tag:blogger.com,1999:blog-10930646286103018532024-03-19T09:17:43.349+01:00RechtspopulismusRechtspopulismus / Rechtsradikalismus / Rechtsextremismus ------- seminarbegleitendes Blog an der PH LudwigsburgRagnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.comBlogger534125tag:blogger.com,1999:blog-1093064628610301853.post-46941357256735480852024-02-01T22:35:00.004+01:002024-02-01T22:35:49.615+01:00Fidesz und die LGBTQIA+-Rechte <p>Die Fidesz-Partei hat seit ihrem Regierungsantritt im Jahr 2010 einen entscheidenden Einfluss auf die Richtung des Landes ausgeübt. Unter der Führung von Viktor Orbán hat sich die Partei zu einem Zentrum konservativer und nationalistischer Werte entwickelt. Ein besonders prägnantes Merkmal ihrer Regierungszeit ist der Umgang mit der LGBTQIA+-Bewegung in Ungarn. Obwohl Ungarn einst eines der liberalsten Länder in der Region war, Homosexualität bereits Anfang der Sechzigerjahre entkriminalisiert wurde und gleichgeschlechtliche Partnerschaften 1996 anerkannt wurden, drängt der rechtspopulistische Ministerpräsensident Orbán diese Freiheiten mit scharfen Gesetzen wieder zurück. Die Politik der Fidesz-Partei im LGBTQIA+- Bereich wirft grundlegende Fragen über die Natur der ungarischen Demokratie, den Schutz von Minderheitenrechten und die zukünftige Ausrichtung des Landes auf.</p><p>Die Geschichte der LGBTQIA+ Bewegung in Ungarn ist geprägt von einem Kampf um Anerkennung und Gleichberechtigung. Trotz einiger Fortschritte in den frühen 2000er Jahren bleibt die gesellschaftliche Akzeptanz in vielen Teilen des Landes begrenzt. Dies ist besonders in ländlichen und konservativen Bereichen der Fall, wo traditionelle Werte tief verwurzelt sind. Die LGBTQIA+-Bewegung in Ungarn hat es mit einer gesellschaftlichen und politischen Umgebung zu tun, die oft feindlich gesinnt ist. Ihre Bemühungen um Gleichstellung sind in einem Land, das zunehmend von konservativen und nationalistischen Ideologien geprägt ist, auf erhebliche Hindernisse gestoßen. In diesem Kontext ist die Rolle der Fidesz-Partei von besonderer Bedeutung.</p><p>Im Jahr 2021 wurde Minderjährigen beispielsweise verboten, über Queerness und Transgeschlechtlichkeit aufgeklärt zu werden. Seit März 2020 hat das ungarische Parlament nämlich mehrere Gesetze verabschiedet, die die Rechte von queeren und trans Personen einschränken. Zunächst wurde Transpersonen untersagt, ihr Geschlecht legal anzuerkennen (vgl. Darida 2021). Anschließend wurde ein weiteres Gesetz erlassen, das festlegt, dass der Vater ein Mann und die Mutter eine Frau ist, wodurch queeren und alleinstehenden Personen die Adoption von Kindern untersagt wird. Das 2021 verabschiedete Gesetz ist Teil eines Pakets, das Strafverschärfungen für sexualisierte Gewalt an Kindern vorsieht und zugleich die "Propagierung" von Homosexualität verbietet.</p><p>Das geplante Gesetz beinhalte ein Verbot von Büchern, Filmen und anderen Inhalten, die Kindern und Jugendlichen zugänglich sind und nicht-heterosexuelle Sexualität darstellen. Zudem soll jede Werbung untersagt werden, in der Homosexuelle oder Transsexuelle als Teil der Normalität erscheinen (vgl. Felschen 2021). Die ungarische Regierungspartei Fidesz verbindet nämlich seit Jahren die Themen Homosexualität und Kinderschutz (vgl. Darida 2021). In Bezug auf ein Kinderbuch mit queeren Figuren äußerte Premierminister Viktor Orbán: "Lasst unsere Kinder in Ruhe." (vgl. Darida 2021).</p><p>Aktivist*innen warnen davor, dass die neue Gesetzgebung in Ungarn queere und trans Personen gefährdet, insbesondere Jugendliche, die nicht cis und/oder hetero sind. Trotz tausender Proteste vor dem Parlament wurde der Gesetzesentwurf einen Tag später mit der Zustimmung von 157 von 199 Abgeordneten verabschiedet. Das Europäische Parlament hat dieses neue ungarische Gesetz zur Behandlung von Homosexualität und Transgender 2021 scharf kritisiert. Die Abgeordneten bezeichneten es als "klaren Verstoß" gegen die Werte, Grundsätze und Rechtsvorschriften der EU (vgl. Tschirner 2021).</p><p>Wie ernst Orbán es mit diesem „Homophobiegesetz“ meint, erkennt man an dem Vorfall Anfang November 2023, als der Direktor des Nationalmuseum entlassen wurde, weil er wegen LQBTI- Darstellungen in einer Ausstellung gegen das Kinderschutzgesetz verstoßen haben soll. Das Kultusministerium gab bekannt, dass Simon Gesetzwidrigkeiten in seinem Haus geduldet habe, weshalb er nicht länger im Amt bleiben könne. Der Auslöser für die Entlassung war eine Ausstellung der internationalen Stiftung World Press Photo im Nationalmuseum. Diese zeigte weltweit preisgekrönte Pressefotos, darunter Bilder von Bewohnern eines Altenheimes auf den Philippinen, in dem LGBTI-Menschen leben, einige davon in Frauenkleidern.</p><p>Im April 2023 wollte die ungarische Regierung ein weiteres kontroverses neues Gesetz verabschieden, das es Bürgern ermöglicht hätte, anonym gleichgeschlechtliche Paare mit Kindern bei den Behörden zu melden. Kabinettschef Gergely Gulyás argumentierte, dass die Regelung die EU-Hinweisgeberrichtlinie umsetzt, die Whistleblower schützen soll. Das Gesetz erlaube Meldungen „im öffentlichen Interesse" und "zum Schutz der ungarischen Lebensweise", insbesondere wenn die "verfassungsmäßige Rolle von Ehe und Familie" infrage gestellt wird (vgl. Peer 2023). Kritiker sehen darin eine Schikane, die sich vor allem gegen LGBTQ+-Personen richtet.</p><p>Die Verfassung von 2019 beschränkt die Ehe auf Mann und Frau. Besorgte Bürger befürchteten, dass Kinder aus gleichgeschlechtlichen Familien durch die neue Meldemöglichkeit in Gefahr sein könnten. Áron Demeter von Amnesty International bezeichnet das Gesetz als "legalen Nonsens", der zu Selbstzensur und Angst in der LGBTQ-Gemeinschaft führt (vgl. Peer 2023). Die französische Europaministerin Laurence Boone kritisiert das Gesetz als nicht im Einklang mit europäischen Werten und als schlechtes politisches Signal. Die ungarische Staatspräsidentin Katalin Novak hat jedoch überraschend dieses umstrittene Gesetz abgelehnt, das die Rechte von LGBTIQ- Personen enorm einschränken wurde (vgl.. o.A. 2023).</p><p>In der seit 2010 währenden Amtszeit des rechtspopulistischen Ministerpräsidenten Viktor Orbán hat erstmals ein Staatsoberhaupt Einspruch gegen ein Gesetz erhoben, das für Orbáns konservative Ideologie von großer Bedeutung ist. „Das Veto der Präsidentin bedeutet, dass das Parlament das Gesetz neu verhandeln muss. Grundsätzlich kann es dieses aber auch in unveränderter Fassung neu beschließen, wogegen die Präsidentin keine Handhabe mehr hätte“ (o.A. 2023).</p><p>Diese Politik sorgt nicht nur innerhalb des Landes für Spannungen, sondern belastet auch Ungarns Beziehungen zu internationalen Partnern. Die Zukunft der LGBTQIA+-Rechte in Ungarn bleibt ungewiss und hängt von einer Vielzahl von Faktoren ab, einschließlich der Innenpolitik Ungarns, dem internationalen Druck und den sich verändernden gesellschaftlichen Einstellungen.</p><p><i>Literatur</i>:</p><ul style="text-align: left;"><li>Darida, M. (2021): „Kinder sollten lernen, dass wir Menschen sind“. In: Zeit-Online. Unter: <a href="https://www.zeit.de/zett/queeres-leben/2021-06/queere-menschen-ungarn-lgbtq-gesetz-viktor-orban-minderjaehrige">https://www.zeit.de/zett/queeres-leben/2021-06/queere-menschen-ungarn-lgbtq-gesetz-viktor-orban-minderjaehrige</a> (letzter Zugriff 18.01.2024)</li><li>Felschen, C. (2021): Tausende Ungarn demonstrieren gegen Anti- LGBT- Gesetz. In: Zeit Online. Unter: <a href="https://www.zeit.de/politik/ausland/2021-06/ungarn-lgbtq-gesetz-minderjaehrige-verbot-proteste">https://www.zeit.de/politik/ausland/2021-06/ungarn-lgbtq-gesetz-minderjaehrige-verbot-proteste</a> (letzter Zugriff 18.01.2024)</li><li>o.A. (2023): Erstes Veto seit Orbans Machtantritt: Ungarns Präsientin Novak stoppt weiteres Anti- LQBTIQ- Gesetz“. In: Tagesspiegel. Unter: <a href="https://www.tagesspiegel.de/internationales/erstes-veto-seit-orbans-machtantritt-ungarns-prasidentin-novak-stoppt-weiteres-anti-lgbtiq-gesetz-9705128.html">https://www.tagesspiegel.de/internationales/erstes-veto-seit-orbans-machtantritt-ungarns-prasidentin-novak-stoppt-weiteres-anti-lgbtiq-gesetz-9705128.html</a> (letzter Zugriff 18.01.2024)</li><li>Peer, M. (2023): Regierung verteidigt neues LGBTQ- feindliches Gesetz. In: Zeit- Online. Unter: <a href="https://www.zeit.de/politik/ausland/2023-04/ungarn-lgbtq-feindliches-gesetz-kritik-menschenrechtler">https://www.zeit.de/politik/ausland/2023-04/ungarn-lgbtq-feindliches-gesetz-kritik-menschenrechtler</a>(letzter Zugriff 18.01.2024)</li><li>Tschirner, U. (2021): EU- Parlament verurteilt Ungarns LGBTG- Gesetz „auf das schärfste““. In: Zeit- Online. Unter: <a href="https://www.zeit.de/politik/ausland/2021-07/ungarn-homosexuellen-gesetz-verabschiedung-umstritten-kritik-eu">https://www.zeit.de/politik/ausland/2021-07/ungarn-homosexuellen-gesetz-verabschiedung-umstritten-kritik-eu</a> (letzter Zugriff 18.01.2024)</li></ul>Eva Birkmeyerhttp://www.blogger.com/profile/00769002357850684433noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-26350090302661327902024-01-31T19:00:00.032+01:002024-02-01T22:28:00.816+01:00Wahl in Polen - Ist der Populismus besiegt?<p>Bedeutende Veränderungen prägten die jüngere politische Geschichte Polens. Nachdem der Kommunismus in den 1990er Jahren zusammenbrach, entwickelte sich Polen zu einer demokratischen Republik mit Mehrparteiensystem. In den letzten Jahren ist es jedoch unter der Regierung der Partei Recht und Gerechtigkeit (PiS) zu einer Verschiebung hin zu autoritären und rechtspopulistischen Tendenzen gekommen. Diese Entwicklung hat zu tiefgreifenden Veränderungen in der Justiz, den Medien und anderen staatlichen Institutionen geführt. Sie hat national und international Besorgnis ausgelöst.</p><p>Der Artikel "<a href="https://www.zeit.de/politik/ausland/2023-10/wahl-polen-ergebnis-opposition-demokratie-wahlbeteiligung" target="_blank">Der Populismus kann besiegt werden</a>" von <i>Piotr Buras </i>wurde am 16. Oktober 2023 veröffentlicht. Er beleuchtet den Wahlsieg der demokratischen Oppositionsparteien in Polen. Für den Kampf gegen den Populismus in Europa könnte dieser Erfolg historisch werden. Piotr Buras zieht Parallelen zur Solidarność-Bewegung, die 1989 den Kommunismus in Polen zu Fall brachte und betont, dass der Sieg der Opposition zeigt, dass der Aufstieg des rechten und antieuropäischen Populismus gestoppt werden kann.<span></span></p><a name='more'></a><p></p><p>In der Parallele mit der Solidarność-Bewegung und dem Fall des Kommunismus liegt die historische Bedeutung der polnischen Wahlen 2023. Die Solidarność-Bewegung war ein wesentlicher Faktor beim Sturz des kommunistischen Regimes in Polen. Dieses Ereignis führte zu tiefgreifenden politischen und sozialen Veränderungen in ganz Osteuropa. Die Wahlen im Jahr 2023 könnten einen ähnlichen Wendepunkt widerspiegeln.</p><p>Als Zeichen des Widerstands gegen populistische Tendenzen in Europa wird der Erfolg der demokratischen Opposition gegen die populistische PiS-Regierung gewertet und als Wiedererstarken demokratischer Prinzipien und Werte interpretiert. Das Wahlergebnis ist daher nicht nur von nationaler, sondern auch von europäischer Bedeutung. Es zeigt, dass populistische Bewegungen und Regierungen durch demokratische Prozesse herausgefordert und überwunden werden können.</p><p>Die Analyse der Ergebnisse der Wahlen beinhaltet eine detaillierte Betrachtung der Wahlbeteiligung und der demografischen Zusammensetzung der Wähler. Die starke Einbindung der polnischen Bevölkerung in politische Prozesse zeigt sich in der hohen Wahlbeteiligung von 73 Prozent. Die Mehrheit, die von den liberalen und demokratischen Kräften errungen wurde, hat weitreichende Folgen. Der Wahlsieg signalisiert eine Abkehr vom bisherigen populistischen Kurs. Er deutet auf eine Rückbesinnung auf liberale und pro-europäische Werte hin. Dieser Wandel könnte sowohl für die Innenpolitik als auch für die Rolle Polens in der Europäischen Union von Bedeutung sein.</p><p>Die anhaltende Unterstützung für rechte und extremistische Parteien kennzeichnet die politische Spaltung in Polen. Verschiedene soziale und politische Faktoren sind für diese Unterstützung verantwortlich. Zum einen spielen historische und kulturelle Hintergründe eine Rolle. Zum anderen wirken sich wirtschaftliche Disparitäten und regionale Unterschiede aus. Viele Wählerinnen und Wähler fühlen sich von den traditionellen Parteien nicht vertreten. Sie wenden sich rechten Parteien zu, die einfache Lösungen für komplexe Probleme versprechen. Diese Spaltung stellt eine Herausforderung für die Einheit des Landes dar und beeinflusst die politische Landschaft maßgeblich.</p><p>Die neue Regierung steht vor der gewaltigen Aufgabe, das Erbe der PiS rückgängig zu machen. Insbesondere gilt es, die Unabhängigkeit der Justiz wiederherzustellen und Polen an europäische demokratische Standards heranzuführen. In diesem Prozess der demokratischen Erneuerung hat die Zivilgesellschaft eine zentrale Rolle gespielt. Zur Mobilisierung der Wählerschaft und zur Gestaltung des politischen Diskurses trugen Bewegungen, Informationskampagnen und ein breites bürgerschaftliches Engagement bei.</p><p>Für andere Demokratien, die mit Populismus zu kämpfen haben, dienen die Erfahrungen Polens als Vorbild. Die aktive Rolle der Zivilgesellschaft in Polen unterstreicht ihre Bedeutung, demokratische Prozesse weltweit zu verteidigen. Mit Blick auf die Zukunft hat die neue polnische Regierung einen schwierigen Weg vor sich. Sie muss nicht nur die Folgen der Vorgängerregierung bewältigen, sondern auch langfristig demokratische Stabilität sichern. Dies bedeutet, die Rechtsstaatlichkeit wiederherzustellen, die Integration in die Europäische Union und die politische Spaltung des Landes zu überwinden. Zudem muss die Regierung die wirtschaftlichen und sozialen Herausforderungen bewältigen. Nur so kann sie das Vertrauen der Bevölkerung gewinnen und erhalten. Diese Aufgaben sind unabdingbar, um die Demokratie in Polen langfristig zu stärken und zu festigen</p><p>Wir können wichtige Lehren für die Demokratie aus der Analyse der politischen Situation in Polen und ihrer Auswirkungen auf Europa ziehen. Erstens zeigt sie, dass die Zivilgesellschaft eine entscheidende Rolle spielt, um demokratische Werte und Prozesse zu bewahren. Zum anderen wird deutlich, wie wichtig die Anerkennung und der konstruktive Umgang mit politischen Spaltungen ist. Für die Zukunft ist es entscheidend, dass Polen weiterhin auf demokratischen Prinzipien aufbaut. Dies gilt sowohl für die innenpolitischen als auch für die europäischen Herausforderungen. Diese Erfahrungen, die die Bedeutung einer aktiven und informierten Bürgerschaft für die Stabilität der Demokratie unterstreichen, bieten wichtige Einblicke für andere Länder die vor ähnlichen Herausforderungen stehen.</p><p>Quelle: Buras, P. (2023, 16. Oktober). Wahl in Polen: Der Populismus kann besiegt werden. ZEIT ONLINE. <a href="https://www.zeit.de/politik/ausland/2023-10/wahl-polen-ergebnis-opposition-demokratie-wahlbeteiligung" target="_blank">https://www.zeit.de/politik/ausland/2023-10/wahl-polen-ergebnis-opposition-demokratie-wahlbeteiligung</a><br /> </p>Sara Turichttp://www.blogger.com/profile/13687447493730191628noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-88389526902697251042024-01-15T18:45:00.010+01:002024-01-16T11:05:12.617+01:00Die Finnen-Partei – NATO-freundliche, Russland-kritische Rechtspopulisten? <p>Die rechtspopulistische Partei Perussuomalaiset (PS) (dt.: <i>Finnen-Partei</i>), auch bekannt als <i>die Finnen </i>(die kursive Schreibweise weist auf die Partei hin, in Abgrenzung zu finnischen Bürger:innen), weist einige Besonderheiten im Gegensatz zu anderen europäischen rechtspopulistischen Parteien auf, die sich teils aus Besonderheiten von Finnland ergeben.</p><p>Zum Beispiel spielt das Thema Migration – obwohl die <i>Finnen</i> dieses Thema durchaus bedienen – in Finnland eine eher untergeordnete Rolle (vgl. Wilde-Krell & Adorf 2022, S. 288 f.). Auch zeigt sich in der Regierungsbeteiligung die Besonderheit, dass die <i>Finnen</i> nicht erst die nötige Reputation dafür aufbauen mussten, im Gegensatz zu einigen anderen rechtspopulistischen Parteien.</p><p>Dieser Umstand ist in der Tatsache begründet, dass die <i>Finnen</i> eine Nachfolgerpartei der Suomen maaseudun puolue (SMP) darstellt, welche als populistische Partei bereits Regierungserfahrung sammeln konnte (vgl. Wilde-Krell & Adorf 2022, S. 279). Die<i> Finnen</i> besitzen also eine lange Parteiengeschichte, welche auch dazu führt, dass die Partei nach Cas Muddes Kategorisierung in „extreme right“ und „radical right“ von Lahti und Palonen als „radical right“ Partei gesehen wird, wobei „extreme right“ Parteien als demokratiefeindlich gelten, während die „radical right“ Parteien im Rahmen der Demokratie operieren (vgl. Lahti & Palonen 2023, S. 128).<br /><br />Eine weitere Besonderheit der <i>Finnen</i> wird nachfolgend in den Fokus genommen: ihre Russland-kritische Haltung. Viele rechtspopulistische Parteien in Europa fallen immer wieder durch ihre Nähe zu Russland bzw. Putin auf. Eine Nähe, die selbst nach dem russischen Überfall auf die Ukraine und dem daraus resultierenden Krieg häufig bestehen bleibt.</p><p>So beispielsweise die deutsche <i>AfD</i>, die diese Nähe aufrechterhält (vgl. Ntv 2023). Zwar ist die <i>AfD</i> auch in dieser Hinsicht gespalten und parteiintern gibt es genauso Stimmen gegen diese Russlandnähe, es ist jedoch auffällig, dass wichtige Parteimitglieder wie der Vorsitzende Tino Chrupalla immer wieder mit einer Pro-Russland Haltung auffallen.</p><p>Zudem zeichnet sich ein ähnliches Bild ab wie bei anderen Streitfragen der <i>AfD</i>: die Gemäßigteren, die die radikalen Meinungen anderer Parteimitglieder ablehnen, sind diejenigen, die die Partei verlassen (vgl. Schmidt 2022). Die <i>AfD</i> stellt hierbei nur ein Beispiel dar für eine europäische rechtspopulistische Partei, die – vereinfacht auf die beiden Konfliktparteien aus dem Kalten Krieg bezogen – einen USA-kritischen und Russland-freundlichen Ton anschlägt.</p><p>Die USA, sinnbildlich für den liberalen Westen mit seinen vermeintlich linken Ideologien, welche durch die Rechtspopulisten abgelehnt werden (LGBTQI+ Bewegung, Klimaproteste, etc.), Russland bzw. Putin sinnbildlich für Autorität, Stärke, Nationalismus. Entgegen diesem Bild stehen die finnischen Rechtspopulisten der <i>PS</i>.</p><p>Hierbei ist erwähnenswert, dass Finnland nicht frei von Populisten mit Nähe zu Russland ist. Die finnische Partei <i>Liike Nyt</i> ist stark geprägt von wirtschaftlichen Eliten mit Nähe zu russischen Oligarchen, welche jedoch seit Beginn des Krieges abgestritten wird (vgl. Lahti & Palonen 2023, S. 129).</p><p>Die <i>Finnen</i> hingegen waren nie pro-russisch eingestellt, wofür es vielseitige Erklärungsansätze gibt. Einerseits kann hierbei das historische Erbe erwähnt werden. Lahti und Palonen sehen die Möglichkeit einer starken Solidarisierung mit der Ukraine auf Basis der finnischen Geschichte. Finnland wehrte im Winterkrieg 1939-1940 mit vergleichsweise geringer militärischer Stärke das militärisch starke Russland ab.</p><p>Russland ist somit in der finnischen Geschichte ein Kriegsgegner gewesen, zudem stellt sich möglicherweise für manche finnische Bürger:innen die Situation in der Ukraine ähnlich dar: die militärisch unterlegene Ukraine, welche von Russland angegriffen wird und bisher erfolgreich Widerstand leistet.</p><p>Ein weiterer wichtiger Faktor stellt der bis 2021 Vorsitzende der Partei, Jussi Halla-aho, dar. Halla-aho kann keineswegs als gemäßigter Konservativer bezeichnet werden, viel Kritik begleitet seine politische Biografie sowie seine ideologischen Positionen, immerhin wurde Halla-aho bereits wegen Volksverhetzung verurteilt und fällt immer wieder mit extremistischen Aussagen gegen Bevölkerungsgruppen, beispielsweise muslimische Bürger:innen, auf. Auch gilt er nicht als EU-freundlich, immerhin forderte er den „Fixit“, also den Austritt Finnlands aus der EU (vgl. Wolff 2017).</p><p>Ein Punkt in Halla-ahos Biografie beleuchtet allerdings, weshalb er dennoch pro-ukrainisch eingestellt ist: Halla-aho studierte Slawistik und setzte sich im Rahmen des Studiums schon früh mit der Geschichte slawischer Länder auseinander, so auch mit der Geschichte der Ukraine nach dem Zusammenbruch der Sowjetunion. Es scheint logisch, dass Halla-aho eine große Gefahr in der Ausbreitung der russischen Grenzen für das eigene, an Russland grenzende Land sieht. Als überzeugter Nationalist ist es daher kaum verwunderlich, dass er für finnische Interessen einen Eingriff zugunsten der Ukraine als nötig betrachtet, wofür er sich auch mehrfach stark gemacht hat (vgl. Lahti & Palonen 2023, S. 131 f.). <br /><br />Dass die pro-ukrainische Haltung der <i>Finnen </i>nicht nur ein politisches Manöver darstellt, um Stimmen zu generieren, sondern auf Überzeugung basiert, zeigt auch der Wechsel der Fraktion im EU-Parlament. Während die<i> Finnen </i>– Vertreten durch zwei Abgeordnete – vor dem Krieg in der Ukraine der rechtspopulistisch bis -extremistischen Fraktion <i>Identität und Demokratie (ID)</i> angehörten, welche viele weitere rechtspopulistische bis -extremistische Parteien unter sich vereint wie z.B. <i>Rassemblement National, Lega, Alternative für Deutschland, Vlaams Belang </i>uvm., schloss sie sich als Reaktion auf den Krieg der Fraktion <i>Europäische Konservative und Reformer (EKR)</i> an (vgl. Camut 2023).</p><p>Die <i>EKR</i> vereint ebenfalls einige rechtspopulistische Akteure unter sich, wie z.B. <i>Vox</i> oder die <i>Alternative für Deutschland</i>, bevor sie in die <i>ID</i>-Fraktion eintrat. Die <i>Finnen</i> kommentierten, sie hätten sich einer Gruppe angeschlossen, “whose member parties are united by the uncompromising defense of Western civilization and the European security policy architecture” (Camut 2023). Ihre anti-russische Haltung zum Schutze Europas bzw. Finnlands sahen sie folglich in der vorigen Fraktion nicht mehr für möglich.</p><p>Eine weitere schwerwiegende Entscheidung und Veränderung in der Haltung der<i> Finnen</i> war der Eintritt Finnlands in die NATO. Während die finnische Bevölkerung, die ein Selbstverständnis von Neutralität in Bezug auf den Kalten Krieg hatte und bis heute hat, nach der Annexion der Krim durch Russland nach wie vor gegen einen NATO-Beitritt war, änderte der russische Angriff auf die Ukraine 2022 diese Haltung. 2014 nach der Annexion der Krim stimmten nur 26% für einen Beitritt Finnlands zur NATO. Im März 2022 waren es 48%, die dafür stimmten, im Juni 2022 waren es 79% (vgl. Lathi & Palonen 2023, S. 129). Infolge dieser Veränderung kam es 2023 zum Beitritt in das NATO-Bündnis (vgl. ZDFheute 2023), wobei auch die <i>Finnen</i> hinter diesem Beitritt stehen. <br /><br />Die Haltung der <i>Finnen</i> unterscheidet sich also in Bezug auf Russland von anderen europäischen rechtspopulistischen Parteien. In Umfragen ist kein maßgeblicher Unterschied merkbar, seit die <i>Finnen</i> sich auf die Seite der Ukraine gestellt haben, was vermuten lässt, dass dieser Faktor keinen allzu großen Stellenwert in der Wählerschaft hat oder die bisherige Wählerschaft diesen Standpunkt teilt.</p><p>Dennoch ist diese Besonderheit einer europäischen rechtspopulistischen Partei nicht unbedeutend, insbesondere mit Blick auf mögliche Entwicklungen. Die Entscheidung zum NATO-Beitritt könnte Spannungen einerseits zwischen den <i>Finnen</i> und anderen rechten Randparteien, andererseits aber auch zwischen verschiedenen Lagern innerhalb der Partei auslösen. Mit der Frage beispielsweise nach der Neutralität Finnlands, die mit dem NATO-Beitritt nicht mehr vorhanden ist, könnte vor allem von NATO-kritischen Parteien der Versuch unternommen werden, Wähler:innen zu mobilisieren oder von den <i>Finnen</i> abzuwerben.</p><p>Auch die Tatsache, dass die <i>Finnen</i> nicht mehr aktiv die „Fixit“-Kampagne verfolgen – wobei unklar ist, ob die Kampagne wieder aktiviert wird – könnte einerseits das Feld für andere rechtspopulistische Parteien öffnen, andererseits aber auch die <i>Finnen</i> für eine breitere Wählerschaft öffnen (vgl. Lathi & Palonen 2023, S. 134 f.). Ob und - wenn ja - wie sich die Partei und die Zustimmung im Volk verändern wird aufgrund dieser Entwicklungen, bleibt abzuwarten. Mit der Unterstützung der Ukraine, der Ablehnung von Russland und der Zustimmung zum NATO-Beitritt haben die <i>Finnen</i> in den letzten zwei Jahren jedoch auf jeden Fall besondere Positionen eingenommen, verglichen mit anderen europäischen rechtspopulistischen Parteien. <br /><br />Quellen:</p><div><ul style="text-align: left;"><li>Camut, Nicolas (2023): Far-right Finns Party moves to ECR group in EU Parliament. In: POLITICO, 05. 04.2023. Online verfügbar unter <a href="https://www.politico.eu/article/far-right-finns-party-ecr-european-conservatives-and-reformists-group-parliament/">https://www.politico.eu/article/far-right-finns-party-ecr-european-conservatives-and-reformists-group-parliament/</a> ,zuletzt geprüft am 14.01.2024.</li></ul><ul style="text-align: left;"><li>Lahti, Yannick/Palonen, Emilia (2023): The impact of the Russia–Ukraine war on right-wing populism in Finland; in: Ivaldi, Gilles/Zankina, Emilia (Hrsg.) (2023): The Impacts of the Russian Invasion of Ukraine on Right-wing Populism in Europe. European Center for Populism Studies (ECPS). Brussels.</li></ul><ul style="text-align: left;"><li>Ntv (2023): Bensmann zur AfD und Russland: "Die machen das aus Überzeugung". In: n-tv NACHRICHTEN, 10.01.2023. Online verfügbar unter <a href="https://www.n-tv.de/politik/Die-machen-das-aus-Uberzeugung-article24434349.html">https://www.n-tv.de/politik/Die-machen-das-aus-Uberzeugung-article24434349.html</a> , zuletzt geprüft am 14.01.2024.</li></ul><ul style="text-align: left;"><li>Schmidt, Martin (2022): Ukraine-Krieg: Wie hält es die AfD mit Russland? In: tagesschau.de, 30.03.2022. Online verfügbar unter <a href="https://www.tagesschau.de/inland/innenpolitik/afd-russland-115.html">https://www.tagesschau.de/inland/innenpolitik/afd-russland-115.html</a> , zuletzt geprüft am 14.01.2024.</li></ul><ul style="text-align: left;"><li>Wilde-Krell, Anna-Lena/Adorf, Philipp (2022): Die Finnen - Auf dem Weg zum konventionellen Rechtspopulismus?; in: Decker, Frank (Hrsg.) (2022): Aufstand der Außenseiter. Die Herausforderung der europäischen Politik durch den neuen Populismus, Nomos.</li></ul><ul style="text-align: left;"><li>Wolff, Reinhard (2017): Ein neuer Chef bei den Wahren Finnen: „Der größte Rassist des Landes“. Online verfügbar unter <a href="https://taz.de/Ein-neuer-Chef-bei-den-Wahren-Finnen/!5416271/">https://taz.de/Ein-neuer-Chef-bei-den-Wahren-Finnen/!5416271/</a> ,zuletzt geprüft am 14.01.2024.</li></ul><ul style="text-align: left;"><li>ZDFheute (2023): Finnland ist Nato-Mitglied - was das bedeutet. In: ZDFheute, 04.04.2023. Online verfügbar unter <a href="https://www.zdf.de/nachrichten/politik/nato-beitritt-finnland-bedeutung-ukraine-krieg-russland-100.html">https://www.zdf.de/nachrichten/politik/nato-beitritt-finnland-bedeutung-ukraine-krieg-russland-100.html</a> , zuletzt geprüft am 14.01.2024.</li></ul> </div>Magnus Wiedemannhttp://www.blogger.com/profile/10169346518728441291noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-76320718524940893252023-11-30T12:58:00.000+01:002023-11-30T12:58:20.036+01:00Postfaschisten an der Macht – Giorgia Meloni und die Fratelli d’Italia<p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es waren Antifaschist:innen, die die italienische Verfassung ausgearbeitet haben. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie trat 1948 in Kraft und sollte sicherstellen, dass niemand jemals wieder die Kontrolle über die Republik übernehmen konnte, ähnlich wie dies der Diktator Benito Mussolini die Jahre zuvor vollbracht hatte. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Seitdem hat Italien bereits 67 Regierungen erlebt, doch die aktuelle Regierung, Nummer 68, ist auch für Italien besonders (Siefert, 2023). </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie wurde mehrfach als „gefährlichste Frau Europas“ betitelt (Brandl & Ritter, 2022). </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Rede ist von Giorgia Meloni, die am 22. Oktober 2022 als Vorsitzende der nationalistischen, konservativen und postfaschistischen Partei Fratelli d'Italia (FDI) als Ministerpräsidentin vereidigt wurde.</span></span></span></span></span></span></span></span></span></span></span></p><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Mit dem Wahlsieg der italienischen Postfaschistin ist ein weiterer Schritt in Richtung einer politischen Entwicklung vollzogen worden, die den autoritären Rechtspopulismus als Regierung zu einem sichtbaren Bestandteil der politischen Realität macht. </span></span></span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihre politische Gruppierung wird weithin als populistisch, postfaschistisch und weit rechts im politischen Spektrum positioniert, was in weiten Teilen der europäischen Öffentlichkeit zur Kenntnis genommen wurde. </span></span></span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die folgende Seminararbeit versucht nach mehr als einem Jahr an der Macht eine Bilanz zu ziehen, die Auswirkungen der Wahl zu analysieren und die Besonderheiten der italienischen Rechten näher zu beleuchten.<span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p><a name='more'></a><p></p><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Melonis Aufstieg in der politischen Landschaft Italiens: Vom Engagement in der Jugendpolitik über die MSI zur Gründung der Fratelli d'Italia</span></span></span></span></span></span></span></span></b></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> Die am 15. Januar 1977 in Rom geborene Meloni ist nicht nur die erste Frau, die das Amt ausübt, sondern auch die erste Regierungschefin, deren politische Karriere in der postfaschistischen Ära Italiens begann. