Inleiding
De Participatiewet laat expliciet ruimte voor gemeenten om te experimenteren in de uitvoering. Zes gemeenten hebben de afgelopen jaren (1 oktober 2017 – 31 december 2019) experimenten uitgevoerd in de bijstand onder het Tijdelijk Besluit Experimenten Participatiewet (Ministerie van Sociale Zaken en Werkgelegenheid, 2017). Deze Randomized Controlled Trial (RCT) (zie Box 1 onderaan) experimenten leveren vooral in samenhang relevante informatie op die de discussie over de toekomst van de sociale zekerheid in Nederland kan voeden. In dit artikel geven we een korte samenvatting van de conclusies en gaan we in op de experimenten en enkele belangrijke uitkomsten.
Alle experimenten hebben met elkaar gemeen dat de interventies als “meer eigen regie, meer maatwerk en minder dwang” dan nu in de Participatiewet voorgeschreven benadering kunnen worden omschreven (zie ook Groot et al. 2019). Doordat de experimenten op gemeentelijk niveau zijn vormgegeven, verschillen ze op belangrijke punten van elkaar (zie Tabel 1 en Box 2). Overeenkomstig de AMvB (Ministerie van SZW, 2017) zijn er in het experiment naast de reguliere dienstverlening (de vergelijkingsgroep) drie interventies (treatments):
- Een ontheffing van de arbeids- en re-integratieplicht; Zelf in Actie.
- Een intensievere en meer op maat gesneden begeleiding en ondersteuning; Extra Hulp.
- Een ruimere bijverdienregeling voor inkomsten uit werk naast de uitkering; Werken Loont.
In alle onderzoeken is vervolgens over de looptijd gekeken naar een breed scala aan uitstroommaten. We bespreken hier kort de resultaten op uitstroom naar werk en sociaal vertrouwen.
Uitstroom naar werk
In volgorde van een oplopend aantal uren is gekeken naar het vinden van werk voor meer dan 8, 12, 27 en 32 uur werk per week, een vast of tijdelijk contract en het verdienen van meer dan 50%, 70% en 100% van het wettelijk minimumloon (WML). Figuur 1 presenteert de vergelijking van de resultaten voor 8 uur werk (kleine banen).
Figuur 1: Uitstroom >8 uur per week
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)
Toelichting: Treatmenteffecten t.o.v. de vergelijkingsgroep in procentpunten en 90% betrouwbaarheidsinterval. Uitkomsten voor de vergelijkingsgroep in procent staan boven de figuur. Zelf in Actie + Werken Loont in Tilburg is Zelf in Actie + Werken Loont + Werkbonus. Voor Groningen is de vergelijkingsgroep niet de controlegroep, maar een willekeurig samengestelde referentiegroep.
De interventies heffen verplichtingen op en geven extra aandacht en hulp. Wij vinden vervolgens geen bewijs dat het in stand laten van dwang en verplichtingen in de vergelijkingsgroepen leidt tot een hogere uitstroom naar werk.
In Figuur 1 zien we voor Groningen en Wageningen negatieve, maar insignificante effecten voor de interventies waarbij deelnemers werden ontheven van verplichtingen (in blauw). In Utrecht zijn deze effecten positief maar niet significant. In combinatie met ruimere bijverdiensten zijn de gemeten effecten ook negatief in Nijmegen, Tilburg en Deventer, al zijn ze alleen in Nijmegen ook significant op 90% niveau.
Bij de Extra Hulp groep worden in Groningen de negatieve effecten kleiner en blijven ze zowel in Groningen als Wageningen insignificant. Voor Utrecht zijn de effecten positief en nu ook significant bij 90%, terwijl in Deventer deze interventie in combinatie met ruimere bijverdienste een positief, maar insignificant effect heeft. In Tilburg en Nijmegen zijn de effecten in deze groep significant negatief op 90% niveau.[1] In alle gemeenten lijken de ruimere bijverdiensten, soms gecombineerd met andere interventies, tot meer kleine baantjes te leiden dan de andere interventies. Voor Utrecht is dit effect het sterkste, maar voor geen van de andere gemeenten is het verschil significant.
Kort samengevat laten de experimenten op de uitkomstmaat “uitstroom naar werk” een gemengd beeld zien. Daar waar in Utrecht veelal positieve effecten van extra hulp en de vrijstelling te zien zijn, zijn de effecten in Nijmegen in vergelijking met de controlegroep eerder negatief. Resultaten in Groningen, Deventer, Tilburg en Wageningen liggen daar ergens tussen en in alle gemeenten is de statistische significantie van de resultaten, positief of negatief, doorgaans gering.[2] Maar ook als we concluderen dat op de meeste uitkomstmaten van uitstroom naar werk de effecten bescheiden zijn, is dit een belangrijke conclusie. Het betekent namelijk ook dat de huidige aanpak, met veel verplichtingen die met (dreiging van) strafkortingen worden afgedwongen, niet tot duidelijk betere resultaten leidt dan een aanpak die is gebaseerd op aandacht, vertrouwen, maatwerk en zelfredzaamheid van de deelnemer. Als dat het geval zou zijn, dan zouden in alle gemeenten de resultaten met andere aanpakken immers eenduidig negatief moeten uitpakken. En dat is niet het geval. We kunnen op basis van de experimenten niet één van de geteste interventies tot absolute “winnaar” uitroepen. Maar dat geldt dus evenzeer voor het huidige regime in de controlegroepen.
