsschuld onder Biden veel sneller zal toenemen. Of dit verantwoord is, daarover verschillen economen van mening. Enerzijds is de Amerikaanse dollar het valuta-anker van de wereld, waardoor het land zich meer kan veroorloven dan andere landen als het gaat om de omvang van de staatsschuld. Anderzijds zal het uiteindelijke afbouwen van de staatsschuld tot stand moeten komen door belastingverhogingen en bezuinigingen die juist weer een rem zetten op de economische activiteit. De Democraten en de Republikeinen hebben hier totaal verschillende ideeën over. Daarnaast is het nog maar de vraag in hoeverre beide kandidaten in staat zullen zijn hun plannen daadwerkelijk te realiseren. Het Huis van Afgevaardigden is immers in handen van de Democraten en de Senaat in die van de Republikeinen. Bij de huidige patstelling zullen beide kandidaten het heel lastig krijgen om hun plannen te realiseren. De huidige verkiezingen gaan dus niet alleen over wie president wordt, maar ook over de daadkracht waarmee de volgende president zijn beleid kan realiseren. Evengoed is het aan het Amerikaanse volk om te bepalen welke koers hen het beste past. Er valt in ieder geval genoeg te kiezen.
Voetnoten
[1] De marginale consumptie-elasticiteit geeft aan welk deel van iedere extra euro aan inkomen wordt gespendeerd aan consumptiegoederen. Onderzoek laat zien dat inkomensgroepen in de onderste 20 procent van de verdeling van elke extra euro aan inkomen 35 cent besteden aan consumptiegoederen, terwijl dit voor de hoogste 1 procent van de inkomensverdeling 14 procent is (zie bijvoorbeeld Carroll et al., 2017).
Te citeren als
Hugo Erken, Philip Marey, Hidde Sevinga, Michiel van der Veen, “Trump versus Biden: economische impact van tegenovergestelde beleidsagenda’s”,
Me Judice,
26 oktober 2020.
Copyright
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