Anderhalvemetereconomie beslaat groot deel van totale Nederlandse economie
Tabel 1 geeft de omvang van de anderhalvemetereconomie en haar componenten buitenshuiswerk- en thuiswerkeconomie weer in zowel het percentage banen als het percentage bruto toegevoegde waarde. In totaal kan 84 procent van de banen in Nederland op anderhalve meter van anderen worden ingevuld. Dit komt neer op 89 procent van de totale bruto toegevoegde waarde.
Van alle banen die op anderhalve meter van anderen kunnen worden ingevuld, kan 38 procentpunt thuis plaatsvinden. Deze thuiswerkeconomie vertaalt zich naar 43 procentpunt van de bruto toegevoegde waarde. De rest van de anderhalvemetereconomie kan niet thuis worden ingevuld maar wel op anderhalve meter van anderen. Deze buitenshuiswerkeconomie beslaat 46 procentpunt van zowel alle banen als de bruto toegevoegde waarde van de anderhalvemetereconomie.
Tabel 1. De omvang van de anderhalvemetereconomie in cijfers
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)
Bron: RaboResearch op basis van data van O-Net en CBS
Box 1. Van beroependata naar een inschatting van de anderhalvemetereconomie
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Om te komen tot een inschatting van de anderhalvemetereconomie in Nederland volgen we vier stappen. Allereerst bepalen we voor alle beroepen of ze op anderhalve meter van anderen kunnen worden uitgeoefend. Hierbij volgen we Leibovici et al. (2020), die met behulp van de Occupational Information Network (O*NET)-database alle beroepen hebben geclassificeerd als contactrijk (binnen anderhalve meter van anderen) en contactarm (buiten anderhalve meter van anderen). De beroepen die op meer dan anderhalve meter van anderen kunnen worden uitgeoefend vallen strikt genomen binnen de anderhalvemetereconomie. Let wel: dat deze beroepen op anderhalve meter van anderen kunnen worden uitgeoefend, betekent niet dat er in de huidige situatie geen aanpassingen nodig zijn om dit ook daadwerkelijk te doen. Denk bijvoorbeeld aan groepen bouwvakkers die binnen een anderhalvemetereconomie niet langer zomaar met z’n allen tegelijkertijd kunnen lunchen in een schaftwagen van drie bij twee meter.
Daarnaast hebben we in een tweede stap voor de beroepen die op meer dan anderhalve meter van anderen kunnen worden uitgeoefend, vastgesteld of ze wel of niet thuis kunnen worden uitgeoefend. Hierbij volgen we de aanpak van Dingel en Neiman (2020) die aan de hand van dezelfde O*NET-database hebben vastgesteld welke beroepen in potentie wel en niet thuis kunnen worden uitgeoefend. Het gaat hierbij vooral om beroepen die afhankelijk zijn van machines en apparaten die in alle redelijkheid niet thuis aanwezig kunnen zijn. Ten opzichte van Dingel en Neiman (2020) maken we een uitzondering voor onderwijzers in het basisonderwijs en middelbare scholen. Terwijl deze beroepen door hen onder de mogelijke thuiswerkers worden geschaard, plaatsen wij ze bij de buitenshuiswerkers; ook om ervoor te zorgen dat mensen met kinderen in andere beroepen überhaupt kunnen thuiswerken. Ook hier hebben we het weer over potentieel thuiswerken; voor daadwerkelijk thuiswerken zijn wellicht aanpassingen bij bedrijven nodig om dit mogelijk te maken. Daarnaast geven onze cijfers vooral een inschatting van de aanbodzijde van de anderhalvemetereconomie. Of daarmee de anderhalvemetereconomie ook aan de vraagzijde uit kan, denk aan halflege concertzalen, wordt in onze berekeningen niet meegenomen.
Vervolgens koppelen we de classificatie van anderhalvemeter- en thuiswerkberoepen aan de door het CBS gehanteerde International Standard Classification of Occupations (ISCO). Hiermee hebben we voor ieder beroep in Nederland een inschatting of deze contactarm of -rijk is en of deze thuis of buitenshuis kan worden uitgeoefend. Het CBS heeft bovendien voor vrijwel alle sectoren in Nederland data over het aantal werkenden per ISCO-geclassificeerd beroep.[1] Met deze informatie weten we per sector het aandeel van de drie werkvormen die de anderhalvemetereconomie definiëren: beroepen waarbij thuiswerken mogelijk is, beroepen die buitenshuis moeten worden beoefend maar geen intensief contact vereisen en beroepen buitenshuis waarbij intensief contact wel nodig is.
