Inleiding
In 2007 werd de nieuwe Pensioenwet van kracht. De belangrijkste verandering was, zo werd vanaf 2008 al duidelijk, dat voor de waardering van de toekomstige verplichtingen niet langer werd uitgegaan van een vaste discontovoet van 4% , maar dat de discontovoet zou moeten worden gebaseerd op de ‘marktwaardering’. Die vaste 4% die vóór 2007 werd aangehouden was bedoeld als een voorzichtige benadering van het lange termijn -gemiddelde van het beleggingsrendement. Dat leidde nooit tot problemen, want het gemiddelde beleggingsrendement was altijd aanzienlijk hoger.
Bij invoering van de wet werd de marktwaarde van de verplichtingen berekend met het rendement van zogenaamde risico-vrije beleggingen, dus ruwweg het rendement van staatsobligaties van Nederland en Duitsland, als discontovoet. Toevallig was omstreeks 2007 die marktrente zelfs nog wat hoger dan de vanouds vertrouwde 4%, waar tot dan toe van was uitgegaan. Om de financiële gezondheid van een pensioenfonds te meten, is in de wet het begrip ‘dekkingsgraad’ gedefinieerd. De dekkingsgraad is de waarde van de beleggingen als percentage van de toekomstige verplichtingen. De toekomstige verplichtingen worden berekend met de marktrente en hoe hoger de marktrente hoe lager de waarde van de toekomstige verplichtingen en omgekeerd. Ultimo 2007 werd voor vele fondsen een dekkingsgraad van 140% en meer gemeten. De ontwikkeling sindsdien is bekend. Het rendement op staatsobligaties daalde praktisch continu sinds 2007 en bereikte ultimo 2020 een all time low van ca. 0,2%. Het gevolg was een dramatische stijging van de waarde van de toekomstige verplichtingen en dus een gestage daling van de dekkingsgraad, die nu (Q1,2021) voor veel fondsen nog slechts in de orde van 90% ligt.
De uitgaven bedroegen in 2020 32 miljard en de premie-inkomsten 34 miljard. Dat betekent een positief saldo van 2 miljard per jaar, dat is ca. 0,1% van het vermogen, terwijl het rendement op het vermogen per jaar gemiddeld meer dan 6 % bedraagt.
Deze bevinding leidt tot de conclusie dat de gezondheid van de meeste Nederlandse pensioenfondsen is ondermijnd tot een punt, waarop een déconfiture aanstaande moet zijn. In ieder geval is in de periode vanaf 2008 de situatie in de ogen van de toezichthouder DNB zo verslechterd dat al 13 jaar de meeste fondsen niet meer mochten indexeren met als gevolg dat de actieven hun opgebouwde rechten in koopkracht met in totaal ca. 20% zagen teruglopen, terwijl de reeds gepensioneerden werden geconfronteerd met een direct koopkrachtverlies op hun aanvullend pensioen oplopend tot 20%.
Wat is nu de realiteit?
DNB produceert elk jaar statistieken en daaruit kan de volgende interessante grafiek worden gedestilleerd[1]. In grafiek 1 geven de donkere staken de stand van het totale Nederlandse fondsvermogen aan, dat ultimo 2008 €592 miljard bedroeg en ultimo 2020 bijna verdrievoudigd is tot €1692 miljard. Onder in de grafiek ziet men een serie verwaarloosbaar kleine kolommetjes die de ontwikkeling van de premie- inkomsten en de pensioenuitkeringen zonder en met indexatie aangeven. De uitgaven bedroegen in 2020 32 miljard en de premie-inkomsten 34 miljard. Dat betekent een positief saldo van 2 miljard per jaar, dat is ca. 0,1% van het vermogen, terwijl het rendement op het vermogen per jaar gemiddeld meer dan 6 % bedraagt.
