Een ‘principeakkoord’?
Eind december 2020 hebben de EU en China de Comprehensive Agreement on Investment (CAI) ondertekend. De volledige en definitieve tekst van de CAI is nog niet beschikbaar. Uit de voorlopige tekst blijkt echter dat de CAI de toegang van Europese bedrijven tot de Chinese markt in verschillende productie- en dienstensectoren moet verbeteren en moet zorgen voor gelijke concurrentievoorwaarden voor Europese bedrijven die in China handel willen drijven. Bovendien heeft China beloofd een einde te maken aan de gedwongen technologieoverdracht door Europese bedrijven die in het land actief zijn.
Aangezien China meer concessies lijkt te doen dan de EU, zou je kunnen stellen dat de EU de meeste economische voordelen geniet.
Behalve marktgerelateerde verplichtingen committeert China zich ook aan verschillende duurzaamheidsdoelen. Zo moet het land het klimaatakkoord van Parijs naleven, milieu en arbeiders beschermen en "werken aan" de ratificatie van ILO-verdragen over dwangarbeid. Met name deze laatste bewoordingen worden als juridisch zwak gezien.
China zou op zijn beurt vooral garanties krijgen dat het toegang houdt tot de Europese markt. Het land zou ook kunnen rekenen op meer markttoegang in de productiesector, maar in de hoofdovereenkomst is niet gespecificeerd om welke subsectoren het precies gaat. Het is echter duidelijk dat de EU vasthoudt aan het recht om Chinese toegang tot ‘precaire’ gebieden op lidstaatniveau te beperken of zelfs te verbieden.
De tijdslijnen voor het ondertekenen van de daadwerkelijke CAI staan nog niet vast. Na de juridische controle van de volledige tekst in de eerste helft van 2021 zullen het Europees Parlement (EP) en de Europese Raad (ER) de overeenkomst moeten goedkeuren. Een dergelijk proces neemt waarschijnlijk enkele maanden in beslag, maar eerlijk gezegd is het lastig om hier een ‘exact’ tijdschema aan te plakken. Zo kunnen we op zijn minst nog een controversieel debat hierover verwachten.
De Europese economische grondgedachte
Aangezien China meer concessies lijkt te doen dan de EU, zou je kunnen stellen dat de EU de meeste economische voordelen geniet. Europese bedrijven zien hun concurrentiepositie ten opzichte van gevestigde Chinese bedrijven verbeteren en krijgen betere toegang tot een grotere markt. Bovendien worden hun eerdere investeringen in China beter beschermd dan vóór de CAI.
Uit economische gegevens blijkt dat de investeringsrelaties tussen de EU en China in de loop van de tijd gestaag zijn toegenomen. Hierbij heeft de EU grotere investeringsposities in China dan andersom (figuur 1). Maar waar de jaarlijkse directe buitenlandse investeringen van Europese bedrijven in China na 2013 aanzienlijk zijn vertraagd, zijn de stromen vanuit China naar de EU juist toegenomen (met uitzondering van 2018, figuur 2). Deze ontwikkeling heeft duidelijk een impuls gegeven aan het debat in Europa over hoe de EU de huidige belangen kan beschermen en hoe de toegang tot de Chinese markten in de toekomst beter kan, aldus de CAI.
Figuur 1: De EU is een grotere directe investeerder in China…
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)
Noot: Data zijn inclusief het VK. Reeks zonder het VK begint pas in 2013. Bron: Macrobond, Eurostat
Figuur 2: …maar niet meer in 2019
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiYAAAFeCAYAAACxV9R3AAAgAElEQVR4nO2dUejl1p3f9WDIq1+amiXEE3vjGodNZks6kHE7/r+0mIIgfWoCbT3bhyAotLBm7W1R+UNZ6rSrMC9pTZS2U9OyouBN2JuCYR31H0i3d516GbGkdRRCB4Xa7mU9ayUlTGc2nl8fvEfR1f9IVzr3/KVz7v184MDM/Uu636srnfO5R0dHwYMHD4RCoVAoFApl6SIiEqh/AAAAACwNYgIAAADOgJgAAACAMyAmAAAA4AyICQAAADgDYgIAAADOgJgAAACAMyAmAAAA4AyICQAAADhDr5gEQaAt6m9JkvSup/7WXTcMQ8myzP6HGMhjshwAAAAsw6CYjJGPob91l6uqSoIgsC4niAkAAMBhMKuYiIgkSdL0vNgCMQEAADgMZheTOI4lDMP+QH++zmq12lpfCY3ufXWvl2UpURRJEAQSRZEURYGYAAAAOM6sYrJeryUIAimKoj/Qn49H2Ww2zfJRFMlms5GyLCUIAlmv14N5dJeM0jRFTAAAABxn0uDX9t9MBr9GUSRVVQ0H6mw7CAKJ43jwvbuvJUlyrlemrmvEBAAAwHFm6zHZbDYShqHkeT4cSCMmQ/8fu8yu3AAAALA8FyIm6hJKd7miKAbHl+jWQUwAAACOByMxUeM1uqgxIGoMSd9dOUO3C9sQkyiKJIqirWU2mw1iAgAA4DhGYqIGl6ZpKnVdN6/FcbxzPIhaV623631NxEQNmlUCVNf14F09AAAA4AZGM7+KfCgYqudEDWzt9oT0iUCSJKMvE5mIiYhInucShmEzeJYeEwAAAPfhWTkAAADgDIgJAAAAOANiAgAAAM5wTkyKopA4jpuxI3EcS1mWW8vked47BmXXBGoAAAAAfWyJyXq9ljAMZb1eS1VVUhRF87yZ9jTyWZY1U8NXVbVVAAAAAEzZEpNuz4jIL27vbc8Lom69RUQAAADAJqPGmHRvFVZiAgAAAGCTnWKiHn7X7jFRY1AAAAAAbLJTTFarlQRBsPXwve6A1zAMJcsy2Ww2F50XAAAADphBMSmKorkzp017sGtZls1g2DAMJ8vJ3bt35fr163JycnKuXLlyRb73ve/JO++8Q6FQKBQK5cDKvXv3xouJko2xU7ir59OYTPm+Xq/l7OzsXPnMZz4jq9VK7ty5Q6FQKBQK5cDK/fv3d4vJZrNpxpC0L9+MoTtIdl9OTk7k7OzM2vYAAADAbbbEpK5rCcPQ6JKMCGICAAAA+7ElJuryjcn8JOpSTvcJw/uAmAAAABwXW2IShmEjJrpS17WIfDiPSVEUzetKaNq3FNsAMQEAADgutsSk7/k3qqgxJ2maNhKj7tqZOh5lDIgJAADAceH004UREwAAgOMCMQEAAABnQEwAAADAGRATAAAAcAbEBAAAAJwBMQEAAABnQEwAAADAGRATAAAAcAbEBAAAAJwBMQEAAABnQEwAAADAGRATAAAAcAbEBAAAAJwBMQEAAABnQEwAAADAGRATAAAAcAbEBAAAAJwBMQEAAABnQEwAjpzT0zclCL42uZyevrl0dAA4QBATgCMHMQEAl0BMAI4cxAQAXAIxAThyEBMAcAnEBODIQUwAwCUQE4AjBzEBAJdATACOHMQEAFwCMQE4chATAHAJxATgyEFMAMAlEBOAIwcxAQCXQEwAjhzEBABcAjEBOHIQEwBwiXNiUhSFxHEsQRBIEAQSx7GUZaldOc9ziaJIgiCQMAwlyzKr4RATgIsHMQEAl9gSk/V6LWEYynq9lqqqpCiKRjyKothaMcsyCYJA8jyXqqokz/NGZGyBmABcPIgJALjElpjoekaqqpIgCCSKonOvpWm6taySla7EmIKYAFw8iAkAuMSoMSbqso5CCUhXZMqy1AqLKYgJwMWDmACAS+wUk7quz/WYqDEodV3vXHYfEBOAiwcxAQCX2Ckmq9WqGUvSrNTpQdna4MDfpoKYAFw8iAkAuMSgmBRFoR3QOpeYPPPMM/L666/LvXv3KBTKBZU4fsNITOL4jcWzUygUv8sHH3xw3iP6xESNI0mSZJJ8mIjJpUuXmvXa5aGHHpJXXnlF3nnnHQqFckHl+ee/YyQmzz//ncWzUygUv8u9e/d2i8lms2nGkLQv37RRtxD3iYmtW4afoceEQrnwQo8JhUJZquzsManrWsIwlDAMZbPZ9ApDmqaDd+XYmmiNMSYAFw9jTADAJbbERF2+qapqcCU19qQrIGPXHwtiAnDxICYA4BJbYhKGYSMWutK+PThJkuZyT3vmV5vT0iMmABcPYgIALrElJroBqO3SHXOyWq0amYmiqHdMiimICcDFg5gAgEvwdGGAIwcxAQCXQEwAjhzEBFzm9u2fGh2fQfC1paODIYgJwJGDmIDLICbHB2ICcOQgJuAyiMnxgZgAHDmICbgMYnJ8ICYARw5iAi6DmBwfiAnAkYOYgMsgJscHYgJw5CAm4DKIyfGBmAAcOYgJuAxi4g4P/uCmPFidTi7y3u1J74OYABw5iAm4DGLiDg++ciIffCmYXB6UZ5PeBzEBOHIQE3AZxMQdEBNBTADmADEBl0FM3AExEcQEYA4QE3AZxMQdEBNBTADmADEBl0FM3AExEcQEYA4QE3AZxMQdEBNBTMBvbt78gZyevjm53Lr13qw5ERNwGcTEHRATQUzAb05OvmVUmd68+YNZcyIm4DKIiTsgJoKYgN8gJgD7g5i4A2IiiAn4DWICsD+IiTsgJoKYgN8gJgD7g5i4A2IiiAn4DWICsD+IiTsgJoKYgN8gJgD7g5i4A2IiiAn4DWICsD+IiTsgJoKYgN8gJgD7g5i4A2IiiAn4DWICsD+IiTsgJoKYgJ5bt96Ts7O3J5f33783a07EBGB/EBN3QEwEMQE9pg3+2dnbXuRETAB+AWLiDoiJICagBzGxC2ICLoOYuANiIogJ6EFM7IKYgMsgJu6AmAhiAnoQE7sgJuAyiIk7ICaCmIAexMQuiAm4DGLiDk6ISZZlEgTBudfzPJcgCLSlqqqpn7UXxAR0ICZ2QUzAZRATd1hUTDabjcRx3MhGFyUs6/VaqqraKjZBTEAHYmIXxARcBjFxh8XEREnHkJgkSWK9d0QHYgI6EBO7ICbgMoiJOywmJlEUSVEUH/5xh5hcNIgJ6EBM7IKYgMsgJu7gxBiTPjFRvSkXDWICOhATuyAm4DKIiTs4LSbdAa9hGEqWZbLZbKZ+zkEQE9CBmNgFMQGXQUzcwWkxaQ92LcuyGZcShqGRnNy4cUNOT0/PlU984hPy6quvyp07dyiUpjz99DeMKqnV6gde5PzqV/9o1pwvvPBdo5wvvPDdxY8FyuGXW7d+bCwmS2c/tHLvy08biclP3lz1bvP+/ft2xETHer2WIAgkSZJJUnL37l156aWXtGLy6KOPSpZli38ZFLcKYmK3ICYUlwti4k7xTkxMlt8Fl3JAB5dy7MKlHHAZLuW4g9OXcmwtvwvEBHQgJnZBTMBlEBN38E5M1KWcLMsmBRgCMQEdiIldEBNwmX3ExKQR/eBLF3/Hqa84LSZJkkhRFM0AWDX4NYqiqZ9zEMQEdCAmdkFMwGUQE3dwWkzSNJUwDJu/x3EseZ5P/Yw7QUxAB2JiF8QEXAYxcQcnxGRpEBPQgZjYxRcxMc15/fp3Zs0JdkFM3AExEcQE9CAmdkFMwGUQE3dATAQxAT2IiV0QE3AZxMQdEBNBTEAPYmIXxARcBjFxB8REEBPQg5jYBTEBl0FM3AExEcQE9CAmdkFMwGUQE3dATAQxAT2IiV0QE3AZxMQdEBNBTEAPYmIXxARcBjFxB8REEBPQg5jYBTEBl0FM3AExEcQE9CAmdkFMwGUQE3dATAQxAT2IiV0QE3AZxMQdEBNBTEAPYmIXxARcBjFxB8REEBPQg5jYBTEBl0FM3AExEcQE9CAmdkFMwGUQE3dATAQxAT2IiV0QE3AZxMQdEBNBTEAPYmIXxARcBjFxB8REEBPQg5jYBTEBl0FM3AExEcQE9CAmdkFMwGUQE3dATAQxAT2IiV0QE3AZxMQdEBNBTEAPYmIXxARcBjFxB8REEBPQg5jYBTEBl0FM3AExEcQE9CAmdkFMwGUQE3dATAQxAT2IiV0QE3AZxMQdEBNBTEAPYmIXxARcxicxMc3pC4iJICagBzGxC2ICLoOYuANiIogJ6EFM7IKYgMsgJu6AmAhiAnoQE7sgJuAyiIk7ICaCmIAexMQuiAm4DGLiDoiJICagBzGxC2ICLoOYuANiIojJ3JycfMuovPvuz2bPiZjYAzEBl0FM3MEJMcmyTIKg/0vK81yiKJIgCCQMQ8mybNKb7wIxmRfTk+r27Z/OmhMxsQtiAi6DmLjDomKy2WwkjmMJgqBXTJS05HkuVVVJnucSBIHEcWzyebUgJvOCmLiREzGxmxMx8RvExB0WExMlHENiUlWVBEEgaZpq1y2KYvIH1oGYzAti4kZOxMRuTsTEbxATd1hMTKIoasSiT0yUgJRlufV6WZZaYTEFMZkXxMSNnIiJ3ZyIiZ73378nZ2dvTy63br03a07ExB2cGGPSJyaqN6Wu663X67qWIAgkiqJJIfpATOYFMXEjJ2JiN+fcYnLr1ntyevrm5DL393529rbR/jw5+dasORETd3BaTIbGngz9bSqIybwgJm7kREzs5pxbTG7e/IEXDT5igphMBTERkWeeeUZef/11uXfvHmWGYnpS/fCHd2bNee3a7xnlfP31youcX//692fNGcdvGOWM4ze8yPkvr39Zfv7b1yaXP/vPv2WU8+tf/75RzmvXfm/W/fn665UXOX/4wzuzi4lpVtOcc+7PfcrPf/ua0f68/z/62/EPPvjgvEcsLSZ3796VJ598slmvXR566CF55ZVX5J133qHMUExPqjfe+NGsOa9e/V2jnK+++sde5Lxx4w9nzfn8898xyvn889/xIue/+ju/blSZ/uzlv22U88aNPzTKefXq7866P1999Y+9yPnGGz8yrptMxcQ0q2nOOffnPuX/vXTVaH/+yX97tXeb9+7dsyMmau6SvnVs3TL8DD0msxbTk4oeE7s56TGxmzP9tReMKtOf/7u/Z5STHhO7hR4Td4rTPSZpmsrQXTm2JlpjjMm8mJ5UjDGxm5MxJnZzfv3v/6bZdfF/f90oJ2NM7MIYE3dweoxJURRaAVG3EVdVNSlEH4jJvCAmbuRETOzmREz0ICaIyVScFhMRkSRJRDfzq81p6RGTeUFM3MiJmNjNiZjoQUwQk6k4LyYiIqvVSsIwFDV3SZ7nk958F4jJvCAmbuRETOzmREz0ICaIyVScEJOlQUzmBTFxIydiYjcnYqIHMUFMpoKYCGIyN4iJGzkRE7s5ERM9iAliMhXERBCTuUFM3MiJmNjNiZjoQUwQk6kgJoKYzA1i4kZOxMRuTsRED2KCmEwFMRHEZG4QEzdyIiZ2cyImehATxGQqiIkgJnODmLiREzGxm9MXMfnCX/+38mB1Or38wU2jnIgJYjIVxEQQk7lBTNzIiZjYzemLmPyjv/nPzXJ+5cQoJ2KCmEwFMRHEZG4QEzdyIiZ2