Welbevinden en vertrouwen in eigen kunnen
Voor het meten van subjectieve uitkomstmaten, zoals welbevinden, gezondheid en de ervaren kwaliteit van dienstverlening, is gebruik gemaakt van surveys. De eerste survey is afgenomen voor aanvang of kort na start van deelname in het experiment en diende als nulmeting.
Figuur 2: Sociaal vertrouwen (score 0-10) laatste maand
Toelichting: Treatmenteffecten t.o.v. de vergelijkingsgroep in procentpunten en 90% betrouwbaarheidsinterval. Uitkomsten voor de vergelijkingsgroep in procent staan boven de figuur. Zelf in Actie + Werken Loont in Tilburg is Zelf in Actie + Werken Loont + Werkbonus. Voor Groningen is de groep waarmee vergeleken wordt deze keer de controlegroep. Zie ook de rapportage voor Groningen.
Het betekent namelijk ook dat de huidige aanpak, met veel verplichtingen die met (dreiging van) strafkortingen worden afgedwongen, niet tot duidelijk betere resultaten leidt dan een aanpak die is gebaseerd op aandacht, vertrouwen, maatwerk en zelfredzaamheid van de deelnemer
In figuur 2 ziet u de verschillen met de controlegroep op “sociaal vertrouwen”, één van de ongeveer 10 uitkomstmaten die zijn samengesteld op basis van de antwoorden uit de surveys in de laatste meting in het onderzoek.[3] In de figuur zijn de effecten van de verschillende interventies doorgaans positief, maar klein en veelal insignificant. Alleen in Groningen registreren we een significant positief effect op deze variabele voor de Extra Hulp groep. Dit beeld, met veelal kleine en insignificante effecten op de subjectieve uitkomstmaten, is ook het algemene beeld over de 10 samengestelde indicatoren. Op bijvoorbeeld zelfredzaamheid, werkzoekgedrag, sociaal vertrouwen en sociale participatie, zien we in enkele gemeenten wel positieve effecten.
Conclusies
Op basis van het geheel aan resultaten in onze experimenten kunnen we in ieder geval vaststellen dat de reguliere aanpak niet overal significant beter, en soms zelfs significant slechter werkt dan de interventies. Maar dat geldt dus evenzeer voor de geteste interventies. Een mogelijke verklaring hiervoor is dat elke bijstandsgerechtigde verschillend is en een op maat gesneden aanpak vraagt. De relatief bescheiden aantallen deelnemers maakt het niet goed mogelijk om voor al deze verschillen te controleren. Als zeer verschillende mensen met elkaar in een eenvormige interventiegroep (waar er extra is gelet op het aanbieden van dezelfde dienstverlening) komen, heeft wellicht een deel van de mensen baat bij die interventie, terwijl een ander deel juist minder positieve, of zelfs negatieve effecten laat zien. De effecten heffen elkaar dan op, met als resultaat kleine gemiddelde effecten met een hoge foutenmarge.
In verschillende gemeenten waren ook aanvullende analyses nodig. Zo bleek in Nijmegen de doorgaans negatieve effecten deels toe te schrijven aan het feit dat de willekeurig samengestelde controlegroep op verschillende indicatoren (bijvoorbeeld gezondheid) toch kansrijker bleek dan de interventiegroepen. In Tilburg is waarschijnlijk sprake geweest van experimenteffecten op de begeleiding in de controlegroep (mogelijke gedragseffecten bij deelnemers en werkcoaches); voor Tilburg en Wageningen zijn de verschillen tussen de gemeentelijke gegevens en uitstroomcijfers van het CBS opvallend groot en in Groningen is door de randomisatie voor werving van de deelnemers de uitval in alle groepen hoog en waarschijnlijk niet willekeurig. In elk van die gemeenten is voor deze problemen gecorrigeerd (zie de gemeentelijke rapportages). Dergelijke correcties maken doorgaans de negatieve effecten minder negatief en de positieve positiever.