Grafiek 1: Historische ontwikkeling pensioenvermogen
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)
Tabel 1: Historische ontwikkeling pensioenvermogen
![](data:image/png;base64,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)
Indexatie
De vraag die ons nu intrigeert is hoe de ontwikkeling over 2008 t/m 2020 zou zijn geweest wanneer er wel geïndexeerd zou zijn voor geldontwaarding. Dan moeten we de uitkeringen dus elk jaar verhogen met de stijging van de prijsindex en de vermogens in dat jaar met hetzelfde bedrag verlagen en tevens corrigeren voor het rendementsverlies over het indexatiebedrag.
Het totale pensioenvermogen zou dan zijn uitgekomen op ca. €1634 miljard en de pensioenuitgaven zouden dan op iets minder dan €38 miljard uitkomen. Dat zou een negatief uitkeringssaldo van ca. €4 miljard per jaar hebben opgeleverd, dat is ca. 0,25% van het vermogen. Deze simpele rekenexercitie geeft aan dat de politiek van niet- indexeren en eventueel korten die sinds 2008 is gevolgd volstrekt onnodig is geweest en veel leed heeft veroorzaakt.
Is het idee om een reserve achter de hand te houden voor de uitkeringen dan onredelijk? Zowel de premie- ontvangsten als de uitkeringen schommelen van jaar tot jaar. Ook het rendement fluctueert van jaar tot jaar. De kans op een negatieve kas is echter klein. Wil men een reserve voor kwade kansen hebben, dan lijkt het redelijk dat die reserve een constant veelvoud is van de uitkeringen, bijvoorbeeld tienmaal de uitkeringen. Dat zou in 2020 een vermogen van ca. 300 miljard impliceren en niet ca. 1700 miljard. Of de omvang van de gewenste reserve een factor tien van de uitkeringen zou moeten zijn of meer of minder, moet natuurlijk onderwerp van onderzoek zijn. Het zal ook gerelateerd moeten zijn aan de inschatting van de toekomstige ontwikkelingen t.a.v. vergrijzing, rendement, en de ervaringen van het fonds in het verleden met zijn beleggingspolitiek. Is bij die waaier van gezondheidscriteria ook plaats voor een ‘dekkingsgraad’? Niet noodzakelijk. Maar als een dekkingsgraad mede tot de criteria behoort, dient die wel gebaseerd te zijn op een prudente doch realistische inschatting van het totaal- rendement van het fonds. De voornaamste informatiebron voor een schatting van het rendement moet natuurlijk gevonden worden in de rendementsontwikkeling van het fonds gedurende een aantal jaren, bijv. 20 jaar, in het verleden. Om het rendement te baseren op slechts een deel van de beleggingen, bijvoorbeeld Duitse en Nederlandse staatsobligaties en daarmee gelijk te stellen materiaal is natuurlijk veel te selectief, ongeacht of die obligaties nu 0,3% of 8% per jaar opbrengen. Voor een evenwichtig fonds is de ultieme toetssteen natuurlijk of de verhouding tussen vermogen en uitkeringen en/of de verhouding tussen vermogen en uitkeringssaldo door de jaren ongeveer constant blijft. Het wettigt echter geenszins dat de fondsvermogens zoals nu tot in de hemel stijgen zoals nu gebeurt.
Hoe komt dit?