cyImehATxGQqiIkgJnODmLiREzGxmxMx0YOYICZTQUwEMZkbxMSNnIiJ3ZyIiR7EBDGZCmIiiMncICZu5ERM7OZETPQgJojJVBATQUzmBjFxIydiYjcnYqIHMUFMpoKYCGIyN4iJGzkRE7s5ERM9iAliMhXERA5HTE5OvmVU5gYxcSMnYmI3J2KiBzFBTKaCmMjhiIkvB6tpTsTEbk5fxOQbv3EqD75yMr0YTgiGmCAmUwtiYhfERBATX3IiJnZz/vff+nWzBv/7rxnlNG3w/8uvf8msklqdzpoTMdFjKibGM9R++4ZRTsTEHRATQUx8yYmY2M35w/hvmZ38M/dEICZ6Dl1MTHN+8I8vGeVETNwBMRHExJeciIndnIiJ3ZyIiR7EBDGZCmIiiIkvORETuzkRE7s5ERM9iAliMhXERBATX3IiJnZzIiZ2cyImehATxGQqiIkgJr7kREzs5kRM7OZETPQgJojJVBATQUx8yYmY2M2JmNjNiZjoQUwQk6kgJoKY+JITMbGbEzGxmxMx0YOYICZTQUxkWExu3XrPaDbVL3zh2/N+CPHnYDXNiZjYzYmY2M2JmOhBTBCTqSAmMiwmpifVpUu/M++HEH8OVtOciIndnIiJ3ZyIiR7EBDGZCmIiiIkvORETuzkRE7s5ERM9iAliMhXERBATX3IiJnZzIiZ2cyImehATxGQqiIkgJr7kREzs5kRM7OZETPQgJojJVBATQUx8yYmY2M2JmNjNiZjoQUwQk6kgJoKY+JITMbGbEzGxmxMx0YOYICZTQUwEMfElJ2JiNydiYjcnYqIHMUFMpuK0mOR5LkEQaEtVVZO31wdi4kdOxMRuTsTEbk7ERA9igphMxWkxybJMgiCQ9XotVVVtFZsgJn7kREzs5kRM7OZETPQgJojJVJwWkyRJxHbviA7ExI+ciIndnIiJ3ZyIiR7EBDGZihdictEgJn7kREzs5kRM7OZETPQgJojJVJwWkziOBTEZjy8Hq2lOxMRuTsTEbk7ERA9i4o6YPPjKiVGRn7xrnNUEp8WkO+A1DEPJskw2m83kbQ2BmPiREzGxmxMxsZsTMdGDmLgjJsY537ttnNUEp8WkPdi1LMtmMGwYhkZycvPmTTk9PT1XHn/8cVmtVnLnzp1zZbUyO/k//vH/qN3eRRbTg9WXnLdu/XjWnE8//Q2jnGf/4ZvykzdXk8uf/u//NWvO//mbodHJ/39//6tGOV944btGOX//H/6aUc6f/acXZs35r//u80Y5737ti0Y5v/rVPzLK+Q/+xj8zynnvy08b5TStQ01z/tmLHzfKeevWj43rJtMGf+461DTn+z+6NWvde+/LTxvl/Mmb+nb8zp07cv/+fTtiomO9XksQBJIkyaT17t69Ky+99JJWTB599FHJsszqSYWY2M/pi5j8yT+5Yv2kuoiciIndnIiJviAmiMnU4p2YiPziEo8tuJTjR05fLuX86T/9nNFJNbUbct+cXMqxm5NLOXq4lNNfTJk9J5dyRmwMMdFierD6khMxsZsTMbGbEzHRg5ggJlPxTkzUpZwsy6xsTwQx8SUnYmI3J2JiNydiogcxQUym4rSYJEkiRVE0A2DV4NcoiiZvawjExI+ciIndnIiJ3ZyIiR7EBDGZitNikqaphGEo6tJNHMeS5/nk7ewCMfEjJ2JiNydiYjcnYqIHMTleMVmv/4+cnb09udz/F9fcFZO5QEz8yImY2M2JmNjNiZjoQUyOV0wuXfodp+tQxGQGTA9WX3IiJnZzIiZ2cyImehATxMTVOhQxmQHTg9WXnIiJ3ZyIid2ciIkexAQxcbUORUxmwPRg9SUnYmI3J2JiNydiogcxQUxcrUMRkxkwPVh9yYmY2M2JmNjNiZjoQUwQE1frUMRkBkwPVl9yIiZ2cyImdnMiJnoQE8TE1ToUMZkB04PVl5yIid2ciIndnIiJHsQEMXG1DkVMZsD0YPUlJ2JiNydiYjcnYqIHMUFMXK1DEZMZMD1YfcmJmNjNiZjYzYmY6EFMEBNX61DEZAZMD1ZfciImdnMiJnZzIiZ6EBPExNU6FDGZAdOD1ZeciIndnIiJ3ZyIiR7EBDFxtQ5FTGbA9GD1JSdiYjcnYmI3J2KiBzFBTFytQxGTGTA9WH3JiZjYzYmY2M2JmOhBTBATV+tQxGQGTA9WX3IiJnZzIiZ2cyImehATxMTVOhQxmQHTg9WXnIiJ3ZyIid2ciIkexAQxcbUORUxmwPRg9SUnYmI3J2JiNydiogcxQUxcrUMRkxkwPVh9yYmY2M2JmNjNiZjoQUwQE1frUMRkBkwPVl9yIiZ2cyImdnMiJnoQE8TE1ToUMZkB04PVl5yIid2ciIndnIiJHsQEMXG1DkVMZsD0YPUlJ2JiNydiYjcnYqIHMUFMXK1DEZMZMD1YfcmJmNjNiZjYzYmY6EFMEBNX61DEZAZMD1Zfcr79X3N5UJ5NLnL/rlFOxAQxmVIQEz2ICWLiah2KmMyA6cHqS857v/HxWU8qxAQxmVIQEz2ICWLiah2KmMyA6cHqS07ExG5OxMRuTsRED2KCmLhahyImM2B6sPqSEzGxmxMxsZsTMdGDmCAmrtahiMkMmB6svuRETOzmREzs5kRM9CAmiImrdShiMgOmB6svORETuzkRE7s5ERM9iAli4modipjMgOnB6ktOxMRuTsTEbk7ERA9igpi4WociJjNgerD6khMxsZsTMbGbEzHRg5ggJq7WoYjJDJgerL7kREzs5kRM7OZETPQgJoiJq3UoYjIDpgerLzkRE7s5ERO7ORETPYgJYuJqHbqXmOR5LlEUSRAEEoahZFlmvC0diIkfORETuzkRE7s5ERM9iAli4modaiwmWZZJEASS57lUVSV5nksQBBLHsdH2dCAmfuRETOzmREzs5kRM9CAmiImrdaiRmFRVJUEQSJqmW68rWSmKYvI2dSAmfuRETOzmREzs5kRM9CAmiImrdaiRmCgBKcty6/WyLEUnLKYcu5g8WJ0alblzIiZ2cyImdnMiJnoQE8TE1TrUSEziOJYgCKSu663X67qWIAgkiqLJ29Rx7GLiy0mFmNjNiZjYzYmY6EFM3KlDjXMiJq2VgkCCQP/lDf1tKhchJp/+5X9j1hPx7RvGn+PQTyrExG5OxMRuTsRED2LiTh1qnBMxaa1kWUw+//nPy8nJybnykY98RD71qU9p//bZzz4tDz/8K5PLL/3FT8nJ4w9PL3/po9ocJycncvnyZbl8+XLv301yPvzwr5jlfPzh2XNe++RfMMv5V69qc1y5ckWeeuqp3pwf+9hfNsp59ZO/ZJbzc5/V5rh69ao88cQT1nNe+eWPm+X8K5/W5rh27Zo89thjvTmffPKKUc5ffewxs5y/+mRvlkuXLlnP+dSlT5rl/HT/Pnvsscfk2rVr2r99+tOfM8r5+MeeNMv51Md6cz7xxBNy9ar+PDOtQ41zDtShTz31lFy5cqXnPPtrB1+HGuc0rEM/+tHPOFOHfvGLX3RTTG7duiVnZ2fnylNPPSU3btzQ/s2l8txzz8lzzz23eI5Dyfniiy/Ks88+u3iOXeXGjRty+fLlxXPsKlmWySOPPLJ4jjElCILFM4wpjzzyiGRZtniOXeXy5cte1KHPPvusvPjii4vn2FWoQ+2WGzduyNWrV+2IiZq7pE9MbN0yfHLSfynHJU5PT+X09HTpGDvxJefNmzfl+nWzbvQ5OTs7k5MTs270Obl9+7ZcumTWjT43ti4DXzSXLl2S27dvLx1jJ77UodevX5ebN28uHWMn1KF26atDjcQkTVMZuivH1kRrvpxUvhysvuT0/aRyDcTEPoiJXRATu/hehxqJSVEUWgFRtxFXVWUctI0vJ5UvB6svOX0/qVwDMbEPYmIXxMQuvtehxjO/JkkiuplfbU5L78tJ5cvB6ktO308q10BM7IOY2AUxsYvvdehez8pZrVYShqGouUvyPN8n4zl8Oal8OVh9yen7SeUaiIl9EBO7ICZ28b0OdfrpwlmWybvvvrt0jJ2cnZ3JrVu3lo6xE3X3k+vcvn1bvvnNby4dYyfvvvuu9QdXXgR3796Vl19+eekYo7hxw3y+oDl5+eWX5e7du0vH2Ikvdehrr70mb7311tIxduJLHfrWW2/Ja6+9tnSMnbz//vtaIXVaTAAAAOC4QEwAAADAGRATAAAAcAbEBAAAAJwBMQEAAABnQEwAAADAGY5CTMqylDzPZbPZbL0Wx3HzbJ/u9PpLUFWVrFYrSZJkq2RZJkVRLB1vi6IoJMuyZh+qEsexpGnqXF7XqetaqqraOka7bDYbSZJkxlTj2Ww2UpblYH4XqKrK+blSNpuN5HkueZ4vXi+p47JLVVXNo0mCIJA0Ta3N+G1CnueSJInzx18b2qV+Dl5Mug2nOtnVyZTnebPMer1eLKeazj+KIkmSpHlQojoIgiCQMAydOFBVniiKmn2oijqAbT7M8dBZrVZbx2gURb2NwZKNalEUEsexhGEoaZpKXdci8otjV5Ul5UnNQt1XVNb2a0ugGlLd6+19ufR5lKbpubl61HEYRZGsVqvmswRBsNgPkvZ+y7KsOTZdhXZpmIMWkzzPJQzDppKvqkrCMJQwDM+dQFmWSRiGS8SU9Xqt/XKzLNuqvNTJt6ScdPdpH3VdSxzHizVSVVVNLkugnjulHu1QlmXvQzKXFBP13nEcNw1RFEVSluXWsav+v9TEc7qGfVdZKmf33NhsNuce66HqrKX2Z5Ik5+QtTdNeqVqqDlX7s6qqpsFcuhenD9ql3Ry0mCRJIqvVauu11WolURSdW7auawmCYJGuQF1ORTdTnufa/HMxlLWL2qdL/Hrp/op3tYFSXaJdVOXV3ndLiomuMUrTVKIoOveLTv3yW4K6rpvKXNcbsnSvk0InJn3n9pL7UycmugZUYfMhrlPo7s+2oMRxLOv12pleFNql3Ry8mHRPKtVFpmOpk0qXU6HLtNSBKjKcVcdS+1Tkwwp0yW7QMQztzzRNt47VJRtVXU6VR3csLvm9i3zY+xDHscRxvJXPZTFJ01TSNNUuv2SD321wkiTpPa+Wqpv6Lo1VVbX1IyWOY1mtVouOgaNd2s1Bi4nOQtU1su4OXK/Xi1VY3a4xhfql1M26ZKWvKqoxvz7UQx6XoiiKRd9/DGmaDvZAxXHc9Ki4KiY6lhYThepmVtldEpM4jrcuJaqxBTqWFvwkSZpzvixL7a/jLMsW683tE5M2RVFImqbNg2eXgnZpNwctJiLSHISqW09VsGEYymq1krIsm8GHYy9R2Kau6+bkL4qiGQWtXmujrkMv2S2pBkBmWSbr9frcWI32wK2l785ZevDYLpQ89X2fm82mOQ7UL78lUIOau9mGKi5X2Gw2zeA9V7L1jYVxcX+q3qd2/anqgCpTEFkAAA67SURBVNVq1QhJGIaL9eSOEZM2S9+9Q7s0zMGLiciHB22aplsNVPdOiKW+fIWq5NuZdGMPqqpyoqFty4euuDrwzEXW6/WgwNV1vXVr5hLUdT36Ep4ase8aSZIs/mu5DyX1ugazLEsnznnV46B+3Xcvjyz5Y2mqmLgA7VI/RyEmQ7jYeLqYaYh2b8nSv0QAhliy1wkujrquD6rucbENmDPT0YsJAAAAuMNRiIkvs5T6khMAAOCiOHgx8WWWUl9yAgAAXCQHLSa+zFLqS04Rf2ZUJSc5yUlO13L6lHXJnActJr7MUupLThF/ZlQlJznJSU7XcvqUdcmcBy8mPsxS6ktOhQ8zqoqQ0zbktAs57eJLThF/si6V86DFxJdZSn3JqfBhRlURctqGnHYhp118ySniT9alch60mIj4M0upLzkVQeD2jKoKctqFnHYhp118ySniT9Ylch68mIj4M0upLzkBAAAuiqMQkzbtXgiXZwr0JScAAIBNjkJMfJm4zJecIv5kJaddyGkXctrFl5wi/mRdIufBi4kvE5f5ktOnrOQkJznJ6VpOn7IulfOgxcSXict8ySniT1Zy2oWcdiGnXXzJKeJP1iVzHrSY+DJxmS85RfzJSk67kNMu5LSLLzlF/Mm6ZM6DFxMfJi7zJaeIP1nJaRdy2oWcdvElp4g/WZfMedBi4svEZb7kFPEnKzntQk67kNMuvuQU8SfrkjkPWkxE/Jm4zJecPmUlJznJSU7XcvqUdamcBy8mIv5MXOZLThF/spKTnOQkp2s5RfzJukTOoxCTNr5MXOZLThF/spLTLuS0Cznt4ktOEX+yzpXz6MQEAAAA3OUoxKSu652Gt9lsFr23XcSfnCL+ZCWnXchpF3LaxZecIv5kXSLnwYvJarXauh4WRZH2elhVVRIEwQIJP8SXnCL+ZCWnXchpF3LaxZecIv5kXSrnQYtJURQSBIHkeS5VVUlZlpKmqQRBIGVZbi275AHgS04Rf7KSk5zkJKdrOUX8ybpkzoMWkyRJJMuyc6+rqXbb92cveQD4klPEn6zktAs57UJOu/iSU8SfrEvmPHgx6Zu5Lk3TrQcPLX0A+JBTxJ+s5LQLOe1CTrv4klPEn6xL5jxoMUnTdHCu/ziOGyNc8gDwJaeIP1nJaRdy2oWcdvElp4g/WZfMedBiUhTFuS6nNpvNRsIwbLqslryW50NOEX+yktMu5LQLOe3iS04Rf7IumfOgxUREZL1eD06VW9d1M6BnyYPVl5wi/mQlp13IaRdy2sWXnCL+ZF0q58GLCQAAAPgDYgIAAADOgJgAAACAMyAmAAAA4AyICQAAADgDYgIAAADOgJgAABwIS99eCmADxAS8pf3Uy3bRLTO0fpuiKCSO4+ZvcRyfe2CVIs9ziaKoeepm3/TNuzKHYShpmvbOF9Bdvu+9aJQOn/V6vXV8qmNHMfYYiOPY6mPqAWyCmMCsvP/+PTk7e3tUuX37p4PbUpVwVVVbRbfM0PqK9XotYRjKer2WqqqkKIpGPLrSoB4HnmWZVFXVTDI0NIWzLnNZlpLnedPYRFEkm82md52yLJtlu3JiQ0yyLJMoivbaBlwM6ntPkqQ5RvM83xIMxAQOAcQEZuXs7G0Jgq+NKqenbw5ua0wlPEVMdD0j6hkQ3cY6DENt70wYhsZ51GPGu+/VXaeu61HLmUCvi5skSaIV5C58f3AIICYwKy6LyZRtXISYiEjzzIn1ej24ztTLVmOhYXMPJaztSzZ98P3BIYCYwKz4JiZ9vRN5nm9dulGXdnaNM9n1nqqHZqh7XmXqdsWPbZTaY2NUgzc0Xkf9e7PZNOt1t9ce9xBF0blLWu1tqPcLw7DZX1VVNdsIw1B7SSzLskYI4zgevGzX/ky7Lq9NXbe7/9QTVqcss2uftlF5up93yufoe/+L3AcApiAmMCu+icmQcHQbdFu/aLs9L9111Pt2Lz2N2ba6JJDn+daYFTXmRW2jPV5HvaYbk6BkYrVaNeuofRbH8blsajBxW0RWq5WEYXju9fY+D8NQwjCUoii2xtm0x+O0cw5tq2+fj123vYzq4eo2zLuWGdqnXXS9c2M+R1EUvZ9jSExs7QMAUxATmJWLEJPuL3zdMkPr96G60NsNrCKO46ahVANlwzDULjvlPXXL6D5nHMfnHke+r6j1/b0tK21Ug6Rr9FWPkmqsdNvYbDaDr6t9qd6nPb5CSZTujpShbe363Kbr7how3F2mb58OZRvD0OfQvf/YdW3sA4CxICYwKxchJn135LSXGVpfh2oMdb9oVY9AdyCiEpmhSwdj5UHX26A+Y57nza/o9mee0mOSpum5u3/6ttG33V2XINqN1VRxbL/e12MwprEden1qDoXqFUqSpMk2dRkT2dhn2THvb3sfAJiCmMCsuHYppztYdbPZ7Oz+H+pa121zSuayLLd6GvrW0f2SHds4DM2/sm+D1ff3fcRE/buv7JtzyrqqJyiO4+ZymMkyUxpy3WWrfT/HPt/zmM8HsA+ICczK3GKiGuDuZQ/dANK6rpuxDEONwC7ZGdtY61A9GmN6QvZp7EQ+/NWr3q97yWVM5l1jH9riZENMuvPVdHvJ5hCTvruxpi4z5btSIjBlAr9dr+8jJmM+H8A+ICYwK3OLSd84CFXZt2/LVcvuuu6vBp92L+Ws12sJguFBsEOZ1fv33dHSRv1KNekxGco0pcHS3dqs6Dam+4jJ2LtS5hCT7v/H9Ibs22Mi8gsZ6JuFeN/Psc+69JiAbRATmJWLHmPSbbxUL4hq8PvuGhGRrXEbuqJ6XTabTdOzorqyVUM8trdFbbMoClmtVk3Pjm58SncdNUPt2J6VNlEUNbOGtveFel+VY71eN8IxtF3dXTntrv5d2ca8ri5btQcbl2U5+nZpm2LSvsxXluXWnVlTlpnakKtjLgg+7N1S+0Hdqj31c+wjJmM+H8A+ICYwKxcxJX23dGnPnaEaON2tjX3bU6Xd61LX9da8Gmqb3UtGY94jjmNZrVa96+rWSdN00vT7CjXlfPu925+rPa/GroGriu6cFt1tDm1j7OvtW1dtvYfJuu0xSHEcb91ZNGUZk4a8e8yp72jXeCTd6/uIyZjPB7APiAkAAAA4A2ICAAAAzoCYAAAAgDMgJgAAAOAMiAkAAAA4A2ICAAAAzoCYAAAAgDMgJnDwMMcCAIA/ICbgPev1emvyrTAMt6aFHysmcRxrnyZ8kegmT1P5u1Pe963TfRBfdzk4PMZMLjj0/ff9rSiKcxPZ6abBH3oQJMC+ICYwLz97Xx6UZ6OKvHd75+ZUJZokSTPVep7nW4Lhg5io6dzLsmymGVeVfneK+/Y6ZVn2Pg3ZhpiomWLBLbrHje5xDFPFRD3qQJ1HRVE08tGWZPUYgyzLpKqqZlZl3eMUAExATGBWHpRn8sGXglHlwep0cFvqybh9PQsKl3sOhrIVRbE1NXzfOupJybuWs50PlmOfafb7/qbrGVEP6GsfW31PFw7DcGx8gEEQE5gVW2KiGu2hJ/kqXG5cd2XTPcF3bLc9YnK4XISYjN0OYgIXDWICs2JLTFT3cbf7Wke7Ym0/zK/7IL+hB52119N1WXcfZKd7SOCubDrUL9ahS1Oqx2Ts03Z3ZW9/Vt0YBvXv9gP/dNtsj1WIomhrv7W3od5PPa1ZfW61fhiGvZcJ2g+1i+O492nLu76/Lra/+13LjNmnfflMlhl7bOh649TTo9W+UJd2GGcCtkBMYFZsiYnuV1sfqhJOkqR5XLxuXEafmCRJImVZ9q4nIlvLqF6OMXIytoFp/xrtrqMazm5X/Jhtq8theZ5vjVlRYxbUNtpjGNr7RYfaR6vVqllPNV5xHG9tQw2ubO/b1WolYRju3OdhGEoYhlIUxdZYGzUmZ8r3p9vnNr/7Xcvs2qd9+UyXGSsmfdLRldcxPZcAY0FMYFZsiYlJV3T717R6VHv7l2CfmOjWUw3s0HuOGTRq0sDoejLiOJa6rvfe9pi/6/aLQjW6uoZf/dJWy/Tt2zH7XG2jPb5IiZRqJPf9/i7yu+879sb0ALaXb5e+ZYbWH0JdLu1+3jiOGyFUg2TDMNy5XwDGgpjArCwpJrte3/X/oddVr0CSJE1vzph8Y+WhXel3ezHyPG/es+9SRh+qxyRN03N3//RtY2i7uy5DqAZ5amPafb2vx6zd4Js02FNziIz77nctM+V4bi/fd0fOrm3uej8lft0eHNWD0h1wriSGO3PABogJzIotMel22w9x0WKiegLiOG4uidgSk7Ism16GoXV0v+bHZhiak2KqmIztgdlXTHQ9Bt3tziEmY777McuYionpMkGgH6y62WwGL3cNXULt2ybAVBATmBVbYqIq+zED7i5aTPruUrAhJqpHY0xPyL6NXVVVzfspEZoqJrvG/qgG2paYdOfx0I2FGfseJjnGfPdjlrkIMVGy2b3E1zdYuq7rZtxOn/DvI6UAY0FMYFZszmOiKnzd/AttLlpMuv+31WOiutO73eO6ddR7mvSYDGWaKia625sVbZncV0zG3JU1h5iM+e5NltnFmOX7xvuo/d/9jtTyQ/tU7ffupZz1ei1BwCBYsANiArNiU0w2m00jJ1mWNYPx1K2qiosWk3bXd1mWW3cs7KL7y78oClmtVs2vXd01++46asbOsT0rbaIoamb6bN89o95X5Viv101Dtmu7urty2pczhrYx9nV16ao9CLMsy1Ez/toUkzHf/ZhlTMVkaOZX1QPS/i66d0e1aR9DulLXdXPOqVu729/tUE8LwBQQE5iX927Lg9XpuFKe7dxcXddbc1kEwYfjJHaNydC9biom7evycRxv3V2yC7Vcu8RxLKvV6lwX/NA6aZpOmpJcoaacb793+xd2e16NXYNK23Tn7ehud18xEdme68TGe5jkGPPdj1nGVEy6pUt7nhglD323sfdtUxW1b7vnnNpm3/EKMBXEBAAAAJwBMQEAAABnQEwAAADAGRATAAAAcAbEBAAAAJwBMQEAAABnQEwAAADAGRATAAAAcAbEBAAAAJyBJy4BAACAM/x/G5NSw/iDqV0AAAAASUVORK5CYII=)
Noot: Data zijn inclusief het VK. Reeks zonder het VK begint pas in 2013. Bron: Macrobond, Eurostat
Ondanks bepaalde beperkingen van het vermogen van buitenlandse bedrijven in China om winsten terug te ploegen, zijn Europese bedrijven erin geslaagd om tot nu toe behoorlijke (zij het dalende) rendementen te behalen op hun investeringen daar. Dit blijkt uit betalingsbalansgegevens (figuur 3). Tegelijkertijd kun je wel zeggen dat de totale inkomsten uit China (18 miljard euro in 2018) vrij mager afsteken tegen de inkomsten uit de VS (112 miljard euro in 2018) en het VK (49 miljard euro). En al helemaal tegen de totale omvang van de EU economie. Dit komt deels doordat de totale directe investeringspositie van de EU in China relatief klein is in vergelijking met het bbp (iets meer dan 1 procent, figuur 6). Als we de gegevens van de afzonderlijke EU-lidstaten vergelijken, zien we dat Duitsland de grootste directe-investeringspositie in China heeft en verreweg de belangrijkste begunstigde is van beleggingsrendementen (figuur 4), gevolgd door Nederland (figuur 5). Ondanks deze geringe cijfers gaat het hier wel om politiek ‘vitale’ economische gebieden (zie ook figuur 7).
Figuur 3: Inkomsten EU28 van directe buitenlandse investeringen in China
Bron: Macrobond
Figuur 4: Inkomsten lidstaten van directe buitenlandse investeringen in China
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)
Bron: Macrobond
Figuur 5: Uitgaande directe investeringspositie EU in China, in miljard euro (2018)
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)
Noot: Het gaat hier om Net outward FDI. Data zijn niet beschikbaar voor Ierland. Als directe investeringen via bijzondere financiële instellingen in Nederland buiten beschouwing worden gelaten, dan halveert de positie van Nederland grofweg (CBS, 2020). Bron: Macrobond, Eurostat, IMF CDIS, RaboResearch, CBS
Figuur 6: Uitgaande en inkomende investeringsposities tussen de EU en China zijn nog steeds gering
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)
Noot: Het gaat hier om net outward FDI en net inward FDI. Luxemburg en Cyprus zijn buiten de grafiek gelaten vanwege verstoorde data. Als bijzondere financiële instellingen buiten beschouwing worden gelaten, halveert de uitstaande positie van Nederland en benadert de inkomende positie 0 procent van het bbp. Bron: Macrobond, Eurostat, IMF CDIS, RaboResearch, CBS
Figuur 7: Das ist meine Cash-Kuh
![](data:image/png;base64,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)
Bron: Merics
Als deze CAI leidt tot meer directe investeringen van de EU in China, moeten Europese bedrijven ook meer kunnen profiteren van de handel tussen China en de EU, zo is het idee. Dat wil zeggen dat een groter deel van de uitvoer van China naar de EU afkomstig zal zijn van Europese bedrijven in China (wat op zijn beurt hogere winsten voor hen betekent).
