Inleiding
Het stelsel voor inkomstenbelasting en toeslagen krijgt, onder andere vanwege de kinderopvangtoeslagaffaire, de nodige aandacht. Het is dan ook een belangrijk onderdeel van de huidige coalitieonderhandelingen. De partijprogramma’s geven een goed beeld van wat partijen willen op dit punt.
In deze studie definiëren we eerst wat een optimaal belastingstelsel is, waarna we het huidige stelsel langs die meetlat leggen. Daarna laten we zien in hoeverre de tien doorgerekende programma’s de score verbeteren of verslechteren.
Het CPB heeft tien programma’s doorgerekend. Dat biedt mogelijkheden om programma’s goed te analyseren, omdat beleidskeuzes worden geconcretiseerd en gekwantificeerd. Dus niet: “de belastingen voor groep X gaan omlaag”, maar: “belastingtarief Y gaat omlaag van A naar B procent”. In deze studie definiëren we eerst wat een optimaal belastingstelsel is, waarna we het huidige stelsel langs die meetlat leggen. Daarna laten we zien in hoeverre de tien doorgerekende programma’s de score verbeteren of verslechteren. We beperken ons hierbij tot het toeslagensysteem en de inkomstenbelasting, en daarbinnen vooral tot box 1, inkomen uit werk en woning[1]. Tot slot kijken we op basis van de resultaten vooruit naar de formatie van een nieuw kabinet.
Het optimale belastingstelsel
Voor we de programma’s analyseren, maken we eerst de meetlat. Wat maakt een belastingstelsel optimaal? Er is een uitgebreide economische literatuur over hoe dit eruit ziet. Een fameus Engels project onder leiding van James Mirrlees (de Mirrlees Review) bevat met bijna 2000 pagina’s ongetwijfeld de meest uitgebreide analyse. Specifiek voor de Nederlandse situatie is er in 2019 nog een boek uitgekomen onder redactie van Sijbren Cnossen en Bas Jacobs waarin diverse experts hun licht laten schijnen over het huidige stelsel en mogelijke verbeteringen.
Cnossen en Jacobs komen in hun inleiding tot drie criteria voor een optimaal belastingstelsel: doelmatigheid, neutraliteit en eenvoud en transparantie.
Doelmatigheid
Een belastingstelsel is doelmatig wanneer het de beoogde belastingopbrengsten en (on)gelijkheid bewerkstelligt met zo weinig mogelijk verstorende economische effecten, zoals lagere arbeidsparticipatie, onderinvesteringen in onderwijs (inclusief bij- en omscholing) en effecten op beroepskeuzes. Dit geldt ongeacht de politieke voorkeuren van een partij. Er is binnen het optimale stelsel altijd ruimte om de tarieven zo in te stellen dat de politieke wensen tot uitdrukking komen.
Een doelmatig belastingstelsel voor de inkomstenbelasting houdt de belastinggrondslag zo groot mogelijk via beperkte heffingskortingen en aftrekposten, zodat tarieven niet onnodig hoog zijn. Ook is een marginaal tarief boven de 100% altijd onwenselijk. Dit lijkt triviaal, maar we zien later dat sommige mensen hier momenteel erg dichtbij zitten.
Een doelmatig belastingstelsel voor de inkomstenbelasting houdt de belastinggrondslag zo groot mogelijk via beperkte heffingskortingen en aftrekposten, zodat tarieven niet onnodig hoog zijn.
Ten derde vormen de marginale tarieven in het optimale stelsel, afgezet tegen het inkomen, een U-vorm. Figuur 1 geeft hiervan een schematische weergave. Een hoog tarief bij lage inkomens lijkt contra-intuïtief, maar bedenk dat het gaat hier om het marginale tarief. Het marginale tarief is het tarief dat iemand betaalt over elke extra euro inkomen. Het gemiddelde tarief moet daar juist laag zijn of zelfs negatief, afhankelijk van de politieke voorkeur. Dit kan bijvoorbeeld via een uitkeerbare heffingskorting. Deze belastingkortingen worden richting het modale inkomen afgebouwd, waardoor de marginale tarieven in dat traject (erg) hoog zijn. Deze snelle afbouw is essentieel omdat de kortingen onnodig duur worden.