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie kandidierte bereits in ihren Jugendjahren für politische Ämter in Italien. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Jahr 2006 wurde sie zur jüngsten Ministerin Italiens ernannt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Heute ist die Vorsitzende der von ihr mitbegründeten rechtsextremen Partei Fratelli d'Italia (Brüder Italiens, benannt nach der ersten Zeile der Nationalhymne, mit Wurzeln in der postfaschistischen Bewegung) die erste weibliche Premierministerin.</span></span></span></span></span></span></span></span></span></span></p><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Vor 31 Jahren, im Juli 1992, begann Giorgia Meloni ihr politisches Engagement in Rom mit dem Beitritt zur Jugendorganisation des Movimento Sociale Italiano (MSI, Italienische Soziale Bewegung), einer von Faschist:innen gegründeten Partei (Ventura, 2022, S. 8 ). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die italienische Ministerpräsidentin unterstreicht häufig, dass sie aus bescheidenen Verhältnissen stammt und in einer Familie von Angestellten aufgewachsen ist. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dabei verschweigt sie allerdings gerne die Tatsache, dass ihre Mutter, Anna Paratore, der MSI damals angehörte (Feldbauer, 2023, S. 15).</span></span></span></span></span></span></span></span></span></span></p><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die am 26. Dezember 1946 gegründete Italienische Soziale Bewegung entstand unmittelbar nach Ende des Zweiten Weltkrieges. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Gründer:innen der Partei waren politisch in der Italienischen Sozialen Republik (Repubblica Sociale Italiana, RSI) aktiv, einem Satellitenstaat, der während der deutschen Besatzung von 1943 bis 1945 von Mussolini regiert wurde. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ideologisch bezog sich die Partei auf den „sozialen Faschismus“ der RSI (Ventura, 2022, S. 2). </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die MSI zeichnete sich nicht nur durch ihre antikapitalistische und antiliberale Ideologie mit korporatistischer Entscheidungsfindung aus, sondern auch durch ihren ausgeprägten Antikommunismus und ihre scharfe Kritik an den etablierten Parteien. </span><span style="vertical-align: inherit;">Obwohl es innerhalb der MSI von Anfang an eine konservative und pro-westliche Minderheit gab, blieb die Partei bis Anfang der 1990er Jahre unfähig, sich wesentlich zu reformieren und konnte daher keinen nennenswerten Einfluss auf das politische System Italiens ausüben (ebd.).</span></span></span></span></span></span></span></span></span></span></p><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Januar 1995 wurde die Partei kurz nach dem Beitritt Melonis aufgelöst und in die „Alleanza Nazionale“ (AN, Nationale Allianz) umgewandelt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die AN fusionierte 2009 mit der Partei „Forza Italia“ (FI, Vorwärts Italien) von Silvio Berlusconi zur Partei „Il Popolo della Libertà (PdL, Das Volk der Freiheit). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der damalige Parteivorsitzende Gianfranco Fini wollte den von der AN eingeleiteten liberal-konservativen Rechtsruck erfolgreich zu Ende führen, was jedoch einigen ehemaligen Aktivist:innen und Führungskräften aus den Reihen der MSI missfiel. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Unzufriedenheit machte sich später Meloni zunutze. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Jahr 2006 wurde Meloni ins Parlament gewählt und zwei Jahre später wurde sie die jüngste Ministerin (Jugend und Sport) in der Geschichte Italiens. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die einzige Regierungserfahrung hat sie auf nationaler Ebene (ebd.).</span></span></span></span></span></span></span></span></span></span></p><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Verhältnis zum (Post)Faschismus </span></span></span></span></span></span></span></span></b></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Eine Woche vor dem hundertsten Jahrestag von Mussolinis „Marsch auf Rom“, der Machtübernahme durch den „Duce“, übernahm Meloni ihr Amt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihr Kabinett, welches hauptsächlich aus Anhänger:innen Mussolinis besteht, wurde in linken Medien als eine Regierung von „reuelosen Faschisten“ beschrieben (Feldbauer, 2023, S. 38f). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni war im Jahr 2012 Mitbegründerin der Partei FdI, die in der Tradition des italienischen Faschismus steht, und gehört somit zur dritten Generation des Partito della Fiamma (Livi & Jansen, 2023, S. 173). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das Symbol der faschistischen Flamme, das in der Vergangenheit der MSI vorbehalten war, ist im Parteilogo vertreten (Feldbauer, 2023, S. 16f).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Jahr 1929 wurde das Wort „Faschismus“ zum ersten Mal in den Duden aufgenommen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies geschah sieben Jahre, nachdem die italienische Partito Nazionale Fascista (PNF) unter Benito Mussolini 1922 in die Regierung Italiens eingetreten war. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">1926 entwickelte sie sich zu einer diktatorischen Staatspartei, bevor sie 1943 aufgelöst wurde. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Begriff „Faschismus“ wurde von der PNF als Selbstbezeichnung verwendet und entstammt dem italienischen Wort „fascio“, dessen Bedeutung dem Begriff „Bund“ gleichgestellt ist (Schütz, 2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im heutigen Sprachgebrauch bezeichnet der Terminus eine nationalistische, antidemokratische und rechtsextreme Ideologie, die nach dem Führerprinzip ausgerichtet ist. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Seit den Parlamentswahlen in Italien im vergangenen Jahr sind vermehrt Artikel zum Thema „Postfaschismus“ verfügbar. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies hängt mit dem Sieg bei der Parlamentswahl und der FdI zusammen, welche als „postfaschistisch“ bezeichnet wird (ebd.).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Gianfranco Fini distanzierte sich 2003 offiziell vom Faschismus und bezeichnete ihn als „absolut böse“ (Tagesschau, 2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Meloni hat es jedoch bis heute vermieden, eine so eindeutige Aussage über die Wurzeln ihrer Partei zu tätigen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni erhob sogar Vorwürfe gegen Gianfranco Fini, das Erbe der italienischen Rechten zu zersplittern (Ventura, 2022, S. 6). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Jahr 2014 wurde Meloni zur Vorsitzenden der FdI gewählt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie konnte den harten Kern der Faschist:innen um sich versammeln, indem sie sich auf Mussolini bezog. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Aufgrund der möglichen Verluste eines Teils ihrer Wählerschaft an die Lega kann sie die Flamme nicht aus dem Parteilogo entfernen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie hob wiederholt hervor, wie stolz sie auf das Wappen mit der italienischen Trikolore sei, bezeichnete Mussolini sogar als einen „guten Politiker“ (Feldbauer, 2023, S. 16).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Froio (2020) stellt fest, dass die FdI ein „emotionales“ Verhältnis zu ihrer faschistischen bzw. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">postfaschistischen Vergangenheit pflegt, mit der sie sich nie wirklich kritisch auseinandergesetzt hat. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies wird durch die Statements von Giorgia Meloni sowie durch die Aussagen und Handlungen von Vertreter:innen und Führungskräften der FdI deutlich. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">So trat Meloni am Tag vor der Wahl 2018 bei einer Wahlkampfveranstaltung in Latina, einer von Mussolini gegründeten Stadt südlich von Rom, in Begleitung seiner Enkelin Rachele Mussolini auf. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dabei kündigte sie die Absicht ihrer Partei an, dem Symbolort den ihm gebührenden Platz in der Geschichte der italienischen Rechten wieder zu verschaffen (Latza Nadeau, 2018). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Bei ihrem Versuch, sich in ihrer Ansprache vor der Abgeordnetenkammer am 25. Oktober 2022 trotz ihrer früheren Bekenntnisse zum Faschismus Mussolinis zu distanzieren, stieß Meloni angesichts der genannten Tatsachen auf Widerstand. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Mit ihrer Partei verkörpert Meloni nach wie vor die „Kontinuität des Faschismus“ (Feldbauer, 2023, S. 16f).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auch Tronconi und Baldini (zit. nach POP, 2023) erkennen die Identitätswurzeln der FdI im Neofaschismus, der in Italien jahrzehntelang durch die MSI verkörpert wurde. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihrer Meinung nach sei es jedoch falsch, die FdI als neofaschistische Partei zu bezeichnen, da wesentliche Merkmale wie die Akzeptanz von Gewalt als Mittel des politischen Wettbewerbs fehlen würden. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In der öffentlichen Debatte und in den offiziellen Dokumenten der Partei würden tatsächlich die für die europäische radikale Rechte typischen Themen wie Islamophobie und eine allgemeine Feindseligkeit gegenüber der Einwanderung betont, die als potenzielle Verwässerung der Identität der italienischen Nation angesehen werden.</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Weg einer „Frau, Mutter, Italienierin und Christin“ an die Macht</span></span></span></span></span></span></span></span></b></span></span></div><div><b><br /></b><span style="vertical-align: inherit;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/PXocFMRtBQk" width="320" youtube-src-id="PXocFMRtBQk"></iframe></div><br /><span style="vertical-align: inherit;"></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni präsentiert sich gerne als Frau, Mutter, gläubige Christin und als hilfsbereite Vertreterin aller Italiener:innen (Feldbauer, 2023, S.70). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Worte passen zum allgemeinen Slogan „Gott, Heimat und Familie“ (Dio, patria e famiglia), welcher von Melonis Partei und anderen radikalen Rechtsparteien in der Vergangenheit übernommen wurde (De Giorgi et. al, 2022).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Jahr 2022 wurden mehr als 70 Prozent der parlamentarischen Parteien in den EU-Mitgliedsstaaten von männlichen Führungskräften geleitet (Openpolis, 2022, zit. nach De Giorgi et. al, 2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In Italien wurde bis zum Jahr 2013 keine Partei, weder aus dem politischen Establishment noch aus dem rechten Spektrum, von einer Frau geführt (De Giorgi et. al, 2022).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Studien, die sich auf das weibliche Führungsverhalten konzentrieren, betonen oft, wie Frauen Führungspositionen erreichen können, wenn sie von einem „Legacy Advantage“, also sozusagen von einem Vorteil ihres Erbes profitieren, wie als Ehefrau, Witwe, Tochter oder eine andere enge Verwandte eines Schlüsselakteurs in der Politik (Baker & Palmieri, 2021). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Praxis ist auch bei rechtsextremen Parteien üblich. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ein bekanntes Beispiel ist Marine Le Pen, die die Führung des Front National (jetzt Rassemblement National) von ihrem Vater übernommen hat.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auch in Italien gibt es rechtsgerichtete Politikerinnen mit starken familiären Bindungen zu ehemaligen Staatsoberhäuptern und prominenten politischen Persönlichkeiten, wie Alessandra Mussolini, die Enkelin des ehemaligen Diktators, die mehrmals als Abgeordnete für die AN gewählt wurde (De Giorgi et. al, 2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Meloni hebt sich von diesem Weg ab. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihr politisches Engagement begann 1992, als Meloni der Jugendorganisation der MSI beitrat. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Unterschied zu anderen Oppositionsführer:innen, welche dazu neigen, ihre politische Außenseiterposition zu betonen, hebt Meloni oft ihren beruflichen Werdegang sowie ihr politisches Know-how hervor und verbindet dies mit der Idee der „Kompetenz“. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Darüber hinaus gibt es in Italien keine weitere politische Partei, die von einer Frau geführt wird, wodurch Meloni zweifellos eine beachtliche Medienpräsenz in dieser Hinsicht erreicht hat (Feo & Lavizzari, 2021).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Angesichts der politischen Geschichte Italiens sei der Erfolg der FdI nicht verwunderlich. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die italienischen Rechten sind mit ihren traditionellen Anliegen seit Jahrzehnten erfolgreich. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Gesamterfolg der FdI-FI-Lega-Koalition im Jahr 2022 kam daher weder überraschend noch sei er außergewöhnlich (POP, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Erfolg kann auf die langjährige Dominanz der wechselnden Mitte-Rechts-Koalitionen um Berlusconi zurückgeführt werden, die in den letzten drei Jahrzehnten die Mehrheit der Wahlen gewinnen konnten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Trotz der langen Präsenz der größten kommunistischen Partei des Westens in Italien seit mehr als 50 Jahren war das Land mit Ausnahme einer kurzen Periode in den 1970er Jahren immer strukturell rechts orientiert (Livi & Jansen, 2023, S. 178f).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Mehrheit der italienischen Gesellschaft war antikommunistisch, prokapitalistisch, katholisch und von konservativen Vorstellungen über die Familie, Geschlechterrollen und soziale Ordnung geprägt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Christlich-Demokratische Partei (DC, Democrazia Cristiana), die in der Ersten Republik dominierte, integrierte eine breite konservative Mittelschicht, die sich als antikommunistisch verstand und einem autoritären traditionellen Katholizismus anhing. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Schicht bildete die Grundlage für Berlusconis Aufstieg in den 1990er Jahren. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">So entstand eine neue konservative Rechte. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Berlusconi mobilisierte eine bis dahin politisch unsichtbare konservative Strömung in der Gesellschaft, die im Hintergrund agierte (ebd.).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Mit 43 Prozent der Stimmen ist die Koalition nicht weit von ähnlichen Prozentsätzen entfernt, die Mitte-Rechts-Koalitionen in den neunziger Jahren oder bei den Wahlen 2001, 2006 und 2008 erzielt haben. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die konservativen Parteien genießen in Italien mehr Unterstützung als die progressiven, und wenn diese aus allgemeinen Wahlen als Sieger hervorgehen, dann vor allem infolge von Spaltungen innerhalb der rechtsgerichteten Parteien (POP, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Neben ihrer eigenen Partei, die bei den Wahlen 26 Prozent der Stimmen erhielt, gehören zur Regierungskoalition der Premierministerin zum einen die </span></span></span></span></span></span><a href="https://populismus-seminar.blogspot.com/2021/07/rechtspopulismus-in-italien-lega-nord.html#more" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Lega</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, Matteo Salvinis Partei, die mit fremdenfeindlichen und separatistischen Ansichten bis 2018 als </span></span></span></span></span></span><a href="https://populismus-seminar.blogspot.com/2020/07/portrat-der-lega-nord.html#more" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Lega Nord</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> bekannt war. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Zum anderen die liberal-populistische Partei von Ex-Premier Silvio Berlusconi, Forza Italia. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Lega kam auf 8,8 Prozent, gefolgt von der Forza Italia mit 8,1 Prozent (Feldbauer, 2023, S.7).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Aufgrund der besonderen Regeln des italienischen Wahlrechts verfügen diese drei Regierungsparteien über breite Mehrheiten in beiden Kammern des Parlaments, der Camera und dem Senato (Livi & Jansen, 2023, S.169). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Neben der Berufung ihres Schwagers hat die italienische Ministerpräsidentin auch ihre Schwester in die Führungsebene ihrer Partei geholt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Melonis ältere Schwester, Arianna, ist nun verantwortlich für das politische Sekretariat. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihr Ehemann, Francesco Lollobrigida, Landwirtschaftsminister und Mitglied der FdI, gilt als enger Vertrauter von Meloni (Ventura, 2022, S. 3).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Laut Tronconi und Baldini (zit. nach POP, 2023) liegt der interessante Aspekt darin, dass sich die FdI innerhalb der rechten Parteien durchsetzte. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies könnte vor allem damit begründet werden, dass die Forza Italia eine schon lange schwindende Partei sei, während die Positionen von FdI und Lega in den wesentlichen Punkten übereinstimmen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dazu gehören feindselige Haltungen gegenüber Migration, die Verteidigung traditioneller Werte, die Unterstützung der wirtschaftlichen Interessen zahlreicher italienischer Kleinunternehmen, der Schutz der traditionellen Familie vor einer angeblichen „Gender-Theorie“, die darauf abziele, die Unterschiede zwischen den Geschlechtern zu verwischen oder auszulöschen, und die vertikale Abgrenzung zur EU in Form von Skepsis bzw. o</span><span style="vertical-align: inherit;">ffener </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Feindseligkeit gegenüber dem europäischen Integrationsprojekt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Allerdings habe die Persönlichkeit von Giorgia Meloni im Vergleich zu Matteo Salvinis abnehmender Führungsstärke sowie die Glaubhaftigkeit und Beständigkeit der Partei der FdI 2022 den entscheidenden Vorteil gebracht. </span><span style="vertical-align: inherit;">Salvini habe sich im Vergleich zu Meloni in der Vergangenheit auf Koalitionen, wie zum Beispiel mit der </span></span><a href="https://populismus-seminar.blogspot.com/2018/03/die-funf-sterne-bewegung.html#more" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Fünf-Sterne-Bewegung</span></span></a> </span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> eingelassen</span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, die nicht besonders gut bei den rechten italienischen Wähler:innen ankamen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni war und ist jedoch innerhalb des Rechts-Bündnisses eine überzeugte Hardlinerin (Feldbauer, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Wählerschaft</span></span></span></span></span></span></span></span></b></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Partei von Giorgia Meloni übte vor allem eine Anziehungskraft auf ehemalige Lega-Wähler:innen aus, aber auch Wähler:innen der Forza Italia bekundeten Interesse an der FdI. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In soziodemografischer Hinsicht ist festzustellen, dass FdI-Anhänger:innen in der Altersgruppe von 50-64 Jahren überrepräsentiert, in der jüngsten Altersgruppe (18-34 Jahre) unterrepräsentiert waren. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies könnte darauf zurückzuführen sein, dass jüngere Wähler:innen ihre Proteststimme eher der Fünf-Sterne-Bewegung ohne postfaschistische Vergangenheit gaben. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Partei erhielt Unterstützung von verschiedenen Berufsgruppen wie Handwerker:innen, Händler:innen, Selbstständigen sowie Angestellten und Lehrkräften, also weitgehend der (unteren) Mittelschicht.</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die geografische Verteilung der Wählerschaft der FdI zeigt nicht nur - wie anfangs in der Parteigeschichte - eine starke Präsenz im Süden Italiens, sondern auch eine landesweite Verbreitung. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Wählerschaft weist migrationsfeindliche und europaskeptische Tendenzen auf, insbesondere bei langjährigen Anhänger:innen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Neu gewonnene Wähler:innen zeigen eine populistische und anti-elitäre Haltung, bei der die Ablehnung von Migration eine große Rolle spielt (Ventura, 2022, S. 5).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><br /></b></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Migrationspolitik</span></span></span></span></span></span></span></span></b></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> als Kernthema </span></span></span></span></span></span></span></span></b></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Bei den Parlamentswahlen stand die Migrationspolitik im Fokus. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es bestanden Bedenken, die neue Regierung unter der Führung der FdI könne in der Asyl- und Migrationspolitik einen äußerst restriktiven und sogar illegalen Weg einschlagen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">So hatte Meloni für ihr Amt mit dem Ziel kandidiert, der „illegalen“ Einwanderung nach Italien Einhalt zu gebieten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es wurde auch über die mögliche Errichtung einer Seeblockade vor Nordafrika sowie die Einrichtung von Hotspots auf afrikanischem Territorium diskutiert (Angeli, 2023, S. 4f). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Durch ihre Forderungen in der Opposition konnte sie das Thema Migration für sich gewinnen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dennoch ist die Verwirklichung politischer Versprechen im Wahlkampf und ihre Umsetzung in konkrete Politik keineswegs als selbstverständlich anzusehen. </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Zuge der sogenannten „Flüchtlingskrise“ bestimmten nativistische und souveränistische Motive die Haltung der Partei zur Migration. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die auf dem Parteitag 2017 verabschiedeten programmatischen „Thesen von Triest für die patriotische Bewegung“ stellten die Migration als existenzielle Bedrohung für den Fortbestand der europäischen Nationalstaaten dar. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In diesem Zusammenhang fand auch die Verschwörungstheorie vom „großen Austausch“ Eingang in das Parteiprogramm (Baldini et. al, zit. nach Angeli, 2023, S. 6). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Partei warf der EU vor, aus demografischen Gründen ein „multikulturelles Prinzip“ zu verfolgen, woraus angeblich eine Zustimmung zur unkontrollierten Einreise von Menschen aus anderen Kontinenten abgeleitet wurde (FdI, 2017, zit. nach Angeli, 2023, S. 6).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Partei befürwortete restriktive Maßnahmen im Zusammenhang mit legaler Zuwanderung. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese sollten nur für Staatsangehörige möglich sein, die sich problemlos integrieren könnten, ohne Sicherheitsprobleme zu verursachen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dabei wurde die Bedeutung des Grenzschutzes besonders betont, der mit dem Schutz des „Vaterlandes“ gleichgesetzt wurde. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die FdI schlugen drastische Maßnahmen, wie eine internationale „Landmission“ vor, die Kontrolle über die Häfen übernehmen sollte, sowie die Möglichkeit einer Seeblockade.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Schwerpunkt lag dabei auf Nationalitäten, die weniger bereit seien, die Gesetze und die Kultur zu akzeptieren, insbesondere wurden damit Muslim:innen gemeint. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Darüber hinaus wurde zum ersten Mal die Einrichtung von Hotspots in Nordafrika zur Prüfung von Asylanträgen vorgeschlagen, verbunden mit der Absicht, das Recht auf „humanitären Schutz“ abzuschaffen.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die programmatische Entwicklung der Partei im Bereich der Migrationspolitik war von zwei konträren Tendenzen geprägt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Einerseits stand die Partei unter dem Druck, sich dem Mitte-Rechts-Bündnis anzupassen, was zu einem einheitlichen Programm für die Parlamentswahlen 2018 führte, welches jedoch nicht die radikalsten migrationspolitischen Positionen enthielt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Andererseits sorgte die Konkurrenz innerhalb des Rechtsbündnisses für einen Differenzierungsbedarf insbesondere in der Migrationspolitik. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Hier konkurrierten die FdI und die Lega darum, sich als die restriktivere und migrationsfeindlichere Partei zu präsentieren (Angeli, 2023, S. 6f).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die FdI hob zunehmend ihr Alleinstellungsmerkmal durch die kompromisslose Verteidigung der italienischen Interessen hervor, insbesondere durch die häufige Verwendung von „Italians first“. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dieser Slogan implizierte einen Wettbewerb zwischen Italiener:innen und Menschen mit Migrationshintergrund und wurde zur Rechtfertigung diskriminierender Maßnahmen verwendet (Ventura, 2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Wahlprogramm für die Europawahl 2019 wurde der Vorrang der italienischen Bevölkerung hervorgehoben und normativ untermauert (ebd.).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das Wahlprogramm für die Parlamentswahlen 2022 markierte eine Abkehr von der Radikalisierung der Partei in der Migrationspolitik, die in den vergangenen Jahren zu beobachten war. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Stattdessen kehrte die FdI zu einer sicherheitspolitisch motivierten Migrationsskepsis zurück, ähnlich wie im Wahlmanifest von 2013. Im Gegensatz zu früheren Positionen betonte das Manifest nicht mehr den Grundsatz „Italians first“, der das Primat der italienischen Identität und Interessen in der Migrationspolitik hervorhob. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Stattdessen verfolgte das Programm einen nüchternen Ansatz zur Migration, ohne aggressive oder aufrührerische Sprache.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies deutet darauf hin, dass die Partei realistische und machbare Ansätze für eine geregelte Einwanderung und soziale Integration formulieren wollte (Angeli, 2023, S. 6f). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In ihrer ersten Regierungserklärung schlug Meloni einen versöhnlichen Ton an, auch in Bezug auf das Thema Migration. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es gab kaum nativistische Elemente. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Zwar betonte sie die strategische Rolle Italiens im Mittelmeerraum, doch die Verhinderung irregulärer Einwanderung wurde vor allem mit juristischen oder humanitären Gründen gerechtfertigt, etwa um Schiffbrüche oder Menschenhandel zu verhindern (ebd.).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Melonis migrationspolitische Maßnahmen und Entscheidungen in den letzten 12 Monaten könnten auf einen pragmatischen Umschwung hindeuten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Annahme ist jedoch mit Vorbehalten behaftet. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Entwicklung des migrationspolitischen Programms der FdI zeigte bereits vor den letzten Parlamentswahlen eine Mäßigung bzw. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">„Entradikalisierung“ (Angeli, 2023, S. 9). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das Wahlprogramm 2022 betonte die Förderung der legalen Migration und verstärkte diplomatische Bemühungen mit Herkunfts- und Transitländern irregulärer Migranten.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dennoch hat Meloni wenig getan, um der Kriminalisierung von NGOs entgegenzuwirken, die Rettungsschiffe für Asylsuchende betreiben. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie argumentiert, diese Schiffe seien ein „Pull-Faktor“, der die illegale Migration begünstige. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni hat sogar strenge Bedingungen für Rettungsaktionen von NGOs eingeführt, um die Ressentiments ihrer Anti-Migrations-Wählerschaft zu befriedigen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es bleibt abzuwarten, ob die steigende Zahl von Geflüchteten, die das Mittelmeer überqueren, Meloni dazu veranlassen werden, radikalere Maßnahmen zu ergreifen, um sich die Unterstützung ihrer Anti-Migrations-Wählerschaft zu sichern.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Erste Anzeichen für einen Umschwung gab es Mitte September, als Melonis Kabinett unter dem Druck negativer Schlagzeilen eine Verschärfung der Maßnahmen beschloss, darunter die Erhöhung der Höchstdauer der Abschiebehaft und die Einrichtung spezieller Abschiebegefängnisse durch das Militär in dünn besiedelten Regionen des Landes (Angeli, 2023, S. 10).