Feitelijk is de EU enigszins gehandicapt in een gevecht met China vanwege haar eigen normen, regels, toezeggingen, overtuigingen (bijvoorbeeld de vrijemarkt-ideologie) en een gebrek aan bereidheid onder de lidstaten om soevereiniteit over te dragen. China wordt daarentegen niet beperkt door dergelijke beperkingen.
Maar het valt nog te bezien wie uiteindelijk de echte winnaar van deze deal wordt. Meer invoer uit China (zelfs van producten die worden geproduceerd door Europese bedrijven) zou bijvoorbeeld nog steeds een lagere uitvoer vanuit de EU naar China betekenen (ceteris paribus) en dus minder banen. Eerder al hebben de VS precies hetzelfde meegemaakt, zoals hun China-haviken beweren. Tegelijkertijd zou de (vrijwillige) overdracht van kapitaal en, meer nog, van geavanceerde technologie van de EU naar China het land in staat stellen nog sneller op te klimmen in de waardeketen. Hierdoor kan China op andere gebieden met Europese bedrijven concurreren (zie ook de paragraaf The European economic rationale en het kader in de Engelstalige publicatie). Ten slotte zal China als Europese bedrijven daar meer investeren, de facto ook een grotere invloed uitoefenen op deze bedrijven en hun regeringen. Hier komen we in de volgende paragraaf op terug.
Bij bovenstaande zorgen gaan we er nog steeds van uit dat de CAI in de dagelijkse gang van zaken soepel verloopt en dat geen van beide partijen tekortschiet in zijn verplichtingen. Dit is uiteraard geen zekerheid, gezien de (recente) geschiedenis.
Kortom: hoewel de CAI zou kunnen leiden tot economische voordelen voor de EU, zijn de daadwerkelijke verbeteringen qua markttoegang nog steeds onzeker en kunnen er op de langere termijn gemakkelijk onbedoelde negatieve externe effecten optreden.
Strategische autonomie of juist niet?
Je zou kunnen zeggen dat deze deal met China een belangrijk voorbeeld is van de uitvoering van het nieuwe modewoord van de EU: ‘strategische autonomie’. Bovendien is de EU mondiger geworden over haar ambitie om veranderingen met buitenlands beleid te stimuleren, bijvoorbeeld op het gebied van milieu, arbeid en mensenrechten. Als zodanig kan deze nieuwe CAI worden gezien als een logische uitbreiding van de wens van de EU om strategische autonomie te creëren en haar invloed uit te oefenen.
In de visie van de EU bevat de CAI toezeggingen om de normen voor arbeids- en milieubescherming te verhogen en geratificeerde ILO-verdragen uit te voeren. Het is ook bedoeld om een gelijk speelveld te creëren en de toegang voor Europese bedrijven in China te verbeteren, terwijl tegelijkertijd de "beleidsruimte in gevoelige sectoren" in zowel de EU als China behouden blijft. Dit zou kunnen zorgen voor een op regels gebaseerd systeem naar de zin van de EU, maar ook voor meer vrijhandel en het behoud van de EU-autonomie op belangrijke gebieden. We zijn kritisch op deze visie. De CAI kan zelfs in het nadeel van de EU blijken te werken als Europese bedrijven inderdaad meer in China zullen investeren.
Feitelijk is de EU enigszins gehandicapt in een gevecht met China vanwege haar eigen normen, regels, toezeggingen, overtuigingen (bijvoorbeeld de vrijemarkt-ideologie) en een gebrek aan bereidheid onder de lidstaten om soevereiniteit over te dragen. China wordt daarentegen niet beperkt door dergelijke beperkingen. Meer in het bijzonder weet China hoe het land asymmetrische maatregelen kan nemen en hoe het deze kan gebruiken als drukpunten voor buitenlandse bedrijven om vervolgens hun regeringen onder druk te zetten zodat deze beleidsconcessies doen die de Chinese macht verder vergroten. Als recent voorbeeld heeft de CEO van Ericsson bij zijn eigen regering gelobbyd om Huawei niet te verbieden, ook al zou die stap voor het bedrijf de deur openen om uiteindelijk te domineren in de EU en andere Westerse economieën.
China is ook bereid gebleken buitenlandse bedrijven die diep in zijn economie zijn ingebed te straffen om op politiek niveau iets te bereiken. Het recente voorbeeld van Australische exportverboden en de 14 eisen die Peking aan Canberra heeft gesteld, onderstrepen dit. De EU zou nooit hetzelfde kunnen doen; als een bedrijf eenmaal haar markten heeft betreden, is sprake van een echt gelijk speelveld.
Wat gebeurt er als China zijn verplichtingen in de CAI niet nakomt? Het is zeer onwaarschijnlijk dat het geschillenbeslechtingsmechanisme bevredigende resultaten oplevert - vooral met betrekking tot de duurzaamheidsverplichtingen, aangezien die overtredingen niet kunnen worden bestraft. Neemt de EU pijnlijke maatregelen die de belangen van belangrijke Europese bedrijven schaden, of zouden die bedrijven de EU onder druk zetten om ‘geen ophef te veroorzaken’? Voor de EU zou het vrijwel onmogelijk zijn om collectief, daadkrachtig en snel op te treden.
Je zou denken dat de op handel en mensenrechten gerichte EU had opgemerkt wat er op dit gebied tussen Australië en China is gebeurd of hoe de handelsovereenkomst tussen de VS en China (Fase-1) verloopt. Ook zou de EU moeten hebben gedacht aan Hongkong en de uitgeholde gezamenlijke verklaring tussen China en het VK. Dat is echter niet gebeurd - en binnen enkele dagen nadat de CAI is overeengekomen, heeft China 53 politici en activisten in Hong Kong gearresteerd. Dergelijke acties suggereren dat China al beseft dat het kan doen en laten wat het wil in de wetenschap dat de EU, die zojuist haar politieke kapitaal in de CAI heeft verzonken, niet eens met haar ogen zal knipperen.
Andersom zijn er nu al de nodige waarschuwingssignalen. Peking heeft zojuist wetgeving ingevoerd die bedrijven die in China actief zijn aansprakelijk stelt voor schade als ze voldoen aan buitenlandse wetgeving die de Chinese belangen schaadt. Dit zou leiden tot een onmiddellijke botsing waarbij het meteen de vraag is wie de echte strategische autonomie heeft. Het zou bedrijven mogelijk kunnen dwingen om China te verlaten, zich van andere markten terug te trekken of de keuze te maken om zich op te splitsen in twee volledig aparte juridische en financiële entiteiten, een voor China en een voor de rest van de wereld.
Met de VS of met China?
Een ander belangrijk aspect van de CAI is dat deze slechts enkele weken voordat de nieuwe Amerikaanse Biden-regering aantrad is gesloten. Onder president Trump waren de betrekkingen tussen de EU en de VS natuurlijk verslechterd, waardoor er behoefte was aan strategische autonomie.
In ieder geval blijft de logica van de EU dat het beter is om op goede voet te blijven en te proberen veranderingen tot stand te brengen door de communicatielijnen met China open te houden in plaats van zich volledig af te sluiten en elke vorm van invloed te verliezen.
Maar president Biden heeft zich uitgesproken over de noodzaak van gelijkgestemde democratische bondgenoten om samen te werken tegen China. Dit om de doelen te bereiken die de EU denkt te hebben bereikt met de CAI. Begin december verklaarde de EU dat zij en de VS allebei de strategische uitdagingen erkennen die de groeiende internationale assertiviteit van China veroorzaakt, ook al verschillen beide soms van mening over de manier waarop daarmee moet worden omgegaan. Een nieuwe dialoog tussen de EU en de VS over China zou een belangrijk mechanisme zijn om hun belangen beter te behartigen en hun meningsverschillen te beteugelen. Handelen volgens een zelfopgelegde deadline zonder de goedkeuring of medewerking van de VS kan worden gezien als ‘strategische autonomie’ van de EU.
Het kan echter ook worden gezien als een ondermijning van de nieuwe dialoog met de VS en een klap in het gezicht van de nieuwe Amerikaanse regering. Als zodanig versterken ze het Trumpiaanse argument dat de EU te zwak en te onbetrouwbaar is om de veelzijdige dimensies in de omgang met China onder ogen te zien. Dit kan de EU in de toekomst gemakkelijk achtervolgen, zelfs als het Europees Parlement de CAI niet zou goedkeuren, en zelfs onder een Biden-regering. De VS zullen de EU niet vriendschappelijk bejegenen als zij economisch partner van China blijft. De VS zien China immers als een (militaire) concurrent. Het is in dit geval ook pikant dat dezelfde EU Amerikaanse militaire steun verwacht tegen Chinese bondgenoten, zoals Rusland, in zijn eigen economische achtertuin. Het tegenargument van EU-ambtenaren is inmiddels dat de CAI gewoon lijkt op de Fase-1 deal tussen de VS en China.