Figuur 1 De marginale tarieven afgezet tegen het inkomen vormen een U-vorm (schematisch)
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)
Neutraliteit
Een belastingstelsel is neutraal wanneer gelijksoortig inkomen gelijk wordt belast. Een zzp-er die hetzelfde werk doet als een werknemer moet dus met dezelfde belastingtarieven te maken hebben. Het ondernemersrisico van de zzp-er moet tot uiting komen in een hoger brutoloon, niet in lagere belastingtarieven.
Ook dient een huishouden met één werkende gelijk te worden behandeld als een huishouden met twee werkenden. Een belastingstelsel scoort slecht op neutraliteit wanneer er bijvoorbeeld mogelijkheden zijn om inkomen te verschuiven naar een potje waarover een relatief laag tarief betaald moet worden.
Eenvoud en transparantie
Een belastingstelsel is eenvoudig en transparant wanneer belastingbetalers begrijpen waarover en hoeveel belasting ze betalen. Dit betekent een laag aantal aftrekposten, heldere effectieve belastingtarieven en zo min mogelijk overige regels en uitzonderingen. Wanneer een stelsel hier niet aan voldoet leidt dat bijvoorbeeld tot hoge uitvoeringskosten of ongewenste uitkomsten.
Het huidige stelsel langs de meetlat
We laten hieronder zien dat het huidige stelsel slecht scoort op alle drie criteria[2]. De score loopt van -- tot ++. We gaan in sneltreinvaart door het huidige stelsel heen. De analyse is dus niet uitputtend, maar behandelt de belangrijkste tekortkomingen.
Doelmatigheid
(score --)
De belastinggrondslag wordt in het huidige stelsel sterk uitgehold door een veelheid aan aftrekposten en heffingskortingen. Bekende aftrekposten zijn de hypotheekrenteaftrek en de pensioenpremieaftrek. Maar er is ook een persoonsgebonden aftrek voor zorg, studie en giften, een aftrek voor OV-reiskosten en een aftrek voor lijfrentepremies. Er bestaan verder momenteel maar liefst negen heffingskortingen, waarvan de algemene heffingskorting en arbeidskorting de grootste en bekendste zijn. Die twee hebben overigens wel een belangrijke functie om de gewenste U-vorm te bewerkstelligen en om de armoedeval te beperken.
Ten opzichte van een optimale U-vorm blijft de marginale druk te lang laag en is deze juist te hoog voor de middeninkomens. De ministeries van Sociale Zaken en Financiën hebben de marginale druk[3] in 2019 op een rijtje gezet. Hun analyse laat zien dat de marginale druk tot 25.000 euro relatief laag is, en daarna gemiddeld tussen de 50% en 60% blijft liggen (zie figuur 2). Een veel uitgebreidere analyse is gemaakt door Egbert Jongen in het boek van Cnossen en Jacobs (pagina 166-177).
Figuur 2 Marginale druk naar inkomen in 2021 heeft geen U-vorm
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)
Bron: Ministeries van Sociale Zaken en Financiën.
Neutraliteit
(score -)
Het huidige belastingstelsel is op een aantal punten niet neutraal.[4] Alleenverdieners in een huishoudens worden anders behandeld dan tweeverdieners[5]: een alleenverdiener die 60.000 euro verdient, betaalt meer belasting dan tweeverdieners die bijvoorbeeld allebei 30.000 euro verdienen. Dit komt doordat inkomens in het progressief belastingsysteem op persoonlijk niveau worden belast (in tegenstelling tot toeslagen), tweeverdieners allebei recht hebben op heffingskortingen en de inkomensafhankelijke combinatiekorting (IACK) een forse belastingkorting aan de minstverdienende tweeverdiener geeft wanneer er een kind onder de 12 jaar in het huishouden is.
Werknemers worden anders belast dan zelfstandigen zonder personeel (zzp-ers)[6]. In veel gevallen verrichten deze vergelijkbaar werk, maar de zzp-er heeft recht op diverse aftrekposten. Hierdoor komt zowel de marginale als gemiddelde belastingdruk voor vrijwel alle inkomens lager uit voor zelfstandigen dan voor werknemers.