Desalniettemin zijn de belangrijkste resultaten van deze experimenten bescheiden en vooral te vinden in wat ze niet laten zien. De interventies heffen verplichtingen op en geven extra aandacht en hulp. Wij vinden vervolgens geen bewijs dat het in stand laten van dwang en verplichtingen in de vergelijkingsgroepen leidt tot een hogere uitstroom naar werk. Het geven van méér ruimte aan gemeenten om te experimenteren met de aanpak en uitvoering van de bijstand zal dan ook niet leiden tot een significante verslechtering van die uitstroom, terwijl op langere termijn wel positieve effecten te verwachten zijn op het welbevinden van de mensen in de bijstand en dienstverleners. Als we onze resultaten leggen naast die van het SCP, dat in 2019 een uitgebreide evaluatie van de Participatiewet publiceerde, dan bevestigen deze het beeld dat een (terugkeer naar een) menselijkere maat met meer aandacht en meer vertrouwen niet tot slechtere resultaten zal leiden. Ook onderstrepen onze resultaten de diversiteit tussen gemeenten in Nederland. Dit ondersteunt een pleidooi voor meer ruimte en middelen voor lokale uitvoerders en politici om te experimenteren en leren in de uitvoering. Door goed, bij voorkeur centraal gecoördineerd, onderzoek op lokaal niveau te koppelen met ruimte in de wettelijke kaders om op basis van die onderzoeken het beleid op de lokale noden te kunnen aanpassen, kan een effectievere en efficiëntere uitvoering worden bereikt. Tenslotte lijkt het ons raadzaam om, nu door de COVID-19 pandemie een grote instroom van bijstandsgerechtigden met zeer diverse achtergrond en bemiddelbaarheid aanstaande is, de uitvoerende professionals het vertrouwen, de ruimte en de middelen te geven om die instroom efficiënt en effectief weer naar werk te begeleiden. Dat bijstandsgerechtigden en werkcoaches daarbij meer zelfvertrouwen krijgen en de grotere autonomie als prettig ervaren, is belangrijke bijvangst.
Voetnoten
[1] Hierbij moet de kanttekening worden gemaakt dat voor beide gemeenten volgens het CPB (De Boer et al., 2020) de controlegroep reeds bij aanvang verschilt en het negatieve effect dus niet kan worden toegeschreven aan de treatment. In het eindverslag van Tilburg wordt verwezen naar mogelijke experimenteffecten.
[2] In de gemeentelijke onderzoeksrapportages maar ook in het CPB rapport (De Boer et al., 2020) wordt opgemerkt dat de controlegroep in Nijmegen en in Tilburg al bij aanvang niet vergelijkbaar is met de overige interventiegroepen. Nijmegen rapporteert kleinere of insignificante effecten na controle voor additionele variabelen en Tilburg en Wageningen rapporteren na matching methoden en vergelijking met de referentiegroep ook bescheiden positieve effecten.
[3] In deze analyses is in alle gemeenten gecontroleerd voor het antwoord in de nulmeting. In Tilburg en Wageningen zijn de uitkomsten gebaseerd op het gemiddelde voor de twee vervolgmetingen.
Referenties
Betkó, J., N. Spierings, Gesthuizen, M., P. Scheepers (2020) Rapportage experiment Participatiewet gemeente Nijmegen, Nijmegen.
De Boer, H-W, Bolhaar, J., Jongen, E., & Zulkarnain (2020). Evaluatie experimenten Participatiewet: Effecten op de uitstroom naar werk. CPB: Den Haag
Edzes, A., Rijnks, R., Kloosterman, K., & Venhorst, V. (2020). Bijstand op Maat: Beleidsrapport. (URSI-onderzoeksrapport; No. 366). Groningen: Rijksuniversiteit Groningen. Faculteit Ruimtelijke Wetenschappen.
Gramberg, P. & J. de Swart (2020). Wat werkt op weg naar werk? Eindrapport Experiment Participatiewet gemeente Deventer. Enschede: Saxion Hogeschool.
Groot, L., Muffels, R. J., & Verlaat, T. (2019). Welfare states’ social investment strategies and the emergence of Dutch experiments on a minimum income guarantee, Social Policy & Society (2019)18:2, 277–287, Cambridge University Press
Ministerie van Sociale Zaken en Werkgelegenheid (2017). Tijdelijke regeling experimenten Participatiewet. Staatsblad van het Koninkrijk der Nederlanden, 69, 1-18.
Muffels, R., K. Blom-Stam & S. van Wanrooij (2020). Vertrouwensexperiment Tilburg: Werkt het en waarom wel of niet?, Maart 2020, Tilburg University/Tranzo-ReflecT, p.1-117.
Muffels, R., K. Blom-Stam & S. van Wanrooij (2020), Vertrouwensexperiment Wageningen: Werkt het en waarom wel of niet?, Voorlopig eindverslag, April 2020, Tilburg University/Tranzo-ReflecT, p.1-113.
SCP (2019). Eindevaluatie van de Participatiewet. SCP-publicatie 2019-17, Sociaal en Cultureel Planbureau, Den Haag.
Verlaat, T., de Kruijk, M., Rosenkranz, S., Groot, L., & Sanders, M. (2020). Onderzoek Weten wat werkt: samen werken aan een betere bijstand, Eindrapport. Utrecht: Universiteit Utrecht.
Bijlagen
Box 1. Toelichting op de methode van onderzoek
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)
Tabel 1: Overeenkomsten en verschillen tussen de experimenten in de zes AMvB gemeenten
![](data:image/png;base64,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)
Box 2: Methodische kanttekeningen per gemeente
Te citeren als
Mark Sanders, János Betkó, Arjen Edzes, Peter Gramberg, Loek Groot, Ruud Muffels, Stephanie Rosenkranz, Richard Rijnks, Niels Spierings, Viktor Venhorst, Timo Verlaat, “De Bijstand kan Beter”,
Me Judice,
28 mei 2020.
Copyright
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Afbeelding
Afbeelding '
work' door '
Martina'