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die politikwissenschaftliche Forschung hat in jüngerer Zeit wiederholt die Diskrepanz zwischen rechtspopulistischen Migrationsdiskursen und der tatsächlichen Migrationspolitik untersucht (Lutz, 2021). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Demnach komme es öfters zu Mäßigungen, sobald Rechtspopulisten an der Regierung beteiligt seien. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Ausprägung dieser Mäßigung kann jedoch stark variieren und von vielen Faktoren beeinflusst werden. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Unter anderem sind sie als Regierungspartei institutionellen Zwänge unterworfen, die ihr politisches Agieren limitieren. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Aber auch die Notwendigkeit, die bestehenden Verfassungsorgane zu bewahren, veranlasst sie oft dazu, sich von ihren radikalsten Ansätzen im Bereich der Migrationspolitik zu distanzieren.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Darüber hinaus stehen rechtspopulistische Parteien vor der Aufgabe, neben ihren eigenen Anhänger:innen auch breitere Gesellschaftsschichten und die Eliten für ihre Ziele zu gewinnen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Aus diesem Grund könnten sie ihre Migrationspolitik entsprechend umgestalten, um weitere wichtige Interessengruppen zu erreichen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Schließlich kann auch internationaler Druck zu einer Kursänderung rechtspopulistischer Parteien führen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Bei der italienischen Regierung betrifft dies vor allem die EU, die finanzielle Hilfe als Druckmittel zur politischen Einflussnahme nutzen kann (Angeli, 2023, S. 4).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das Thema Migration war für die FdI von Anfang an ein zentrales Wahlkampfthema. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Allerdings ist diesem Thema nur einer von insgesamt 25 Abschnitten im Wahlprogramm von 2022 gewidmet. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dennoch sollte die Bedeutung dieses Abschnitts keineswegs unterschätzt werden. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die „Gefahr“ der irregulären Migration hat der Partei zu politischer Sichtbarkeit verholfen, insbesondere aufgrund des gestiegenen Interesses der italienischen Öffentlichkeit am Thema Migration seit 2013. Der Umgang der Partei mit dem Thema spiegelt somit die Radikalisierungs- und Mäßigungstendenzen wider, welche sie während der letzten zehn Jahre erfahren hat (Angeli, 2023, S. 5f). </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In einem Artikel mit dem Titel „ </span></span></span></span></span></span><a href="https://www.repubblica.it/politica/2023/09/22/news/lanno_nero-415393142/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das schwarze Jahr</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> “ kritisierte die Zeitung „La Repubblica“ die Migrationspolitik von Giorgia Meloni als gescheitert. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni selbst gab in einem Interview mit der RAI zu, dass die erzielten Ergebnisse nicht den Erwartungen entsprechen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Daraufhin kündigte sie erneut härtere Maßnahmen an, darunter die Verlängerung der möglichen Abschiebehaft auf die EU-Höchstdauer von 18 Monaten und den Bau weiterer Abschiebezentren. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie forderte die Vereinten Nationen auf, den Menschenhändler:innen einen „globalen Krieg“ zu erklären (ZEIT ONLINE, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Wirtschafts- und Sozialpolitik</span></span></span></span></span></span></span></span></b></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Besonders frauenpolitische Themen spielten eine wichtige Rolle in und für Melonis Partei. Es </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">wird davon ausgegangen, dass die Parteivorsitzende Meloni eine wichtige Rolle für die weibliche Wählerschaft spielt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie setzt sich für einen Imagewandel der männerdominierten Partei ein und engagiert sich insbesondere für Frauen und Mütter, zumindest im Hinblick auf den Schutz vor potenziellen „Bedrohungen“, wie dem Zuwachs an Migration, der Islamisierung und sozialer Unsicherheit, wie von der Kommilitonin Schmidt bereits </span></span></span></span></span></span><a href="https://populismus-seminar.blogspot.com/2022/07/frauen-und-rechtspopulismus-in-italien.html#more " target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">beschrieben</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> wurden (Feo & Lavizzari, 2021, S. 13). </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Zusätzlich engagiert sie sich entschlossen in der Verteidigung der Frauenrechte, wobei der Fokus jedoch auf anti-immigrationspolitischen Zielen liegt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In Bezug auf frauenrelevante Themen hat Giorgia Meloni niemals ihre anti-abtreibungsorientierten Überzeugungen verschleiert. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese basieren auf ihrem katholischen Glauben sowie persönlichen Erfahrungen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In ihrer Biografie wird dargelegt, dass ihre Mutter in Erwägung zog, die Schwangerschaft abzubrechen (Meloni, 2021, zit. nach De Giorgi et. al, 2022).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni strebt vor allem eine breite Unterstützung in katholischen Kreisen an, indem sie sich gegen Abtreibung und Leihmutterschaft aussprach. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Nachdem sie dort jedoch auf erheblichen Widerstand stieß, versuchte sie ihre Position zu mildern, indem sie betonte, das Recht auf Abtreibung nicht abschaffen zu wollen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Unterschied dazu blieb sie gegenüber Homosexuellen und sexuellen Minderheiten unverändert kompromisslos (Feldbauer, 2023, S. 70).</span></span></span></span></span></span></span></span></span></span><br /><br /></div><blockquote style="border: medium none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">„Wir wollen eine Nation, in der es kein Skandal mehr ist, zu sagen, dass – unabhängig von legitimen Entscheidungen und Neigungen jedes einzelnen – wir alle geboren sind durch einen Mann und eine Frau. Eine Nation, in der es kein Tabu mehr gibt. Es heißt, dass es die Mutterschaft nicht zu kaufen gibt, dass die Gebärmutter nicht zu mieten ist, dass Kinder keine Produkte sind, die man aus dem Regal kauft, als wäre man im Supermarkt. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Wir wollen neu beginnen beim Respekt der Würde.“ (Meloni, 2022, zit. nach Seisselberg, 2023)</span></span></span></span></span></span></span></span></span></span></span></span></div></blockquote><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Wie aus dem Zitat hervorgeht, betont die Politikerin ausdrücklich ihre Unterstützung der sogenannten natürlichen Familie, um die traditionellen Werte zu bewahren. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Mit der Verteidigung dieser Werte und dem klassischen Vater-Mutter-Kind-Bild erfolgt eine Ablehnung der LGBTQ+-Gemeinschaft, die von Meloni als „LGBT-Lobby“ bezeichnet wird (De Giorgi et. al, 2022). </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Ministerpräsidentin zeigt kein Interesse an einer feministischen Agenda, sondern strebt weiterhin ein traditionelles Familienmodell an (POP, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Frauenrechte und Geschlechtergleichheit wurden von Meloni und ihrer Partei mehr für femonationalistische Argumente instrumentalisiert (De Giorgi et. al, 2022).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In wirtschaftspolitischer Hinsicht herrscht in Italien eine Unzufriedenheit, da verschiedene Wahlversprechen nicht umgesetzt wurden. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies ist auf das Schrumpfen der italienischen Wirtschaft im zweiten Quartal sowie der hohen Inflation zurückzuführen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Zudem wurde noch kein Mindestlohn eingeführt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Regierung unter Giorgia Meloni wurde auch dafür kritisiert, dass knapp 170.000 Menschen per SMS darüber informiert wurden, dass sie ab sofort keinen Anspruch mehr auf die Sozialleistung reddito di cittadinanza, auch Bürgergeld genannt, haben. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies wurde von Gewerkschaften als „soziale Bombe“ bezeichnet (ZEIT ONLINE, 2023).</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es sei jedoch absehbar gewesen, dass die Umstrukturierung des Staatshaushalts wesentlich auf Kosten der ärmeren Bevölkerung erfolgen würde. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dennoch glaubten die meisten Menschen, dass die postfaschistische Regierung in den Augen der Weltöffentlichkeit nicht so weit gehen würde, wie ihre Rhetorik des „Runter vom Sofa“ suggerierte, mit der sie ihren Geldgebern in Industrie, Landwirtschaft und Tourismus billige Arbeitskräfte zur Verfügung stellen wollten (Seeßlen, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">EU und Außenpolitik</span></span></span></span></span></span></span></span></b></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> Der Zuwachs an Migration wurde von Meloni vor allem dazu genutzt, um das Thema der irregulären Migration auf die europäische Tagesordnung zu setzen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie war auch maßgeblich am Zustandekommen des Europäischen Migrationspaktes beteiligt, gegen den Widerstand ihrer einstigen Verbündeten aus Polen und Ungarn. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Durch diese diplomatischen Bemühungen wird Meloni nun nicht mehr als internationale Außenseiterin in Bezug auf die europäische Migrationspolitik betrachtet. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Gegensatz zu einigen früheren Verbündeten, wie Viktor Orbán, steht sie nicht mehr auf der Seite der Visegrád-Staaten (Angeli, 2023, S. 8f). </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Melonis Wandlung zu einer gemäßigten Politikerin findet nicht nur national, sondern auch im internationalen Kontext innerhalb und außerhalb der EU statt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Trotz ihrer Position als Präsidentin der EU-Parlamentsgruppe der Europäischen Konservativen und Reformer (ECR) hat Meloni ihre frühere euroskeptische Haltung zurückgefahren. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Entscheidung, von der Leyen in Rom zu empfangen, wird als Versuch der Anbahnung einer Zusammenarbeit zwischen der ECR (unter Melonis Führung) und der Europäischen Volkspartei (EVP) bewertet. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die FdI hat einen moderaten Kurswechsel von radikalen Positionen gegenüber der EU hin zur Mitte vor den Wahlen 2022 vollzogen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ziel dieses Kurswechsels sei der Aufbau eines guten Rufs im Ausland und die Sicherung vorteilhafter internationaler Abkommen (Griffini, 2023). </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Meloni hat ihre gemäßigte politische Ausrichtung durch das Einhalten ihres Wahlversprechens im Hinblick auf Atlantizismus und Unterstützung für die Ukraine gegenüber dem russischen Eindringling weiter gestärkt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihre diplomatischen Beziehungen zur Ukraine und das Treffen mit dem ukrainischen Präsidenten Wolodymyr Selenskyj in Kiew untermauern dies. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Gegensatz zu Salvini, der im Bezug auf die russische Invasion in der Ukraine uneindeutige Standpunkte vertrat, zeigte sich Meloni klar positioniert. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Unterschied in ihrer Haltung zum Krieg in der Ukraine führte zu Spannungen innerhalb der Regierungskoalition und betonte Melonis gemäßigte Position in dieser Angelegenheit (ebd.). </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Manche sagten für Italien einen heißen Herbst voraus, aber nicht in Hinblick auf die außenpolitische Lage. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni verfolgte in diesem Bereich einen äußerst pragmatischen Ansatz. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der schrille Ton des Wahlkampfes, in dem sie die EU für fast alle Probleme verantwortlich gemacht hat, ist vorbei. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das hat auch mit der prekären Finanzlage des Staates zu tun, denn Italien braucht dringend die fast 200 Milliarden Euro, die ihr von der EU zur Bewältigung der Folgen des Coronavirus versprochen wurden (ZEIT ONLINE, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni in den Medien</span></span></span></span></span></span></span></span></span></span></b></span></span><br /><br /></div><blockquote style="border: medium none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">„Melonis Politik, anders als die einiger ihrer Vasallen, besteht auch darin, die innere Faschisierung nicht allzu sehr als ein internationales lesbares Bild zu präsentieren. Die Giorgia Meloni, die erscheint, wo man unter sich ist, und die Giorgia Meloni, die</span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> vor internationalen Kameras spricht, unterscheiden sich gewaltig“ (Seeßlen, 2023).</span></span></span></span></span></span></span></span></span></span></span></span></span></span></div></blockquote><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Durch die Stärkung des Kerns der Partei ist es Meloni gelungen, mit einem breiteren Publikum zu interagieren, wobei ihr geschickter Einsatz von Social-Media-Plattformen eine Schlüsselrolle spielte. </span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dies führte dazu, dass sie als das neue Gesicht der italienischen Politik wahrgenommen wird. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ihre einzigartige Position als erste weibliche Ministerpräsidentin in Italien hat zweifellos dazu beigetragen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Außerdem hat sie bewiesen, dass sie in der Lage ist, die Herausforderungen zu meistern, mit denen populistische Politiker:innen konfrontiert sind (POP, 2023).</span></span></span></span></span></span></span></span></span></p><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Erfolg der FdI wäre ohne die entschlossene und konsequente Führungsperson, die dem Volk sehr nahe steht, unvorstellbar. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Durch ihre Ansprachen an das Volk im römischen Dialekt kommt sie den Italiener:innen sehr nahe. </span></span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Schon kurz nach der Gründung und dem Vorsitz der FdI war die charismatische Führerin ein gern gesehener Gast in den wichtigsten Talkshows. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie zeichnete sich durch Jugend, Attraktivität, Selbstbewusstsein, außergewöhnliche Eloquenz und eine kompromisslose Haltung aus und scheute keine Konfrontation. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Man kann behaupten, Meloni brachte frischen Wind ins Fernsehen und erfreut sich auch heute noch großer Beliebtheit in diesem Medium (Ventura, 2022, S.6).</span></span></span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Im Laufe der Zeit hat ihre Medienpräsenz stetig zugenommen, insbesondere in den letzten Jahren, als sie eine immer bedeutendere Funktion im Mitte-Rechts-Lager einnahm. </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni macht ausgiebigen Gebrauch von sozialen Medien wie Facebook, Twitter und Instagram, in denen sie ihre politischen Inhalte darstellt und gleichzeitig ihr öffentliches Image zu pflegen versucht. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Unter den italienischen Politiker:innen war sie Vorreiterin bei der Einrichtung eines Instagram-Profils. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Darauf veröffentlichte sie in erster Linie Bilder, die Botschaften von Stärke und Entschlossenheit vermitteln und in der Popkultur verwurzelt sind. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Parallel dazu zieht sie informative, institutionelle und ereignisbezogene Nachrichten vor (Moroni, 2019).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Bis vor wenigen Jahren versuchte Meloni, ihr Privatleben aus der Öffentlichkeit weitestgehend herauszuhalten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Doch in letzter Zeit begann sie damit, ihr Privatleben zu inszenieren und sehr persönliche Einblicke zu gewähren, was auch als „intimate politics“ beschrieben werden kann. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Vor allem in ihrer 2021 erschienenen Autobiografie präsentiert sie sich als Tochter, Mutter und Partnerin. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Inszenierung wird von den Medien in zahlreichen Interviews und im Fernsehen aufgegriffen, wobei vor allem Infotainment- und Unterhaltungssendungen erneut die Aufmerksamkeit auf Melonis Pop- und Privatseite lenken. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dabei geraten viele der eigentlichen politischen Botschaften des Buches in den Hintergrund (Ventura, 2022, S. 6).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auf ihrem Popkanal präsentiert Giorgia Meloni ein attraktives Bild von sich selbst, das ihre kulturellen und politischen Ansichten in den Hintergrund drängt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Ansichten spiegeln u.a. ein ambivalentes Verhältnis zum italienischen Faschismus und Postfaschismus wider. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Laut Ventura (2022, S. 6) propagiert sie die Idee einer illiberalen und organisierten Gesellschaft, die auf einer reaktionären Auslegung der individuellen Rechte beruht, wobei das Individuum stets der Familie und der Gemeinschaft verpflichtet ist.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie vertritt auch einen essentialistischen und ethnozentrischen Nationalismus und relativiert die Werte, die nach dem Sieg über den nationalsozialistischen Totalitarismus entstanden sind. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Trotz ihres reaktionären Weltbildes, welches einen stark vereinfachenden Gegensatz zwischen Volk und Elite sowie eine verschwörungstheoretische Interpretation der Realität beinhaltet, kann ihre Kommunikation als erfolgreich bewertet werden (ebd.).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die laufende Legislaturperiode erstreckt sich über weitere vier Jahre, was normalerweise keine typische Amtszeit für italienische Regierungschefs ist. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Ausdauer wird der Rechtsnationalistin jedoch zugute gehalten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Berichte über die verschiedenen Angriffe der Regierung auf die Pressefreiheit zeigen auf, dass es Verleumdungsklagen und Versuche gibt, die öffentliche Rundfunkanstalt RAI auf Linie zu bringen, indem sie ihre eigenen Leute in der Leitung beruft und kritische Programme streicht (Braun, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie habe den staatlichen Fernsehsender RAI weitgehend unter ihre Kontrolle gebracht. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Einige Leute würden bereits über „Tele-Meloni“ spotten, allerdings stellen Privatsender keine große Bedrohung dar, da viele von ihnen der Familie von Silvio Berlusconi gehören (ZEIT ONLINE, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ein weiteres Beispiel dafür ist die Streichung des Programms des prominenten Anti-Mafia-Journalisten und Aktivisten Roberto Saviano (Braun, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Melonis Umgestaltung hat für die Frage nach der Kontinuität, Mäßigung oder Radikalisierung der Partei in der Regierung eine doppelte Bedeutung. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Einerseits zeigt Meloni ihre „Nähe zum Volk“, was ein typisches Merkmal populistischer Parteien ist. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auf diese Weise betont sie ihre anti-elitäre und volkszentrierte Haltung, die seit der Gründung der FdI besteht. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auf der anderen Seite zeichnet sich ihre Rhetorik durch eine bürgerliche Aura aus, die durch Werte wie den Respekt vor der EU, der Rechtsstaatlichkeit, der nationalen Sicherheit und den Rechten der Frauen unterstrichen wird.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Betonung von Gewöhnlichkeit und Bürgersinn verbirgt jedoch radikalere ideologische Aspekte der neuen Regierung unter Meloni. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es handelt sich um eine Strategie, die darauf abzielt, eine bürgerliche Fassade zu schaffen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Diese Strategie ist von radikalen populistischen Rechtsparteien in Europa als Versuch bekannt, Ideologie und Politik zu mäßigen und sich selbst in führende Machtpositionen zu bringen (Griffini, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Deutlicher Rechtsruck?</span></span></span></span></span></span></b></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">„Es hätte schlimmer kommen können“ – so lautete nicht nur der Titel eines </span></span></span></span></span></span><a href="https://www.deutschlandfunkkultur.de/ein-jahr-meloni-in-italien-es-haette-schlimmer-kommen-koennen-dlf-kultur-b0f2eab2-100.html" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Beitrags</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> im Deutschlandfunk Kultur über das erste Jahr von Giorgia Meloni als Regierungschefin in Italien. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dieser Tenor stand im Mittelpunkt vieler Analysen zu ihrem Jahrestag als Ministerpräsidentin. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In zahlreichen Medien wurde bezeugt, dass sie sich in ihrem ersten Amtsjahr weitaus gemäßigter verhalten hat als erwartet. „Die gefährlichste Frau Europas“ sei sie keinesfalls (Seisselberg & Kolar, 2023, zit. nach Galetti, 20230). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Grundaussage war, dass die Faschisten nicht so besorgniserregend seien wie befürchtet. </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es scheint, als hätte Giorgia Meloni den inneren Frieden in Italien bisher nicht gefährdet und als bleibe das Land eine „stabile“ parlamentarische Demokratie mit intakten Institutionen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Insbesondere in grundlegenden Bereichen wie der Außenpolitik und der Wirtschaft wird betont, dass Melonis Regierung nicht als Bedrohung für die Europäische Union gesehen wird. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die bisherige Amtszeit Melonis wird als eher konventionelles Regieren bezeichnet (Reisin, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie sei „gekommen, um zu bleiben“ und innerhalb weniger Monate zu einer „festen Größe“ geworden </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(ZEIT ONLINE, 2023).</span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Andere Journalist:innen sind jedoch der Meinung, dass die Gefahr in den Details liege. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sie argumentieren, dass Meloni sehr geschickt agiere und es fraglich sei, ob sich ihre politische Haltung überhaupt geändert habe (Reisin, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Seeßlen (2023) warnt davor, Italien als eine Demokratie mit einer rechten Regierung zu betrachten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Stattdessen beschreibt er das Land als einen Ort, an dem die Verbindung von neoliberaler Postdemokratie und funktionalem Postfaschismus exemplarisch erprobt werde. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Gesamtheit dieser Transformation könnte übersehen werden, da es der Regierung unter Meloni noch gelingt, nicht alle Aspekte ihrer Machtübernahme deutlich erkennbar zu machen. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die </span></span></span></span></span></span><a href="https://populismus-seminar.blogspot.com/2019/10/wie-verandert-sich-der-politische-ton.html#more" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Rhetorik</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> von Populisten ist bekanntermaßen darauf ausgerichtet, extreme Positionen vor der allgemeinen Öffentlichkeit zu verbergen. </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auch das kommunistische Online-Portal Contropiano (zit. nach Feldbauer, 2023, S. 81) hat vor der Gefahr gewarnt, Meloni zu unterschätzen, da sie ihr reaktionäres Weltbild mit rechtsextremen, nationalistischen, fremdenfeindlichen und homophoben Positionen gegenüber der EU mit der Inszenierung als vernünftige und verantwortungsbewusste Politikerin kaschiere. </span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Frage nach einem möglichen Rechtsruck in Italien wird kontrovers diskutiert. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auf der einen Seite wird der Wahlsieg Melonis als Teil einer allgemeinen europäischen Tendenz hin zum rechten Spektrum gedeutet. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auf der anderen Seite wird betont, dass die Regierung unter Meloni eine gewisse Kontinuität mit den politischen Entwicklungen der letzten 30 Jahre in Italien aufweist und somit nicht als radikaler Neuanfang zu interpretieren ist. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Melonis Erfolg wurde vor allem auch durch die Enttäuschung über etablierte politische Figuren begünstigt (Livi & Jansen, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Fazit</span></span></span></span></span></span></b></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Als Giorgia Meloni mit ihrer postfaschistischen Partei Fratelli d'Italia die Wahlen gewann, stellte sich in ganz Europa die Frage, wie mit ihr umgegangen werden sollte. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ob diese Frage nun vollständig geklärt ist, erscheint ungewiss. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Für viele macht Meloni bisher jedoch einen relativ gemäßigten Eindruck. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Zusammenarbeit mit der EU wirkt jedoch eher zweckorientiert als von tiefer Überzeugung getragen. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Obwohl Meloni eine pro-europäische Haltung einnimmt, kann man sie nicht uneingeschränkt als überzeugte Verfechterin der EU bezeichnen. </span></span></span></span></span></span></span></span></span></span></span></span><br /><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Während sie eine gemäßigte Außenpolitik verfolgt, engt sie im Inneren die Freiheit der Medien ein, limitiert die Rechte von Minderheiten und stellt die Elternschaft gleichgeschlechtlicher Eltern in Frage. </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Trotz der Befürchtungen über eine mögliche Radikalisierung der FdI deuten die gegenwärtigen Anhaltspunkte in eine andere Richtung. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Angesichts dieser Erkenntnisse lässt sich ableiten, dass die FdI zweifellos als populistisch-radikale Rechtspartei agiert, die zur Mäßigung tendiert. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Weite Teile zeigen die Kontinuität der Partei mit den Wahlaussagen von 2022, obwohl einige Schwankungen in Richtung Radikalisierung erkennbar sind. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es bleibt abzuwarten, ob sie diesen gemäßigten Ansatz in der Migrationsdebatte langfristig beibehalten wird, oder ob sie angesichts der steigenden Zahlen von Geflüchteten zu einer aggressiveren </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Rhetorik und Politik zurückkehrt. </span></span></span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Obwohl eine Legislatur auf dem Papier fünf Jahre dauert, liegt die durchschnittliche Dauer italienischer Regierungen bei 18 Monaten (Siefert, 2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Prognosen bezüglich Melonis politischer Zukunft sind vorsichtig optimistisch, wobei einige spekulieren, dass sie eine längere Amtszeit haben und sogar zur Galionsfigur der „neuen Rechten“ in Europa werden könnte. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die Vergangenheit hat jedoch gezeigt, dass sich solche Vorhersagen als irreführend erweisen können (ZEIT ONLINE, 2023).</span></span></span></span></span></span></span></span></span></span><br /><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Insgesamt scheint es, als fehle es in Italien an Diskursen und Ideen sowie Kraft für Widerstand. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Die italienische Gesellschaft, die aus widersprüchlichen Lagern der Linken und der katholischen Gemeinschaft sowie aus den nördlichen, mittleren und südlichen Teilen besteht, ist zersplittert. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Von der Opposition kommt wenig Kritik an der aktuellen Regierung und es scheint, als ob ihr die Herausforderungen, vor denen Italien steht, noch weniger zugetraut werden.</span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Bei </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">vielen sozialen Fortschritten der letzten Jahre, einschließlich der Errungenschaften im Kampf gegen die Mafia, der Bekämpfung von Steuerhinterziehung oder auch Maßnahmen gegen Verfall von Bildung und Infrastruktur deutet sich ein Rückschritt an. </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Der Weg in Richtung einer offenen und toleranten Gesellschaft wird unter Melonis Führung stark gehemmt. Mit der Postfaschistin an der Macht wird in Italien eine rückwärtsgerichtete Umkehr angestrebt, ganz im Sinne eines reaktionären Katholizismus.