Tot slot is een deel van het belastingstelsel leeftijdsafhankelijk. Zo betalen AOW-gerechtigden geen AOW-premie (ook niet als ze werken), mogen mensen geboren voor 1963 de algemene heffingskorting nog wel overdragen naar hun partner bij weinig of geen inkomen en komen mensen geboren vóór 1946 pas later in een hoger belastingtarief terecht. Ook bestaat er een ouderenkorting voor mensen ouder dan de AOW-leeftijd. Aan de andere kant is de arbeidskorting lager voor mensen ouder dan de AOW-leeftijd.
Eenvoud en transparantie
(score --)
Dit is mogelijk de grootste tekortkoming aan het huidige stelsel. Het is voor een individu nauwelijks te begrijpen hoeveel één euro extra bruto verdienen daadwerkelijk oplevert. De belastingtarieven zelf zijn nog wel overzichtelijk. Daar staat echter tegenover dat zowel de diverse heffingskortingen als toeslagen ieder hun eigen opbouw- en afbouwtraject hebben (Koot en Gielen, 2019). Het is onwenselijk dat iemand die mogelijk meer wil gaan werken alleen met heel veel moeite kan achterhalen wat dat onder de streep oplevert. Zeker als dat de reden is om het uiteindelijk niet te doen.
Verkiezingsprogramma’s langs de meetlat
In hoeverre verbeteren de tien doorgerekende politieke partijen het belastingstelsel? En komen we in de buurt van het optimale stelsel of zijn er slechts marginale verbeteringen? Om daar achter te komen, bepalen we per belastingmaatregel in Keuzes in Kaart of deze een grote of kleine vooruitgang of achteruitgang is. Het resultaat staat in tabel 1, 2 en 3 (zie 'Downloads', red.). Groene maatregelen zijn een stap vooruit en rode maatregelen zijn een stap achteruit. Dikgedrukte maatregelen hebben een relatief grote impact.
Vier partijen hebben een grote meerderheid aan groene maatregelen, die in enkele gevallen ook nog grote impact hebben. Dit zijn ChristenUnie, GroenLinks en SGP. De VVD is de enige partij met een duidelijke meerderheid aan rode maatregelen. Bij de overige zes partijen vinden we zowel een aantal rode en groene maatregelen. Hieronder bespreken we enkele opvallende maatregelen.
Doelmatigheid: U-vormige tarieven en grondslagverbreding
De meeste partijen verhogen het aantal belastingschijven. Dit zorgt voor de benodigde flexibiliteit in het stelsel om richting een U-vorm te bewegen. Een aantal partijen (GroenLinks, SP en PvdA) schiet echter wel wat door met toptarieven van 60% of hoger. Dit leidt waarschijnlijk uiteindelijk tot lagere belastingopbrengsten vanwege lagere arbeidsparticipatie en belastingontwijking.
Bijna alle partijen snijden in het aantal of de hoogte van kortingen en aftrekposten, toppen deze af of verlagen het aftrektarief. Hierdoor kunnen de tarieven omlaag voor gelijkblijvende belastingopbrengsten.
Ook de nieuwe verzilverbare heffingskortingen van enkele partijen kunnen bijdragen aan een U-vorm. Het jammere is echter dat deze in alle gevallen erg traag wordt afgebouwd, zodat alsnog relatief hoge marginale tarieven resteren voor de middeninkomens. Dit maakt de korting onnodig duur.
Bijna alle partijen snijden in het aantal of de hoogte van kortingen en aftrekposten, toppen deze af of verlagen het aftrektarief. Hierdoor kunnen de tarieven omlaag voor gelijkblijvende belastingopbrengsten. Afschaffing of beperking van aftrekposten en kortingen voor zelfstandigen is erg populair.
Neutraliteit: huishoudsituatie, leeftijd en type dienstverband
Op de VVD na beperken alle partijen de regelingen voor zelfstandigen en ondernemers. Dit verbetert de neutraliteit. Bij neutraliteit tussen alleen- en tweeverdieners zetten SGP en ChristenUnie de grootste stappen vooruit.
