Koerswijziging
Die koerswijziging moedig ik overigens aan. Vorig jaar augustus betoogde ik op deze plek dat er een aanzienlijke kans was dat economie tijdens het schrijven van het Studiegroep-advies (Rijksoverheid, 2020) of kort na de publicatie in een recessie zou komen (Bolhuis, 2019). Mijn zorg was dat de ambtenarij te weinig zou hebben geleerd van de nadelige effecten van de restrictievere begrotingsreactie na de vorige crisis en budgettaire overwegingen opnieuw de voorkeur zouden krijgen boven overwegingen van bbp- en inkomensverlies en oplopende werkloosheid. Hoopvol was toen al het nieuwe geluid van CPB’ers in hun opiniestuk ‘Trap bij een recessie niet op de rem’ in NRC Handelsblad (Van Geest, Smid en Suyker, 2019).
De laatste negen adviezen voor het overheidssaldo van de Studiegroep Begrotingsruimte (SBR), afgezet tegen de output gaps van de economie in het startjaar van een regeerakkoord en de begrotingsdoelstellingen in elk regeerakkoord, laten de nieuwe beweging zien. Figuur 1 geeft weer dat vanaf 1989 tot en met 2017, de Studiegroep Begrotingsruimte bij een negatieve output gap altijd een saldoverbetering adviseerde. Oftewel, in laagconjunctuur was het ambtelijk devies: ombuigen. Bij een positieve output gap kwam de Studiegroep juist altijd met een nuladvies: geen nieuwe bezuinigingen of lastenverzwaringen en geen nieuwe uitgavenverhogingen of lastenverlichtingen. Een ‘stand-stil’. Er was sprake van een duidelijke negatieve relatie tussen de SBR-adviezen en de output gaps van -0,75.
Figuur 1. SBR-advies saldoverandering, output gap startjaar kabinet en overheidssalldo regeerakkoord, 1989-2021
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)
De trendbreuk van het advies van de 16e Studiegroep Begrotingsruimte voor het nieuwe regeerakkoord dat in 2021 blijkt zo duidelijk uit de data. Bij een verwachte negatieve output gap van -2,5% bbp (Centraal Planbureau, 2020a) wordt nu door de ambtenaren aan de politiek meegegeven om in de komende kabinetsperiode geen bezuinigingen of lastenverzwaringen door te voeren voor een beter saldo. Het is een nuladvies tijdens een dip, met een toelichting die laat zien dat het financieel-economisch denken in de ambtenarij is veranderd: “Zolang er sprake is van laagconjunctuur is het risicovol om te bezuinigen of de lasten te verhogen. Daarmee wordt de economie mogelijk verder afgeremd en de crisis verder verdiept”. In deze onzekere periode kiest men voor stabilisatie van de economie. De Studiegroep geeft zelfs in overweging om, naast de gebruikelijke notie van het laten werken van de automatische stabilisatoren, de economie te ondersteunen met tijdelijk crisisbeleid (Rijksoverheid, 2020: 7-8). Deze boodschap onderstreept naast het veranderende financieel-economisch denken ook de kracht en diepte van de coronacrisis in historisch perspectief.
Politiek
Nu is de vraag of Nederlandse politici ook veranderd zijn. Uit Figuur 1 blijkt dat het advies van de Studiegroep Begrotingsruimte sinds 1989 een richtsnoer voor (de verkiezingsprogramma’s en) het regeerakkoord is. Het duidelijke verband blijkt ook uit de correlatie van 0,87. Wel besluiten de politieke onderhandelaars in de formatie in principe altijd minder budgettair stringent dan ambtelijk geadviseerd. Meer specifiek; in het regeerakkoord spreken de politici af om meer expansief of minder restrictief begrotingsbeleid te voeren. Het gemiddelde verschil over de periode 1989-2017 is een 0,46 procentpunt van het bbp kleinere saldoverbetering dan de SBR adviseerde. Op basis van het geraamde bbp dit jaar door het CPB is dit per formatie circa €3,5 miljard minder. De vraag is nu of deze politieke trend zich - in tegenstelling tot de ambtelijke trend – na de Tweede Kamerverkiezingen volgend jaar wel gaat doorzetten. Misschien zorgen de coronacrisis en de verkiezingscampagne voor nieuwe inzicht bij de formatieonderhandelaars.
