Dass sich „Strukturreformen“ des Arbeitsmarktes negativ auf Innovation und Produktivität auswirken, übersehen Angebotsökonomen. Entsprechend wenig Rat haben sie auch bei einer strukturell höheren Inflation.
","id":"DatoCmsArticle-122189975-de","title":"Die vergessene Produktivitätskrise","smallTitle":"Inflationsursachen","slug":"die-vergessene-produktivitatskrise","visibility":"Immer offen","authors":[{"name":"Alfred Kleinknecht"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1655228464-produktivitat-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1655228464-produktivitat-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1655228464-produktivitat-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1655228464-produktivitat-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Ein wichtiger Wirtschaftszweig ist die Pelzindustrie nicht – umso schlimmer sind die Bedingungen in den Betrieben. Vieles spricht für ein Verbot, doch das ist nicht in Sicht.
","id":"DatoCmsArticle-122225835-de","title":"Pelzindustrie – Ende mit Schrecken oder Schrecken ohne Ende? ","smallTitle":"Debatte","slug":"pelzindustrie-ende-mit-schrecken-oder-schrecken-ohne-ende","visibility":"Offen","authors":[{"name":"Stefan Sauer"}],"image":{"fluid":{"base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAMCAIAAAAGWbGvAAAKKmlDQ1BfAAB4nJ1Td1hTdxc+997swUqIgIywl2yBACIj7CFTlqjEJEAYIYYE3AMRFawoKrIURaoCFqyWIXUiioOCqOC2IEVErcUqLhx9os/T2j79vq9f3z/ufZ/zO+fe33nfcwBoASEicRaqApAplkkj/b3ZcfEJbGIPoEAGAtgB8PjZktAov2gAgEBfLjs70t8b/oSXA4Ao3letAsLZbPj/oMqXSGUASDgAOAiE2XwAJB8AMnJlEkV8HACYC9IVHMUpuDQuPgEA1VDwlM982qecz9xTwQWZYgEAqrizRJApUPBOAFifIxcKALAQACjIEQlzAbBrAGCUIc8UAWCvFbWZQl42AI6miMuE/FQAnC0A0KTRkVwA3AwAEi3lC77gCy4TLpIpmuJmSRZLRSmpMrYZ35xt5+LCYQcIczOEMplVOI+fzpMK2NysTAlPvBjgc8+foKbQlh3oy3Wyc3FysrK3tvtCqP96+A+h8PYzex7xyTOE1f1H7O/ysmoAOBMA2OY/YgvKAVrXAmjc+iNmtBtAOR+gpfeLfliKeUmVySSuNja5ubnWIiHfWiHo7/ifCf8AX/zPWvG53+Vh+wiTefIMGVuhGz8rI0suZWdLeHwh2+qvQ/yvC//+HtMihclCqVDMF7JjRMJckTiFzc0SC0QyUZaYLRL/JxP/Zdlf8HmuAYBR+wGY861BpZcJ2M/dgGNQAUvcpXD9d99CyDGg2LxYvdHPc/8Jn7b5z0CLFY9sUcqnOm5kNJsvl+Z8PlOsJeCBAsrABE3QBUMwAyuwB2dwA0/whSAIg2iIh3nAh1TIBCnkwjJYDQVQBJthO1RANdRCHTTCYWiFY3AazsEluAz9cBsGYQQewzi8hEkEQYgIHWEgmogeYoxYIvYIB5mJ+CIhSCQSjyQhKYgYkSPLkDVIEVKCVCB7kDrkW+Qochq5gPQhN5EhZAz5FXmLYigNZaI6qAlqg3JQLzQYjUbnoinoQnQJmo9uQsvQGvQg2oKeRi+h/egg+hidwACjYixMH7PCOBgXC8MSsGRMiq3ACrFSrAZrxNqxLuwqNog9wd7gCDgGjo2zwrnhAnCzcXzcQtwK3EZcBe4ArgXXibuKG8KN4z7g6XhtvCXeFR+Ij8On4HPxBfhS/D58M/4svh8/gn9JIBBYBFOCMyGAEE9IIywlbCTsJDQRThH6CMOECSKRqEm0JLoTw4g8ooxYQCwnHiSeJF4hjhBfk6gkPZI9yY+UQBKT8kilpHrSCdIV0ihpkqxCNia7ksPIAvJicjG5ltxO7iWPkCcpqhRTijslmpJGWU0pozRSzlLuUJ5TqVQDqgs1giqirqKWUQ9Rz1OHqG9oajQLGpeWSJPTNtH2007RbtKe0+l0E7onPYEuo2+i19HP0O/RXysxlKyVApUESiuVKpValK4oPVUmKxsreynPU16iXKp8RLlX+YkKWcVEhavCU1mhUqlyVOW6yoQqQ9VONUw1U3Wjar3qBdWHakQ1EzVfNYFavtpetTNqwwyMYcjgMviMNYxaxlnGCJPANGUGMtOYRcxvmD3McXU19enqMeqL1CvVj6sPsjCWCSuQlcEqZh1mDbDeTtGZ4jVFOGXDlMYpV6a80piq4akh1CjUaNLo13irydb01UzX3KLZqnlXC6dloRWhlau1S+us1pOpzKluU/lTC6cennpLG9W20I7UXqq9V7tbe0JHV8dfR6JTrnNG54kuS9dTN013m+4J3TE9ht5MPZHeNr2Teo/Y6mwvdga7jN3JHtfX1g/Ql+vv0e/RnzQwNZhtkGfQZHDXkGLIMUw23GbYYThupGcUarTMqMHoljHZmGOcarzDuMv4lYmpSazJOpNWk4emGqaBpktMG0zvmNHNPMwWmtWYXTMnmHPM0813ml+2QC0cLVItKi16LVFLJ0uR5U7Lvmn4aS7TxNNqpl23oll5WeVYNVgNWbOsQ6zzrFutn9oY2STYbLHpsvlg62ibYVtre9tOzS7ILs+u3e5Xewt7vn2l/TUHuoOfw0qHNodn0y2nC6fvmn7DkeEY6rjOscPxvZOzk9Sp0WnM2cg5ybnK+TqHyQnnbOScd8G7eLusdDnm8sbVyVXmetj1Fzcrt3S3ereHM0xnCGfUzhh2N3Dnue9xH5zJnpk0c/fMQQ99D55Hjcd9T0NPgec+z1Evc680r4NeT71tvaXezd6vuK7c5dxTPpiPv0+hT4+vmu9s3wrfe34Gfil+DX7j/o7+S/1PBeADggO2BFwP1AnkB9YFjgc5By0P6gymBUcFVwTfD7EIkYa0h6KhQaFbQ+/MMp4lntUaBmGBYVvD7oabhi8M/z6CEBEeURnxINIucllkVxQjan5UfdTLaO/o4ujbs81my2d3xCjHJMbUxbyK9YktiR2Ms4lbHncpXiteFN+WQEyISdiXMDHHd872OSOJjokFiQNzTecumnthnta8jHnH5yvP580/koRPik2qT3rHC+PV8CYWBC6oWjDO5/J38B8LPAXbBGNCd2GJcDTZPbkk+WGKe8rWlLFUj9TS1CcirqhC9CwtIK067VV6WPr+9I8ZsRlNmaTMpMyjYjVxurgzSzdrUVafxFJSIBlc6Lpw+8JxabB0XzaSPTe7TcaUSWTdcjP5WvlQzsycypzXuTG5RxapLhIv6l5ssXjD4tElfku+Xopbyl/asUx/2eplQ8u9lu9ZgaxYsKJjpeHK/JUjq/xXHVhNWZ2++oc827ySvBdrYte05+vkr8ofXuu/tqFAqUBacH2d27rq9bj1ovU9Gxw2lG/4UCgovFhkW1Ra9G4jf+PFr+y+Kvvq46bkTT3FTsW7NhM2izcPbPHYcqBEtWRJyfDW0K0t29jbCre92D5/+4XS6aXVOyg75DsGy0LK2sqNyjeXv6tIreiv9K5sqtKu2lD1aqdg55Vdnrsaq3Wqi6rf7hbtvrHHf09LjUlN6V7C3py9D2pjaru+5nxdt09rX9G+9/vF+wcPRB7orHOuq6vXri9uQBvkDWMHEw9e/sbnm7ZGq8Y9TaymokNwSH7o0bdJ3w4cDj7ccYRzpPE74++qmhnNhS1Iy+KW8dbU1sG2+La+o0FHO9rd2pu/t/5+/zH9Y5XH1Y8Xn6CcyD/x8eSSkxOnJKeenE45Pdwxv+P2mbgz1zojOnvOBp89f87v3Jkur66T593PH7vgeuHoRc7F1ktOl1q6Hbubf3D8obnHqael17m37bLL5fa+GX0nrnhcOX3V5+q5a4HXLvXP6u8bmD1w43ri9cEbghsPb2bcfHYr59bk7VV38HcK76rcLb2nfa/mR/MfmwadBo8P+Qx134+6f3uYP/z4p+yf3o3kP6A/KB3VG617aP/w2Jjf2OVHcx6NPJY8nnxS8LPqz1VPzZ5+94vnL93jceMjz6TPPv668bnm8/0vpr/omAifuPcy8+Xkq8LXmq8PvOG86Xob+3Z0Mvcd8V3Ze/P37R+CP9z5mPnx42/3hPP7XWjqAQAAAxJJREFUeF4V0Ftv21QAAGD7HJ+c+O7Ebpvl4tJlTbpqewCmhcELTBVIE88T40chHhhCfZj2E2DTqj1MgBhjq1Z2S5U2TZqmuczXJLOT2Lk4J4jvJ3zM7u6903p9s1AoFC8bhjGfzVfX1pYk4ji2WNwEAHie3+2+9zy/0ThNpVIMg2gAhr4fRdFkMiFkwUAGbm4Wms1mKnVBksSDl/vdbmtJIlXVVlc03/f2Hu2Vy4eEEEHg0+mMpmk8zyuyjDFmWTapJhFCYRjAnZ1vwjD8/s7tQc+4/8sPtmMfV94hCCQulstqV7a3stm0YTqWZdVqJyzLhmHIIAQBxDgmiSLGOAhCeOvWt3e+u3316rZjGKMpCSZRKq3Xa/XhcNRq1A+e/Z7N6aup1PP9l6/+PTBNU1W16vFxp9MejUamaUZRVKudMDdvfnVhTd396UfbsurVo3anS5EI0pTrOrqeK5crp3d//nLn60G/r2maJEk0TUdRVC6/S6czyyXp9/uCIDLzafh479HDB79hTpjNo3x+AwIoCLwiC7VaLQJo/aOiF8wc27Id13XddrvFMEw2m83lchjHB/0+ZCDjOvbDB78Wti57ni/y83Ay6fd7PM8BANudlmtbCLHXS18UipasWJZl2bYty3IymVQUBQBIUVQshhmMcf7SpfPz5nwSUhRFA4hjqNFovHp7KHA4kVDH4+GLZ0/PzpvLJeE4dj6fI4QUJUFToFqtiqKYUBJgOByapt04azlOr+e6kKYRAwUWf166VihsJVX1zz+eEBJFs1nlqOL7PkUtNzYuxuNxt+e+ffNmsYjGwRiu67m11ZWEIlePKqqmSpK8WCw+fPDarQbPcv44eF0+nE5npdINQgjDML7v5/N5WVY6nY7ruhDCwWAA/3n+QksmYgxYkGg0GgVhaNkOy2I9p7Msu3/w2hsOr2xvffLxp+8NA0KIENL1dVEUO512GAQ0AISQ/3sm06meTSuSIApCDCEAwIqmJRIKG4+TJTk7b9+4fo3jpb/+floqfUbIIpPJYIxPTqqmacxmU5oG/wEUX5JuSPS+MgAAAABJRU5ErkJggg==","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1655284060-pelzindustrie-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1655284060-pelzindustrie-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1655284060-pelzindustrie-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1655284060-pelzindustrie-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Seit der Jahrhundertwende geht die Wahlbeteiligung in fast allen westlichen Demokratien zurück. Vor allem sozial Benachteiligte können sich in der Gemeinschaft der ‚Demokraten’ kaum mehr wiederfinden.
","id":"DatoCmsArticle-122195991-de","title":"Die verzweifelte Rationalität der Nichtwahl","smallTitle":"Postdemokratie","slug":"die-verzweifelte-rationalitat-der-nichtwahl","visibility":"Immer offen","authors":[{"name":"Dirk Jörke"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1655227658-robert_habeck-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1655227658-robert_habeck-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1655227658-robert_habeck-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1655227658-robert_habeck-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Eine Gemeinwohl-Ökonomie würde den Klimaschutz erübrigen – er wäre nur der unmittelbare Kollateralnutzen des Wirtschaftens.
","id":"DatoCmsArticle-122224923-de","title":"Klimaschutz war gestern","smallTitle":"Gemeinwohlökonomie","slug":"klimaschutz-war-gestern","visibility":"Immer offen","authors":[{"name":"Sven Hartberger"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1655226173-koalitionsvertrag-edited-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1655226173-koalitionsvertrag-edited-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1655226173-koalitionsvertrag-edited-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1655226173-koalitionsvertrag-edited-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Die „unkonventionelle Geldpolitik“ der EZB hat gezeigt, dass ein Staat weder Steuerzahler noch Sparer benötigt, um seine Ausgaben zu finanzieren. Warum sollte man dann nicht auf die Erhebung von Steuern und die Emission von Staatsanleihen ganz verzichten?