</span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></b></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></b></span></span></span></span></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Literatur</span></span></span></span></span></span></b></span></span></span></span><br /><ul style="text-align: left;"><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> Angeli, O. 2023: Giorgia Meloni und die Migrationsfrage. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Rückblick auf ein Jahr Regierung, MIDEM-Policy Paper 2023-4, Dresden. </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Baker, K. & Palmieri, S. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Können weibliche Politiker die gesellschaftlichen Normen der politischen Führung stören? </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Eine vorgeschlagene Typologie des normativen Wandels. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">International Political Science Review, 44(1), 122–136. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://doi.org/10.1177/01925121211048298 </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Brandl, L. & Ritter, A. (2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Wenn Italien wackelt, schwankt die EU: Darum ist Giorgia Meloni die gefährlichste Frau Europas. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://www.stern.de/politik/ausland/wahlen-in-italien--ist-giorgia-meloni-die-gefaehrlichste-frau-europas--32742572.html </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">De Giorgi, E., Cavalieri, A. & Feo, F. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Vom Oppositionsführer zum Premierminister: Giorgia Meloni und Frauenfragen in der italienischen radikalen Rechten. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Politik und Governance, 11(1). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://doi.org/10.17645/pag.v11i1.6042 </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Feo, F. & Lavizzari, A. (2021): Fallstudie Italien; </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">in: Triumph der Frauen? </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Das weibliche Antlitz des Rechtspopulismus und -extremismus in ausgewählten Ländern, Heft 06, Friedrich-Ebert-Stiftung (FES) - Forum Politik und Gesellschaft, online unter: https://www.fes.de/themenportal-gender-jugend-senioren/ gender-matters/artikelseite/fallstudie-italien. </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Finchelstein, F. (2017). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Populismus als Postfaschismus – Essay. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">BPB.de. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://www.bpb.de /shop/zeitschriften/apuz/257672/populismus-als-postfaschismus-essay/ </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Griffini, M. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Auf dem Grat zwischen Mäßigung und Radikalisierung: Die ersten 100 Tage der Meloni-Regierung. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Quaderni dell Osservatorio elettorale QOE - IJES. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://doi.org/10.36253/qoe-14413 </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Latza Nadeau, B. (2018): Femme Fascista: Wie Giorgia Meloni zum Star der extremen Rechten Italiens wurde, in: World Policy Journal, 35, 2, 2018. </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Livi, M. & Jansen, C. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Meloni und der Rechtsruck in Italien: Eine Analyse fünf Monate nach der Wahl. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Leviathan, 51(2), 169–185. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://doi.org/10.5771 /0340-0425-2023-2-169 </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Lutz, Philip (2021): Neubewertung der Gap-Hypothese: Hartes Reden und schwaches Handeln in der Migrationspolitik? </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In: Party Politics, 27(1), S. 174–186. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Verfügbar unter: https://doi. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">org/10.1177/1354068819840776</span></span></span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Moroni, C. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(2019): La politica si fa immagine: la narrazione visual del Leader politico, in: H-ermes. </span></span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Zeitschrift für Kommunikation, 15. 2019.</span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Oliviero, A. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Meloni und die Migrationsfrage. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Rückblick auf ein Jahr Regierung (MIDEM-Policy Paper 2023-4). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://www.stiftung-mercator.de/content/uploads/2023/10 /TUD_MIDEM_PolicyPaper_2023-4_Giorgia-Meloni-und-Migrationsfrage.pdf </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(POP) Politisches Observatorium für Populismus. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Brüder und Schwestern Italiens: Von den faschistischen Wurzeln zur Normalisierung – ein Doppelinterview. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://populismobserver.com/2023/07/11/brothers-and-sisters-of-italy-a-double-interview/ </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Reisin, A. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Italien.Medien schreiben sich das erste Amtsjahr von Giorgia Meloni schön. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://uebermedien.de/89003/wie-sich-medien-das-erste-amtsjahr-von-giorgia-meloni-schoenschreiben/ </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Roio, C. (2020). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Prefazione. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">La grande trasformazione dell'ultradestra, in: C. Mudde: Ultradestra. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Rom: Luiss University Press. </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Schütz, D. (2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Begriff „Postfaschismus“. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Italienischer Sonderweg. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">TAZ.de. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://taz.de/Begriff-Postfaschismus/!5880112/ </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Seeßlen, G. (2023, 17. August). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Melonis Kürzung der Sozialhilfe als faschistischer Krieg gegen die Armen Italiens. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Gesellschaft als Beute Italien: Ein Lehrstück der Faschisierung in Europa. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Jungle.World, Hintergrund (2023/33). </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Seisselberg, J. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ein Jahr Meloni in Italien – Neue Schale, rechter Kern (04.10.2023; NDR Info Hintergrund). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://www.ndr.de/nachrichten/info/epg/Ein-Jahr-Meloni-neue-Schale-rechter-Kern,sendung1384714.html </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Siefert, A. (2023). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Italien. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Meloni und ihre „Mutter aller Reformen“. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://www.zeit.de/politik/ausland/2023-11/italien-giorgia-meloni-verfassungsreform </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Tagesschau. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(2022). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Porträt. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Giorgia Meloni. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">„Zuallererst Italienerin“. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Tagesschau.de https://www.tagesschau.de/ausland/italien-meloni-107.html </span></span></span></span></span></span></span></span></span></span></li><li><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">ZEIT ONLINE. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(2023, 25. September). </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Gekommen um zu bleiben: Ein Jahr Giorgia Meloni. </span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">https://www.zeit.de/news/2023-09/25/gekommen-um-zu-bleiben-ein-jahr-giorgia-meloni</span></span></span></span></span></span></span></span></span></span></li></ul></div>Ihttp://www.blogger.com/profile/15431337533276494055noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-70281089687580017072023-11-24T14:04:00.004+01:002024-02-13T17:05:48.677+01:00FPÖ-Umfragehoch ein Jahr vor den Nationalratswahlen in Österreich<p><span style="font-family: arial;">In manchen europäischen Ländern haben Populisten bereits die Macht übernommen, wie beispielsweise in Italien, Ungarn oder Polen. Auch in Deutschland ist die AfD stark wie nie und gewinnt zunehmend an Popularität. Spätestens im Herbst 2024 finden in Österreich wieder Nationalratswahlen statt. Und laut aktuellen Umfragen liegt dort ebenfalls eine rechtspopulistische Partei vorne, und zwar die Freiheitliche Partei Österreichs (FPÖ) mit Kanzlerkandidat Herbert Kickl.</span></p><p><!--[if !mso]>
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" width="400" /> </span> </p><p class="MsoNoSpacing" style="line-height: 150%; text-align: justify;"><span style="font-family: arial;">(INSA Austria 2023, Wahlumfrage vom 30.10. bis 02.11.2023, <a href="https://www.zeit.de/gesellschaft/zeitgeschehen/2023-09/fpoe-oesterreich-rechtspopulismus-skandale">https://www.zeit.de/gesellschaft/zeitgeschehen/2023-09/fpoe-oesterreich-rechtspopulismus-skandale</a>)</span></p><p><span style="font-family: arial;">Doch wie hat es die FPÖ trotz vieler Skandale geschafft, zur beliebtesten Partei Österreichs zu werden und damit ein ernsthafter Anwärter auf die österreichische Kanzlerschaft zu sein? Daniel Harper mit seinem Artikel „A year away from national elections, Austria’s far-right is more popular than ever“ vom 06.10.2023, Christof Mackinger mit seinem Artikel “FPÖ in Österreich: Mit Antielitenkurs in die Regierung?“ vom 08.09.2023 und Cathrin Kalweit mit ihrem Artikel „Österreich – Beziheung ja, Liebe nein“ vom 25.06.2023 versuchen, auf diese Frage Antworten zu finden.</span></p><p><span style="font-family: arial;">Dazu ist ein Blick ins Jahr 2019 zurück hilfreich, als Heinz-Christian Strache, der damalige FPÖ-Parteivorsitzende und Vizekanzler, in einem Video erwischt wurde, wie er mit einer angeblichen russischen Oligarchennichte über Großinvestitionen, politische Gefälligkeiten und Korruption spricht. Mit diesem „Ibiza-Skandal“ verlor die FPÖ selbst bei ihren treuesten Anhängern an Glaubwürdigkeit. Infolgedessen trat Heinz-Christian Strache zurück und die Regierungskoalition wurde aufgelöst. Im Jahr 2020 erlebte die FPÖ deswegen ein Umfragetief und erreichte in Umfragen lediglich 11 %.</span></p><p><span style="font-family: arial;">Doch diverse Krisen verhalfen der FPÖ schneller zum Comeback als gedacht. Mithilfe der Corona-Pandemie gelang es der FPÖ, aus dem Umfragetief zu kommen. Die FPÖ stellte sich damals klar gegen die Politik der Regierung. Gegen Beschränkungen der persönlichen Freiheit in Form von Schließungen oder auch Impfungen wurde eifrig mit österreichischen Flaggen demonstriert und Stimmung gemacht. Die FPÖ konnte in dieser Zeit viele Wählerinnen und Wähler davon überzeugen, dass sie die einzig wahrhaft „freie“ Partei ist. Die Corona-Pandemie war für die FPÖ demnach der erste Schritt zurück zu alter Stärke.</span></p><p><span style="font-family: arial;">Ein weiterer entscheidender Faktor für das Wiedererstarken der FPÖ ist die anhaltende Schwäche der anderen Parteien, was sowohl Regierung als auch Opposition betrifft. Zum einen lässt sich da das Verhalten der Regierungspartei ÖVP nennen. Angefangen mit der Ukraine-Krieg kommt es immer mehr zu öffentlicher Kritik an der Regierungspartei aufgrund der explodierenden Preise und der vermeintlichen österreichischen „Neutralität“. Als dann auch noch Kanzler Sebastian Kurz nach monatelangen Ermittlungen wegen Korruption zurücktrat, fanden viele frühere Anhänger den Weg zurück zur FPÖ. Zudem macht sich auch die stärkste Oppsitionspartei, die SPÖ, das Leben immer wieder selbst schwer. Interne Diskussionen um die Parteispitze sowie innere Streitigkeiten schwächen sie seit Jahren.</span></p><p><span style="font-family: arial;">Außerdem spielt das typisch rechtspopulistische Thema der Migration weiterhin eine entscheidende Rolle. Österreich, das an der Balkanroute liegt, verzeichnet jährlich eine hohe Zahl an Asylanträgen, weswegen Migration und Asyl ein präsentes Thema der österreichischen Politik darstellen. Die FPÖ sieht die steigenden Zahlen der Migration als große Bedrohung und wirbt teils mit fragwürdigen und rassistischen Kampagnen. Auch eine gewisse Neigung zum Rechtsextremismus wird der Partei immer wieder vorgeworfen. Gerade innerhalb der FPÖ-Jugend zeichnet sich ein deutlicher Rechtsruck ab.</span></p><p><span style="font-family: arial;">Trotzdem hat es die FPÖ in den letzten Jahren geschafft, ihre Beliebtheit zu stärken und ihre Wählerbasis zu erweitern. Das Vertrauen in die Regierung ist bei vielen Bürgerinnen und Bürgern am Tiefpunkt angelangt. Dies führt dazu, dass auch immer mehr Menschen der Mittelschicht die FPÖ wählen. Sie ist immer weniger eine „männerdominierte Partei der Globalisierungsverlierer“ (Mackinger 2023), sondern eine Partei, deren Anhängerschaft immer „weiblicher, städtischer und wohlhabender“ (Mackinger 2023) wird.</span></p><p><span style="font-family: arial;">Bis zur Wahl 2024 sind es zwar noch einige Monate und es ist unklar, ob die FPÖ ihre Popularität bis dahin halten kann. Doch die anhaltenden Krisen und inneren Streitigkeiten der anderen Parteien lassen darauf schließen. Die Landtagswahlen im größten Bundesland, Niederösterreich, und im wohlhabenden Salzburg haben gezeigt, dass die FPÖ nicht zu unterschätzen ist. Niederösterreich, wo die FPÖ die ÖVP zu einer Koalition gezwungen hat, obwohl Spitzenkandidatin Johanna Mikl-Leitner einen äußerst emotionalen Wahlkampf gegen die Zusammenarbeit geführt hat, zeigt die aktuelle Macht der österreichischen Rechtspopulisten.</span></p><p><span style="font-family: arial;">Und dann kam es überaschenderweise bereits zwei Monate später zur nächsten Koalition auf Landesebene. Auch in Salzburg hatte man sich von Seiten der ÖVP im Vorfeld kritisch gegenüber der FPÖ geäußert, im Endeffekt stellt diese schwarz-blaue Landesregierung nun die dritte ihrer Art dar. Auch deswegen ist die FPÖ-Regierungsbeteiligung auf Bundesebene in Österreich nicht unwahrscheinlich. In Brüssel wird man im nächsten Herbst jedenfalls gespannt nach Wien schauen, um zu sehen, ob ein weiterer europäischer Dominostein in Richtung Rechtspopulismus fallen könnte.</span></p><p><i style="font-family: arial;"><u>Literatur:</u></i></p><ul style="text-align: left;"><li><span style="font-family: arial;">Harper, Daniel (2023): A year away from national elections, Austria’s far-right is more popular than ever (euronews.com vom 06.10.2023). [Online verfügbar unter: <a href="https://www.euronews.com/my-europe/2023/10/06/a-year-away-from-national-elections-austrias-far-right-is-more-popular-than-ever">https://www.euronews.com/my-europe/2023/10/06/a-year-away-from-national-elections-austrias-far-right-is-more-popular-than-ever</a>], (zuletzt geprüft am 22.11.2023).</span></li><li><span style="font-family: arial;">INSA Austria (2023): Wahlumfrage 30.10 – 02.11.2023 (express.at vom 03.10.2023). [Online verfügbar unter: <a href="https://exxpress.at/was-macht-die-regierung-falsch-schwarz-gruen-nur-noch-bei-30-prozent/">https://exxpress.at/was-macht-die-regierung-falsch-schwarz-gruen-nur-noch-bei-30-prozent/</a>], (zuletzt geprüft am 22.11.2023).</span></li><li><span style="font-family: arial;">Kahlweit, Cathrin (2023): Österreich: Beziehung ja, Liebe nein (sueddeutsche.de vom 25.07.2023). [Online verfügbar unter: <a href="https://www.sueddeutsche.de/politik/oesterreich-fpoe-oevp-rechtspopulismus-1.6061474">https://www.sueddeutsche.de/politik/oesterreich-fpoe-oevp-rechtspopulismus-1.6061474</a>], (zuletzt geprüft am 22.11.2023).</span></li><li><span style="font-family: arial;">Mackinger, Christof (2023): FPÖ in Österreich: Mit Antielitenkurs in die Regierung? (zeit.de vom 08.09.2023). [Online verfügbar unter: <a href="https://www.zeit.de/gesellschaft/zeitgeschehen/2023-09/fpoe-oesterreich-rechtspopulismus-skandale">https://www.zeit.de/gesellschaft/zeitgeschehen/2023-09/fpoe-oesterreich-rechtspopulismus-skandale</a>], (zuletzt geprüft am 22.11.2023). </span></li></ul>Sarah M.http://www.blogger.com/profile/06169525940064998737noreply@blogger.com0Wien, Österreich48.2081664 16.371864336.475785167039135 -1.2062607000000014 59.940547632960872 33.9499893tag:blogger.com,1999:blog-1093064628610301853.post-60603423811914159612023-11-09T22:15:00.001+01:002023-11-10T12:48:17.753+01:00Die Abgeordneten der AfD im Europaparlament<p>Am 9. Juni 2024 ist Europawahl. Damit steht uns eine sehr große und bedeutende Wahl bevor. Das heißt, die Unionsbürger:innen dürfen wieder wählen, wer sie im Europaparlament vertritt. Doch was diese Vertreter dann mit ihrem Mandat tun, ist nicht immer durchsichtig. In diesem Beitrag wird der Werdegang der AfD im Europaparlament genauer betrachtet. Bei der Recherche war für mich überraschend, wie schwierig es war, Informationen über ihre parlamentarischen Arbeit zu erhalten, denn die AfD fiel in den letzten Jahren in Europa weniger für ihr Abstimmungsverhalten oder ihre inhaltlichen Vorschläge, sondern viel mehr für ihre personellen Veränderungen auf.</p><p>Die Europawahl 2014 war für die AfD ein Erfolg, denn sie zog das erste Mal in ein Parlament ein. Mit einem Ergebnis von 7,1% schafften es sieben AfD-Abgeordnete ins Parlament: Hans-Olaf Henkel, Bernd Kölmel, Bernd Lucke, Marcus Pretzell, Joachim Starbatty, Ulrike Trebesius und Beatrix von Storch. Sie wurden vom Spitzenkandidaten Lucke angeführt und zunächst in die Fraktion der "Europäischen Konservativen und Reformer" (EKR) aufgenommen. Die EKR ist zwar EU-kritisch, jedoch nicht offen rechtsextrem (vgl. Jankowski, Lewandowsky 2018, S. 570). Zu großen Teilen besteht sie aus Vertretern der britischen Konservativen (vgl. Decker 2022, S.135).</p><p>Die AfD-Delegation wurde nach dem AfD-Parteitag 2015 jedoch von starker Zerrüttung getroffen. Nachdem Bernd Lucke nicht erneut zum AfD-Bundesvorsitzenden gewählt wurde und der Vorsitz von Frauke Petry und Jörg Meuthen besetzt wurde, gründete Lucke eine neue Partei "Allianz für Fortschritt und Aufbruch" (ALFA), später "Liberal-Konservative Reformer" (LKR), dann „Wir Bürger“. Die AfD-Europaabgeordneten schlossen sich zum größten Teil Lucke an und wechselten mit ihm in die neue Partei. Nur Beatrix von Storch und Marcus Pretzell blieben bei der AfD und zunächst auch in der Fraktion EKR (vgl. Jankowski, Lewandowsky, S. 570).</p><p>Doch im Frühjahr 2016 wurde Pretzell aus der Fraktion ausgeschlossen und schloss sich dann der Fraktion "Europa der Nationen und der Freiheit" an, welche hauptsächlich aus Abgeordneten des französischen Front National und der niederlänsichen Partij voor de Vrijheid besteht. Beatrix von Storch wechselte schließlich in die Fraktion "Europa der Freiheit und der Direkten Demokratie" (EFDD), welche vor allem aus Abgeordneten der Partei UKIP besteht. Die Gemeinschaft der AfD im Europaparlament 2014-2019 ist also komplett auseinandergebrochen.</p><p>Jankowski und Lewandowsky untersuchten das Abstimmungsverhalten der AfD-Abgeordneten in dieser Legislaturperiode. Dabei war auffällig, dass sowohl von Storch als auch Pretzell nach ihren Wechseln in andere Fraktionen deutlich stärker ins anti-europäische Lager gewandert sind. Da die EFDD und ENF sehr anti-europäisch sind, ist dies nicht sehr überraschend (vgl. Jankowski & Lewandowsky 2018, S. 582). Des weiteren positionierten sie sich nach dem Eintritt in die neuen Fraktionen ökonomisch linker als zuvor (vgl. Jankowski & Lewandowsky 2018, S. 583).</p><p>Diese Veränderungen im Abstimmungsverhalten traten erst nach dem Eintritt in die neuen Fraktionen und noch nicht nach dem Bruch der AfD auf (vgl. Jankowski & Lewandowsky 2018, S. 582). Somit ist davon auszugehen, dass die neuen Fraktionen einen großen Einfluss auf das Abstimmungsverhalten der Mitglieder haben, und es zeigt deutlich die Fraktionsdisziplin auf, unter dem die Abgeordneten in Parlamenten stehen. Alle Abgeordneten um Bernd Lucke, welche schließlich die AfD verließen und sich der ALFA bzw. LKR anschlossen, veränderten ihr Abstimmungsverhalten leicht in eine pro-europäische Richtung (vgl. Jankowski & Lewandowsky 2018, S. 582).</p><p>Nach dem Zerfall der AfD in der Legislaturperiode 2014-2019 bekam sie durch die Europawahl 2019 eine neue Chance. Wieder wurde die AfD in das Europaparlament gewählt und durfte dieses mal mit einem Ergebnis von 11,0% sogar elf Abgeordnete nach Brüssel schicken. Die Abgeordneten waren Christine Anderson, Gunnar Beck, Markus Buchheit, Nicolaus Fest, Maximilian Krah, Joachim Kuhs, Sylvia Limmer, Guido Reil, Bernhard Zimniok, Lars Patrik Berg und Jörg Meuthen. Sie schlossen sich der neu gegründeten Fraktion „Identität und Demokratie“ (ID) an, welche vor allem aus Abgeordneten der Lega Nord (LN) und Rassemblement National (RN) besteht und als stark rechtspopulistisch eingeordnet werden kann. Damit passt die Fraktion ID deutlich besser zum Auftreten der AfD im Bund als die EKR, welcher sie sich 2014 angeschlossen und die sie dann verlassen hatten.</p><p>Da von Storch und Pretzell nicht noch einmal ins Europaparlament einzogen, hat sich die AfD-Delegation im Europaparlament komplett erneuert. Kein AfD-Mitglied war in beiden Legislaturperioden Teil des Europaparlaments. Auch in den folgenden Jahren war auffällig, dass es eine stetige Fluidität innerhalb der Delegation der AfD gab. Die Partei war in dem Zeitraum nämlich erneut von starken Machtkämpfen geprägt.</p><p>So wechselten auch die Vorsitzenden der Delegation mehrmals. Bis Februar 2022 war Jörg Meuthen der Vorsitzende, welcher dann aber aus der Partei austrat und von Nicolaus Fest abgelöst wurde. Dieser blieb ebenfalls nur ein Jahr auf dem Posten des Vorsitzenden, bis zum Februar 2023, und verließ dann die Partei ebenfalls. Zu seinem Austritt sagte er der Presse, dass er kein Vertrauen mehr in die Delegation gehabt habe. Genau genommen beschuldigte er seinen Abgeordnetenkollegen Maximilian Krah, der für seine TikTok-Auftritte bekannt ist, die Vergabe eines PR-Auftrages manipuliert zu haben. Daraus entstand nicht nur ein Streit in der AfD-Gruppe, sondern die ID entschied außerdem, Krah für drei Monate aus der Fraktion auszuschließen (vgl. Spiegel 2023). Die AfD-Delegation hatte zuvor einstimmig beschlossen, die Suspendierung zu beantragen (vgl. Identität & Demokratie 2022).</p><p>Trotz dieser Entscheidung der Fraktion war es schließlich Fest, der die Partei verließ, und nicht Krah. Ganz freiwillig sei dieser Austritt jedoch nicht gewesen. Wenn Fest nicht freiwillig aus der Partei ausgetreten wäre, hätte ihm ein Ausschlussverfahren gedroht (vgl. Gareth 2023). Neben Fest und Meuthen trat auch der Abgeordnete Berg aus der Partei aus, womit gesagt werden kann, dass über ein Viertel der für die AfD in das Europaparlament gewählten Abgeordneten noch während der Amtszeit die Partei verlassen hat.</p><p>Für die kommende Europawahl 2024 ist eben dieser Maximilian Krah der Spitzenkandidat, der von seiner Fraktion für 3 Monate ausgeschlossen worden war, aber scheinbar die Gunst seiner Partei wiedererlangt hat. Für Außenstehende ist es unmöglich nachzuvollziehen, was wirklich hinter den Kulissen der AfD-Delegation passiert ist und immer noch passiert, wer bei den Meinungsverschiedenheiten Recht und wer Unrecht hat. Dennoch wird aus den öffentlichen Vorfällen deutlich, dass die Delegation äußerst uneins ist, obwohl sie selbst vor den Austritten aus nur elf Mitgliedern bestand.</p><p>Streit und Machtkämpfe dominieren die Tagesordnung, was die parlamentarische Arbeit stark behindert. Ob bei den Vorfällen überhaupt die Kapazität bleibt, sich mit politischen Inhalten zu beschäftigen oder die Aufmerksamkeit der Abgeordneten eher auf ihren Intrigen liegt, ist unklar.</p><p><i>Literatur</i></p><ul style="text-align: left;"><li>Frank Decker u.a. (Hrsg.) (2022): Aufstand der Außenseiter. Die Herausforderung der europäischen Politik durch den neuen Populismus, Nomos</li><li>J. Gareth (2023): Unbeglichene Rechnungen in der AfD, 20.04.2023, https://taz.de/Nicolaus-Fest-droht-Parteiausschluss/!5929313/, letzter Zugriff: 09.11.2023</li><li>Identität & Demokratie (2022): Suspendierung von dr- Maximilian Krah, MdEP, https://de.idgroup.eu/suspendierung_von_dr_maximilian_krah_mdep, letzter Zugriff: 09.11.2023</li><li>Jankowski, Michael, Lewandowsky, Marcel (2018): Die AfD im achten Europäischen Parlament: Eine Analyse der Positionsverschiebung basierend auf namentlichen Abstimmungen von 2014–2016. Z Vgl Polit Wiss 12, 567–589</li><li>Spiegel (2023): EU-Delegationsleiter Fest tritt zurück, https://www.spiegel.de/politik/deutschland/im-eu-parlament-ruecktritt-von-afd-delegationsleiter-nicolaus-fest-a-61ca82e2-e5fc-4bba-ab23-539977de1022, letzter Zugriff: 09.11.2023</li></ul>Alexandra Köchelhttp://www.blogger.com/profile/09508726654252595718noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-15226375152489935172023-11-08T12:39:00.004+01:002023-11-08T14:43:07.633+01:00Marine Le Pen als "Profiteurin des Krieges" in Israel?<p>Mit dem Titel "Profiteurin des Krieges" hat Annika Joeres vor wenigen Tagen in der ZEIT eine Analyse vorgelegt mit folgendem Teaser: "Die Partei von Marine Le Pen startete einst als antisemitische Truppe. Nun stellt sie sich in Frankreich als größte Verteidigerin Israels dar – mit überraschendem Erfolg" (<a href="https://www.zeit.de/politik/ausland/2023-11/marine-le-pen-israel-antisemitismus-frankreich" target="_blank">https://www.zeit.de/politik/ausland/2023-11/marine-le-pen-israel-antisemitismus-frankreich</a>. Joeres beleuchtet darin folgende Gesichtspunkte:</p><ul style="text-align: left;"><li>Trennung von Jean-Marie Le Pen und frühere Verbindungen der RN zu antisemitischen Gruppen</li><li>Marine Le Pen und RN als Verteidiger von Israel und der jüdischen Gemeinschaft</li><li>Marine Le Pens Haltung zu Antisemitismus und das Bemühen der RN, das öffentliche Auftreten zu verbessern</li><li>Wandel innerhalb der RN aufgrund des Hamas-Terrorangriffs</li><li>bevorstehende und vergangene Wahlkämpfe</li><li>Islam und muslimische Flüchtlinge als Feindbild</li><li>Widersprüche in Grundsatzfragen</li><li>Konzentration auf die Bekämpfung von Islamismus als neue politische Agenda</li><li>RN unterstützt jüdische Bürger und Bürgerinnen nur gegenüber islamistischen Taten</li><li>Stillschweigen bei rechtsextremen Übergriffen</li><li>steigende Popularität der RN trotz rassistischer und antisemitischer Geschichte</li></ul><p>In diesem Artikel wird die Wandlung von Marine Le Pen und ihrer rechtsextremen Partei Rassemblement National (RN) analysiert. Hauptthemen sind ihre Haltung gegenüber Israel, den aktuellen Konflikten und dem Judentum.</p><p>Früher war die RN eng mit antisemitischem Gedankengut verflechtet. Beispielweise verharmloste Jean-Marie Le Pen den Holocaust und die Verankerungen mit antisemitischen Vereinen und Burschenschaften. Marine Le Pen schloss ihn 2015 aus der Partei aus, möglicherweise aus Angst, dass seine Aussagen zum Holocaust der Partei schaden könnten. Der Parteiname wurde von „Front National" in „Rassemblement National" umgewandelt, um dadurch das öffentliche Auftreten der Partei zu verbessern.</p><p>Laut einer aktuellen Umfrage der Pariser Ifop-Institus sollen Marine Le Pen und die RN im Hinblick auf die Präsidentschaftswahl im ersten Wahlgang mehr als 30 Prozent der Stimmen erhalten. Das wäre das erste Mal in der Geschichte der RN, dass ihre Parteichefin bei einer Präsidentschaftswahl im ersten Wahlgang so erfolgreich wäre. Sie würde die derzeit aussichtsreichsten Mitbewerbenden deutlich übertreffen. Diese Umfrageergebnisse zeigen, dass Le Pen und ihre Partei derzeit erhebliche politische Unterstützung in Frankreich genießen.</p><p>Es wird darauf hingewiesen, dass es noch vier Jahre bis zur Präsidentschaftswahl in Frankreich sind, aber Le Pen und ihre Partei bereits politisch von dem Terrorangriff der Hamas auf Israel profitiert haben. Sie bezeichnete diesen Angriff als „Pogrom" und sprach sich für eine harte Reaktion Israels gegen die Hamas aus. Dieser Ansatz scheint bei der französischen Wählerschaft Anklang zu finden.</p><p>Joeres betont, dass Le Pen Israel als Verbündeten ansieht und die Hamas als Feind betrachtet. Des Weiteren soll Le Pen immer noch politische Verbündete haben, die in der Vergangenheit für antisemitische Äußerungen kritisiert wurden. Hier wird der ungarische Präsident Viktor Orbán genannt.</p><p>Seit ihrer Parteiübernahme 2011 versucht Le Pen, sie zu „entteufeln“. Das Ziel ist es, die RN für die französische Wählerschaft wählbar zu machen. Es wird darauf hingewiesen, dass Le Pen jetzt verstärkt gegen islamistische Organisationen agiert und sie oft fälschlicherweise mit allen muslimischen Personen und Flüchtlingen aus muslimisch geprägten Ländern gleichsetzt. Die Partei wird von Olivier Véran kritisiert, sich nur dann für jüdische Bürger und Bürgerinnen einzusetzen, wenn sie von islamistischen Überfällen bedroht werden, während sie bei rechtsextremen schweigt, obwohl diese die Mehrheit der rassistischen und antisemitischen Übergriffe in Frankreich ausmachen. Der Islam wird oft als Feindbild dargestellt.