Beheersing zorgkosten
Daarnaast, doet De Studiegroep terecht zijn best het inzicht neer te laten dalen dat de structureel forsere stijging van de collectieve zorguitgaven moet bedongen. Doordat in wetgeving is vastgelegd dat zorg naar de stand van de wetenschap en de praktijk onderdeel uitmaakt van het basispakket, nemen de zorguitgaven automatisch – zonder expliciet politiek besluit – en sneller toe dan bijvoorbeeld onderwijsuitgaven. De ambtenarij vraagt hier om een wetswijziging, welke natuurlijk politiek uitgelegd moet kunnen worden. Om zo een beheersing van de zorgkosten begrijpelijker te communiceren naar de samenleving, beveelt de werkgroep aan om in de eerste plaats te praten over de daadwerkelijke inkomsten- en uitgavenontwikkelingen, in plaats van alleen maar over de wijzigingen die een kabinet aanbrengt ten opzichte van het basispad (Rijksoverheid, 2020: 12-13).
Inclusief- of exclusief basispad
Hier komt de eeuwige, maar belangrijke discussie over ‘inclusief- of exclusief basispad’ weer van stal. Hierin kies ik volledig de zijde van de Studiegroep. In het boek De Rekenmeesters van de Politiek was dit mijn vierde aanbeveling: rapporteer de politieke wijzigingen inclusief het basisscenario voor een beter begrip (Bolhuis, 2017: 191). Het is al vele jaren opvallend hoeveel moeite de journalistiek en het publiek (en de politiek) moeten doen om de financieel-economische rapportages vanuit ministeries en planbureaus correct te vertalen. Overigens is ook opvallend hoe bedreven allerlei Haagse spelers zijn geworden in het zeer positief of zeer negatief uitventen van de verschillende basispad-framing-opties.
In het advies wordt mijns inziens terecht geconstateerd dat door de focus op de wijzingen van het beleid in het verleden ten onrechte het gevoel is ontstaan dat er op de zorg bezuinigd zou zijn en de belastingen zouden zijn verlaagd, terwijl in de praktijk de zorguitgaven steeds verder zijn gestegen en de belastingen ook (‘minder meer’). Begin 2017 was het CPB nog overtuigd van de grotere waarde van het communiceren van afwijkingen het basispad. Blijkbaar is het inzicht binnen het planbureau veranderd, mede door de evaluatie van de laatste Keuzes in Kaart waarin de deelnemers deze oorzaak van verwarring aanstipten (Centraal Planbureau 2020b: 6). Dat het CPB bij de komende doorrekenronde van de verkiezingsprogramma’s zowel wijzingen ten opzichte van het basispad als wijziging inclusief het basispad gaat presenteren, zal de begrijpelijkheid en uitlegbaarheid ten goede komen.
Slot
In deze onzekere tijden kiest de 16e Studiegroep Begrotingsruimte zo voor een aantal nieuwe koersen. Trendbreuken zijn zichtbaar in het advies. Dat is een verdienste. Nu kijken in hoeverre de politiek, de media en de samenleving de komende jaren zullen volgen.
Referenties
Bolhuis, W, 2017, De rekenmeesters van de politiek, Van Gennep, Amsterdam.
Bolhuis, W, 2019, Studiegroep Begrotingsruimte moet anticiperen op een recessie, Me Judice, 14 augustus 2019.
Centraal Planbureau, 2020a, Actualisatie Verkenning Middellangetermijn 2022-2025, 15 september 2020.
Centraal Planbureau, 2020b, Startnotitie Keuzes in Kaart 2022-2025, 25 september 2020.
Geest, L, van, B. Smid, en W. Suyker, 2019, Trap bij een recessie niet op de rem, NRC Handelsblad, 4 maart 2019.
Rijksoverheid, 2020, Koers bepalen; Kiezen in tijden van budgettaire krapte (16e Studiegroep Begrotingsruimte), 12 oktober 2020.
Te citeren als
Wimar Bolhuis, “Het advies van de 16e Studiegroep Begrotingsruimte is een trendbreuk”,
Me Judice,
23 oktober 2020.
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