","id":"DatoCmsArticle-122119939-de","title":"Monetäre Staatsfinanzierung: Fluch oder Segen?","smallTitle":"Hintergrund","slug":"monetare-staatsfinanzierung-fluch-oder-segen","visibility":"Offen","authors":[{"name":"der Redaktion"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1654774270-monetare-staatsfinanzierung-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1654774270-monetare-staatsfinanzierung-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1654774270-monetare-staatsfinanzierung-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1654774270-monetare-staatsfinanzierung-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Nein, weder leben wir im wilhelminischen Kaiserreich noch in Nazideutschland. Schlägt man aber wahllos eine Zeitung auf oder zappt in irgendeine Talk-Show, wird man mit Kommentaren zu „Putins Krieg“ konfrontiert, die daran zweifeln lassen.
","id":"DatoCmsArticle-122152338-de","title":"In Stahlgewittern","smallTitle":"Stubenzauber","slug":"in-stahlgewittern","visibility":"Offen","authors":[{"name":"Paul Steinhardt"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1654856835-lanz-stahlgewitter-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1654856835-lanz-stahlgewitter-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1654856835-lanz-stahlgewitter-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1654856835-lanz-stahlgewitter-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Michael McFaul und John Mearsheimer haben den Ukraine-Krieg in einem kanadischen Debattenformat diskutiert. Die Kontroverse ist interessant, weil sie zwei gegensätzliche Ansätze der Theorie der Internationalen Beziehungen repräsentiert. Sie sollte um eine dritte klassische Theorie ergänzt werden.
","id":"DatoCmsArticle-122101525-de","title":"Der Ukrainekrieg im Kaleidoskop der Theorien","smallTitle":"Internationale Beziehungen","slug":"der-ukrainekrieg-im-ib-kaleidoskop","visibility":"Geschlossen","authors":[{"name":"Armin Groh"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1654700849-ib-ukraine-krieg-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1654700849-ib-ukraine-krieg-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 200w,\nhttps://www.datocms-assets.com/19658/1654700849-ib-ukraine-krieg-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1654700849-ib-ukraine-krieg-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"\"Die Definition von Wahnsinn ist, immer wieder das Gleiche zu tun und andere Ergebnisse zu erwarten\": Mit immer neuen Sanktionen befolgt die EU genau diese Regel und exerziert den kontrollierten Flug in die Katastrophe.
","id":"DatoCmsArticle-122105252-de","title":"CFIT – oder wie sich die EU selbst zerstört","smallTitle":"Ukraine-Krieg","slug":"cfit-oder-wie-sich-die-eu-selbst-zerstort","visibility":"Offen","authors":[{"name":"Peter Schulz"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1654705328-cfit-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1654705328-cfit-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=7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200w,\nhttps://www.datocms-assets.com/19658/1654705328-cfit-edited.png?auto=format&crop=focalpoint&dpr=0.53&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 400w,\nhttps://www.datocms-assets.com/19658/1654705328-cfit-edited.png?auto=format&crop=focalpoint&dpr=1&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 768w","sizes":"(max-width: 800px) 100vw, 800px"}}}},{"node":{"excerpt":"Der Ukraine-Krieg und die Corona-Krise demonstrieren die Bedeutung eines robusten Wirtschaftsmodells. Die ausgeprägt exportabhängige deutsche Wirtschaft ist aber genau das Gegenteil. Ein „Rebalancing“ ist überfällig.
","id":"DatoCmsArticle-144455688-de","title":"Der vorletzte Sargnagel für das deutsche Exportmodell ","smallTitle":"Ukraine-Krieg","slug":"der-vorletzte-sargnagel-fur-das-deutsche-exportmodell-2","visibility":"Immer offen","authors":[{"name":"Andreas Nölke"}],"image":{"fluid":{"base64":"data:image/png;base64,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","aspectRatio":1.92,"width":768,"height":400,"src":"https://www.datocms-assets.com/19658/1672394387-hafen-eiszeit-edited-edited-edited-edited.png?auto=format&crop=focalpoint&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768","srcSet":"https://www.datocms-assets.com/19658/1672394387-hafen-eiszeit-edited-edited-edited-edited.png?auto=format&crop=focalpoint&dpr=0.27&fit=crop&fp-x=0.5&fp-y=0.5&h=400&w=768 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