</p><p>Es gibt auch Widersprüche in Le Pens Haltung zur finanziellen Unterstützung für Palästina nach dem Hamas-Terrorangriff. Einige Stimmen der RN sagen, dass die Hilfe aufrechterhalten werden sollte, während andere dafür plädieren, sie sofort zu stoppen. Es gibt auch widersprüchliche Aussagen zur Beziehung zu Ländern wie Katar und Ägypten.</p><p>Schließlich wird darauf hingewiesen, dass Le Pen offensichtlich versucht, sich von einigen früheren Strategien zu distanzieren, wie der Nähe zu Russland. Es wird erwartet, dass die Partei bei den kommenden Europawahlen eine beträchtliche finanzielle Unterstützung erhalten wird.</p><p>Insgesamt zeigt der Artikel die Komplexität von Le Pens politischer Entwicklung und die Herausforderungen in Bezug auf Israel und den Nahostkonflikt. Es wird auch darauf hingewiesen, dass es weiterhin Widersprüche und Kontroversen innerhalb der Partei gibt. Darüber hinaus spricht Joeres an, wie sich Marine Le Pen und die RN in der politischen Landschaft Frankreichs positionieren, indem sie Israel und die Bekämpfung des Antisemitismus in den Mittelpunkt ihrer Agenda stellen, um politische Unterstützung zu gewinnen. Dieser Schwenk in der politischen Ausrichtung hat dazu geführt, dass die Partei bei der Wählerschaft erfolgreicher ist, was in den Umfrageergebnissen zur Präsidentschaftswahl deutlich wird.</p><p>Der ausgewählte Titel der Autorin kann als äußerst provokant angesehen werden. Es kann durchaus diskutiert werden, ob Le Pen als Profiteurin des Krieges gesehen werden kann. Einerseits ist es umstritten, ob Marine Le Pen und die RN tatsächlich als Profiteure des Krieges betrachtet werden können, da es viele Nuancen und Widersprüche in ihrer politischen Ausrichtung gibt und ihre Motive und Absichten möglicherweise von verschiedenen Interessen getrieben werden. Andererseits kann Marine Le Pen als Profiteurin des Krieges gesehen werden, da sie und die RN politisch von einem spezifischen Ereignis, dem Hamas-Terrorangriff auf Israel, profitiert haben.</p><p>Dieser Angriff führte zu einem Wandel in Le Pens politischer Agenda und ermöglichte es ihr, sich als Verteidigerin Israels und der jüdischen Gemeinschaft in Frankreich zu präsentieren. Diese neue Positionierung zog Unterstützung der Wählerschaft an, wie in Umfragen gezeigt wurde. Indem sie den Hamas-Terrorangriff als „Pogrom" bezeichnete und sich für eine harte Reaktion Israels gegen die Hamas aussprach, konnte Le Pen politisch von den Spannungen im Nahen Osten profitieren. Dies führte zu einem Anstieg ihrer Popularität und stärkte ihre Position in der politischen Landschaft Frankreichs. Insofern kann sie als Profiteurin des Krieges betrachtet werden, da sie die politischen Auswirkungen des Konflikts zwischen Israel und der Hamas zu ihrem Vorteil nutzt.</p>Arijana Sahinovic http://www.blogger.com/profile/02210163836161750567noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-392263030718030502023-11-06T14:27:00.006+01:002023-11-07T10:19:18.773+01:00Wie sich das französische Parteiensystem 2017 von einer Bi- zur Tripolarität gewandelt hat<p>Dieser Beitrag stellt einige Erkenntnisse meiner Seminararbeit über den Wandel des französischen Parteiensystems vor.<i> </i>Über Jahrzehnte hinweg war das Parteiensystem der V. französischen Republik von einer starken bipolaren Rechts-Links-Logik geprägt. Das politische Spektrum ließ sich dabei in vier grobe Gruppierungen unterteilen: Linkssozialisten und Kommunisten (Linksfront), Sozialisten und Linksliberale (Parti socialiste), dann die gemäßigte Rechte um die rechtsliberalen und konservativen UDI und Les Républicains und schließlich der rechtspopulistische Rassemblement National (früher: Front National).</p><p>Infolge des Mehrheitswahlrechts dominierten die zwei gemäßigten Großparteien des linken und rechten Lagers (PS und LR) die Institutionen. Kleinere Parteien konnten sich durch Bündnisse mit ihnen an der Macht beteiligen. Das Zentrum um die Partei MoDem spielte eine eher untergeordnete Rolle (vgl. Höhne 2015: 41; Kimmel 2017: 328; Ruß-Sattar & Jakob 2018: 5).</p><p>Diese Grundstruktur in einem „semipräsidentiellen System“, in dem das Staatsoberhaupt die Richtlinien der Politik bestimmt, sorgte nach relativer Instabilität in der IV. Republik für stabile Mehrheiten und regelmäßige Machtwechsel zwischen den beiden politischen Lagern. Ferner konnten durch das Wahlsystem extreme Kräfte erfolgreich in Schach gehalten werden. So sorgte auch das Erreichen der Stichwahl von Jean-Marie Le Pen (FN) im Jahr 2002 nicht dafür, dass die bipolare Struktur aufgebrochen wurde, da bei der nachfolgenden Parlamentswahl kein Kandidat der Rechtsextremen in die Nationalversammlung einzog. Man spricht hier auch von einer „republikanischen Front“, die den Einfluss rechtsextremer Kräfte einhegt (vgl. Kimmel 2017: 329-33).</p><p><i>Das Erdbeben 2017<br /></i><img alt="" height="353" src="data:image/png;base64,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" width="334" /><br />Wahlergebnisse nach <a href="https://de.wikipedia.org/wiki/Pr%C3%A4sidentschaftswahl_in_Frankreich_2017" target="_blank">https://de.wikipedia.org/wiki/Pr%C3%A4sidentschaftswahl_in_Frankreich_2017</a></p><p>Diese Bipolarität wurde mit der Wahl Macrons im Jahre 2017 aufgebrochen, was einem politischen Erdbeben gleichkam (vgl. Martin 2017). Obwohl schon vorher andere Parteien versucht hatten, das politische Zentrum zu besetzen und mit der Rechts-Links-Logik zu brechen, war die Situation im Jahr 2017 nach Evans & Ivaldi (2018: 20) aus drei Gründen besonders günstig:</p><ul style="text-align: left;"><li>Eine starke, radikale Wählerschaft (sowohl die linksextreme Partei LFi als auch der rechtspopulistische FN schnitten rekordverdächtig gut ab,</li><li>eine glaubwürdige zentristische Alternative unter Macron, der auch davon profitierte, dass das politische Zentrum überhaupt erst frei wurde ("Da mit Fillon ein Vertreter der ausgesprochen konservativen Orientierung der Republikaner und mit Hamon ein Exponent des linken Flügels der sozialistischen Partei kandidierten, wurde die politische Mitte für Macrons Kandidatur frei", Kimmel 2017: 340),</li><li>eine erhöhte Fragmentierung des Parteiensystems.</li></ul><p>Dem sind weitere Gründe hinzuzufügen:</p><ul style="text-align: left;"><li>Ein mehr und mehr salonfähig gewordener Front National, der unter Marine Le Pen seit 2011 erfolgreich "entdämonisiert" wird,</li><li>eine bemerkenswerte Unzufriedenheit mit den Kandidaten der "Regierungsparteien" (innerhalb der PS war man mit dem Kandidaten Hamon gar so unzufrieden, dass einige Wahlwerbung für Macron machten (vgl. Martin 2017: 251),</li><li>ein immer stärker werdender Konflikt rund um das Thema Globalisierung, auf den ich nun etwas näher eingehen möchte.</li></ul><p>Dieser Konflikt wurde nämlich von den erfolgreichsten Parteien (LREM, RN, LFi) am deutlichsten integriert, während die "Regierungsparteien" sich hierzu gespalten zeigten. Während Macron die "Gewinner" der Globalisierung für sich gewinnen konnte, ein klares Ja zur europäischen Integration hat, kulturliberale Werte vertritt und sich durch eine liberale Wirtschaftspolitik auszeichnet (vgl. Algan et al. 2018: 2ff; Holzer 2018: 121; Kallinich 2020: 23f), attackieren Mélenchon (LFi) und Le Pen (RN) den gegenwärtigen Kurs von linker bzw. rechter Seite.</p><p>Dies lässt sich an Le Pens hartem Kurs beim Thema Migration, ihrer Ablehnung des Multikulturalismus, einem starken EU-Skeptizismus bis hin zum lange Jahre angestrebten ‚Frexit‘, einem großen Misstrauen ihrer Wähler gegenüber dem politischen System (vgl. Algan et al. 2018: 19.32; Durovic 2019: 1491f) und dem geforderten Wirtschaftsprotektionismus zeigen.</p><p>Mélenchons Partei zeichnet sich durch ihren Euroskeptizismus, ihre globalisierungskritische Einstellung und das ebenfalls relativ starke Misstrauen ihrer Wähler gegenüber dem politischen System (vgl. Algan et al. 2018: 32) aus, gründet aber nicht in einer generellen Ablehnung der Globalisierung, sondern in ihrer neoliberalen Ausprägung (vgl. Martin 2017: 261-63).</p><p>Weiter lässt sich festhalten, dass sich diese Konfliktlinie mitten durch die Mitte-Rechts- und Mitte-Links-Parteien zieht (vgl. Grillmayer 2017: 211). Auf linker und rechter Seite lassen sich jeweils Befürworter und Ablehner der Globalisierung in ihrer gegenwärtigen Ausprägung ausmachen. Die klassischen Volksparteien weisen bei diesem Konflikt also Elemente beider Pole auf.</p><p>Dies lässt folgende Schlussfolgerung zu: Die neue Konfliktlinie rund um die Globalisierung (Offenheit vs. Geschlossenheit) verläuft entgegen der Rechts-Links-Logik und trennt nicht das linke vom rechten Lager, sondern die Mitte von den Extremen (vgl. Pütz 2017: 206-08). Auf Seite der Rechtspopulisten liegt die Vermutung nahe, dass die Probleme der Globalisierung durch den Rückzug ins Nationale gelöst werden sollen, auf Seite der Linksextremen hingegen durch eine Demokratisierung und Neuordnung der Institutionen jenseits einer neoliberalen Grundordnung (vgl. Martin 2017: 257-63). Die folgende Grafik (eigene Darstellung) macht diese Entwicklung deutlich:<br /></p><p><img alt="" height="143" src="data:image/png;base64,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" width="493" /><br /><br />Die Präsidentschaftwahl 2022 konnte diese Entwicklung eindrucksvoll bestätigen:<br /><img alt="" height="405" src="data:image/png;base64,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" width="341" /> <br />Wahlergebnisse nach: <a href="https://de.wikipedia.org/wiki/Pr%C3%A4sidentschaftswahl_in_Frankreich_2022" target="_blank">https://de.wikipedia.org/wiki/Pr%C3%A4sidentschaftswahl_in_Frankreich_2022</a> <br /><br />RN und LFi konnten ihre Ergebnisse sogar weiter verbessern, während die traditionellen Regierungsparteien in der Bedeutungslosigkeit versunken sind. Die große Frage, die sich damit für die Präsidentschaftswahl 2027 stellt, lautet: Was wird passieren, wenn mit Macron die einzige Alternative des politischen Zentrums wegfällt, da er dann bereits zwei Legislaturperioden im Amt war? Eine rechtspopulistische Regierung unter Marine Le Pen scheint realistischer denn je - die republikanische Front in Frankreich wackelt erheblich. Die Folgen für Deutschland und die EU wären gravierend...<br /><br /><i>Literatur</i></p><ul style="text-align: left;"><li>Algan et al. (2018): The rise of populism and the collapse of the left-right paradigm: Lessons from the 2017 French presidential election. In: Cepremap Working Papers (Docweb) 1805.</li><li>Durovic, Anja (2019): The French elections of 2017: shaking the disease? In: West European Politics. Volume 42,7. S. 1487-1503.</li><li>Evans, Jocelyn & Ivaldi, Gilles (2018): The 2017 French Presidential Elections.: A Political Reformation?. Palgrave; Springer International Publishing, 2018, 978-3-319-68326-3.10.1007/978-3-319-68327-0.halshs-01697559.</li><li>Grillmayer, Dominik (2017): Das Wahljahr 2017. In: Bürger & Staat. Frankreich. Heft 4-2017, 67. Jahrgang. Landeszentrale für politische Bildung Baden-Württemberg. Ulm:</li><li>Süddeutsche Verlagsgesellschaft. S. 210-15.</li><li>Holzer, Birgit (2018): Understanding the Macron Phenomenon - The Causes and Consequences of an Unprecedented Political Rise. In: Echle, Christian et al. (Hg.): Panorama. Insights into Asian and European Affairs. Singapore: Konrad-Adenauer- Stiftung. S. 113-22.</li><li>Höhne, Roland (2015): Parteiensystem im Umbruch. In: Rill, Richard (Hg.): Frankreich im Umbruch. Argumente und Materialien zum Zeitgeschehen, 100. München: Hanns Seidel Stiftung; Akademie für Politik und Zeitgeschehen. S. 41-48.</li><li>Kallinich, Daniela (2020): Zwischen Polarisierung und Moderation. Frankreichs Präsident Macon und sein Dritter Weg auf dem Prüfstand. Brüssel: Friedrich-Naumann-Stiftung.</li><li>Kimmel, Adolf (2017): Die französischen Wahlen 2017 und die Entwicklung des</li><li>Parteiensystems. In: Zeitschrift für Politik. Vol. 64, No. 3. Baden-Baden: Nomos</li><li>Verlag. S. 328-49.</li><li>Martin, Pierre (2017): Un séisme politique. L’élection présidentielle de 2017. Commentaire 158: 249–264.</li><li>Pütz, Christine (2017): Frankreichs Parteiensystem im Wandel. In: Bürger & Staat. Frankreich. Heft 4-2017, 67. Jahrgang. Landeszentrale für politische Bildung Baden-Württemberg. Ulm: Süddeutsche Verlagsgesellschaft. S. 204-09.</li><li>Ruß-Sattar, S., & Jakob, S. (2018): Unruhe im System: seit Macrons Wahl wandelt sich die französische Parteienlandschaft. (DGAP-Analyse, 2). Berlin: Forschungsinstitut der Deutschen Gesellschaft für Auswärtige Politik e.V.. Online verfügbar unter: https://nbn-resolving.org/urn:nbn:de:0168-ssoar-58156-7. Abgerufen am: 24.02.22.</li></ul>Silas.K.http://www.blogger.com/profile/10293819740090342857noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-67123955395063511682023-11-03T18:39:00.007+01:002023-11-04T14:21:25.746+01:00Krisen und Kontrollverluste als Treiber autoritärer Versuchungen - Heitmeyers Beitrag zur Erklärung des Erstarkens des autoritären Nationalradikalismus der AfD<p><b>1. Einleitung </b><br /><br />Das Besondere an Wilhelm Heitmeyer ist, dass er uns empirisch erklärt, was wir vorher nur vermutet oder gesagt bekommen haben. Der Sozialwissenschaftler Wilhelm Heitmeyer, Jahrgang 1945, forscht seit Jahrzehnten zu gruppenbezogener Menschenfeindlichkeit und Rechtsextremismus (<a href="https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=21765">Universität Bielefeld, o.J.</a>). Bekannt geworden ist er als Gründungsdirektor des Instituts für interdisziplinäre Konflikt- und Gewaltforschung der Universität Bielefeld 1996, wo er bis zu seiner altersbedingten Emeritierung als Direktor fungierte. Seine Langzeitstudie „Deutsche Zustände“ zu rechtsextremen Einstellungen in der Gesellschaft und zu gruppenbezogener Menschenfeindlichkeit machen ihn zu einem der „wichtigsten Rechtsextremismus-Forscher der Bundesrepublik“ (<a href="https://www.sueddeutsche.de/kultur/wilhelm-heitmeyer-afd-analyse-1.6012038?reduced=true">Laudenbach, 2023</a>).<br /><br />Im folgenden Beitrag soll es um ausgewählte Arbeiten von Heitmeyer gehen. In seinen jüngeren Veröffentlichungen nimmt er die Mechanismen von Krisen und daraus resultierenden Kontrollverlusten als Treiber von autoritären Versuchungen in den Fokus. In Bezug darauf wird in der vorliegenden Arbeit genauer auf Heitmeyers Beitrag zur Erklärung des Erstarkens des „autoritären Nationalradikalismus“ eingegangen. Hierunter fällt die Partei „Alternative für Deutschland (AfD)“, die den Kern dieses Politiktypus in Deutschland ausmacht.</p><p>Heitmeyer stellte um die Jahrtausendwende die These auf, der globalisierte Kapitalismus bringe vielfältige Schieflagen mit sich in Form von Desintegration, Abstiegsängsten und Kontrollverlusten. Damals ahnte er noch nichts von den Krisen, die in den folgenden „entsicherten Jahrzehnten“ auf uns zukommen und uns vor erhebliche Herausforderungen stellen würden (Heitmeyer, 2018, S. 89).<br /><br />Die aufgestellte These rund um soziale, politische und ökonomische Strukturentwicklungen wurde mit individuellen und kollektiven Verarbeitungsmustern gekoppelt und 2022 um Krisen der „Post-9/11“-Ära und Kontrollverluste als Krisenfolgen erweitert. Diese wiederum bilden einen Nährboden für autoritäre Versuchungen, für sogenannte rechte Bedrohungsallianzen als politische Folgen autoritärer Entwicklungen.</p><p>Die Ergebnisse der Langzeitstudie eignen sich, um das Aufkommen und Erstarken einer autoritär nationalradikalen Partei wie der Alternative für Deutschland zu beleuchten. Heitmeyer ist es, der durch seine Sozialstrukturanalyse das vielzitierte Fünftel (19,6%) der Bevölkerung empirisch nachweisen konnte, das der rechtspopulistisch eingestellten Gruppe in der Bevölkerung mit Einstellungen der gruppenbezogenen Menschenfeindlichkeit zugeordnet werden kann (Schaefer, Mansel & Heitmeyer, 2002, S. 125 f.).</p><p>Wahlpolitisch blieben diese Teile der Bevölkerung lange unbedeutend. Die Wähler:innen waren meist keiner Partei zugehörig, sie „vagabundierten“ zwischen den Parteien von Wahl zu Wahl oder wählten gar nicht; viele harrten in einer „wutgetränkten Apathie“. Bis zu dem Jahr, als die AfD auf die politische Oberfläche trat und ab 2015 eine radikale Entwicklung nahm; ein „politisches Ortsangebot“ für diese Teile der Bevölkerung ist gefunden (Heitmeyer, Freiheit & Sitzer, 2021, S. 113 ff.).</p><p>Im folgenden wird zuerst eine begriffliche Rahmung des Politiktypus des „autoritären Nationalradikalismus“ vorgenommen. Zentrale Schemata der Arbeiten von Wilhelm Heitmeyer sollen beleuchtet werden. Nach diesen Ausführungen wird der Blick auf Krisen und Kontrollverluste und ihre Funktion als Treiber autoritärer Entwicklungen gerichtet. Im letzten Schritt geht es um die Ausprägung des autoritären Nationalradikalismus in Form der AfD.</p><span><a name='more'></a></span><p><b>2. Der autoritäre Nationalradikalismus</b></p><p>Um über Heitmeyers Arbeiten zu schreiben, bedarf es einer Konturierung der von ihm verwendeten Begriffe. Im Folgenden werden die Begriffe des Autoritarismus und der dichotomischen Welt- und Gesellschaftsbilder erklärt, um anschließend den politischen Typus des autoritären Nationalradikalismus von Rechtspopulismus und Rechtsextremismus abzugrenzen und entsprechend zu erläutern.<i> </i></p><p><i>2.1 Autoritarismus</i></p><p>Das Legitimations- und Strukturmuster politischer Macht des Autoritarismus gründet auf einer Beziehung zwischen “Machthaber:innen“ in Regierungen, Parteien und anderen Organisationen und „Machtunterworfenen“. Unter Machthaber:innen versteht man Amts-, Funktions- und Handlungsträger:innen, während Machtunterworfene Mitglieder, Gefolgsleute oder Anhänger:innen sind (Frankenberg & Heitmeyer, 2022, S. 31). Abhängig ist diese Beziehung in der sozialen Praxis von der Autorität der Machthabenden und der Reaktion der Unterworfenen.</p><p>Autorität kann aus Bewunderung, begeisterter Unterstützung, Respekt, Ehrfurcht oder gleichmütiger Duldung aus freien Stücken zugeschrieben werden und gründet in Anerkennung. Jedoch wird Autorität dann autoritär, „[...] wenn Willfährigkeit aufgenötigt, Unterwerfung durch Täuschung bewirkt, Gehorsam durch Drohung oder handgreifliche Gewalt erzwungen wird“ (Frankenberg & Heitmeyer, 2022, S. 32).</p><p>Eine dominante Rolle spielen Grunderzählungen in der Entwicklung des Autoritären. Hierzu zählen die Bedrohung von Ordnung, die Auflösung von Identitäten, das Zerstören von Hierarchien und Dominanzen, Fantasien vom Untergang des (deutschen) Volkes sowie der Opferstatus aufgrund des Agierens feindlicher Mächte sowohl aus dem Inneren wie von außen (Frankenberg & Heitmeyer, 2022, S. 35). Diese Kennzeichen der Bedrohung, Auflösung, Zerstörung, des Untergangs etc. haben die Funktion, kollektive Ängste zu schüren. Zugleich sollen so Mobilisierungen in Gang gesetzt und autoritäre Bewegungen und Bestrebungen angetrieben werden (Frankenberg & Heitmeyer, 2022, S. 35).</p><p>Frankenberg & Heitmeyer beschreiben die politische Rhetorik des Autoritären als Diskurslogik, die sich vor allem in Wahlpropaganda und programmatischen Erklärungen zeigt. Diese konstruieren manichäische Weltbilder, weisen eine dichotomische Struktur auf und manifestieren sich auf drei Ebenen, wie die folgende Abbildung zeigt. Häufig anzutreffen sind die Gegensätze von Volk vs. Elite, geschlossene vs. offene Gesellschaft, wir vs. die oder Ungleichwertigkeit vs. Gleichwertigkeit.<br /></p> <p></p><p><img alt="" height="319" 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" width="400" /> </p><p>Abbildung 1: Dichotomische Welt- und Gesellschaftsbilder</p><p> (Quelle: eigene Darstellung nach Heitmeyer, 2018, S. 248)</p><p><i>2.2 Dichotomische Welt- und Gesellschaftsbilder</i></p><p>Diese Gegensätze laufen auf „Entweder-Oder“-Konflikte hinaus, die sich immer aufs „Ganze“ beziehen, da es um „Alles“ geht (Heitmeyer, 2022 b, S. 275). Der Streitgegenstand wird der Verhandlung oder dem Kompromiss entzogen, ein „Mehr-oder-Weniger“ ist nicht möglich. Die von autoritären Bewegungen, Organisationen und Regimen geführten Konflikte zielen demnach nicht auf Verständigung oder Verhandlungen ab. Es geht um „[...] Entscheidungen zugunsten einer rigiden Machtdurchsetzung und Machtsicherung mit möglichst umfassender Verhaltenskontrolle in allen Lebensbereichen der Gesellschaft und den Institutionen des politischen Systems“ (Frankenberg & Heitmeyer, 2022, S. 37).</p><p>Gesellschaftliche Entwicklungen sind von immer höherer Komplexität und Ambivalenz geprägt. Ebenso nimmt ihre Unübersichtlichkeit zu und sie verändern sich mit zunehmender Geschwindigkeit. In diesem Zuge stehen politische Akteur:innen vor der Herausforderung, ihre Ambitionen und Machtansprüche für die jeweilige Wähler:innenschaft passend aufzubereiten. Hierzu gehört das Anbieten von Welt- und Gesellschaftsbildern, die Unübersichtlichkeit strukturieren, Entschleunigung versprechen und Komplexität reduzieren. Aus diesen Gründen werden von gemäßigten und extremen rechten Bewegungen und Parteien solche Dichotomien verwendet, die das Ordnen der eigenen Gefühlslagen, Erfahrungen und der eigenen Weltsichten erleichtern.<i> </i></p><p><i>2.3 Populismus und Rechtspopulismus</i></p><p>Populismus sieht Heitmeyer als Stil der Mobilisierung, der übergehen kann in eine „machiavellistische Strategie zur Erlangung oder Verteidigung der Macht“ und auf marginalisierte Gruppen abzielt. Hinzu kommt häufig eine populistisch etikettierte Rhetorik und schlichte, aber einflussreiche Weltdeutungen, die dazu dienen, Ressentiments zu aktivieren, um eine imaginäre, kollektive Identität zu beschwören. Dies ganz im Sinne eines authentischen Volkes oder „der Nation“ gegen Elit:innen, gegen „das System“, Minderheiten oder die „Lügenpresse“ (Frankenberg & Heitmeyer, 2022, S. 24).</p><p>Nach Heitmeyer hat sich eine allgemein akzeptierte Definition von Populismus etabliert, wonach eine Bewegung dann als populistisch charakterisiert werden kann, „[...] wenn ihr die Unterscheidung zwischen dem „wahren“ Volk einerseits und den ausbeuterischen, dekadenten, volksverräterischen Eliten andererseits zugrunde liegt“ (Heitmeyer, 2018, S. 231). Heitmeyer verwendet mittlerweile meist den Begriff autoritär anstelle von populistisch, im Folgenden wird ebenfalls diese Bezeichnung verwendet.</p><p>Beim Rechtspopulismus prangert Heitmeyer eine „inflationäre Verwendung“ ohne wirkliche Trennschärfe an, der keine einheitliche Definition hat, oftmals jedoch als Form des Autoritarismus mit „dünner Ideologie“ und als Vergangenheitsorientierung beschrieben wird (Heitmeyer, 2018, S. 231). Im Allgemeinen bezeichnet er den Rechtspopulismus als eine Ergänzung des populistischen Grundprinzips „Volk gegen Elite“ um eine nationalistische Rhetorik (Heitmeyer, 2018, S. 232).</p><p>Zur These der „dünnen Ideologie“ führt Heitmeyer an, dass sich populistische bzw. autoritäre Bestrebungen nicht nur durch ihren Politikstil und einer auf Machterwerb zielenden Strategie auszeichnen, sondern durch ein „Set von Ideen“ und einem spezifischen Politik- und Demokratieverständnis, also ein Muster zur Deutung der gesellschaftlichen Wirklichkeit anbieten, das sich nicht nur auf Kritik an Elit:innen und demokratischer Repräsentation beschränkt.</p><blockquote><p>„Mit der ideologischen Kombination und politischen Handlungsagenda von Antielitismus und Antipluralismus, einer Kultur der unmittelbaren Kommunikation, einem xenophoben Nationalismus und dem Phantasma imaginärer Gemeinschaftlichkeit entfernt sich die Beschreibung des Populismus weit von demokratischen grass roots und nimmt die Deutungsangebote aus dem Lager des Autoritarismus an“ (Frankenberg & Heitmeyer, 2022, S. 25).<i> </i></p></blockquote><p><i>2.4 Autoritärer Nationalradikalismus</i></p><p>Der Einheitsbegriff des Rechtspopulismus als „catch-all-term“ wird nach Heitmeyer der sperrigen Realität nicht gerecht und hat viele alternative Benennungen verkümmern lassen. Zudem werden mit Nutzen dieses Begriffes durch Wissenschaft, Politik und Medien Vernebelungstaktiken der politischen Akteur:innen und Bewegungen bedient, da nicht die genauen ideologischen Komponenten ihrer jeweiligen Programme benannt werden. Das Abbilden der vielfältigen Realität muss auch begrifflich differenziert abgebildet werden, was notwendig ist, um „Gegengifte“ zu entwickeln. Daher müssen die Begriffe „sperrig und unpoliert“ sein (Heitmeyer, Freiheit & Sitzer, 2021, S. 105).</p><p>Der autoritäre Nationalradikalismus bewegt sich zwischen dem Rechtspopulismus und dem gewalttätigen Rechtsextremismus bzw. Neonazismus. Anzumerken ist, dass es sich nicht um eine faschistische Gesinnung handelt, da der italienische Faschismus nicht mit dem Nationalsozialismus identisch ist, in dem der Antisemitismus zentral ist (Heitmeyer, Freiheit & Sitzer, 2021, S. 106). Der gewalttätige Rechtsextremismus schreckt viele Wähler:innen oder Sympathisant:innen ab, da er in öffentlichen Räumen situativen Schrecken verbreiten will.</p><p>Im Gegensatz dazu weist der Rechtspopulismus eine „flache“ Ideologie auf und ist mit der dramatisierten Konfliktlinie Volk vs. Elite auf kurzzeitige Erregungszustände ausgerichtet, die über klassische Massenmedien und die sozialen Medien verbreitet werden sollen, wie Abbildung 2 anschaulich darstellt (Heitmeyer, Freiheit & Sitzer, 2021, S. 106). Der autoritäre Nationalradikalismus hingegen zielt auf die destabilisierende Veränderung gesellschaftlicher und politischer Institutionen. Zudem bedient er sich dichotomischer Welt- und Gesellschaftsbilder, um destabilisierende Veränderungen erreichen zu können.</p><p><img alt="" height="119" 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" width="400" /> </p><p></p><p></p><p></p><p></p><p></p><p>Abbildung 2: Die Erfolgsspur des autoritären Nationalradikalismus (Quelle: eigene Darstellung nach Heitmeyer, 2018, S. 236; Heitmeyer, Freiheit & Sitzer, 2021, S. 107)</p><p>Drei markante Charakteristika des autoritären Nationalradikalismus werden in der Sozialforschung hervorgehoben. Diese werden im folgenden erklärt und in Kapitel 6 auf die AfD bezogen:</p><ul style="text-align: left;"><li>Das <i>Autoritäre </i>zeigt sich in der Betonung einer hierarchischen sozialen Ordnung, in Forderungen nach rigider Führung politischer Institutionen und in einem fundamentalistischen Verständnis des Agierens und Opponierens auf politischer Ebene ohne Kompromisse. Politik und Gesellschaft sollen also entsprechend einem Kontrollparadigma organisiert werden. Dichotomische Gesellschaftsbilder sind maßgebend und operieren als Grundlage für kämpferisch initiierte „Entweder-oder-Konflikte“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 105).</li><li>Die Betonung der besonderen Stellung des deutschen Volkes bildet das <i>Nationale </i>des autoritären Nationalradikalismus. Formulierungen und Parolen wie „Deutschland den Deutschen“ oder „Deutschland zuerst“ unterstreichen eine Überlegenheit gegenüber anderen Völkern, Nationen, ethnischen und religiösen Gruppen und eine neue, „deutsche“ Vergangenheitsdeutung wird reklamiert (Heitmeyer, Freiheit & Sitzer, 2021, S. 105 f.).</li><li>Das <i>Radikale</i>, vom ursprünglichen Wortsinn aus dem Lateinischen (radix = Wurzel) her bestimmt, richtet sich gegen die offene Gesellschaft und die liberale Demokratie, die trotz zahlreicher kritikwürdiger Defekte erst durch jahrzehntelange Entwicklungen und Freiheitskämpfe ermöglicht wurden. Ein rabiater und emotionalisierter Mobilisierungsstil wird dazu angewendet, der sich vor allem durch menschenfeindliche Grenzüberschreitungen auszeichnet (vgl. Heitmeyer, Freiheit & Sitzer, 2021, S. 106).</li></ul><p>Weiterhin ist auf acht Elemente hinzuweisen, die zum Instrumentarium des organisierten autoritären Nationalradikalismus zählen:</p><ul style="text-align: left;"><li>„„Deutsch-Sein“ als Schlüsselkategorie und sicherheitsspendender Identitätsanker;</li><li>Propagandierung dichotomer Weltbilder;</li><li>Kontrollparadigma als Versprechen einer autoritären sozialen Ordnung;</li><li>Emotionalisierung gesellschaftlicher Probleme als Kontrollverluste;</li><li>eskalativer Mobilisierungsstil zur Wiederherstellung von Kontrolle;</li><li>Forcierung sozialer Vergleichsprozesse zwecks Radikalisierung;</li><li>Ausnutzen der „Gewaltmembran“, um mit bestimmten Begriffen andernorts Gewalt freizusetzen und Legitimationen zu liefern;</li><li>Konstruktion einer „Opferrolle“, um Sympathisanten an sich zu binden und ein Recht auf „Notwehr“ zu etablieren“ (Heitmeyer, 2018, S. 213-276; Heitmeyer, Freiheit & Sitzer, 2021, S. 111).</li></ul><p>Diese Elemente sind deshalb wichtig zu nennen, da sie als Grundlage für drei wichtige Ziele dienen, die autoritär nationalradikale Parteien verfolgen:</p><ul style="text-align: left;"><li>Das Besetzen vakanter politischer Themenräume, die von etablierten Parteien in der Vergangenheit übersehen wurden,</li><li>das Verschieben des Sagbaren, wobei Heitmeyer auf die Theorie des „Overton-Windows“ hinweist, sowie drittens</li><li>die Normalisierung von Positionen und dadurch die Schaffung neuer Normalitätsstandards (vgl. Heitmeyer, Freiheit & Sitzer, 2021, S. 111 f.).</li></ul><p>Der autoritäre Nationalradikalismus wird ab Kapitel 5 ausführlich in Bezug auf die Partei „Alternative für Deutschland“ dargestellt, die den Kern des autoritären Nationalradikalismus in Deutschland bildet.<i> </i></p><p><i>2.5 Rechtsautoritär und rechtsextrem</i></p><p>Den Bezug von Autoritärem zu Rechtsautoritärem und Rechtsextremem begründen Frankenberg & Heitmeyer damit, dass „für die Übersetzung des Autoritären in die aktuellen gesellschaftlichen und politischen Zustände und Entwicklung [...] eine Fokussierung auf das rechtsautoritäre und rechtsextreme Spektrum angebracht“ ist (2022, S. 40).