Tot slot extrapoleren we deze sectorale gegevens naar aandelen in regio’s en de totale economie. Dit doen we voor de totale economie in termen van banen en bruto toegevoegde waarde en voor regio’s in termen van banen. Een aanname die we daarbij doen, is dat er geen verschillen bestaan in het type beroep dat per sector in een regio wordt uitgeoefend.
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Grote sectorale verschillen in uitwerking van de anderhalvemetereconomie
Sommige beroepen komen vaker voor in de ene sector dan in de andere. Dit geldt dus ook voor de mate waarin beroepen die niet op een afstand van ten minste anderhalve meter van anderen en beroepen die thuis kunnen worden uitgeoefend. Door de voorkomens van beroepen te koppelen aan het aantal banen in sectoren maken we een inschatting van de mate waarin sectoren op anderhalve meter van anderen en vanuit huis kunnen opereren.
Figuur 1 geeft per sector weer hoeveel procent van de banen op anderhalve meter van anderen kunnen opereren en daarbinnen welk deel wel en niet vanuit huis kan plaatsvinden. Allereerst valt op dat de horeca, zorg en overige diensten als kappers er uitspringen voor wat betreft het percentage banen dat niet op meer dan anderhalve meter van anderen kan worden uitgeoefend. Voor deze sectoren zal binnen de anderhalvemetereconomie een aparte oplossing moeten worden gevonden.
Daarnaast geldt vooral voor de landbouw, bouw en industrie dat hun activiteiten wel op meer dan anderhalve meter van anderen kunnen doorgaan, maar niet thuis kunnen plaatsvinden. Dat activiteiten binnen deze sectoren op anderhalve meter van anderen kunnen plaatsvinden, betekent niet dat deze sectoren daar nu al op zijn ingericht. Mogelijk betekent dit dat productieprocessen anders moeten worden georganiseerd dan gebruikelijk om aan de voorwaarde van anderhalve meter afstand te voldoen.
Tot slot geldt vooral voor de ICT-sector, specialistische zakelijke diensten en financiële instellingen dat ze niet alleen grotendeels op anderhalve meter van anderen kunnen opereren, maar dat ze daarnaast zelfs vrijwel volledig vanuit huis doorgang kunnen vinden. Dit betekent niet dat activiteiten in deze sectoren voor de coronacrisis al thuis plaatsvonden. Wel betekent dit dat, gegeven de aard van de beroepen die gangbaar zijn in deze sectoren, thuiswerken in potentie een optie is.
Figuur 1. Omvang van de anderhalvemetereconomie per sector en uitgesplitst naar thuiswerk- en buitenshuiswerkeconomie
![](data:image/png;base64,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)
Bron: RaboResearch op basis van data van O-Net en CBS
Anderhalvemetereconomie vertaalt zich regionaal door naar thuiswerk- versus buitenshuiswerkeconomieën
De economische activiteit in bijvoorbeeld Zeeuws-Vlaanderen ziet er heel anders uit dan in de regio Amsterdam (Aalders & Raspe, 2020). Terwijl vooral de industrie de eerste kenmerkt, wordt de regio Amsterdam vooral gekenmerkt door zakelijke dienstverlening. Doordat verschillende sectoren in meer en mindere mate op anderhalve meter van anderen en vanuit huis kunnen opereren, heeft de sectorstructuur van regio’s mogelijk dus ook implicaties voor het functioneren van regionale economieën in een anderhalvemetereconomie.
Figuur 2 geeft per regio weer hoeveel procent van de banen op anderhalve meter van anderen kunnen opereren en daarbinnen welk deel wel en niet vanuit huis kan plaatsvinden. Allereerst valt op dat het percentage banen dat enkel binnen anderhalve meter afstand van anderen kan plaatsvinden redelijk gelijk is verdeeld over de veertig regio’s. Dit betekent dat er op geaggregeerd regionaal niveau nauwelijks verschillen bestaan voor wat betreft de implicaties van een harde anderhalve-meter-beperking. Mogelijk zijn de verschillen op lager geografisch schaalniveau groter doordat het voorzieningenniveau (inclusief horeca en zorg) in bijvoorbeeld steden doorgaans hoger ligt dan in landelijke gebieden.