De vraag komt op wat deze tropische wildgroei van de fondsvermogens jaar na jaar veroorzaakt? De voornaamste reden lijkt ons omdat men het collectieve pensioencontract behandelt alsof het een individueel pensioencontract is. Laten we het simpel stellen. Bij een individueel contract speelt stochasticiteit een belangrijke rol. Er is het sterfterisico, het renterisico, beleggingsrisico’s, en nog een aantal andere risico-factoren. Om je daarvoor in te dekken moet bij elk individueel contract meer gevraagd worden dan de premie wanneer er geen risico’s geweest waren. Deze risico-premie leidt ertoe dat gemiddeld op een individueel pensioencontract na afwikkeling van het contract wordt overgehouden. Bij individuele verzekeringen is dit een belangrijke winstbron voor de pensioenverzekeraar. Bij een collectief pensioen, zoals bij de bedrijfstakpensioenfondsen, daarentegen middelt een groot deel van deze risico’s uit over de tijd en de verschillende cohorten en kunnen deze over-reserveringen worden toegevoegd aan het collectieve vermogen. Bij het opstarten van een collectief fonds is het natuurlijk geboden om vlees op de botten te krijgen, maar de meeste van onze bedrijfstakpensioenfondsen kunnen inmiddels rustig als rijp en obees worden gekwalificeerd. Omdat zij geen winst hoeven te maken en werken voor verplicht verzekerden kunnen zij hun contracten goedkoper aanbieden dan commerciële verzekeraars.
Individualisering en eigendomsrechten
We zien op het moment een trend naar individualisering van het pensioen. Men wil een eigen potje en men wil de inhoud van dat potje gedurende de opbouw en gedurende de pensionering kennen. Dit is natuurlijk een signaal van wantrouwen in het collectief systeem. Men vertrouwt de toezegging van het collectief systeem niet meer zo en wil ‘grip’ krijgen op zijn impliciete bezit en het het liefst per direct kunnen terugvragen in contanten. Velen hebben nu het idee dat het ‘invaren’ in het nieuwe pensioencontract betekent dat het fondsvermogen nu wordt opgedeeld in individuele potjes per deelnemer of althans in leeftijdscohorten van deelnemers en dat de individuele deelnemer daarmee die ‘grip’ krijgt. Dit is natuurlijk maar schijn want een deelnemer kan, behalve in uitzonderlijke gevallen, niet zijn potje opnemen in contanten. Door de individualisering krijgen we eigenlijk een combinatie van pensioenverzekeringen, één voor 20 -jarigen, één voor 21 – jarigen, enz. Het is duidelijk dat dit leidt tot het tegendeel van risico- verevening, dat is risico-differentiatie. De generaties verdelen niet meer de risico’s die fluctueren over de tijd. Het kan zijn dat de generatie van 20 tot 40 bijvoorbeeld door een tegenzittende conjunctuur een veel minder gevuld potje heeft dan de generatie die nu 40 tot 60 is. Dan zal in het oude systeem een transfer plaatsvinden van oud naar jong, maar in het generatie-gecompartimenteerde systeem zal elk leeftijdscohort zijn eigen boontjes moeten doppen. Kortom, een belangrijk solidariteitselement wordt bij het oud vuil gezet.
In feite zijn we nu in een nieuwe situatie terecht gekomen, die we rentedekking zouden kunnen noemen. De uitkeringen worden en kunnen (grotendeels) betaald worden uit de rente- opbrengst op het fondskapitaal, terwijl het kapitaal zelf niet of nauwelijks behoeft te worden aangesproken.
Bovendien leidt deze compartimentering er ook toe dat risico’s over kleinere groepen en meer homogene deelgroepen moeten worden omgeslagen en dus zullen leiden tot hogere premies en/of lagere c.q. minder zekere uitkeringen.
Maar hoe moeten we de waarde van dat individuele potje berekenen?
Dit gaat natuurlijk leiden tot een eindeloos geharrewar tussen de verschillende groepen van deelnemers. Een belangrijk probleem is natuurlijk dat bij een realistisch rendement de waarde van de toekomstige verplichtingen veel lager ligt dan de bijna 1700 miljard die nu bij elkaar gespaard is. Van wie is dat excedent? Is het van de nu levende deelnemers die daar niet voor gespaard hebben of is het eigenlijk de nalatenschap van reeds overleden deelnemers? Het is duidelijk dat hier een oordeel geveld moet worden, dat ongetwijfeld daarna weer zal worden aangevochten.