</p><p>In Ermangelung einer umfassenden Definition von Rechtsextremismus, die die Dimension der Gewalt beinhaltet, hat Heitmeyer ein eigenes Konzept vorgelegt (Frankenberg & Heitmeyer, 2022, S. 40). Dieses akzentuiert die „Kernverbindung“ von Ideologie der Ungleichheit und Gewaltakzeptanz. Die Ideologie der Ungleichheit enthält zwei zentrale Dimensionen, wobei die erste gruppenbezogen auf Ungleichwertigkeit ausgerichtet ist und sich später als „gruppenbezogene Menschenfeindlichkeit“ ausgeprägt hat:</p><blockquote><p>„Sie zeigt sich in Facetten wie nationalistische bzw. völkische Selbstübersteigerung; rassistische Einordnung; soziobiologische Behauptung von natürlichen Hierarchien; sozialdarwinistische Betonung des Rechts des Stärkeren; totalitäre Normverständnisse im Hinblick auf Abwertung des „Anders-Sein“ und die Betonung von kultureller Homogenität gegen Heterogenität“ (Frankenberg & Heitmeyer, 2022, S. 40 f.).</p></blockquote><p>Diese erste Dimension lässt sich als Vorlage für die späteren Studien „Deutsche Zustände“ von Wilhelm Heitmeyer verstehen. Die zweite Dimension der Ideologie der Ungleichheit hat sich als lebenslagenbezogen erwiesen und verweist auf Ausgrenzungsforderungen in Form von kultureller, politischer, rechtlicher, ökonomischer sowie sozialer Ungleichbehandlung von Fremden bzw. „Anderen“.</p><p>Die Gewaltakzeptanz haben Frankenberg & Heitmeyer in vier ansteigend eskalierende „Varianten der Überzeugung unabänderlicher Existenz von Gewalt“ kategorisiert, hinter denen die Grundannahme steht, dass Gewalt als „normale Aktionsform zur Regelung von Konflikten“ und demnach als legitim angesehen würde (2022, S. 41). Insofern überrascht die Tatsache nicht, dass etwa rationale Diskurse oder demokratische Regelungsformen von sozialen und politischen Konflikten abgelehnt und autoritäre oder gar militaristische Umgangsformen und Stile betont werden (Frankenberg & Heitmeyer, 2022, S. 41).</p><p>Die politikwissenschaftliche Forschung zum Rechtsextremismus sieht Heitmeyer fixiert auf politische Symbole, historisch-politische Bezugnahmen, Parteiprogramme und Wahlerfolge. Jedoch reicht dieser Fokus nicht aus, um den Aufschwung rechter und rechtsextremer Kräfte in der Gesellschaft zu erklären – weshalb der „[..] Blick auf die Zusammenhänge zwischen ökonomischen, sozialen und politischen Strukturentwicklungen, den individuellen und kollektiven Verarbeitungen und den politischen Handlungskonsequenzen, wenn ein entsprechendes Handlungsangebot vorhanden ist“, geweitet werden muss (Frankenberg & Heitmeyer, 2022, S. 41).</p><p>Dies beschreibt das „Analyseschema“ (siehe Abbildung 5) im folgenden Kapitel. Fürderhin sollen nicht einzelne Aspekte oder Ereignisse parzelliert betrachtet werden, sondern mittels des „konzentrischen Eskalationskontinuums“ die „rechten Bedrohungsallianzen“, die bis in die Mitte der Gesellschaft hineinreichen, sichtbar werden. Hierzu hat Heitmeyer 2018 ein weiteres Untersuchungsmodell entwickelt (siehe Abbildung 3). Die beiden Schemata werden folgend beschrieben. Vorangestellt finden sich die zentralen Ausgangspunkte und Thesen von Wilhelm Heitmeyer, auf denen die Schemata beruhen.<b> </b></p><p><b>3. Heitmeyers Arbeiten: Zentrale Thesen und Schemata</b></p><p>Wilhelm Heitmeyers Studien knüpften ursprünglich an die mittlerweile vielzitierte Prognose Ralf Dahrendorfs aus 1997 an, dass wir uns „an der Schwelle zum autoritären Jahrhundert“ befinden würden, da vieles auf solch eine Entwicklung hindeuten würde (<a href="https://www.zeit.de/1997/47/thema.txt.19971114.xml/komplettansicht">Dahrendorf, 1997</a>; Heitmeyer, 2022 b, S. 256). Dahrendorf wies vor über 25 Jahren auf das verhängnisvolle Zusammenwirken von Ökonomie, politischer Partizipation und sozialer Integration bzw. Desintegration hin und deutete dieses Spannungsverhältnis als eine „Quadratur des Kreises“. Heitmeyer fragt in diesem Zusammenhang, „zu wessen Lasten diese Spannungen gehen würden“ und „[...] wie sich unter dem Druck der kapitalistischen Kontrollgewinne die individuellen, kollektiven und institutionellen Kontrollverluste auswirken würden“ (Heitmeyer, 2022 b, S. 256).</p><p>Insbesondere die Langzeitstudie „Deutsche Zustände“ zur gruppenbezogenen Menschenfeindlichkeit hat ergiebiges Daten- und Analysematerial erbracht, welches Heitmeyer in seinen Arbeiten verwendet (Heitmeyer, 2018, S. 28). Das Projekt mit seinen jährlichen repräsentativen Bevölkerungsbefragungen dient dazu, Langzeitverläufe sichtbar zu machen und eignet sich, um das Aufkommen und Erstarken der autoritär nationalradikalen AfD zu beleuchten.</p><p>Heitmeyer konnte mit Hilfe der Resultate empirisch Zusammenhänge in zwei Richtungen nachweisen: „für die Unterstützung autoritärer Bewegungen sowie Parteien und gegen verschiedene Gruppen in der Gesellschaft (Frankenberg & Heitmeyer, 2022, S. 55). Je deutlicher man autoritäre Überzeugungen vertritt, desto eher stimme man fremdenfeindlichen und rassistischen Äußerungen zu, abgeschwächt auch Äußerungen zu Antisemitismus, Heterophobie und klassischem Sexismus sowie der These von Etabliertenvorrechten, also sozialer Dominanz in einem Hierarchiengefüge.</p><p>So kam Heitmeyer auf das oben erwähnte und seither vielzitierte Fünftel der Bevölkerung (19,6%), das Einstellungen zu gruppenbezogener Menschenfeindlichkeit hegt und als „Machtmaterial“ für autoritäre Bewegungen, Parteien und Regime zur Etablierung und Sicherung von autoritären gesellschaftlichen und politischen Machtstrukturen dienen kann (Schaefer, Mansel & Heitmeyer, 2002, S. 125 f.; Frankenberg & Heitmeyer, 2022, S. 56). 2001 formulierte Wilhelm Heitmeyer seinen Ausgangspunkt wie folgt:</p><blockquote><p>„Die zu verfolgende These geht davon aus, daß [sic] sich ein autoritärer Kapitalismus herausbildet, der vielfältige Kontrollverluste erzeugt, die auch zu Demokratieentleerungen beitragen, so daß neue autoritäre Versuchungen durch staatliche Kontroll- und Repressionspolitik wie auch rabiater Rechtspopulismus befördert werden“ (Heitmeyer, 2001, S. 500).</p></blockquote><p>Der sogenannte „autoritäre Kapitalismus“ entstand durch eine neoliberale Politik rund um die Jahrtausendwende. Weitreichende ökonomische Kontrollgewinne in einerseits gesellschaftlichen Lebensbereichen über soziale Standards von Verdiensten und soziale Absicherung sowie andererseits über Standortentscheidungen waren zu verzeichnen, ergo übergriffig eindringende Prozesse, sodass nun mehr ökonomische Dominanz als Quelle für Kontrolllosigkeit sowie für Anomie gilt.</p><p>Diese weitreichenden Kontrollgewinne des Kapitals wurden begleitet von ebenso weitreichenden politischen Kontrollverlusten nationalstaatlicher Politik, verbunden mit sozialen Desintegrationsprozessen von Teilen der Bevölkerung. Diese Auswirkungen blieben auf politischer Ebene allerdings solange wahlpolitisch folgenlos, bis ein entsprechendes politisches Angebot auf den Plan trat. In Deutschland erschien dieses Angebot in Form des autoritären Nationalradikalismus der AfD, besonders anschaulich im Jahr 2015 durch die politisch-kulturelle Krise der Flüchtlingsbewegungen und die Spaltung der AfD auf Bundesebene (Heitmeyer, 2022 a, S. 301; Heitmeyer, 2022 b, S. 261).</p><p>2018 schreibt Heitmeyer, dass sich dies tatsächlich so ereignet hat und sich empirisch nachweisen lässt: „Ein zunehmend autoritärer Kapitalismus verstärkt soziale Desintegrationsprozesse in westlichen Gesellschaften, erzeugt zerstörerischen Druck auf liberale Demokratien und befördert autoritäre Bewegungen, Parteien und Regime“ (Heitmeyer, 2018, S. 23). Nachfolgend werden das Modell des konzentrischen Eskalationskontinuums und das Untersuchungsschema beschrieben.<i> </i></p><p><i>3.1 Konzentrisches Eskalationskontinuum</i></p><p>Mit dem Schema des konzentrischen Eskalationskontinuums soll dargestellt werden, wie autoritäre Eliten auf Legitimation und Partizipation – unter anderem durch die Bürger:innen - angewiesen sind, zumindest so lange, wie sie ein „formales Demokratiesystem westlicher Prägung“ aufrecht erhalten wollen oder auch durch soziale, politische und ökonomische Gegenkräfte dazu genötigt werden.</p><p>Heitmeyer rückt somit die „[...] Entstehung von Eskalationsdynamiken ins Blickfeld, mit denen die zustimmende oder schweigend duldende Beteiligung von erheblichen Teilen der Bevölkerung zu erfassen ist“ (Frankenberg & Heitmeyer, 2022, S. 43). Das konzentrische Eskalationskontinuum dient dazu, die Wucht rechter Bedrohungsallianzen herauszukristallisieren und soll helfen, Gewalt, Gewaltstadien und deren Ursachen besser verstehen zu können.</p><p>Betrachtet werden Einstellungen und Verhaltensweisen einzelner unverbunden nebeneinander lebender Personen sowie formelle Mitgliedschaften in politischen Parteien oder Vereinigungen. Dem Eskalationsmodell zugrunde liegt das Milieukonzept. Heute sind nicht mehr zwingend physische Kontakte notwendig, da Milieubildung auch im virtuellen Raum stattfindet. Heitmeyer weist darauf hin, dass in diesem Zusammenhang durch ein entstehendes „Wir“-Gefühl gleichzeitig eine abwertende, diskriminierende und ausgrenzende „Die“-Kategorie mitgeliefert wird.</p><p>Das Schema stellt im „Zwiebelmodell“ fünf Stufen dar, die als Einstellungsmuster der gruppenbezogenen Menschenfeindlichkeit in Teilen der Bevölkerung zu verstehen sind, die wiederum autoritären Versuchungen nachgeben und somit den Autoritären Nationalradikalismus der AfD in Deutschland, aber auch Fidesz in Ungarn oder der FPÖ in Österreich begünstigen (Heitmeyer, 2022, S. 43). Die jeweiligen eskalierenden Akteur:innengruppen in den Schalen des Modells werden kleiner, während die Gewaltorientierung im Inneren des Modells zunimmt.</p><p>Als Kernmechanismus und verbindendes Element der Schalen zueinander werden die verschiedenen Legitimationsbrücken genannt. Fürderhin darf nicht unerwähnt bleiben, dass die Ideologie der Ungleichwertigkeit der kleinste gemeinsame Nenner aller Schichten des Eskalationskontinuums ist. Sie dient als Legitimationsfundus für personen- wie gruppenbezogene Diskriminierung, Ausgrenzung und Gewalt (Heitmeyer, Freiheit & Sitzer, 2021, S. 20).<br /></p><p><img alt="" height="214" src="data:image/png;base64,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" width="400" /> </p><p>Abbildung 3: Konzentrisches Eskalationskontinuum (Quelle: eigene
Darstellung nach Heitmeyer, 2018, S. 356; Heitmeyer, Freiheit &
Sitzer, 2021, S. 59) <br /></p><p>Nachfolgend werden die Schichten im Spektrum von rechtem Denken bis zum terroristischen Handeln kurz erläutert: Die äußerste Schicht repräsentiert die gesamte Bevölkerung, in der in unterschiedlichem Ausmaß Einstellungen vertreten werden, je nach gesellschaftlicher Debatte, die der gruppenbezogenen Menschenfeindlichkeit zugeordnet werden können. Diese Einstellungen in der Bevölkerung stellen individuelle Positionierungen dar, die parteipolitisch gebunden, „freischwebend“ sein oder auch zwischen Parteien „vagabundieren“ können. Diejenigen Teile der Bevölkerung mit menschenfeindlichen Einstellungen sympathisieren zwar maßgeblich mit der AfD, sind an sie jedoch nicht zwangsläufig gebunden und können auch andere Parteien präferieren und wählen (Heitmeyer, Freiheit & Sitzer, 2021, S. 60).</p><p>Das Milieu des autoritären Nationalradikalismus, insbesondere der AfD, das an diese erste Schicht anschließt, präsentiert und propagiert entsprechende Ausgrenzungsstrategien und konstruierte Feindbilder. Die AfD „saugt“ die jeweiligen individuellen Einstellungen in der Bevölkerung auf und verdichtet sie zu kollektiven Aussagen, die sie dann wiederum auf die politische Agenda setzt. Sie konzentriert also potenzielle menschenfeindliche Einstellungen in der Bevölkerung, die bereits im Vorfeld durch andere Bewegungen, wie beispielsweise Pegida, verdichtet wurden und bildet für sie den parlamentarischen Arm.</p><p>Ein weiteres Kennzeichen dieses Milieus ist eine gewisse ideologische Heterogenität, da die Einstellungen von „[...] rechtskonservativen bis hin zu „Übergangspositionen“ in das systemfeindliche Milieu des völkischen „Flügels“ der AfD“ reichen“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 62). Zudem bemüht sich die AfD um den Anstrich einer „bürgerlichen“ Partei, um anschlussfähig an die Mitte der Gesellschaft zu sein.</p><p>Im systemfeindlichen Milieu ist man parteipolitisch eindeutig im rechtsextremen Milieu verortet, Bezug genommen wird etwa auf die NPD, was auch für die extremistisch-modernistische Identitäre Bewegung gilt. Gemeint sind also rechtsextremistische Bewegungen und neonazistische Kameradschaften, die sich an einschlägigen historischen Vorbildern orientieren. Die gemeinsame Grundlage stellt die Ideologie der Ungleichwertigkeit dar. In diesem Milieu sind bereits Gewaltattitüden verbreitet, Gewalt wird akzeptiert und zur Ausübung ist man situativ bereit (Heitmeyer, Freiheit & Sitzer, 2021, S. 62). Jedoch lässt man sich in Form von Parteien durchaus darauf ein, vorübergehend am demokratischen System teilzunehmen.</p><p>An staatliche Vorgaben passt man sich nur aus strategischen Überlegungen an, indem beispielsweise Demonstrationen angemeldet werden; zugleich ist „Systemüberwindung“ das zentrale Ziel: „In der „Parteifantasie“ arbeitet man auf den “Volksaufstand“ hin, mit dem die Vergangenheit wiederhergestellt werden soll. Es ist ein offener und weitgehend öffentlicher Kampf gegen das verhasste System“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 64).</p><p>Diese wenn auch nur vorübergehende Teilnahme am demokratischen System gilt als wesentlicher Unterschied zur vorletzten Schicht, dem klandestinen terroristischen Planungs- und Unterstützungsmilieu. Es schließt jegliche Teilnahme am demokratischen System aus und fasst jede partielle und temporäre Teilnahme als Verrat an der Bewegung auf (Heitmeyer, Freiheit & Sitzer, 2021, S. 64). Dieses Milieu gilt als noch radikaler und agiert im Geheimen, oft mit eindeutiger Gewaltoption oder Gewalttätigkeit. Ziel ist der „Umsturz“, wenn nötig mit Waffengewalt, weshalb dieser verdeckte Kampf auch aus dem Untergrund unterstützt wird – hier weist Heitmeyer auf die hohe Zahl untergetauchter rechtsextremistischer Straftäter:innen als aufschlussreiches Indiz hin (Heitmeyer, Freiheit & Sitzer, 2021, S. 64).</p><p>Den Kern der „Zwiebel“ stellen terroristische Zellen oder Einzeltäter:innen dar. Den Unterschied zur vorherigen Eskalationsstufe stellt das alleinige Merkmal des „Grad(s) der Klandestinität und Vernichtungsrealisierung“ dar: „Die einen führen zum Schein noch ein „normales“ Alltagsleben, die anderen eine Existenz im Untergrund. Sie beschaffen Waffen, erstellen Todeslisten und bereiten sich auf den Tag X vor. Die einen planen die Vernichtungstaten, die anderen setzen sie um“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 64).</p><p>Die fünf Schichten des konzentrischen Eskalationskontinuums werden durch sogenannte „Legitimationsbrücken“ zusammengehalten. Diese können dann entstehen, wenn es für gesellschaftliche Entwicklungen keine Lösungen zu geben scheint. Die Entwicklungen werden als Bedrohungen empfunden, für die die „Anderen“, beispielsweise Geflüchtete oder Menschen mit anderen Lebensstilen, oder „die da oben“, ergo der Staat als Ganzes, demokratische Institutionen oder demokratisch gewählte Entscheidungsträger:innen, verantwortlich gemacht werden. Diese kollektiven Schuldzuweisungen aus Teilen der Bevölkerung können sich dann in gruppenbezogene Menschenfeindlichkeit übersetzen.</p><p>Zum anderen können sich die Legitimationen aus Verschwörungsideologien, aus Anleihen bei gesellschaftlichen Ordnungen oder historischen ideologischen Konzepten, wie dem Regime des Nationalsozialismus, dessen Ordnung wiederhergestellt werden soll, ergeben. Diese beispielhaft aufgezeigten Legitimationsquellen werden dann im Eskalationskontinuum von den äußeren Schichten weiter nach innen „transportiert (Heitmeyer, Freiheit & Sitzer, 2021, S. 65). Heitmeyer hat vier solcher Legitimationsbrücken jeweils zwischen den Stufen bestimmt, wie die folgende Abbildung zeigt:<br /><br /><img alt="" height="133" 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" width="400" /></p><p></p><p></p><p>Abbildung 4: Legitimationsbrücken im Eskalationskontinuum (Quelle: eigene Darstellung nach Heitmeyer, Freiheit & Sitzer, 2021, S. 67)</p><p>1. Das Einstellungsmuster gruppenbezogener Menschenfeindlichkeit in Teilen der Bevölkerung stellt den Ausgangspunkt dar. Es dient dem autoritären Nationalradikalismus der AfD als Legitimation, entsprechende Feindbilder aufzubauen und zuzuspitzen. Wichtig anzumerken ist, dass auch Menschen mit diesen Einstellungen, die nicht die AfD wählen oder mit ihr sympathisieren, zu diesem Legitimationsfundus beitragen. Sie bestimmen das gesellschaftliche Klima mit, aus dem die AfD ihre politische Legitimation „saugt“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 66 f.).</p><p>2. Führende Vertreter:innen des autoritären Nationalradikalismus der AfD machen von einer „Gewaltmembran“ Gebrauch, was bedeutet, dass eine aggressive Rhetorik die trennende Membran zur nächsten Stufe in gewissen Fällen durchdringen kann und den Weg freilegt für autoritär nationalradikale Bewegungen mit weiteren Aufheizungen – psychische Gewaltandrohungen können von gewalttätigen Akteur:innen in physische Gewalt umgesetzt werden, „[...] ohne dass diese Gewalt den sprachlichen Urhebern und Legitimationsbeschaffern direkt zuzurechnen wäre“ (Heitmeyer, 2018, S. 271). Durch diese Gewaltmembran werden dem systemfeindlichen Milieu Motive für entsprechende Gewalt geliefert. Zur aggressiven Rhetorik zählen beispielsweise Erzählungen von einem „Bevölkerungsaustausch“, Parolen wie „Corona-Diktatur“ oder das Beschwören von Untergangsszenarien von Führungskräften der AfD. Auch das Propagieren einer Reinterpretation der deutschen Geschichte insbesondere seitens des völkischen „Flügels“ der AfD durch Begriffe wie „Umvolkung“ bringt die Gewaltmembran zum Schwingen. Diese Rhetoriken und Untergangsfantasien erzeugen Handlungsdruck (Heitmeyer, Freiheit & Sitzer, 2021, S. 67 f.).</p><p>3. Das systemfeindliche Milieu ist geprägt von verschiedenen Akteur:innen, die sich auf der Schwelle zur Legitimation offener Gewalt gegen Vertreter:innen des Staates und gegen Minderheiten bewegen. Heitmeyer führt als Beispiel die Partei „Die Rechte“ an, die den klandestinen terroristischen Planungsmilieus Motivation und Legitimation liefert (Heitmeyer, Freiheit & Sitzer, 2021, S. 68).</p><p>4. Im letzten Schritt stehen die klandestinen Planungsmilieus. Diese errichten im Gegensatz zu den vorherigen Eskalationsstufen keine zusätzlichen ideologischen Legitimationsbrücken. Ihr Ziel sind die „Brücken zur Tat“ und das Abschirmen terroristischer Akteur:innen gegen staatliche Verfolgung (Heitmeyer, Freiheit & Sitzer, 2021, S. 68).</p><p>Hieraus resultiert die Schlussfolgerung, dass über verschiedene, eskalierende Stufen jene Teile der Bevölkerung, die explizite autoritäre Einstellungen oder Einstellungen der gruppenbezogenen Menschenfeindlichkeit aufweisen, an politischer Gewalt beteiligt sind; nicht zwangsläufig als Täter:innen im juristischen Sinne, aber als Gehilf:innen und Legitimationshelfer:innen, wie das konzentrische Eskalationskontinuum anschaulich darstellt (Frankenberg & Heitmeyer, 2022, S. 43). Das Modell des konzentrischen Eskalationskontinuums wird in Kapitel 6 in Bezug auf das Auftreten der AfD näher erläutert und an Beispielen untersucht.</p><p><i>3.2 Analyseschema</i></p><p>2018 hat Heitmeyer ein weiteres Analyseschema eingeführt. Ausgangspunkt für dieses soziologische Analysekonzept ist die Thematik, dass allein das Vorhandensein von autoritären Versuchungen in Teilen der Bevölkerung nicht ausreicht, um die entsprechenden Inhalte dann auch umgesetzt zu sehen. Hierzu ist es notwendig, dass diese Einstellungen in der Bevölkerung zusammen mit autoritären politischen Angeboten wirken. Insofern, formuliert Heitmeyer, „[...] wäre es zu kurz gegriffen, die Entstehung von autoritären Versuchungen nur aus Fehlentwicklungen des politischen Systems erklären zu wollen“ (2018, S. 21).</p><p>Die erste Ebene des Analyseschemas bildet Interdependenzen zwischen dem ökonomischen, sozialen und politischen Bereich ab. Diese sind als strukturelle Entwicklungen gekennzeichnet. Die unter „individuelle Verarbeitung“ genannten Punkte sind von großer Bedeutung. Zentral ist hier, wie diese Erfahrungen bzw. Wahrnehmungen der ersten Ebene seitens der Bevölkerung subjektiv und individuell verarbeitet werden. Die individuellen Verarbeitungsmechanismen werden nach der Konzeption von Heitmeyer durch die „gesellschaftliche Integrations- und Desintegrationsdynamik“ geprägt. Hierfür sind die folgenden Faktoren und Fragen von besonderer Bedeutung:</p><ul style="text-align: left;"><li>„Sicherheit oder Unsicherheit der materiellen Reproduktion, der Anerkennung, des Statusaufstiegs, der Statussicherung bzw. des Statusabstieges, und ein Gefühl der Kontrolle über die eigene Biografie.</li><li>Wird die eigene Stimme bzw. die Stimme der sozialen, ethnischen oder religiösen Gruppe, der Personen sich zugehörig fühlen, von den Regierenden wahrgenommen oder vielmehr ignoriert?</li><li>Verlässlichkeit oder Erosion sozialer Beziehungen und Anerkennung der eigenen Identität bzw. der Identität der eigenen Gruppe durch Dritte, um emotionale Zugehörigkeit zu sichern“ (Heitmeyer, 2018, S. 22).</li></ul><p>Zentral in Heitmeyers Analyse sind der Kontrollverluste und die Defizite in der Wahrnehmung sowie der subjektive Begriff der Anerkennung. Diese Verarbeitungen haben Auswirkungen auf die Integrations- und Desintegrationsprozesse bzw. auf Anerkennungsverhältnisse, aus welchen im letzten Schritt politische Konsequenzen, also politische Handlungsfolgen, resultieren.</p><p>Essenziell ist an dieser Stelle die Tatsache, dass die individuellen Verarbeitungen auch als Grund dafür angeführt werden können, weshalb nicht alle Teile der Bevölkerung, die unter einer Art von Desintegrationsdynamik leiden, zwangsläufig für autoritäre Versuchungen anfällig sind und sich wahlpolitisch entsprechend verhalten. Von einer Krisenfolge betroffen zu sein, hat also nicht zwangsläufig das Annehmen eines autoritär nationalradikalen Angebots zur Folge (Heitmeyer, 2022 b, S. 269).</p><p>Auch die autoritären Bewegungen, Parteien und Regime weisen autoritäre Versuchungen auf, die zu entsprechenden Einstellungen und Entscheidungen führen, die das gesellschaftliche Zusammenleben beeinflussen, da sie Bezug auf die ökonomischen, sozialen und politischen Systeme nehmen (Heitmeyer, 2018, S. 21 f.). Dieses Schema wurde von Heitmeyer mit diversen theoretischen Ansätzen angelegt und ausgefüllt mit empirischen Daten (Heitmeyer, 2022 b, S. 252).</p><p>Das Theoriegeflecht aus mehreren sich ergänzenden disziplinären Zugängen besteht aus der Theorie Sozialer Desintegration von Anhut & Heitmeyer, der Konflikttheorie von Hirschman, der Theorie kapitalistischer Landnahme von Dörre, der Anomietheorie von Thome und dem kontrolltheoretischen Ansatz aus der Sozialpsychologie von Frey & Jonas. Die für das Analysekonzept wichtigsten Charakteristiken dieser Theorien werden in Heitmeyer 2018 und 2022 b ausführlich erklärt. Die genauere Betrachtung dieser Theorien würde den Rahmen der vorliegenden Arbeit sprengen, weshalb darauf an dieser Stelle verzichtet wird.</p><p><img alt="" height="192" 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" width="400" /></p><p></p><p>Abbildung 5: Analyseschema (Quelle: eigene Darstellung nach Heitmeyer, 2018, S. 21)</p><p>Erfolge rechter Parteien und Bewegungen wären demnach nicht möglich gewesen ohne bestimmte Entwicklungen im sozialen System der Gesellschaft, im politischen System der Demokratie und im ökonomischen System des globalisierten Kapitalismus (Heitmeyer, 2018, S. 16). Durch das vorliegende Analyseschema soll verdeutlicht werden, wie autoritärer Kapitalismus in Zusammenwirken mit sozialen Desintegrationsprozessen und politischer Demokratieentleerung als „Ursachenmuster für die Realisierung autoritärer Sehnsüchte“ fungiert (Heitmeyer, 2018, S. 16 f.).</p><p>Demokratieentleerung meint, dass ein Teil der Bevölkerung das Gefühl hat, nicht mehr wahrgenommen zu werden und gleichzeitig das Vertrauen schwindet, dass die herrschende Politik bzw. die Regierung willens und fähig ist, soziale Ungleichheit zu bekämpfen. Dies mündet bei Teilen der Bevölkerung in ein Gefühl, Bürger:innen zweiter Klasse zu sein (Heitmeyer, Freiheit & Sitzer, 2021, S. 48). Heitmeyer hat 2022 das Analyseschema ergänzt; die Komponenten Krisen und Kontrollverluste wurden entsprechend ausdifferenziert (siehe Abbildung 6). Im Folgenden werden Krisen und Kontrollverluste als besondere Treiber autoritärer Entwicklungen und die dahingehende Erweiterung des Analyseschemas beleuchtet.</p><p><b>4. Krisen und Kontrollverluste als Treiber autoritärer Entwicklungen</b></p><p>Eine Krise wird von Frankenberg & Heitmeyer durch drei Charakteristika definiert. Die bisherigen sozialen, ökonomischen und politischen Routinen zur Bewältigung von Ereignissen greifen nicht mehr und die bis dato vorhandenen Wissensbestände zur Problemlösung reichen nicht aus. Zusätzlich sind die Zustände, wie sie vor diesen Ereignissen herrschten, nicht wieder herstellbar. Darüber hinaus konkurrieren in solch krisenhaften Situationen verschiedene Möglichkeiten zu ihrer Bewältigung, was wiederum anomische Verhaltensunsicherheiten erzeugt (Frankenberg & Heitmeyer, 2022, S. 45).</p><p>Die Kombination der drei Kriterien legt nahe, dass „Situationen mit notstandsähnlichem Zuschnitt“ mit der Erfahrung von Kontrollverlusten verflochten sind (Frankenberg & Heitmeyer, 2022, S. 45; Heitmeyer, 2023, S. 253). Insofern verwundert die Tatsache nicht, wenn die These vertreten wird, dass krisenhaft zugespitzte Entwicklungen und Ereignisse nicht allein, jedoch in besonderem Maße als Treiber und Pfade des Autoritären sowie rechtsextremer Aktivitäten zählen (Heitmeyer, 2022 b, S. 251).</p><p>Von autoritären Regimen wird in Krisen oder notstandsähnlichen Situationen erwartet, dass sie Sicherheit und die Wiedergewinnung der Kontrolle gewährleisten können (2022, S. 44 f.). Zudem werden die Ereignisse von der Bevölkerung individuell je nach Betroffenheit und auch Resilienz unterschiedlich bearbeitet. Diese Verarbeitung wiederum wird unterschiedlich intensiv und nachhaltig in individuelle Befürchtungen sowie kollektive Ängste übertragen. Somit dienen sie dazu, Vorstellungen von Entsicherungen und Kontrollverlusten zu erzeugen, die sich identifizieren lassen als Treiber autoritärer Bestrebungen (Frankenberg & Heitmeyer, 2022, S. 45 f.).</p><p>Eine weitere wichtige Unterscheidung in der Konzeption von Krise ist die Unterteilung in zwei Typen von Krise. Der erste Typus, sektorale Krisen, erfasst unterschiedliche Lebensbereiche und Funktionssysteme einer Gesellschaft schlagartig und mit massiven „Funktionsstörungen“. Dazu gehören ein zeitlich entzerrtes Auftreten sowie die Lokalisierung in unterschiedlichen Teilbereichen der Gesellschaft. Zudem gab es verschiedene Instrumente, um diese Funktionsstörungen einzudämmen und gravierendere Auswirkungen zu verhindern.</p><p>In der „Post-9/11“-Ära, in den sogenannten „entsicherten Jahrzehnten“ seit Beginn des 21. Jahrhunderts, werden nach Heitmeyer vor allem drei – mit 9/11 als religiös-politische Krise vier - verschärfte Gefahrenlagen als sektorale Krisen identifiziert. Dazu zählt ab 2005 die Einführung von Hartz IV als eine sektorale, soziale Krise für gewisse Teile der Bevölkerung, die mit Statusängsten oder auch mit sozialem Abstieg konfrontiert waren. Weiter ist ab 2008/2009 die weltweite Banken- und Finanzkrise zu nennen, die die „systemrelevante“ Finanzökonomie ins Wanken brachte mit Ausstrahlungseffekten auf das Gesamtsystem als ökonomisch-politische Krise. Fürderhin wird die sogenannte „Flüchtlingskrise“ 2015/2016 als sozial-kulturelle bzw. kulturell-politische Krise angesehen, die das politisch-administrative System prägte (Frankenberg & Heitmeyer, 2022, S. 46; Heitmeyer, 2022 b, S. 255).</p><p>Der zweite Typus bezieht sich auf systemische Krisen. Sie erfassen das gesamte Gesellschaftssystem in sich zuspitzenden Gefahrenlagen. Als langsame bzw. schleichende systemische Krise kann die Klimakrise angesehen werden, als „schnelle“ systemische Krise die COVID-19 Pandemie. Hier werden die Potenziale für autoritäre Entwicklungen besonders offen sichtbar, da zahlreiche „Einhegungsinstrumente“ nicht greifen, wodurch politische, individuell-biografische und kollektive Kontrollverluste auftreten, die politisch instrumentalisiert und mit Verschwörungstheorien und Wahnvorstellungen verbunden werden können (Frankenberg & Heitmeyer, 2022, S. 46 f.). Krisen lösen je nach Gefahrenlage individuelle und kollektive Befürchtungen aus, die sich in der Vorstellung einer „kollektiven Hilflosigkeit“ verdichten können.</p><p>In diesem Zusammenhang stellt sich die Frage nach Krisenängsten, ob und wie sie zu Treibern autoritärer Entwicklungen werden können. Ängste, unabhängig davon, ob eingebildet oder realistisch, ob auf Wissen oder Unwissen beruhend, lassen sich schwerlich von einer politischen Klasse, von Unternehmen oder dem freien Markt abfangen. Je mehr sich Gefahrenlagen häufen und sich Wahrnehmungen von Kontrollverlusten sowie Unsicherheiten ausbreiten, fallen auch Rechtsprechung und Verfassung als Orientierungsmedien aus und auch Wissenschaften können diese nicht mit der Lieferung von Begleitgewissheit neutralisieren.