Figuur 2. Omvang van de anderhalvemetereconomie per regio en uitgesplitst naar thuiswerk- en buitenshuiswerkeconomie![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAc0AAAASCAYAAAA5WoVTAAAEyUlEQVR4nO2bwdHjIAyF3QvF0MheKMW3vW4FFEIFWwCnrWOHPSl5ViQMTvxvfud9M5mJExACgx7IydIIIYQQMsTyvx0ghBBCvgsUTUIIIWSQQ6KZUmrLsjy8SikthNBqrfOOLEvLOR9xZ5qjPpI+OeeH+fCulFLasiyt1rp5X2ttIYRu3ZEye22exTv7diVCCLd5HmP83+58KSmlQ7E6xthSSid4dOcrfNuI5rL8cl8WpZSHCfMdBOk7+PgO/P2xuC/Nuq4PwfrZBfLsfTpS/0zR1JwxD1/l2yfx8/cf92WhN/g556c2iDnnp9bKs/VnOSpMyFk+v8K3PSiaxGVUNM8K1BTNeSia88yI5hlBmaL5Or6taGKabl1XsL8NtniNAQTTv+u6PgwEppFw8Gutm/SglAkhtHVdzRRyCOHWh159r09XZlQ013XtjomXtpUAL/cGv7PSX2gDF5ykFuVl1Ze2ZG6huPTeW/fb8lvmp14TeI22rf7hOGl/rDHSdkop3fKjvll2r8yMaOoYpvHSthLDevdcxhrvnU6Zxxg3cWimfkrp9h3GVZzDWNfb0Ol6OG9ijJv5gtdSz4sHOHaynrxx02Mnn/fKz/rmpd1PEU0tQnf7+6Jp2Syl3IJkzvkmYtJZ6Tjaq7Xe7Eiw1G3FGF1R1/W9Pl2ZGdH0dnciaIKMnzw/RFHKOW/ufe8khvPFux9YX9oSP0dE0xMM7Tf2aVaYxD9dTwJYb4yszUqv/Khve5ugqzEjmr1TvI4nKaVb3JHNGtqRudU7deF32r5VpvddSmnjP/ok60jsi6ha6L5gP0eEyfJZ1xM/e+Nmrfte+RHfRmL76elZvB49aeqTBJYVkURBE19w96JPHdonPQFn639CevcVJ03rO5mgWkR6oiK29A6617YWTa8t6z0uNo2VApU+HRVN3Td9QrbaljmLG5a98iO+WXavzKtOmvo7HFOdLesJiNjSWRWv7dH6PR+0fSu2e/Wwn0dF04q9cljyfI4xuuvQK7/nm2VT85ai2dr96C0BUcQS01t4Au3dZMsnPD0eqU/RvIP3ReOJJqYShT1RsbIFZ4impJw8u55ollKeEk2rvb0xkrZ1etYqP+ObtntlZkQzxuhuJizR1GlDYU9ArMdPo6Lp1T9TNKXsM6I50pbVtpWetcqP+qZtar5UNHVKoiea2r7sAjB9oCewt8A9nzCtcKT+1Zn59WyM8WEuiJBY6Vl53xMEnNQoKtbfRSyw/uxJs7X7s2yN9AGfFWKfdOrKEyb0z+vHiGji+Oz1c9Q3bffKzIim3CeME5hh0OlZ3PR7wVzHUbxH+FcILz07Wv+VoqmfFWI/9WMLS5i0fa9vez5r33vlR32zxmPzufnpILOiiQ9ZrdwzBkH9MLoXqNAfKy3R80kerB+tT+7o/+9a913f054gSMpS0pSYtvTmFc4JXX9WNFtr5o5TyuCPMjCI4jj0hAn9w2t57aWwsbznv74e8c2yS+7gXNSPkvDHLPj5iGBhShJtePb17zH26r9SNLENLIdjI2vEEya9dnBMR9Laeq3slR/xzbKp+YxftBDSwTtlEUKIhqJJPp7eLwUJIQShaJKPBdPxhBAyAqMFIYQQMghFkxBCCBmEokkIIYQM8g+5mczjwBopBgAAAABJRU5ErkJggg==)
Bron: RaboResearch op basis van data van O-Neten CBS
Een geheel ander patroon zien we voor de thuiswerkmogelijkheden binnen verschillende regio’s. Terwijl regio’s in de Noordvleugel van de Randstad (regio Amsterdam, Utrecht, Den Haag) worden gekenmerkt door een hoog thuiswerkpotentieel, kennen regio’s in het noordoosten en zuidwesten van Nederland een veel lager thuiswerkpotentieel. De eerstgenoemde regio’s kunnen binnen de anderhalvemetereconomie voor een groot deel worden omgevormd tot een thuiswerkeconomie, terwijl die laatste toch vooral een buitenshuiswerkeconomie moeten blijven om te kunnen functioneren.