Een nieuwe kijk op het systeem
In feite zijn we nu in een nieuwe situatie terecht gekomen, die we rentedekking zouden kunnen noemen. De uitkeringen worden en kunnen (grotendeels) betaald worden uit de rente- opbrengst op het fondskapitaal, terwijl het kapitaal zelf niet of nauwelijks behoeft te worden aangesproken. Dat komt omdat het kapitaal zo buiten alle proporties is aangegroeid in de laatste tien jaar. Dat is natuurlijk allerminst de bedoeling geweest bij de opzet van het kapitaaldekkingsstelsel in het verleden. De realiteit nu is echter dat het kapitaal alleen nog nodig is als een stootkussen om stochastische fluctuaties op te vangen en als bron van rendement. Zoals hiervoor reeds aangeduid is het kapitaal eigenlijk veel te hoog en zou het in ieder geval niet elk jaar verhoudingsgewijs zo moeten groeien. Het rendement is nu gemiddeld 6,5%, dus ca. 110 miljard per jaar, terwijl de uitkeringslast ca. 34 miljard is. In ieder geval lijkt het mogelijk bij vele fondsen om de premies te verlagen en/of de uitkeringen te verhogen. Er is meer dan genoeg ruimte voor deze operatie. Een eenmalige herstel-indexatie die ca. 40 miljard zou bedragen is ook gemakkelijk te realiseren.
En wat voor lering kunnen wij trekken uit deze analyse? Het nog vigerende collectieve ‘defined benefit’- systeem uit het verleden is nog steeds volledig levensvatbaar. Gezien het feit dat dit stelsel uit het verleden voor alle deelnemers gunstiger is dan wat het Pensioenakkoord 2020 ons belooft, door het wegvallen van de onzekerheden, die het nieuwe stelsel onherroepelijk aankleven, zou het het overwegen waard moeten zijn of niet alle bewegingen naar een nieuw pensioencontract maar even ‘on hold’ gezet moeten worden, om nog eens rustig te overwegen of wij onze kip met gouden eieren niet aan het slachten zijn. Nu is ‘terug‘ nog mogelijk. Het huidige systeem dreigt fijngemalen te worden doordat de rekenrente op een veel lagere waarde wordt gesteld dan het rendement dat fondsen jaar na jaar in werkelijkheid maken. Wanneer het nieuwe pensioencontract eenmaal is ingegaan zal teruggaan naar het vroegere systeem wel haast onmogelijk blijken, omdat de deelnemers de dan ingegane individuele eigendomsrechten (hoe illusoir ook) niet zullen willen afstaan. Het contract is dan zo sterk gaan lijken op het contract dat de commerciële verzekeraars aanbieden, dat de verplichtstelling in gemoede niet kan worden verdedigd en de bevoorrechte uitzonderingspositie van onze pensioenfondsen in Europa in gevaar komt. Zo’n onttakeling van de tweede pijler zou onze arbeidsmarkt terug brengen naar de asociale jungle van begin 20ste eeuw. Bovendien zal eens bij autoriteiten de erkenning dagen dat de reserves torenhoog zijn, zoals ten tijde dat de regering -Lubbers in de pensioenpotten graaide, en zou dan daarin een pretext gevonden kunnen worden voor een soortgelijke operatie in de Twintiger Jaren van deze eeuw. Beter ten halve gekeerd, dan ten hele gedwaald.
Een sterk verkorte versie van dit artikel verscheen onlangs online bij ESB.
Voetnoten
[1] Deze grafiek is samengesteld door Huub Esten van de actiegoep ‘Red het Pensioenstelsel’ op basis van DNB -statistieken en door ons aangevuld met de voor indexatie gecorrigeerde cijfers.
Te citeren als
Bernard van Praag, Henk Hemmers, “Drie maal meer pensioenvermogen, maar toch een lager pensioen”,
Me Judice,
6 maart 2021.
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Afbeelding
Afbeelding door '
Neil Moralee'