Zes partijen (VVD, CDA, SP, PvdA, DENK en 50PLUS) verslechteren de neutraliteit tussen oud en jong via een hogere ouderenkorting.
Veel partijen veranderen enkele kindgerelateerde regelingen. De inkomensafhankelijke Combinatiekorting (IACK) blijft een populaire maatregel om aan te draaien vanwege de stimulans die dit biedt aan tweeverdieners om meer te werken[7]. Gratis kinderopvang is slecht voor doelmatigheid, maar verbetert de neutraliteit, omdat ook huishoudens waarin één partner werkt hier recht op hebben.
Zes partijen (VVD, CDA, SP, PvdA, DENK en 50PLUS) verslechteren de neutraliteit tussen oud en jong via een hogere ouderenkorting. D66, GroenLinks en ChristenUnie verbeteren deze juist door de AOW-premies (geleidelijk) verder te fiscaliseren.
Eenvoud en transparantie: Aantal kortingen en aftrekposten en stelselvereenvoudiging
Bij plannen voor stelselvereenvoudiging zijn verschillen tussen partijen groot. D66 en ChristenUnie schaffen het toeslagenstelsel volledig af, en compenseren dit via verzilverbare heffingskortingen. VVD, CDA en 50PLUS veranderen juist erg weinig aan het toeslagenstelsel. Jammer is dat diverse partijen op plekken buiten het belastingstelsel (o.a. wijkverpleging, WMO, kinderbijslag en zorg) inkomensafhankelijke regelingen invoeren. Dit verkleint de transparantie aanzienlijk.
Ten slotte
Sommige partijen stellen zeer grootste wijzigingen voor. Dit maakt het moeilijk om zonder uitgebreide doorrekening de exacte gevolgen in kaart te brengen. Onze conclusies zijn dus niet altijd keihard en staan dus zeker open voor discussie. Ook kunnen maatregelen weliswaar niet goed passen binnen een optimaal belastingstelsel, maar kunnen ze wel andere doelen dienen. Een voorbeeld is de IACK die de arbeidsparticipatie tegen relatief lage kosten bevordert.
Interessant is het verschil tussen de twee (waarschijnlijk) grootste coalitiepartijen: VVD en D66.
Maar vooral valt op dat de verschillen tussen de geanalyseerde partijen groot zijn. De meeste partijen hebben duidelijk wel de intentie om het stelsel te verbeteren, maar in veel gevallen lukt dit slechts in beperkte mate.
Interessant is het verschil tussen de twee (waarschijnlijk) grootste coalitiepartijen: VVD en D66. Welke partij gaat het meeste binnenhalen in de onderhandelingen? Wordt het een positieve uitruil (jij dit, ik dat) of een negatieve (jij dit niet, ik dat niet)? En welke andere partijen doen straks mee en wat weten zij binnen te halen? Wat er ook gebeurt, de conclusie van onze analyse is helaas wel dat we ook deze kabinetsperiode hoogstwaarschijnlijk ver verwijderd waren, zijn en blijven van een optimaal stelsel. Maar een flinke stap vooruit is zeker mogelijk.
Voetnoten
[1] Box 2 (aanmerkelijk belang) is niet altijd te negeren vanwege raakvlakken met box 1.
[2] De beoordeling in het vervolg van deze analyse is deels subjectief, hoewel zo veel mogelijk geobjectiveerd. We nodigen de lezer dan ook uit om zelf een beoordeling te maken.
[3] De marginale druk betreft naast de marginale belasting- en premietarieven ook de afbouw van de diverse toeslagen.
[5] Het CPB werkt deze analyse in veel meer detail uit in deze publicatie.
[6] Of het verschil te groot is, is natuurlijk subjectief, maar het is opvallend dat Nederland volgens Milanez en Bratta de grootste fiscale stimulering voor zelfstandigen kent van alle OESO-landen. Dit had mogelijk de grootste toename van het aantal zelfstandigen tot gevolg.
[7] De reden hiervoor is vooral dat de IACK in KiK zeer effectief is om het arbeidsaanbod op lange termijn te verhogen en daarmee de economische groei en houdbaarheid van overheidsfinanciën.