Gevolgen van de anderhalvemetereconomie
Wat betekenen de cijfers van de anderhalvemetereconomie voor de invulling van onze samenleving op korte en lange termijn? Allereerst geven de cijfers achter de anderhalvemetereconomie een inschatting van de omvang van de economie die wordt geraakt door meer of minder strenge coronamaatregelen. Door rekening te houden met de kenmerken van beroepen die actief zijn in sectoren en regio’s kan beleid daardoor maatwerk bieden. In sommige sectoren is het onmogelijk werken met behoud van anderhalve meter afstand tot anderen. Voor deze sectoren moet worden bepaald of en in welke vorm ze doorgang kunnen vinden in een anderhalvemetereconomie. In andere sectoren is op anderhalve meter afstand van anderen werken en vaak zelfs thuiswerken in principe mogelijk en kan beleid zich dus richten op het faciliteren van deze vormen van werken. Denk hierbij aan digitale faciliteiten voor thuiswerken en de aanwezigheid van voldoende mogelijkheden om handen te wassen voor beroepen in de anderhalvemetereconomie die niet thuis kunnen worden uitgeoefend.
Daarnaast kan de anderhalvemetereconomie gevolgen hebben voor de productiviteit op middellange termijn. Uit een studie van Bloom et al. (2015) blijkt voor callcenters dat een overgang naar thuiswerken gepaard kan gaan met maar liefst 13 procent hogere productiviteit per werknemer. Of dit positieve effect voor alle activiteiten geldt waarvoor thuiswerken in beginsel mogelijk is, is nog maar de vraag. Zo wordt voor het aanjagen van creativiteit en kennisoverdracht vaak gewezen op het belang van face-to-face contact met collega’s en klanten; al kunnen deze contacten wellicht ook op tijdelijke in plaats van structurele basis geografisch nabij worden georganiseerd (Torre, 2008).
Tot slot kan het omarmen van thuiswerken ook verstrekkende gevolgen hebben voor de inrichting van onze samenleving op langere termijn. Zo kan de thuiswerkeconomie ons mogelijk een hoop fileleed en overvolle treinen in de ochtend- en avondspits besparen. En wat te denken van de hordes mensen met potentiële thuiswerkbanen die voorheen samenkwamen in kantoren: betekent de thuiswerkeconomie het einde van het kantoorleven en alles wat daarbij komt kijken? Van grote kantoorgebouwen tot daaromheen gevestigde lunchtentjes en van kantoorhumor tot de gezamenlijke lunch in de bedrijfskantine. De anderhalvemetereconomie heeft daarmee niet alleen gevolgen voor de inrichting van onze economie op korte termijn, maar mogelijk ook meer structurele gevolgen voor de inrichting van onze samenleving op de wat langere termijn.
Voetnoten
[1] Het gaat hier om de sectoren landbouw en winning van delfstoffen (SBI-letters A en B), industrie en energie (C, D en E), bouw (F), groot- en detailhandel (G), vervoer (H), horeca (I), informatie en communicatie (J), financiële instellingen (K), overige zakelijke diensten (L , M en N), openbaar bestuur (O), onderwijs (P), zorg (Q), cultuur, sport en recreatie (R) en overige diensten (S-U).
Literatuur
Aalders, R., & Raspe, O. (2020). Effecten van coronacrisis op regionale economieën. Utrecht: RaboResearch.
Bloom, N., Liang, J., Roberts, J., & Ying, Z. J. (2015). Does working from home work? Evidence from a Chinese experiment. Quarterly Journal of Economics, 130(1), 165-218.
Dingel, J. I., & Neiman, B. (2020). How Many Jobs Can be Done at Home? (No. w26948). National Bureau of Economic Research.
Leibovici, F., Santacrue, A. M., & Famiglietti, M. (2020). Social Distancing and Contact-Intensive Occupations, Technical Report, St. Louis Federal Reserve Bank - On the Economy Blog March 2020.
Torre, A. (2008). On the role played by temporary geographical proximity in knowledge transmission. Regional Studies, 42(6), 869-889.
Te citeren als
Jesse Groenewegen, Sjoerd Hardeman, “De anderhalvemetereconomie van Nederland gemeten”,
Me Judice,
16 april 2020.
Copyright
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