Inleiding
Door de nationale steunmaatregelen is een grotere economische schok voorkomen. Veel bedrijven overleven momenteel de lockdowns door de overheidssteun die zij ontvangen. Te veel overheidssteun heeft echter ook een nadeel. Het haalt de dynamiek uit de bedrijvigheid. Bedrijven worden namelijk minder genoodzaakt zichzelf opnieuw uit te vinden en middelen van niet levensvatbare bedrijven vinden hun weg niet naar een meer productieve inzet.
Bedrijven moeten stoppen als er na de coronacrisis geen toekomst voor hen is. De vrijgekomen middelen moet haar weg vinden naar ondernemingen die ook na de crisis levensvatbaar zijn
De noodzaak voor bedrijven om zich aan te passen is bovendien in deze crisis hoog omdat er aanwijzingen zijn dat de economie na de pandemie fundamenteel veranderd zal zijn. Zo blijkt er een verandering in het bestedingsgedrag van consumenten waar te nemen: consumenten geven bijvoorbeeld aan ook na de crisis vaker online te gaan winkelen en minder vaak uit eten te gaan (Hodbod, et al. 2020). De coronacrisis lijkt dus een versnelling te betekenen naar een digitale economie (Baldwin, 2020).
Om sterk uit de crisis te laten komen moet een Nederland vol zombiebedrijven voorkomen worden (Groenewegen et al., 2020). Bedrijven moeten stoppen als er na de coronacrisis geen toekomst voor hen is. De vrijgekomen middelen moet haar weg vinden naar ondernemingen die ook na de crisis levensvatbaar zijn.
Faillissementen laag - aantal opgeheven bedrijven en startende bedrijven hoog
In tijden van crisis zou je een sterke stijging van het aantal faillissementen verwachten. Toch is het tegendeel nu waar. Het aantal faillissementen is het laagst in 21 jaar tijd (CBS 2020). Faillissementen vertellen echter maar een deel van het verhaal. Van het aantal bedrijven dat stopt is slechts een fractie (2 procent) een faillissement (figuur 1). Om een beeld te krijgen van de bedrijvendynamiek kan beter gekeken worden naar het totaal aantal stoppende bedrijven.
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Bron: CBS
En het aantal stoppers is wel toegenomen sinds het begin van de coronacrisis, alhoewel met enige vertraging (figuur 2). Waarschijnlijk besluiten ondernemers een pijnlijk faillissement niet af te wachten en stoppen zij met hun onderneming.
Er starten al langer meer online winkels dan fysieke winkels, maar de trend is in de coronacrisis door de lockdowns versterkt
Ook blijken er nog veel ondernemingen te starten in de crisis. Het jaar 2020 kent ondanks het begin van de coronacrisis meer starters dan de jaren ervoor (figuur 3). Kijken we naar 2020 specifiek dan blijkt in kwartaal twee en drie van 2020 het aantal starters lager te liggen dan een jaar eerder, maar heeft kwartaal vier zelfs meer starters dan in 2018 en 2019 (figuur 4).
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)
Bron: CBS
Ten midden van deze crisis blijken er vooral webwinkels te starten. Zij profiteren van de fysieke sluiting van winkels door de lockdowns en het daardoor vele online winkelen. Voor de coronacrisis was er al sprake van een toename van het aantal nieuwe online winkels, maar de trend is door de lockdowns versterkt (figuur 5). Deze trend is ook in de Verenigde Staten te zien (Djankov & Zhang, 2021). De startersaantallen zijn waarschijnlijk nog een onderschatting van deze digitale transformatie: veel bestaande bedrijven maken de transitie van offline naar online handel, zonder dat ze het bedrijf stopzetten of een nieuw bedrijf starten.
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)
1In deze restcategorie “geen winkel of ‘markt” bevinden zich alle winkels die geen fysieke verkoopplek hebben, zoals webwinkels. Bron: CBS
Naast webwinkels starten er ook veel post- en koeriersbedrijven en ondernemingen die vallen onder de logiesverstrekking (tabel 1). De groei in de laatste sector komt door een toename van de verhuur van vakantiehuisjes. Waarschijnlijk hebben veel nieuwe bedrijven ingespeeld op de Nederlanders die vakantie in eigen land willen vieren.
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)
* Bedrijfstakken 2 digit, gefilterd op takken met meer dan 100 starters per kwartaal, gerangschikt op grootste toename en afname in kwartaal 3 van 2020
De grootste afname in starters daarentegen is niet verrassend in sectoren met bedrijven in de horeca, sport en reizen.
Conclusie
Ondanks het lage aantal faillissementen besluiten toch veel bedrijven te stoppen. Tegelijkertijd starten er veel ondernemingen. Onderaan de streep is er zelfs een netto toename van 68.000 bedrijven in 2020. De starters richten zich voornamelijk op de digitale economie. De groei in webshops is tijdens de huidige crisis geaccelereerd.
Referenties
Baldwin, S (2020) Covid, hysteresis, and the future of work, VoxEU.org, 29 May. https://voxeu.org/article/covid-hysteresis-and-future-work
CBS (2020) Laagste aantal faillissementen in 21 jaar tijd, 10 september
Djankov, S. & Zhang, E. (2021) Startups boom in the United States during COVID-19, Real Time Issues Watch, 17 February. https://www.piie.com/blogs/realtime-economic-issues-watch/startups-boom-united-states-during-covid-19
Groenewegen, J., Hardeman, S. & Stam, E. (2020) Coronasteun belandt bij beter gerunde bedrijven. Economisch Statistische Berichten 106(4793), 21 januari 2021, 29-31.
Hodbod, A., Hommes, C., Huber, S. J. & Salle, I. (2020) Is COVID-19 a consumption game changer? Evidence from a large-scale multi-country survey, Covid Economics 59: 40-76, London: CEPR Press.
Te citeren als
Jasper H. van Dijk, Erik Stam, “Coronacrisis in Nederland: weinig faillissementen, veel stoppers én veel startende bedrijven”,
Me Judice,
18 maart 2021.
Copyright
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Sari Montag'