</p><p>In solchen Situationen „[...] mutieren selbst Realängste, die vor greifbaren, konkreten Gefahren warnen, zu frei flottierenden, allfälligen Befürchtungen, die jede Risikoeinschätzung verhindern und irrationale Rettungsbedürfnisse wecken“ (Frankenberg & Heitmeyer, 2022, S. 53). Diese Situationen können dann von autoritären Bewegungen, Organisationen und Regimen ausgebeutet werden, indem zunächst Ängste geschürt und im zweiten Schritt die Anhänger:innen mit wahnhaften Rettungsphantasien „versorgt“ werden. Alexander Gaulands Aussage, „Wir werden uns unser Land und unser Volk zurückholen“, liefert ein entsprechendes prominentes Beispiel für das Versprechen, die Kontrolle wieder herzustellen (<a href="https://www.reuters.com/article/deutschland-wahl-afd1-idDEKCN1BZ0QJ">Reuters Staff, 2017</a>; Frankenberg & Heitmeyer, 2022, S. 53; <a href="https://www.tagesschau.de/inland/innenpolitik/afd-zehn-jahre-103.html">Nickschas, 2023</a>).</p><p>Eine Annahme von Heitmeyer & Heyder lautet hier, dass die Faktoren der Standortlosigkeit und Kontrollverluste Autoritarismus und gruppenbezogene Menschenfeindlichkeit bestärken. Eine Variante zur Wiederherstellung von Stabilität stellt die Demonstration von Überlegenheit dar, die durch autoritäre Aggression ausgeübt werden kann. Um wirklich Überlegenheit demonstrieren zu können, muss diese möglichst risikoarm sein; dies ist dann gegeben, wenn besonders schwache, machtlose Gruppen als Gegner:innen ausgewählt werden (Heitmeyer & Heyder, 2002, S. 62). Empirisch stehen Abstiegsängste in einem signifikanten Zusammenhang mit einerseits Kontrollverlust-Situationen und andererseits der Abwertung schwacher Gruppen:</p><blockquote><p>„Wenn jemandem das eigene Leben außer Kontrolle gerät (oder zu geraten scheint), kann das Panik erzeugen. Zur Panikbekämpfung erfolgt dann eine Selbstaufwertung, die gleichzeitig die Abwertung von ungleichwertig markierten Gruppen bedeutet (Flüchtlinge, Migranten, Langzeitarbeitslose etc.)“ (Heitmeyer, 2018, S. 109).</p></blockquote><p>Die individuellen Verarbeitungsmuster von Krisen und (gefühlten) Kontrollverlusten lassen sich durch entsprechende autoritäre Angebote von „rechtspopulistischen Mobilisierungsexperten“ – mittels scharf konturierter Feindbilder und Kontrollversprechen - politisch aufladen und bedienen zur vermeintlichen „Wiederherstellung von Ordnung“ (Heitmeyer, 2018, S. 106).</p><p>2022 stützt Heitmeyer also die oben erwähnte These von Krisen als besondere Treiber autoritärer Entwicklungen und rechtsextremer Aktivitäten, indem er formuliert, dass der Blick auf Veränderungen in Richtung autoritärer Entwicklungen in gesellschaftlichen und politischen Verläufen geweitet werden soll, die unter verstärktem Einfluss zeitlich verdichteter Krisen stattfinden (Heitmeyer, 2022 b, S. 251). Das soziologische Analysekonzept von 2018 wird entsprechend angepasst um die zwei zentralen Eskalationstreiber Krisen und Kontrollverluste bzw. „Kontrollverluste als Krisenfolgen“ (siehe Abbildung 6).</p><p>Dies geht aus der Abbildung insofern deutlich hervor, als in die Strukturentwicklungen der ökonomischen, sozialen und politischen Dimension „[...] verschiedene Krisen mit unterschiedlichen Auswirkungen „hineingewirkt“ und Einfluss genommen haben auf die individuellen psychologischen und sozialen Verarbeitungen, die wiederum mit Kontrollverlusten durchsetzt waren – immer auch je nach Krisenbetroffenheit“ (Heitmeyer, 2022 b, S. 252 f.). Hierdurch entstanden durch das generelle Bedürfnis nach Realitätskontrolle Handlungsoptionen, die mehrfach variieren und auch autoritäre Versuchungen bzw. Gefahren beinhalten können.</p><img alt="" height="400" 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" width="394" /><p></p><p>Abbildung 6: Analyseschema, erweitert und angepasst (Quelle: eigene Darstellung nach Heitmeyer, 2018, S. 21; Heitmeyer, 2022 b, S. 254)</p><p>Fürderhin ist anzufügen, dass sich Kontrollverluste in Krisen verschiedenartig ausdrücken und sich Verhaltensmöglichkeiten zur Realitätskontrolle, also zur Lösung von Problemen, massiv verengen, insbesondere in systemischen Krisen. Individuelle Suchbewegungen setzen ein, um das grundlegende Bedürfnis nach Realitätskontrolle zu befriedigen. Diese Suchbewegungen schließen politische Suchbewegungen nach autoritären Akteur:innen mit ein, die die Wiederherstellung von Kontrolle durch Reduktion der Krisenkomplexität versprechen (Heitmeyer, 2022 b, S. 256).</p><p>Krisen und Kontrollverluste treten daher als Treiber autoritärer politischer sowie gesellschaftlicher Entwicklungspfade in Erscheinung, da indes eine kritische Masse entstanden ist, die nicht mehr in der Lage ist, ihr zentrale Bedürfnis nach Realitätskontrolle im „bisher gewohnten Maße“ zu realisieren. Genau das bieten autoritäre Akteur:innen im Gegensatz zur abnehmenden Kapazität liberaler Demokratien, geeignete Lösungen schnell zu finden und die Kontrolle wiederherzustellen (Heitmeyer, 2022 b, S. 257). Zudem ist diese versprochene Wiederherstellung keine Wiederherstellung des vorhergehenden Prä-Krisenzustandes, „[...] sondern eine autoritäre Veränderung von Kontrolle und damit auch veränderte ökonomische, soziale, kulturelle und politische Verhältnisse“ (Heitmeyer, 2022 b, S. 257).</p><p>Als Indiz sieht Heitmeyer zwei Mechanismen, die besonders hervorstechen: Einerseits die Ambivalenz, dass zahllose Widersprüche zunehmen, und andererseits die Ambiguität, dass zunehmende Komplexität von modernen Gesellschaften gepaart sind mit uneindeutigen Situationen und Zukünften. Ambivalenz- und Ambiguitätstoleranz kristallisieren sich also als unabdingbar heraus, um autoritären Versuchungen nicht nachzugeben.</p><blockquote><p>„Denn wenn Sitationen [sic] oder auch die Anwesenheit von fremden Menschen als unberechenbar oder unkontrollierbar wahrgenommen werden, dann reagieren Personen, deren Ambiguitätstoleranz niedrig ist, mit vereinfachten Weltsichten oder Stereotypen, um wieder Ordnung, Struktur und Kontrolle zu erreichen“ (Heitmeyer, 2018, S. 80).</p></blockquote><p>Hinzu tritt das Verschwimmen von gesellschaftlichen Koordinaten, die eigentlich als Vergewisserungen der jeweils eigenen Position in der Gesellschaft dienen, welches die Suchbewegungen nach politischen Akteur:innen aktiviert, die vorgeben, Widersprüche zu lösen, Unklarheiten in Klarheiten verwandeln und Kontrolle wiederherzustellen versprechen (Heitmeyer, 2018, S. 109 ff.; Heitmeyer, 2022 b, S. 258 f.).</p><p>Hieraus könnte die Folgerung gezogen werden, dass das Potenzial von autoritären Versuchungen in der Moderne angelegt sei: „Ambivalenzen und Ambiguitäten als Grundparadigma der Moderne entfalten unter dem Druck von Krisen und damit verbundenen Kontrollverlusten eine neue Wucht, die ins Autoritäre drängt“ (Heitmeyer, 2022 b, S. 259). Beispielsweise ist die erwähnte „Entweder-Oder“ Logik im Vergleich zu „Mehr-oder-weniger“ darauf angelegt, Ambivalenzen und Ambiguitäten zu beseitigen. „Das Autoritäre dient dann als Strategie zur Reduzierung von ökonomischer, sozialer und politischer Komplexität – und gleichzeitig von Freiheitsräumen“ (Heitmeyer, 2022 b, S. 259).</p><p>Heitmeyers Analysen zeigen, dass die Fähigkeiten zum Aushalten von Ambiguitäten und zum Umgang mit Ambivalenzen über zukünftige soziale, politische und ökonomische Entwicklungspfade in Teilen der Bevölkerung abnehmen. Dies ist passgenau für das Angebot vonseiten der autoritär-nationalradikalen Akteur:innen mit ihren dichotomischen Welt- und Gesellschaftsbildern (siehe Kapitel 2.2); das Angebot eignet sich hervorragend für mobilisierende Ideologien und rhetorische Eskalation (Heitmeyer, 2018, S. 246 f.).</p><p>Erfolge rechter Parteien und Bewegungen wären demnach also nicht möglich gewesen ohne bestimmte Entwicklungen im sozialen System der Gesellschaft, im politischen System der Demokratie und im ökonomischen System des globalisierten Kapitalismus (Heitmeyer, 2018, S. 16). Konkreter ist es das Zusammenwirken eines autoritären Kapitalismus, sozialer Desintegrationsprozesse und politischer Demokratieentleerung als Ursachenmuster für die „Realisierung autoritärer Sehnsüchte“ (Heitmeyer, 2018, S. 17).</p><p><b>5. Die Partei „Alternative für Deutschland“</b></p><p>Mit der inhaltlichen Neuausrichtung der vormals liberal-konservativen, eurokritischen Partei ab 2015 sowie mit dem immer weiter um sich greifenden Einfluss von rechtsextremistischen Akteur:innen innerhalb der AfD hält Heitmeyer es nicht mehr für angemessen, die AfD als rechtspopulistisch zu „verharmlosen“, noch die Partei als vollständig rechtsextrem oder neonazistisch zu bezeichnen (Heitmeyer, 2022 a, S. 302; Heitmeyer, 2022 b, S. 265 f.; <a href="https://www.bpb.de/themen/deutschlandarchiv/522277/autoritaerer-nationalradikalismus/">Heitmeyer & Piorkowski, 2023</a>). Mit der herkömmlichen Typologie sei die AfD, als Typ einer neuen Partei, nicht zu beschreiben. Ebenso reichen die bisherigen Begriffe und Kategorien nicht aus, um „analytische Klarheit“ über Zustand und Entwicklung der AfD zu gewinnen (Heitmeyer, 2018, S. 233).</p><p>Seit dieser Neuausrichtung zieht die AfD Teile der Bevölkerung an, die unter den oben beschriebenen Krisen Kontrollverluste wahrnehmen oder empfinden und eine Wiedererlangung der Kontrolle forcieren. Das Autoritäre ist dann ein Weg zur Realitätskontrolle. Insofern lässt sich deutlich machen, dass die AfD nicht der Grund für die Entstehung von autoritären Versuchungen in der Bevölkerung ist. Diese autoritären Einstellungsmuster „schlummern“ in Teilen der Bevölkerung bereits über einen längeren Zeitraum als Gefahrenpotenzial für die offene Gesellschaft (Heitmeyer, 2018, S. 113):</p><blockquote><p>„Ein Zwischenfazit zum Zusammenwirken von strukturellen Entsicherungen und individuellen Verunsicherungen zeigt, dass aufgrund der Krisen und ihrer Verarbeitungen, aufgrund von veränderten Lebensumständen und von Verschiebungen der gesellschaftlichen Koordinaten in entsicherten Zeiten bei Teilen der Bevölkerung ein erheblicher „Vorrat“ an gruppenbezogen-menschenfeindlichen Einstellungen existiert, an die autoritäre politische Akteure bloß noch anzuknüpfen brauchten“ (Heitmeyer, 2018, S. 117).</p></blockquote><p>Dies bedeutet, dass die Erfolgsvoraussetzungen des autoritären Nationalradikalismus der AfD eine längere Vorgeschichte haben, die in den letzten Jahrzehnten geformt und vorangetrieben wurden durch neue Entwicklungen des kapitalistischen Systems. Die Wähler:innen der AfD waren zuvor Wechselwähler:innen oder wählten gar nicht (Heitmeyer, Freiheit & Sitzer, 2021, S. 115). Sie verharrten dann in „wutgetränkter Apathie“, was folgenlos blieb für die Politik, da diese Teile der Bevölkerung keinen wahlpolitischen Ausdruck fanden.</p><p>Dieser in der Bevölkerung existierende Autoritarismus, der laut Heitmeyer „[...] vagabundierte, mal auf diese, mal auf jene im Bundestag vertretene Partei setzte oder aber gar nicht offen zutage trat, sondern in der politischen Apathie verharrte [...]“ (2018, S. 237), hat durch das Aufkommen der Partei „Alternative für Deutschland“ und ihren autoritären Nationalradikalismus ein neues politisches „Ortsangebot“ bekommen. Hinsichtlich des oben beschriebenen Zwischenfazits lässt sich konstatieren, dass es der AfD offensichtlich gelungen ist, „[...] Personen aus ihrer individuellen Ohnmacht herauszuholen und mit kollektiven Machtfantasien auszustatten. Dazu gehört es auch, gruppenbezogen-menschenfeindliche Einstellungen zu kanalisieren und gegen schwache Gruppen zu richten“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 116).</p><p>In diesen Prozessen ist die Ideologie der Ungleichwertig eingelagert und wird genutzt, um sich selbst aufzuwerten durch Abwertung und Ausgrenzung der vermeintlich „Anderen“. Für die sogenannte „rohe Bürgerlichkeit“ entstehen neue Anschlussmöglichkeiten. Unter diesem Begriff verbirgt sich keine soziale Klassenzugehörigkeit, sondern es handelt sich um eine verachtende Haltung gegenüber Schwächeren, geäußert in einer rabiaten Rhetorik und gepaart mit einer Ideologie, in der bestimmte Gruppen als ungleichwertig angesehen werden, während sich die eigentlichen autoritären Haltungen hinter einer dünnen Schicht zivilisiert-vornehmen, also bürgerlichen äußeren Umgangsformen, verbergen (Heitmeyer, 2018, S. 310; Heitmeyer, 2022 b, S. 273).</p><p><b>6. Der autoritäre Nationalradikalismus der AfD</b></p><p>So folgert Heitmeyer, dass die AfD vorrangig für jenes Publikum attraktiv ist, „[...] das sich einerseits von den flachen Sprüchen rechtspopulistischer Akteure, die nur auf schnelle Erregungszustände fixiert sind, nichts verspricht, und sich andererseits von der Brutalität des Rechtsextremismus distanziert, um seine Bürgerlichkeit zu unterstreichen“ (Heitmeyer, 2018, S. 235). Er weist zurecht auf ihre „bürgerliche Patina“ hin, die die AfD für viele gesellschaftliche Gruppen wählbar macht (<a href="https://www.bpb.de/themen/deutschlandarchiv/522277/autoritaerer-nationalradikalismus/">Heitmeyer & Piorkowski, 2023</a>).</p><p>Vor diesem Hintergrund überrascht der empirische Befund nicht, dass die bereits benannten 19,6 % der Bevölkerung mit Einstellungen zu gruppenbezogener Menschenfeindlichkeit sich selbst in der „politischen Mitte“ einordnet, weshalb sich die „bürgerliche Patina“ für die AfD als unentbehrlich erweist (Schaefer, Mansel & Heitmeyer, 2002, S. 132 f.).</p><p>Die neue begriffliche Rahmung dient dazu, unterschiedliche inhaltliche und formale Ebenen zusammenzufassen, wie prägende Einstellungsmuster, der Mobilisierungsstil sowie zentrale programmatische Aussagen zu „bewegenden Themen“ (Heitmeyer, 2018, S. 234). Daher ordnet Heitmeyer die AfD als autoritäre nationalradikale Partei ein, die gleichzeitig als Kern des autoritären Nationalradikalismus in Deutschland fungiert. Im Folgenden wird das Agieren der Partei als Protagonistin des autoritären Nationalradikalismus anhand der in Kapitel 2.4 erklärten Charakteristika erläutert:</p><ul style="text-align: left;"><li>Als <i>autoritär </i>wird sie charakterisiert, da das Kontrollparadigma grundsätzlich ihre Vorstellungen von Politik sowie Gesellschaft durchzieht. Beispiele sind Forderungen nach einer streng hierarchisch organisierten sozialen Ordnung sowie nach rigider Führung in politischen Institutionen. Auch beruht das Verständnis von Politik und Gesellschaft wesentlich auf den Kategorien „Kampf und Konflikt“, womit dichotomische Gesellschaftsbilder und strenge Freund-Feind-Schemata einhergehen (Heitmeyer, 2018, S. 234).</li><li>Als <i>national </i>wird sie aufgrund der „[...] Betonung der außerordentlichen Stellung des deutschen Volkes“ bezeichnet (Heitmeyer, 2018, S. 234). Hinzu kommt auch die Beanspruchung einer „neuen deutschen“ Vergangenheitsdeutung sowie eines Überlegenheitsanspruchs gegenüber anderen Nationen oder ethnischen und religiösen Gruppen (Heitmeyer, 2018, S. 235).</li><li>Das <i>radikale </i>Moment liegt in der Bekämpfung der offenen Gesellschaft und dem Ziel, die liberale Demokratie grundlegend umzubauen. Somit positioniert sich die Partei gegen zwei zentrale politisch-gesellschaftliche Errungenschaften. Hierzu dient ein rabiater und emotionalisierter Mobilisierungsstil der AfD, der mit menschenfeindlichen Grenzüberschreitungen arbeitet (Heitmeyer, 2018, S. 235).</li></ul><p>Die AfD hat die Destabilisierung gesellschaftlicher und politischer Institutionen zum Ziel, was entscheidend für die Erfolgsgeschichte der Partei ist, es geht um Militär, Polizei, Gerichte, Gewerkschaften, Rundfunkräte, politische Bildung, Theater oder auch Feuerwehrverbände (Heitmeyer, Freiheit & Sitzer, 2021, S. 107). Hierin besteht nach Heitmeyer die eigentliche Gefahr. Das Fiasko rund um die Wahl des Ministerpräsidenten in Thüringen 2020 zeigt, dass mittlerweile auch das parlamentarische System von der forcierten Destabilisierung betroffen ist (Heitmeyer, Freiheit & Sitzer, 2021, S. 107). Der autoritäre Nationalradikalismus der AfD und das Agieren der Partei soll im folgenden exemplarisch an zwei Krisen der vergangenen Jahre behandelt werden.</p><p>Die Fluchtbewegungen ab 2015 bezeichnete Alexander Gauland als „Geschenk“ für seine Partei, die AfD (<a href="https://www.bpb.de/themen/parteien/parteien-in-deutschland/afd/273130/etappen-der-parteigeschichte-der-afd/">Decker, 2022</a>). In der Tat diente sie AfD und PEGIDA, um Personen, die vorrangig unter Anerkennungsdefiziten litten, mittels dichotomischer Weltbilder und der Emotionalisierung sozial-kultureller Probleme zu instrumentalisieren. Der anhaltende Erfolgsmechanismus von Parteien und Bewegungen wie AfD und PEGIDA besteht demnach darin, Anerkennungsprobleme zu bearbeiten und so Selbstwirksamkeit erfahren zu lassen. Als (potenzielle) Wähler:in würde man wahrgenommen werden und dies ließ Handlungsbereitschaften entstehen, die einerseits autoritäre Ausrichtungen entwickelten und andererseits themengebunden immer wieder neu aktiviert werden können (Heitmeyer, 2022 b, S. 275). Dies ist bei dem bereits genannten „Entweder-Oder“-Mechanismus der Fall, da es um „Alles“ geht und Kompromisse von vornherein ausschließt.</p><p>Weiter führt Heitmeyer aus, dass die Verbindungen von einem systemischen Krisentypus, wie beispielsweise der COVID-19-Pandemie, mit einer „Entweder-Oder“-Konfliktstruktur gesellschaftliche Entwicklungen begünstigen, die zwar nicht die Gesellschaft spalten, jedoch asymmetrisch polarisieren zwischen einer Bevölkerungsmehrheit und einer Minderheit (Beispiel: Geimpfte vs. Impfgegner:innen). In solchen Konstellationen enthüllt sich das Zusammenwirken und gemeinsame Auftreten der aufgeführten Mechanismen als äußerst gewaltanfällig (Heitmeyer, 2022 b, S. 275 f.).</p><p>Im Jahr 2015 war der „Kampf um die Opferrolle“ ein zentraler Mechanismus der AfD, um die Mobilisierung gegenüber Geflüchteten und staatlicher sowie gesellschaftlicher Integrationspolitik voranzubringen. Entsprechend entstanden Kampfbegriffe wie „Umvolkung“ oder das Propagieren des „Untergangs der deutschen Kultur“. Die Opferrolle kann nach Heitmeyer als Schlüsselkategorie interpretiert werden, „[...] denn wer [sich] in der öffentlichen Wahrnehmung glaubhaft als Opfer darstellen kann, schafft damit eine zentrale „moralgetränkte“ Kategorie, um Widerstand als Notwehrrecht einschließlich Gewalt zu legitimieren“ (Heitmeyer, 2022 b, S. 266). Insofern gilt der Opferstatus als eines der wichtigsten Instrumente, um Anhänger:innen an sich zu binden.</p><p>Im Verlauf der COVID-19-Pandemie verkehren sich die Verhältnisse in den digitalen Medien, auf radikalisierten Demonstrationen und in der öffentlichen Debatte, was auch darauf zurückzuführen ist, dass der Mechanismus einer veränderten „Täter-Opfer“-Konstruktion sich ausbreitet. Neue Gelegenheitsstrukturen und Mobilisierungsaktivitäten werden in Figuren von „Freiheitskämpfern“ ausgebaut und radikalisiert.</p><p>Während der sogenannten „Flüchtlingskrise“ waren es vor allem männliche Geflüchtete, die in der öffentlichen Wahrnehmung als bedrohliche Täter, die Verbrechen wie Vergewaltigungen und Tötungen begehen, dargestellt wurden. Staatliche Institutionen ließen sie „gewähren“ im Sinne einer bevorstehenden „Umvolkung“ (Heitmeyer, 2022 b, S. 266). In der COVID-19-Krise trat der Staat als Haupttäter auf: Die Bevölkerung wurde in den Lockdown getrieben, massiven Freiheitsbeschränkungen unterworfen und Ungeimpfte – ob Gegner:in oder nur Zweifelnde – wurden durch eine „Corona-Diktatur“ in die Knie gezwungen.</p><p>In diesem Strukturwandel wirken Verschwörungstheorien passgenau auf ideologische Konzeptionen ein, die an Krisen sowie an Kontrollverluste andockt. Verschwörungstheorien bilden hier als quasi-religiöses, glaubensbasiertes Kampfinstrument eine Art Ersatzlösung für die in der Moderne verloren gegangenen Gewissheiten und markieren gleichzeitig Feindgruppen für autoritäre politische „Lösungen“, meist auch antisemitisch aufgeladen.</p><p>Im Sinne des angeführten konzentrischen Eskalationskontinuums sind es unter anderem solche Parolen und Kampfbegriffe, die als begrifflich „notwehrrelevante“ Legitimationsbrücken dienen. So wurden während der COVID-19-Pandemie von parlamentarisch einflussreichen Positionen weitere eskalationsorientierte Handlungsweisen beflügelt (Heitmeyer, 2022 b, S. 267). Die bisher aufgeführten Mechanismen und Strukturen fungieren demnach also als Bestandteile von Radikalisierungsprozessen. Diese wiederum bilden die Voraussetzungen für das Aufkommen von physischer Gewalt, von Körperverletzungen bis hin zu rechtsterroristischen Vernichtungstaten. Um diese Wirkung aufzuzeigen, soll folgend das Agieren der AfD anhand des oben beschriebenen Eskalationskontinuums verdeutlicht werden.</p><p>In den „Schalen“ des „Zwiebelmusters“ wird, wie oben erläutert, die Gewaltorientierung größer, während die eskalierenden Akteur:innengruppen kleiner werden. Als Kernmechanismus werden die verschiedenen Legitimationsbrücken angeführt. In der äußersten, der größten Schale, finden sich feindbildliche autoritäre Einstellungsmuster in Teilen der Bevölkerung gegenüber dem Staat als Ganzes und generell demokratischer Politik. Diese liefern die entsprechenden Legitimationen für das Auftreten und Agieren des autoritären Nationalradikalismus der AfD.</p><p>Zu Beginn der Pandemie forderte die AfD zunächst besonders harte Maßnahmen zur Eindämmung der Ausbreitung, sie blieb bei ihrem Stil der Emotionalisierung politischer und sozialer Probleme inklusive dem autoritären Kontrollparadigma. Da hiermit keine Zustimmungserweiterungen von potenziellen Wähler:innen gewonnen werden konnten, wurde eine radikale Richtungsänderung ins Gegenteil vollzogen. Dies führt Heitmeyer an, um zu verdeutlichen, „[...] dass es der Partei nicht um sachbegründete Prinzipien, sondern um opportunistische Nutzenkalküle zur Ausbreitung von Zustimmungen bzw. Verfestigungen der Wählerschaft geht – und um die Straße“ (Heitmeyer, 2022 b, S. 276). Insofern mussten Parolen geprägt werden, wie der Begriff der „Corona-Diktatur“, dem Selbststilisieren als „Freiheitskämpfer:innen“ oder dem Verbreiten von Verschwörungsideologien wie des „Great Resets“ (<a href="https://www.tagesschau.de/faktenfinder/wef-schwab-101.html">Siggelkow, 2023</a>).</p><p>So trat die AfD im Herbst und Winter 2021/2022 als wesentlicher Treiber der Corona-Proteste auf und baute gleichzeitig mit diesen Parolen, wie bereits ab 2015 in Zusammenhang mit der Krise um die Flüchtlingsbewegungen, gezielt Legitimationsbrücken für ohnehin schon mit Gewalt operierende rechtsextremistische Gruppen (Heitmeyer, 2022 b, S. 277). Diese Gruppierungen können sich durch diese Parolen auf eine Art gewaltlegitimierendes „Notwehrrecht“ berufen, um gegen eine „Diktatur“ zu agieren, verbunden mit „Umsturzfantasien“.</p><p>Heitmeyer führt weiter aus, dass diese Gruppen sich öffentlich in Demonstrationen bewegen und gleichzeitig klandestine rechtsterroristische Kleingruppen bedienen, „[...] die unter anderem aus Misserfolgen gegen die staatlichen Ordnungsmächte dann Legitimationen zum Umsturz des Systems ziehen“ (Heitmeyer, 2022 b, S. 277). Aus diesem Mechanismus eröffnet sich, was Heitmeyer durch das konzentrische Eskalationskontinuum eindrucksvoll darstellen kann, dass schlussendlich Teile der Bevölkerung durch die verschiedenen „Schalen“ hindurch zu den Legitimationslieferant:innen zählen, auf die sich Gewaltakteur:innen berufen, wenn sie sich auf „das Volk“ beziehen (Heitmeyer, 2022 b, S. 277).</p><p>Die Mechanismen verweisen insgesamt auf Bedrohungen der liberalen Demokratie und der offenen Gesellschaft. Weiter führt Heitmeyer an, dass staatliche Kontrollapparate sowie die Politik samt Appellen oder Ankündigungen der „wehrhaften Demokratie“ nicht in der Lage sind, mehrere dieser Mechanismen in ihren Wirkungen „in den Griff zu bekommen“. Die aufgezeigten Mechanismen, die bereits während der Krise der Flüchtlingsbewegungen und der Corona-Pandemie gewirkt haben, sind etabliert und werden auch weiterhin wirken.</p><p>Die so genannte „3K-Trias“ - Krisen, Konfliktstruktur und Kontrollverluste - gilt mittlerweile als etabliert und wirkt als wirkungsvoller Zusammenhang für autoritäre Entwicklungen. Die zukünftigen Krisenthemen werden wechseln, jedoch bleiben die gesellschafts- und demokratiezerstörerischen Mechanismen bestehen und können durch autoritär-nationalradikale Akteur:innen immer wieder neu themenbezogen aktiviert und emotional aufgeladen werden (Heitmeyer, 2022 b, S. 277).</p><p><b>7. Fazit & Ausblick</b></p><p>Heitmeyers Arbeiten bilden einen Meilenstein in der empirischen Forschung zu Einstellungen gruppenbezogener Menschenfeindlichkeit und zu rechten Einstellungen in der Bevölkerung. Er wies bereits zu Beginn seiner Studien im Jahr 2001 darauf hin, dass ein globalisierter Kapitalismus zu politischen und sozialen Kontrollverlusten führen könne, die mit Demokratieentleerung und einem Erstarken des rabiaten Rechtspopulismus einhergehen.</p><p>Anhand der Ergebnisse seiner langjährigen Forschung, unter anderem der Langzeitstudie zu den „deutschen Zuständen“, konnte er empirisch nachweisen, dass knapp 20 % der Bevölkerung autoritäre Einstellungen haben (Schaefer, Mansel & Heitmeyer, 2002, S. 125 f.). Diese Einstellungen „schlummerten“ in diesen Bevölkerungsteilen und fanden politisch bis zum Aufkommen der AfD keine sonderliche Beachtung. Sie „vagabundierten“ zwischen den Parteien - meist zwischen den Volksparteien CDU/CSU und der SPD - oder verharrten in einer „wutgetränkten Apathie“ und machten von ihrem Wahlrecht keinen Gebrauch (Schaefer, Mansel & Heitmeyer, 2002, S. 127 f.).</p><p>Die strukturellen Ursachen des autoritären Kapitalismus, also Transformationsprozesse in ökonomischen Strukturen samt den Krisen in der „Post-9/11“-Ära führen zu Veränderungen im sozialen Bereich, wie individuelle Verarbeitungsprozesse der Krisenfolgen in Form von Abstiegsängsten oder Anerkennungsverlusten, also soziale Desintegrationserfahrungen bzw. Desintegrationsgefährdungen. In Kombination mit den damit einhergehenden Kontrollverlusten sehnen sich Teile der Bevölkerung nach einem krisensicheren, kollektiven kulturell-politischen Identitätsanker und nach der „Wiederherstellung der Ordnung“ (Heitmeyer, 2022 a, S. 325). Dies schafft günstige Gelegenheitsstrukturen für die AfD, die sich 2015 inhaltlich radikal neu ausrichtete und als autoritär nationalradikales Angebot wahlpolitisch von diesen Entwicklungen profitierte. Durch ihre Fokussierung auf die kulturelle Dimension hat die Partei die Möglichkeit erhalten, „[...] soziale Kontrollverluste in Versprechungen zur Wiederherstellung von politischer Kontrolle zu übersetzen“ (Heitmeyer, 2022 a, S. 325).</p><p>Die Frage nach dem weiteren Verlauf liegt auf der Hand. Hier spricht Heitmeyer von „Zukünften“ in einer Zeit, in der viele Menschen auf tiefgreifende Verunsicherungen seit 2001 mit einer Sehnsucht nach Ordnung, Kontrolle und Sicherheit reagiert haben, die von dem autoritären Nationalradikalismus der AfD bedient wird (Heitmeyer, Freiheit & Sitzer, 2021, S. 281). Zu den Entsicherungen der sozialen Zustände der letzten Jahrzehnte gesellt sich nun eine „Unübersichtlichkeit möglicher Zukünfte“. Klar ist, dass die Routinen zur Bewältigung politischer, ökonomischer und sozialer Probleme und Krisen nicht länger funktionieren und es kein Zurück zu den Zuständen davor geben wird.</p><p>Nach Heitmeyer muss die Frage nach der Resilienz demokratischer Einstellungen und Gegenevidenzen zum grassierenden Autoritarismus auf der Ebene der Akteur:innen angesetzt werden, bei der Bürger:innenschaft. Jedoch beschreibt er sie, die in Krisen sonst durchaus wehrhaft und spontan auf Herausforderungen reagierten und heute mehr denn je gefragt seien, als erschöpft, auch wenn in der Mehrheit der europäischen Staaten bisher nur eine Minderheit der autoritären Versuchung vollends nachgibt (Heitmeyer, Freiheit & Sitzer, 2021, S. 282; Heitmeyer, 2022 b, S. 277).</p><p>Dennoch haben sich quer durch die Altersgruppen und unabhängig von der sozialen Lage unterschiedliche Teile der Bevölkerung „[...] statistisch signifikant und im Erscheinungsbild deutlich autoritären Versuchungen nachgegeben [...]“ (Frankenberg & Heitmeyer, 2022, S. 74). Ebenso erschöpft seien auch die politischen Eliten, die eigentlich Visionen und Ideen für individuelle und gesellschaftliche Zukünfte, die Freiheit spenden und Sicherheit verheißen, entwickeln sollten. Es benötigt also mehr visionäre und zukunftssichernde Gesellschafts- und Politikvorstellungen gepaart mit neuen Beteiligungsformen, die von den Bürger:innen wahrgenommen werden (Heitmeyer, 2022 b, S. 278).</p><p>Aktuelle empirische Befunde zu weiteren demokratischen Fortschritten geben wenig Anlass zu Optimismus (Frankenberg & Heitmeyer, 2022, S. 73 f.). Insofern folgert Heitmeyer, dass sich der Höhenflug autoritärer Politikangebote weiter fortsetzen wird, insofern sich der autoritäre Nationalradikalismus nicht selbst (von innen) zerlegt und es kein massives politisches Umsteuern mit gravierenden wirtschaftspolitischen Reformen gibt, wofür derzeit keine Anzeichen bestehen (Heitmeyer, 2018, S. 368). Nach Heitmeyer müssten aus den folgenden Punkten ökonomische, soziale und politische Konsequenzen gezogen werden:</p><ul style="text-align: left;"><li>„Der finanzialisierte Kapitalismus verfolgt weiter ungehindert seine globale Landnahme, ohne Rücksicht auf die gesellschaftliche Integration.</li><li>Die nationalstaatliche Politik ist angesichts der ökonomischen Abhängigkeit nicht willens oder in der Lage, soziale Ungleichheit konsequent zu verringern.</li><li>Ein Fortschreiten der sozialen Desintegration ist angesichts von Prozessen wie der Digitalisierung sehr wahrscheinlich.</li><li>Kulturelle Konflikte entlang konfessioneller und religiöser Grenzen werden nicht dauerhaft befriedet; vielmehr ist davon auszugehen, dass sie – auch im Zusammenhang mit Migrationsbewegungen – immer wieder angefacht werden.</li><li>Sozialgeografische Entwicklungen wie Abwanderung und das ökonomische Abdriften ganzer Regionen gehen ungebremst weiter“ (Heitmeyer, Freiheit & Sitzer, 2021, S. 283 f.).