In ieder geval blijft de logica van de EU dat het beter is om op goede voet te blijven en te proberen veranderingen tot stand te brengen door de communicatielijnen met China open te houden in plaats van zich volledig af te sluiten en elke vorm van invloed te verliezen. De vraag is of een dergelijke benadering werkt met een totaal andere politieke economie als China, met een heel andere geschiedenis, cultuur, doel en zijn eigen staatrechtelijke idealen en strategische autonomie.
De handel- en investeringsrelatie tussen Nederland en China
China is een belangrijke handelspartner van Nederland als het gaat om (import-)goederen. In 2019 importeerde Nederland voor zo’n 43 miljard euro aan goederen uit China, waarmee China op plek drie staat als belangrijkste importpartner (ruim 9 procent van de totale import). Maar slechts 14 miljard euro van deze goederen was bestemd voor binnenlands gebruik (ruim 5 procent van totale import voor eigen gebruik). De rest van deze import voerde Nederland weer door naar andere landen.
Sowieso zijn de meeste goederen die Nederland uit Azië haalt bestemd voor wederuitvoer (figuur 8). Dit is anders dan voor bijvoorbeeld de goederen die Nederland uit andere Europese landen importeert. Hiervan zijn de meeste goederen juist wel bestemd voor binnenlands gebruik.
Figuur 8: Meer dan de helft van de goedereninvoer uit Azië bestemd voor wederuitvoer
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ErFxd/s3Rz1AjSfgQpQJCigSD1I0j7EaQAQYoGgtSPIO1HkAIEKRoIUj+CtB9BChCkaCBI/QjSfgQpQJCigSD1I0j7EaQAQYoGgtSPIO1HkAIEKRoIUj+CtB9BClzXIP3DB/I0366iyAcPwufnSAhSP4K0H0EKnDBIy7IUY4wopSSKIsmyLHiaxwrSp795e/FH4NWPwvuLe8HzcywEqR9B2o8gBU4UpFVVidZarLUiImKtFaWUFEURNN1jBemDd38tv/rB66sou5+sZ8dIkPoRpP0IUuBEQZqmqSilJM9zEREpikKUUpIkSdB0jxWkb7/9+8U3elfu3ft18PwcC0HqR5D2I0iBEwWp69Ktqur5B/1/F28IgvS0CFI/grQfQQqcKEiVUqKUGn3tUATpaRGkfgRpP4LU7+lv3pan6VvrKP/y3tLNUdv95KeLn05z5R/++p2jzddqg/TevXtycXHRKp/+9KflhRde2Hv90HLr1lfkU5/6o1WUl1++Ezw/X/3qV+WLX/xi8HTu3Pna4u3hyosvfil4fr7xjW/IF77whSO0758s3h7NEjo/FxcX8vnPf/4o0/nMZ/548fZw5c6drwXPzyuvvCJf//rXg6fz4otfWrw9XLl16yvB83Pr1i358pe/HDydl1++s3h7uPLKK+Hzc+fOnWf5ttYgfe+992S73bbKt771LfnOd76z9/p1L/fv35fbt28vXo+1lSRJ5IUXXli8HmssSqnF67DGcvv2bbl///7i9Vhb+eY3vylvvPHG4vVYW7l79+6zfDtFkEZR5A1SY0zQdHkgg992u5WLi4ulq7E6Dx8+lJs3by5djVUKPc1yVV1cXMh2u126Gqtz7949efvtt5euxuq4PDpJkCZJIs3bXdxVu2maBk2XIPUjSP0I0n4EqR9B6keQ+p00SMuyFKVU6z5SrXXrKt45CFI/gtSPIO1HkPoRpH4Eqd9Jg1REJM/zuovXGCNlWQZPkyD1I0j9CNJ+BKkfQepHkPqdPEhP4Re/+AUrucfDhw/l/v37S1djdT766CN58803l67GKn3/+99fugqr9OMf/1g++OCDpauxOkmSyG63W7oaq+Py6FIFKQAAa0OQAgAQgCAFACAAQQoAQACCFACAAAQpAAABCFIAAAIQpAAABCBIAQAIQJACABDg2gdpFEUSRZF3WJZlorUefS5pFEWSJImIPHuGaRzHR6/nsQ3N9znr4NpN5PK0XdfctuzO/9q53xTulussyzIxxtRtYYyRPM+XrlZtTevYUm11jja41kHqHqyvta5/8q1Ja33wb6hehjAYm++lXIa26zp2W8Zx3ArlKIpW0yaXcfmckvu5yOYzaDebjSilJMuyBWs2bIl17LK21VTXOkiTJJHNZiNJkni/sczZcVyGnc3YfC/lMrRd11rb8hQu4/I5lTzP94LBcaER+rORV8V1aKtrHaRuAbrfT+0O63ZfuR2JW/jNcd0Opruz8XUrbDab+ifmtNbBP3h+qLH5juNY0jRtzUscx6M70uZP50VR1Pqm6Wu77vTG2m7pdvM5ZB1qdmm54d32HGrDpY0tf99w37bR3X5ERIqiaHX7WWtbP73o3tttn27X4LnWEWttb7d2URR7wZFlWetnJZvGlvnQPLl2aZ6G8g0/5POObWpbGWP2wta9PqXuU/bPvmm4oA/5knhtg7S7gKIo2luIvh291npvxesLUmutt2vYWlt/A9vtdr3f1k5hbL7djqwsy7puURRJWZaD3yy7Ow/XbeO6O31tNxSkvrZbst18pqxDTW5n5wKiO/9jbbi0YwSpb/tx89380mSMEa11vbzde7vjdI9mzrWOaK1H28JaKyLPj8hc3ZvzP2WZD82Taxf3v/sC3By+9Do2ta2625OItMJ1zj7Gve4+37euTTlIGHNtg7S703Pf+pp8O3rfRSW+IN3tdq0dwZBzdpmNzbdvnpsrd19djTF7G0FzhfW1XV+QTm27pbsap6xDTlmWo18kxtpwab6j6+7wsSD1tU8cx6K1br3mjvA3m03ve904Q0edp1pHDvlS4Zs/Z84y77ap7/0uxNewjk1tq6qqWl+M3P/OnH1M9/OttXvLwn0OQXog962kuaN2jdn8ZjbW9eh73S3MoW95WZaJtbb+JnSuQJgy32PzPNQGvtLX5d037aG2W6rdfKauQ44xZm9n5Zv/oTZc2jGOSMe2n9D3nmsdmdIWU67kn7LMh+bp0DZfYh07pK3cF2mRZ0ff7gvBlLofcz06eB6vY5C6PnRfGbod45AgbXa3NLmul81m0xtepzJlvkOCNGQn6/7va7sl281n6jrkxvV18U9t27VYa5C6ne0515Gho8xuF+RYkA7Vb2ye5gTpudexQ9rK3SIjInu3x8xZ/7qvE6RH5OtHF3l+DsuZG6Tu5L9SqnXBhG8ax+hWmGrKfM8NUndOq8/UIO1ruyXbzWfqOtQ9L9rUrf9YGy7t0B1Zdxkdsu64bttmGPku0hkKrFOuI24d9X1Z7nYfGmN6u/wP3W6mtOnQ8CXWsUPaSuRZnYui2Ht9zj6m+7rvnm+3rhGkB+ju6LqUen5fU0iQijxbSboLzS1I1yXYvTr2VKbO99wgde9tHo2NXT04NO1u2y3Vbj5T29J3XrQ7XrcLb6gNlzbW3u7qTHfk1F1Gfe/vXowjsr/TdEf7bmdcVdXeOOdeR5Ik2Vu+vnsj3QVC7nxvc9jYMh+bp0ODdKl1bGpbiTzf9rv1mrOP6b7uPtNNo6qqusucID2A71xVU7MbLjRIRWTvSsOyLFuXXh/j29AUU+d7bpCKtC/Tj6Ko3nH0vW9s2s22W6rdfKa2ZfN2jm4R8bfJUBsubWheRNo7Jd9tBUPLK8/zvdtfmuef3Xs3m019m0ccx60j/SXWkebycvX2nSNv1rt53q87je4yH5unQ4N07PNOaWpb9fXmdacxZR/je923DhGkAK68JbvxcbV1TyPMQZACWD2CFKdQluXePctzEKQAVo8gxbE0TyForfeeojUHQQoAQACCFACAAAQpAAABCFIAAAIQpAAABCBIAQAIQJACABCAIAUAIABBCgBAAIIUAIAABCkAAAEIUgAAAhCkAAAEIEgBAAhAkAIAEIAgBQAgAEEKAEAAghQAgAAEKQAAAVYdpEopieN46WpgxDmWUxRFkiTJST9jzdgWwk1pw7WuZ+da/kuuZ6f67O4yPcXnnDxIn+bb0SL//aG/cuw8LoUlllMcx5du3fjwwyey3b4/WHa7f/O+l20h3GVuQ4J03Z9z8iD95HU1Wp7mW3/lLvGKf50ssZwu47qx3b4vSv10sNy8+XPvey/j/K7NZW7Dyxwya/vsax+k7v8sy0RrLUopSdNURESMMbLb7Vrv3+12YoxpvVYUhRhjRCklSimx1kpZlvXwPM8liiJRSkkURZJl2d7nJ0kiSilvnafUY6wOU8aZUpcoilp1qapKlFKtecqyTKIomjT/fcO7y+nQNvSt2H3L3v3dLcdY9nPqfohjBunQtiByvPXwKm0PbpzuPOV5vjdO9/++dp46zpR2nPIZTZvNpp6m1rp+z5Tp9dWp+TllWdbDu9uSj69d5+wbpiyfQ/YfQ/sSkeN051+6INVa1xtmmqb1TtS34+xuxEVRiFKq1WjGGNFaS1VV9XD3ns1mI0opKYqi9fndcGkaq8dYHaaOM6UuaZq22s9tWM3pJklSb2Rj8++rl7W2tZzmtOGhQdr9/xjLfm7dD3HsIO3bFqa0ybnaY03bgxunOx2lVGs6h7TzlHGmtuPYZ3S3EWttXe/dble/Z8r0pmzLURTVX7LH1nnf9OI4nrVvGFs+h+4/hvYd1tpJXxLGXLog7c60+3bqjrZcg7v/m+I4Fq1167WyLEUpJZvNRowx3um7Beu+IQ0Zq8dYHaaOM6UubsV1rLX1t1hHa12vyGPz76uXmz+3nOa0YWiQHmPZz637IY4dpH3bgshx1sOrtj34xnHT6R7NNd8z1M5TxpnSjlM+Y6w70o0zZXpTtmXfdPpYa0+yb/Atn0P3H337jt1u1/oyFuLSBelQg7nGEXn2Da254vS9v/m6UvtdhkMLpM9QPcbqEDpOVzMo3Q5May1lWUpZlq2Vf+78d8c5dBqhQSoSvuxD5n+qU3TtDo1zjPXwKm0Pc6YzZ930TTN0m/CNk2WZWGtb+67uUeAh0+u+7o5k4zje62ofet8x28E3jUP3H755d13Hbt8Y6koFaZZl9TceY0yrb73v/c3XxzbGqTuOoXqcO0ittZKmqeR5Xu/AkiSpu8MP+dZ7jHqdKkhDl/3cuh/i3EF6qvVwbBpda9kehqbjtoNTBWnoNtH934XcZrNpfVE+ZpCKPL+GQim1t02NzUP39ZD9S9/ymfJaX5A2u79DXakgdf8XRbHXzSDy/LxKk+s6cOdyfO8b+vyhcX31GKvD1HEO3YklSVKfV3DfZK21rXMNY/PfPGfSrZery5w27L7W7RLyjdM3nbnLfm7dD3HuIHWvHXM9HPu8oXGX3h6U2u+qdBfE9E3nGEF6jG1i7P/mNjNlelO25bE6Nh1r33Do8vG95uui9rWdu7hq7Gh7iisXpNZaiaKo9yo1pfwXLYhI3bDN4c3pHLLj6KvHWB2mjnPoTswY0zpPpbXeW6nH5t9dyOCGV1W1t+HOaUN3kYP7Zt3sUup7n2/DDVn2c+t+iCWCNGQ9vGrbg1LtK7yrqhqdzjGCdE47Tl3/3Tbd3GamTG/KtuzOP7tAHLqy1V04FLpvOHT5iIzvP4ba0q2Xoa5ckI59y8jzfO8y+ubJ5uYl5VEU1StT3+f3GarHWB2mjHNIXXwn+X2viQzPvxvuLqk3xni/xR7ahs2Nru+y+e7/RVG0Lv0XCV/2c+p+iCWCNHQ9vErbgxsnTdN6HY7j2HsbzdB054xzaDuOfUbz1pQoilrb4dR1Y2xbdgE1FqK+6bl2ndMOhywfkfH9x1hbdq8UnmPVjwgEAFxO3e73q4wgBQAcVVmWe/f6XmUEKQAgWLPrXWvtfULVVUWQAgAQgCAFACAAQQoAQACCFACAAAQpAAABCFIAAAIQpAAABCBIAQAIQJACABCAIAUAIABBCgBAAIIUAIAABCkAAAEIUgAAAhCkAAAEIEgBAAhAkAIAEEAtXQEAAC6z/wOoqzKuCtsSywAAAABJRU5ErkJggg==)
Noot: Geschatte waarde van CBS. Data van 2017, recenter niet beschikbaar. Bron: CBS
In totaal exporteerde Nederland in 2019 voor zo’n 13 miljard euro naar China (2,5 procent van onze totale export). Van deze export is circa 10 miljard euro aan producten in Nederland zelf gemaakt (3,5 procent van de totale export eigen product), de rest was wederuitvoer. Voor de export van goederen die in Nederland zijn gemaakt, staat China op plek 7.
Nederland en China handelen voornamelijk in goederen uit de categorie ‘machines en vervoermaterieel’ (figuur 9 en 10). Dat is een grote categorie waartoe veel verschillende goederen behoren, zoals producten en productonderdelen uit de hightechindustrie.
Zo exporteert Nederland veel halfgeleidermachines naar China. Hiervoor is de Chinese exportmarkt behoorlijk belangrijk voor Nederland. Er zijn namelijk maar vier grote importeurs van deze producten: China, Zuid-Korea, de Verenigde Staten en het Chinese Taipei waarvan de exportmarktaandelen per jaar verschillen. Heel specifiek toont figuur 7 dat bijvoorbeeld zo’n 10 procent van de inkomsten van ASML in 2019 uit China kwam. Voor NXP, dat zelf halfgeleiders maakt, was dat zelfs ruim een derde van de inkomsten.
In China worden halfgeleiders die zijn geïmporteerd of gemaakt met de machines die wij erheen exporteren, weer verwerkt in technologische apparaten zoals telefoons en tablets. Deze importeert Nederland vervolgens weer uit China.
Behalve goederen die behoren tot de productgroep ‘machines’ waaronder telefoons en tablets, importeert Nederland ook veel producten als speelgoed, meubels en kleding uit China.
Figuur 9: Goederenexport naar China
![](data:image/png;base64,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)
Bron: CBS
Figuur 10: Goederenimport vanuit China
![](data:image/png;base64,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)
Bron: CBS
Voor wat betreft goederen is China dus een belangrijke handelspartner van Nederland. Kijken we naar de handel in diensten dan zien we dat het belang van China beperkt is. Slechts 1,2 procent van onze diensten importeren we uit China, wat neerkomt op zo’n 2,6 miljard euro. Andersom gaat het slechts om 1,2 procent van onze dienstenuitvoer, ofwel zo’n 2,8 miljard euro. Ook onze investeringsrelatie met China is erg beperkt.
Beperkte investeringsrelatie met China
Nederlandse bedrijven hadden in 2018 zo’n 13 miljard euro aan directe investeringen in China uitstaan (exclusief bijzondere financiële instellingen, bfi’s). Dat is slechts 0,6 procent van het totaal van 2.080 miljard euro aan Nederlandse directe investeringen in het buitenland. Andersom komt slechts een minimaal deel van de buitenlandse directe investeringen in ons land uit China. In 2018 was de directe investeringspositie van China in Nederland 1,4 miljard euro (exclusief bfi’s), ofwel 0,1 procent van het totaal aan buitenlandse investeringen in Nederland en 0,2 procent van ons bbp. De impact en invloed van de Chinese investeringen op de Nederlandse economie lijkt wat groter dan deze cijfers doen vermoeden. Maar zij zijn nog altijd klein. Bij slechts 3,5 procent van de Nederlandse bedrijven waar een buitenlandse multinational de scepter zwaait, gaat het om een Chinese multinational (470 van de 13,5 duizend bedrijven in 2017).
Dat de investeringsrelatie zo beperkt is, heeft voornamelijk te maken met de beperkende wet- en regelgeving in China voor directe buitenlandse investeringen. Een buitenlands bedrijf mag in veel sectoren bijvoorbeeld maar een maximum aandeel in een Chinese onderneming hebben en er moet soms technologische kennis worden overgedragen. Dit schrikt buitenlandse investeerders af. De CAI brengt hier mogelijk verandering in, maar zoals gezegd valt het nog te bezien of dat ook echt gaat gebeuren. En of dat dan op de langere termijn in ons belang zal zijn.
Dit artikel is een samenvatting van de Engelstalige publicatie Implications of the EU China investment deal (CAI).