</li></ul><p>Die aufkommenden Probleme dieser auf Dauer gestellten Faktoren können von autoritär nationalradikalen Parteien und Bewegungen als „Signalereignisse“ für sich ausgebeutet werden. Sie stellen also „stabile“ günstige Voraussetzungen für ein weiteres Erstarken des autoritären Nationalradikalismus der AfD dar (Heitmeyer, Freiheit & Sitzer, 2021, S. 284). Es ist mittelfristig nicht abzusehen, dass die Themen, die die AfD mit ihrer eskalativen Rhetorik bearbeitet, in absehbarer Zukunft von der Bildfläche verschwinden werden.</p><p>Zudem weisen die Strukturen der AfD und des sie unterstützenden Milieus mittlerweile einen hohen Organisations- und Institutionalisierungsgrad auf. Insofern ist davon auszugehen, dass die autoritär nationalradikalen Parteien und Bewegungen öffentliche Debatten weiterhin maßgeblich prägen und so das soziale Klima innerhalb der Gesellschaft dauerhaft in Richtung von mehr Aggressivität verschieben werden.</p><p>Die Bedrohungen für die liberale Demokratie und die offene Gesellschaft durch den globalisierten Kapitalismus, durch Desintegrationsprozesse und dem autoritären Nationalradikalismus sind offensichtlich. Es hängt also viel von der Kraft konfliktbereiter und widerspruchstrainierter Gegenbewegungen ab, die für die offene Gesellschaft eintreten und sich nicht mit den Normalitätsverschiebungen, die aktuell bereits ablaufen, abfinden wollen (Heitmeyer, 2018, S. 372).</p><p><b>Literaturverzeichnis</b></p><ul style="text-align: left;"><li>Dahrendorf, R. (14. 11 1997). Die Globalisierung und ihre sozialen Folgen werden zur nächsten Herausforderung einer Politik der Freiheit. Von zeit.de: https://www.zeit.de/1997/47/thema.txt.19971114.xml/komplettansicht abgerufen am 21.10. 2023.</li><li>Decker, F. (02. 12 2022). Etappen der Parteigeschichte der AfD. Von bpb.de: https://www.bpb.de/themen/parteien/parteien-in-deutschland/afd/273130/etappen-der-parteigeschichte-der-afd/ abgerufen am 21.10. 2023.</li><li>Frankenberg, G., & Heitmeyer, W. (2022). Autoritäre Entwicklungen. Bedrohungen pluralistischer Gesellschaften und moderner Demokratien in Zeiten der Krisen. In G. Frankenberg, & W. Heitmeyer (Hg.), Treiber des Autoritären: Pfade von Entwicklungen zu Beginn des 21. Jahrhunderts (S. 15-86). Frankfurt a. M.: Campus Verlag GmbH.</li><li>Heitmeyer, W. (2001). Autoritärer Kapitalismus, Demokratieentleerung und Rechtspopulismus. Eine Analyse von Entwicklungstendenzen. In D. Loch, & W. Heitmeyer (Hg.), Schattenseiten der Globalisierung (S. 497-534). Frankfurt a. M.: Suhrkamp Verlag, 1. Auflage.</li><li>Heitmeyer, W. (2018). Autoritäre Versuchungen. Berlin: Suhrkamp Verlag.</li><li>Heitmeyer, W. (2022 a). Autoritärer Nationalradikalismus (2018). In K. Möller (Hg.), Populismus. Ein Reader (S. 300-328). Berlin: Suhrkamp Verlag, 1. Auflage.</li><li>Heitmeyer, W. (2022 b). Krisen und Kontrollverluste - Gelegenheitsstrukturen für Treiber autoritärer gesellschaftlicher Entwicklungspfade. In G. Frankenberg, & W. Heitmeyer (Hg.), Treiber des Autoritären: Pfade von Entwicklungen zu Beginn des 21. Jahrhunderts (S. 251-280). Frankfurt a. M.: Campus Verlag GmbH.</li><li>Heitmeyer, W., & Heyder, A. (2002). Autoritäre Haltungen. Rabiate Forderungen in unsicheren Zeiten. In W. Heitmeyer (Hg.), Deutsche Zustände. Folge 1 (S. 59-70). Frankfurt a. M.: Suhrkamp Verlag, 1. Auflage.</li><li>Heitmeyer, W., & Piorkowski, C. (09. 10 2023). "Autoritärer Nationalradikalismus“. Von bpb.de: https://www.bpb.de/themen/deutschlandarchiv/522277/autoritaerer-nationalradikalismus/ abgerufen am 21.10. 2023.</li><li>Heitmeyer, W., Freiheit, M., & Sitzer, P. (2021). Rechte Bedrohungsallianzen. Bonn: Sonderausgabe für die Bundeszentrale für politische Bildung.</li><li>Laudenbach, P. (09. 07 2023). Die Gründe des Aufstiegs der AfD: Soziologe Wilhelm Heitmeyer im Interview. Von sueddeutsche.de: https://www.sueddeutsche.de/kultur/wilhelm-heitmeyer-afd-analyse-1.6012038?reduced=true abgerufen am 21.10. 2023.</li><li>Nickschas, J.-B. (06. 02 2023). Zehn Jahre AfD: Zunehmend radikal. Von tagesschau.de: https://www.tagesschau.de/inland/innenpolitik/afd-zehn-jahre-103.html abgerufen am 21.10. 2023.</li><li>Reuters Staff. (24. 09 2017). Gauland kündigt an - "Wir werden Regierung jagen". Von reuters.com: https://www.reuters.com/article/deutschland-wahl-afd1-idDEKCN1BZ0QJ abgerufen am 21.10. 2023.</li><li>Schaefer, D., Mansel, J., & Heitmeyer, W. (2002). Rechtspopulistisches Potential. Die "saubere Mitte" als Problem. In W. Heitmeyer (Hg.), Deutsche Zustände. Folge 1 (S. 123-135). Frankfurt a. M.: Suhrkamp Verlag, 1. Auflage.</li><li>Siggelkow, P. (16. 01 2023). Verschwörungsmythen: Klaus Schwab, das WEF und der "Great Reset". Von tagesschau.de: https://www.tagesschau.de/faktenfinder/wef-schwab-101.html abgerufen am 21.10. 2023.</li><li>Universität Bielefeld. (o.J.). Prof. Dr. Wilhelm Heitmeyer. Von ekvv.uni-bielefeld.de: https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=21765 abgerufen am 21.10. 2023.</li></ul>Roman Straußhttp://www.blogger.com/profile/05447917097597451844noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-70437090868913447282023-11-01T09:37:00.003+01:002023-11-01T09:37:52.208+01:00Die AfD-Wählerschaft und die neue Partei von Sahra Wagenknecht<p>Kann sich die AfD zukünftig von rechtsextremen Akteur:innen und Positionen abgrenzen? Ist die Partei möglicherweise „nur“ eine CDU vor der Modernisierung? Oder ist die Partei etwas anderes? Falls ja, was genau ist sie? Das vorliegende und als Grundlage dieses Beitrags verwendete <a href="https://www.otto-brenner-stiftung.de/afd-radikalisiert-und-etabliert/" target="_blank">Arbeitspapier der Otto Brenner Stiftung</a>, das im Juni 2023 erschien, formuliert zu Beginn eine Reihe relevanter Fragen und hat das Ziel, die Widersprüchlichkeiten der Partei zu rekonstruieren und die mehrfache Umgestaltung der Partei zu analysieren.</p><p>Hierfür werden mehrere Aspekte untersucht, die in verschiedene Kapitel aufgeteilt sind. Für ein tiefergehendes Verständnis und die Beantwortung der Fragen sind die einzelnen Kapitel dieses Arbeitspapiers sehr lesenswert. Neben der programmatischen und organisatorischen Entwicklung der Partei wird unter anderem die Nähe der AfD zu Russland betrachtet, was nicht zuletzt angesichts des russischen Angriffskriegs auf die Ukraine relevant ist. Hier zeigt die Studie beispielsweise auf, dass russische Narrative durch die AfD auch während der Kriegszeit immer wieder verwendet werden.</p><p>Dieser Beitrag fokussiert sich jedoch auf das dritte Kapitel des Arbeitspapiers, welches die AfD-Wählerschaft, unter anderem ihre soziale Position und ihre Einstellungen, genauer betrachtet. Zusätzlich wird in diesem Kapitel die möglicherweise vorhandene Repräsentationslücke, die von den etablierten Parteien nicht abgedeckt wird, beleuchtet. Von einer solchen Repräsentationslücke sprach zuletzt auch <a href="https://www.tagesschau.de/multimedia/sendung/tagesthemen/video-1264258.html" target="_blank">Sahra Wagenknecht</a>.</p><p>Das im Folgenden untersuchte Kapitel kann zu einem tiefergehenden Verständnis der AfD-Wählerschaft beitragen und ist nicht zuletzt angesichts der Entstehung einer neuen Partei rund um Sahra Wagenknecht relevant. Indirekt kann ein Augenmerk somit ebenfalls auf die Fragen gelegt werden, ob und wie es dieser neuen Partei gelingen könnte, (Protest-)Wähler:innen von der AfD abzugreifen und was dies für die AfD bedeutet.</p><p>Das „Bündnis Sahra Wagenknecht – Für Vernunft und Gerechtigkeit“ (BSW) wird in den Medien derzeit häufig thematisiert (<a href="https://www.fr.de/politik/sahra-wagenknecht-partei-buendnis-unterschied-afd-linke-wahlen-parteienforscher-potenzial-zr-92635831.html" target="_blank">Beispiel</a>). Gesellschaftspolitisch betrachtet, vertritt das Bündnis eher konservative Positionen, wirtschaftspolitisch kann es jedoch eher links eingeordnet werden. Die soziale Gerechtigkeit soll unter anderem durch steuerliche Entlastungen für Menschen mit geringen Einkommen verbessert werden. Gleichzeitig bedient das BSW eine gewisse Anti-System-Haltung. Sollte die AfD angesichts eines drohenden Wählerverlusts Angst vor Wagenknechts neuer Partei haben oder ist diese Sorge eher unberechtigt? Im zweiten Teil dieses Beitrags wird dieser Frage nachgegangen.<span></span></p><a name='more'></a><p></p><p>Im Jahr 2013 nahm die AfD eine Anti-EU-Position ein und wurde auch überwiegend durch diese Haltung wahrgenommen. Dennoch waren bereits in dieser Zeit populistische Verhaltensweisen und typische Merkmale einer ideologisch rechten Politik zu finden. Parallel mit einem fortschreitenden Rechtsruck veränderte sich ebenso die Wahlprogrammatik in die entsprechende Richtung. Interessante Eindrücke diesbezüglich liefert die Befragung wahlberechtigter Bürger:innen: Während die AfD im Jahr 2013 nur etwas weiter rechts von der Mitte verortet wurde, war die Partei drei Jahre später der Wahrnehmung nach nur noch knapp von der extremen Haltung entfernt.</p><p>Die AfD wurde sowohl bei der Bundestagswahl 2013 als auch bei der Bundestagswahl 2017 überdurchschnittlich häufig von Männern gewählt und wird demnach häufig als eine Männerpartei bezeichnet. Während die ältesten und jüngsten Wahlberechtigten die AfD weniger wählten, erreichte die Partei 2021 einen überdurchschnittlich hohen Wähleranteil an 35- bis 69-jährigen Wähler:innen.</p><p>In Ost- und Westdeutschland schnitt die Partei unterschiedlich ab. Während der AfD-Anteil bei der Bundestagswahl 2021 in ostdeutschen Bundesländern bei über 20 Prozent lag, befand sich dieser in westdeutschen Bundesländern bei unter zehn Prozent. Bei der Bundestagswahl 2021 erreichte die AfD in allen ostdeutschen Bundesländern über 20 Prozent, in Sachsen und Thüringen die stärksten Ergebnisse mit 24,6 und 24 Prozent. In den westdeutschen Bundesländern erhielt die AfD Stimmanteile von zehn Prozent und weniger. Dementsprechend konnte die AfD ihre Direktmandate für den Bundestag im Jahr 2021 im Vergleich zur Bundestagwahl 2017 um 13 weitere und auf somit insgesamt 16 Direktmandate steigern, wobei dieser Zugewinn durch den Wahlerfolg in den ostdeutschen Bundesländern zustande kam. In relativen (nicht jedoch in absoluten) Zahlen ist die AfD eine Partei des Ostens.</p><p>Umfragedaten erlauben es, weitere relevante Informationen bezüglich der Wählerschaft hervorzuheben. So schneidet die AfD leicht überdurchschnittlich unter Bürger:innen mit einfacher Bildung ab, während hoch gebildete Menschen innerhalb der AfD-Wählerschaft stark unterdurchschnittlich vertreten sind. Arbeiter:innen und Arbeitslose sind sehr häufig bzw. stark überdurchschnittlich innerhalb der AfD-Wählerschaft zu finden. Dies kann ein erster Indikator für eine erhöhte Wahlbereitschaft einer Wagenknecht-Partei innerhalb der bisherigen AfD-Wählerschaft sein, da sich gerade Menschen mit niedrigem Einkommen von dem Bündnis angesprochen fühlen könnten.</p><p>Die Untersuchung der beruflichen Qualifikation von Wähler:innen der AfD zeigt, dass Menschen mit handwerklichen Abschlüssen überdurchschnittlich häufig innerhalb der AfD-Wählerschaft zu finden sind. Wähler:innen der AfD haben häufig eine sozial schwächere Stellung. Um dies aufzuzeigen, untersucht das Arbeitspapier die soziale Teilhabe und Integration der AfD-Wählerschaft innerhalb der deutschen Zivilgesellschaft. Es zeigt sich, dass Wähler:innen der AfD deutlich seltener als die Wähler:innen anderer Parteien Mitgliedschaften in Vereinen, Organisationen oder Verbänden innehaben. Eine Ausnahme bildet hierbei die Mitgliedschaft in Gewerkschaften und in der „Querdenker“-Bewegung. In Umweltschutzgruppen befinden sich beispielsweise nur 0,6 Prozent der AfD-Wähler:innen, während 7,8 Prozent der Wähler:innen anderer Parteien dort Mitgliedschaften innehaben.</p><p>Wie steht es um die Einstellung und Orientierung der AfD-Wählerschaft? Zentrales Augenmerk liegt auf der Frage, ob Protestwählende eine entscheidende Größe unter AfD-Wähler:innen sind. Die nun folgenden Informationen aus dem Arbeitspapier der Otto Brenner Stiftung können dabei helfen, zu einer Einschätzung zu gelangen, ob die AfD hinsichtlich der Gründung einer neuen Partei rund um Sahra Wagenknecht einen Verlust an Wähler:innen zu befürchten hat.</p><p>Vereinfacht dargestellt ist davon auszugehen, dass ein hoher Anteil an möglichen Protestwählenden unter der AfD-Wählerschaft in Verbindung mit bestimmten Merkmalen, wie beispielsweise einer Anti-System-Haltung oder Politikverdrossenheit, mit einer höheren Wahlbereitschaft der Wagenknecht-Partei innerhalb der AfD gleichgesetzt werden kann. Inhaltliche politische Zielsetzungen können dabei wiederum keine primäre Rolle spielen.</p><p>Eine Untersuchung vor 2015 ergibt, dass die Protestwahl zu Beginn nicht als entscheidendes Merkmal betrachtet werden kann. Damals standen substanzielle Beweggründe im Vordergrund. Dennoch war ein gewisser Anteil an Protestwählenden immer schon vorhanden. Eine neuere Analyse zeigt, dass ein hoher Anteil an AfD-Wählenden sich im eigenen Wahlkreis nicht fair repräsentiert fühlt (41,4 Prozent) und der Meinung ist, dass die Bundestagswahl 2021 nicht korrekt und nicht fair verlief (24,1 Prozent). Gerade im Vergleich zu Wähler:innen anderer Parteien wird der Unterschied deutlich, da sich hier lediglich 9,1 bzw. 3,9 Prozent gleich geäußert haben. Das Briefwahlverfahren wird von 31,7 Prozent der AfD-Wählerinnen als eher nicht bzw. überhaupt nicht sicher gesehen, während diese Meinung nur 4,8 Prozent der Wähler:innen anderer Parteien vertreten.</p><p>Was das Funktionieren der Demokratie betrifft, zeigt sich bei AfD-Wähler:innen eine hohe Unzufriedenheit (55,7 Prozent). Diese fällt bei Wähler:innen anderer Parteien deutlich geringer aus (9 Prozent). Auf einer Skala von Null (geringster Wert) bis Zehn (höchster Wert) liegt das Vertrauen der AfD-Wähler:innen in die Bundesregierung, den Bundestag, die Parteien und Politiker:innen im Durchschnitt bei 3,35 Punkten, während der Durchschnitt bei Wähler:innen anderer Parteien hier bei 6,03 Punkten liegt. Für sich liefern diese Ergebnisse wertvolle Aufschlüsse über die Einstellung und Orientierung der AfD-Wählerschaft. Ebenso kann vermutet werden, dass AfD-Wähler:innen eine Repräsentationslücke wahrnehmen.</p><p>Es stellt sich jedoch, vor allem bei Betrachtung der anstehenden Wagenknecht-Partei und der Einschätzung eines diesbezüglichen für die AfD negativen Wahlverhaltens von bisherigen AfD-Wähler:innen, die Frage, ob dies genügend Hinweise dafür sind, dass es sich bei Wählenden der AfD um Protestwähler:innen handelt. Das Arbeitspapier der Otto Brenner Stiftung kommt zu dem Ergebnis, dass es sich bei AfD-Wähler:innen im Kern trotz aller Vermutungen nicht überwiegend um Protestwähler:innen handelt. Inhaltliche Zielsetzungen spielen bei AfD-Wähler:innen durchaus eine wichtige Rolle. Beispiele hierfür sind die unter AfD-Wähler:innen stark ablehnende Haltung gegenüber einer allgemeinen Impflicht und gegenüber der Einführung einer Frauenquote. Abgesehen von diesen Politikzielen wird festgestellt, dass es vor allem der Populismus ist, der AfD-Wähler:innen ausmacht. Die typischen Merkmale des Populismus, unter anderem die ablehnende Haltung gegenüber den „Eliten“, kommt deutlich zum Vorschein.</p><p>Diese Erkenntnisse lassen darauf schließen, dass die Gründung einer Wagenknecht-Partei nicht zwingend dazu führt, dass bisherige AfD-Wähler:innen ihre Stimme im großen Stil an diese neue Partei abgeben werden. Vor allem der Faktor der Protestwahl kann nicht als entscheidender Faktor hierfür betrachtet werden, sollte jedoch auch nicht vollständig vernachlässigt werden. In ihrem Interview mit der Tagesschau vom 23.10.2023 spricht Sahra Wagenknecht selbst davon, dass sie nicht nur Protestwählende erreichen will. Im Kern sollen Konzepte stehen, wobei vor allem die soziale Gerechtigkeit betont wird. Insofern bleibt abzuwarten, wie genau diese Konzepte ausgestaltet werden.</p><p>Da AfD-Wähler:innen durchaus auf bestimmte substanzielle Zielsetzungen Wert liegen, müsste dies zu gegebenem Zeitpunkt neu bewertet werden. Ebenso stellt sich die Frage, wie viel Populismus die Wagenknecht-Partei beinhaltet und welche Züge dies annimmt. Somit bleibt abzuwarten, wie viele AfD-Wähler:innen die neue Partei anspricht. Auch wenn die Ergebnisse nicht darauf schließen lassen, dass massenhaft Wähler:innen der AfD zukünftig die neue Partei wählen werden, kann die AfD sich nicht in Sicherheit wiegen. Mit Blick auf die Zukunft stellt sich ebenso die Frage, was die Entwicklungen für die anderen Parteien, vor allem für die politische Mitte, bedeuten. </p>Marcel Moser http://www.blogger.com/profile/10668214995102851160noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-24489667092648095392023-10-10T16:00:00.001+02:002023-10-10T16:00:09.653+02:00Aufsatz zur Prävention gegen rechtspopulistische Rhetorik<p>Heute ist die aktuelle Ausgabe der Zeitschrift "<b>Ludwigsburger Beiträge zur Medienpädagogik</b>" (<a href="https://www.medienpaed-ludwigsburg.de/index" target="_blank">LBzM</a>)
mit dem Titel "50 Jahre Medienkompetenz und kein bisschen weiter? Von
der Kommunikativen Kompetenz zu DigComp" erschienen, die viele
lesenswerte Beiträge umfasst, unter anderem den folgenden Aufsatz zur Prävention gegen rechtspopulistische Rhetorik: </p><div class="post-body entry-content float-container" id="post-body-3640446968087474845"><ul style="text-align: left;"><li> <i><b>Nietz, Sina Marie / Müller, Ragnar </b></i>(2023):
Medienpädagogik als Prävention gegen rechtspopulistische Rhetorik. In:
Ludwigsburger Beiträge zur Medienpädagogik – LBzM, 23/2023. S. 1-12.
doi.org/10.21240/lbzm/23/16<br />URL: <a href="https://www.medienpaed-ludwigsburg.de/article/view/507/483" rel="noreferrer" target="_blank">https://www.medienpaed-ludwigsburg.de/article/view/507/483</a></li></ul>
</div>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-69349898130806580622023-04-15T11:33:00.001+02:002023-04-15T11:33:37.484+02:00Podcast: 10 Jahre AfD<p>SWR2 Wissen hat vor wenigen Tagen einen hörenswerten Podcast veröffentlicht zum Thema "<a href="https://www.swr.de/swr2/wissen/10-jahre-afd-war-die-radikalisierung-alternativlos-100.html" target="_blank">10 Jahre AfD – War die Radikalisierung alternativlos?</a>" Entlang der Leitfrage nach der Unvermeidlichkeit der Radikalisierung wird die 10-jährige Entwicklung der Partei bilanziert...<br /></p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-70125543203865722482022-12-18T14:28:00.004+01:002022-12-18T14:28:47.945+01:00Arte-Doku zu Viktor Orbán <p>Leider nur noch bis Jahresende ist die sehenswerte Reportage "<a href="https://www.arte.tv/de/videos/099755-000-A/hallo-diktator/" target="_blank">Hallo, Diktator" - Orbán, die EU und die Rechtsstaatlichkeit</a>" in der Arte-Mediathek verfügbar. Vielleicht ergibt es sich zwischen den Jahren...<br /></p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-10460432133126478402022-12-18T14:16:00.004+01:002022-12-18T14:16:58.141+01:00Podcast zum Thema Ambiguitätstoleranz<p>Ambiguitätstoleranz als die Fähigkeit, mit Mehrdeutigkeit (konstruktiv) umgehen zu können, taucht in unseren Lehrveranstaltungen zum (Rechts-)Populismus immer wieder auf. Bei SWR2 Wissen gibt es einen Podcast, der grundlegend in das Thema einführt und unbedingt hörenswert ist: "<a href="https://www.swr.de/swr2/wissen/mut-zur-mehrdeutigkeit-100.html" target="_blank">Mut zur Mehrdeutigkeit</a>"...<br /></p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-47722826293963338852022-09-13T14:36:00.000+02:002022-09-13T14:36:00.912+02:00Pegida- und Querdenker-Proteste im Vergleich<p><b>1. Einleitung</b></p><p>Als im Frühjahr viele Menschen auf die Straße gingen, um gegen die von der Regierung beschlossenen Einschränkungen zur Eindämmung der Verbreitung des Coronavirus zu demonstrieren, fühlten sich nicht wenige an die Pegida-Proteste - beginnend im Dezember 2014 - erinnert, bei denen vor allem in Dresden, aber auch in anderen deutschen Städten tausende Menschen auf die Straße gegangen sind, um ihrem Unmut hinsichtlich der Einwanderungspolitik der Regierung Ausdruck zu verleihen.</p><p>Den Teilnhemer:innen der Pegida-Proteste wird oftmals vorgeworfen, ‚rechts‘ oder gar Neo-Nazis zu sein, während die "Querdenker" als Verschwörungstheoretiker:innen und Maskenverweigerer dargestellt werden. Entsprechend konnten einschlägigen Medien die folgenden Überschriften entnommen werden:</p><ul style="text-align: left;"><li>Pegida-Teilnehmer beschimpfen Hotel-Gäste rassistisch (Abendzeitung am 03.08.2016) [1]</li><li>Typischer Pegida-Anhänger ist 48, männlich und gut gebildet (Berliner Zeitung am 04.02.2020) [2]</li><li>„Querdenker“-Demo in Leipzig: Journalisten angegriffen, Grünen-Politiker belästigt (Frankfurter Rundschau am 08.11.2021) [3]</li><li>Angriff auf Reichstag: 40 mutmaßliche Randalierer bislang ermittelt (ntv.de am 16.01.2021) [4]</li></ul><p>Aber wer sind diese Leute wirklich, die auf die Straße gehen, welche Motive haben sie und wie rechts sind sie? Mit dieser Frage beschäftigten sich verschiedene Forscherteams, die mit Hilfe von Befragungen versucht haben, dies herauszufinden. In der vorliegenden Arbeit werden diese Studien aufgegriffen und miteinander verglichen. Da die Ereignisse, insbesondere die Pegida-Proteste, bereits einige Jahre zurückliegen, wird in einem ersten Schritt die Entstehung und Chronologie der Proteste beschrieben, bevor im zweiten Teil die Pegida-Proteste mit denen der Querdenker verglichen werden.</p><p>Dabei beschränkt sich die hier vorliegende Arbeit darauf, die Querdenker-Demonstrationen und die Pegida-Proteste hinsichtlich der Teilnehmer:innen und den Motiven für die Teilnahme zu untersuchen und vergleichen. Zudem soll das rechtextremistische Potential analysiert werden. Bei den ausgewählten Kategorien werden die jeweiligen Protestphänomene zunächst getrennt voneinander betrachtet und in einem zweiten Schritt miteinander verglichen, um Gemeinsamkeiten und Unterschiede herauszuarbeiten.<span></span></p><a name='more'></a> <p></p><p><b>2. Chronologie der Proteste</b></p><p><i><b>2.1 Chronologie der Pegida-Proteste</b></i></p><p>Versetzt man sich in das Jahr 2014, dem Beginn der Pegida-Proteste zurück, ist in Deutschland und insbesondere in Sachsen eine anhaltende negative Stimmung gegenüber Geflüchteten zu beobachten. Immer wieder kommt es zu Protesten gegen geplante Unterkünfte für die temporäre Unterbringung von Flüchtlingen, wie beispielsweise im November 2013 in Schneeberg, wo sich rund 2000 Menschen versammeln, um gegen die Unterbringung von rund 250 aus Syrien geflüchteter Menschen zu demonstrieren (Röpke 2013; Antifa Reche Team Dresden 2016, S. 35).</p><p>Von dieser allgemeinen Stimmung angeregt, gründete Lutz Bachmann später eine Facebookgruppe „Patriotische Europäer gegen die Islamisierung des Abendlandes“, woraus schließlich der eingetragene Verein ‚Patriotische Europäer gegen die Islamisierung des Abendlandes‘ kurz ‚Pegida‘ hervorging (Geiges, Marg & Walter 2015, S. 19), welcher am 20. Oktober 2014 zu einem sogenannten Abendspaziergang in die Dresdner Innenstadt aufrief (Vorländer, Herold & Schäller 2016, S. 109).</p><p>Unter der Bezeichnung ‚Spaziergang‘ fanden diese Demonstrationen fortan jeden Montag in Dresden statt, um gegen Glaubens- und Stellvertreterkriege auf deutschem Boden sowie gegen die ‚Islamisierung des Abendlandes‘ zu protestieren (Geiges, Marg & Walter 2015, S. 12), wobei am 8. Dezember 2014 zum ersten Mal die Marke von 10.000 Teilnehmenden überschritten wurde (Antifa Reche Team Dresden 2016, S. 35).</p><p>In den darauffolgenden Wochen konnte ein weiterer Zustrom zu den wöchentlich montags stattfindenden Protesten beobachtet werden. Den Höhepunkt der Demonstrationen bildete der Spaziergang am 12. Januar 2015, der unter den Eindrücken des Anschlags auf das französische Satiremagazin ‚Charlie Hebdo‘ stand und an dem sich nach offiziellen Angaben der Polizei rund 25.000 Menschen beteiligten (ebd.; Geiges, Marg & Walter 2015, S. 18).</p><p>Angeregt von dem großen Zuspruch der Dresdner Spaziergänge gründeten sich in ganz Sachsen, aber auch in viel anderen Städten der Bundesrepublik, wie München, Würzburg, Kassel, Hannover und Bonn, Ableger, die allerdings mit wenigen Ausnahmen in Sachsen nicht annähernd so großen Zulauf hatten wie die Proteste in Dresden und an denen teilweise nur wenige Dutzend Menschen teilnahmen (Antifa Reche Team Dresden 2016, S. 36).</p><p>Im Frühjahr und Sommer flachte, auch aufgrund anhaltender Konflikte innerhalb des Organisationsteams, der Zulauf zu den Demonstrationen merklich ab. Bisweilen versammelten sich nur noch weniger als 2.000 Menschen zu den Spaziergängen in Dresden. Jedoch fanden insbesondere im Umland von Dresden nahezu täglich Demonstrationen, organisiert von Pegida Ablegern, statt (Antifa Reche Team Dresden 2016, S. 47, Geiges, Marg & Walter 2015, S. 21).</p><p>Auch unter dem Einfluss des anhaltenden Zustromes von Flüchtlingen konnte über den Sommer hinweg wieder eine Steigerung der Teilnehmerzahl beobachtet werden. Waren es im Juli noch rund dreitausend Teilnehmende, waren es Anfang September bereits über fünftausend, was sich bis Ende September auf neuntausend Teilnehmende steigerte (Antifa Reche Team Dresden 2016, S. 47). Zum einjährigen Bestehen von Pegida am 19. Oktober 2015 versammelt sich bei einer stationären Kundgebung in der Dresdener Innenstadt 15.000 bis 20.000 Menschen (ebd.).</p><p>Bei den folgenden Kundgebungen konnte eine immer aufgeladenere Stimmung beobachtet werden, die zunehmend auch zu gewaltsamen Ausschreitungen führte. Beispielsweise wurden am Rand des Pegida-Weihnachtssingens am 21. Dezember 2015 gezielt Menschen von Nazis und Hooligans angegriffen, die sich unter die Pegida-Anhänger gemischt hatten (ebd.; Jacobsen 2015).</p><p>Vorläufiger Höhepunkt sollte eine europäische Vernetzung der Pegida-Demonstrationen am 6. Februar 2016 sein, bei der in vielen europäischen Städten wie Graz, Amsterdam, Dublin und Antwerpen gleichzeitig Kundgebungen abgehalten und so die ‚Festung Europa‘ symbolisiert werden sollte. Der Zuspruch blieb aber selbst in Dresden weit hinter den Erwartungen zurück (Antifa Reche Team Dresden 2016, S. 50; Zeit online 2016).</p><p>Insbesondere in Dresden kam es dennoch bis weit ins Jahr 2017 hinein zu weiteren Protestkundgebungen mit bis zu zweitausend Teilnehmenden. Die bisher letzte größere Protestaktion fand anlässlich des fünfjährigen Bestehens der Organisation am 20. Oktober 2019 statt, bei der sich rund dreitausend Menschen versammelten, um erneut gegen die Migrationspolitik zu demonstrieren (Tagesschau 2019).<i><b> </b></i></p><p><i><b>2.2 Chronologie der Querdenker-Proteste</b></i></p><p>Erste Meldungen, nach denen in der Provinz Wuhan in China ein vermutlich tödliches, hoch ansteckendes Virus entdeckt wurde, konnten den Medien bereits Ende 2019 entnommen werden. Der erste bestätigte Fall wurde in Deutschland schließlich am 27. Januar 2020 in Bayern gemeldet (Imöhl & Ivanow 2021). Nachdem die Bundesregierung zunächst eher zurückhaltend reagiert und sich gegen striktere Maßnahmen ausgesprochen hatte, wurde schließlich beginnend mit dem 22. März 2020, zunächst befristet bis zum 19. April, der erste Lockdown verhängt, der mehrmals verlängert wurde und schließlich nach sieben Wochen am 7. Mai. 2020 endete (Bundesministerium für Gesundheit 2022).</p><p>Unter dem Begriff der ‚Hygienedemos‘ fanden bereits im April erste Protestaktionen gegen die von der Bundesregierung beschlossenen tiefgreifenden Einschränkungen des öffentlichen Lebens statt. Nachdem anfänglich ein Schwerpunkt der Proteste in Berlin beobachtet werden konnte, fanden bereits kurze Zeit später ähnliche Aktionen in anderen deutschen Großstädten und ebenfalls im ländlichen Raum statt (Frei & Nachtwey 202, S. 1).</p><p>Die Proteste gewannen dabei schnell an Zulauf und breiteten sich immer weiter aus. Im Anschluss an eine Großkundgebung am 9. Mai 2020 in Stuttgart mit über 20.000 Teilnehmenden gründete sich schließlich unter der Federführung von Michael Ballweg die Initiative ‚Querdenken 711‘ (ebd.). Hierbei wurde auch der Begriff ‚Querdenken‘ geprägt (Bundesstelle für Sektenfragen 2021, S. 5).</p><p>Bundesweit gründeten sich nach dem Stuttgarter Vorbild weitere Querdenken-Initiativen, sowohl in größeren Städten als auch im ländlichen Raum. Zudem gelang es den Organisatoren der Querdenker-Bewegung innerhalb kurzer Zeit, erhebliche finanzielle Mittel zu generieren, mit denen die Protestkundgebungen finanziert werden konnten (Holzer, et al., 2021, S. 21).</p><p>Den Höhepunkt erreichten die Proteste Mitte Mai 2020, ehe mit Auslaufen des Lockdowns auch die Teilnehmerzahlen an den Demonstrationen wieder abflachte (Verfassungsschutz Nordrhein-Westfalen 2022, S. 12). Initiiert von der Querdenker-Bewegung unter der Führung von Michael Ballweg vernetzten und strukturierten sich die einzelnen Protestgruppen und es wurden bundesweit Kundgebungen organisiert (Holzer, et al., 2021, S. 13).</p><p>Die größten Kundgebungen fanden am 1. und 29. August in Berlin, am 4. Oktober in Konstanz sowie am 7. November 2020 in Leipzig statt (Frei & Nachtwey 202, S. 1), ehe über den Winter hinweg der Zulauf erneut abflachte. Eine weitere Protestwelle konnte im Frühjahr 2021 beobachtet werden. Vor dem Hintergrund des zweiten Lockdowns, der am 6. Januar 2021 beschlossen wurde und bis in den Mai hinein anhielt, zogen wieder vermehrt Menschen auf die Straße, um gegen die Maßnahmen zu demonstrieren (Verfassungsschutz Nordrhein-Westfalen 2022, S. 12).</p><p>In diesem Zusammenhang identifizierte der Verfassungsschutz Nordrhein-Westfalen (2022, S. 12) eine positive Korrelation zwischen steigenden Infektionszahlen und Protestgeschehen. Der Bericht stellt zudem fest, dass im Lauf des Jahres 2021 eine Zunahme verbal aggressiven Verhaltens seitens der Teilnehmenden zu beobachten war und sich Ärzt:innen, Politiker sowie Wissenschaftler als Feindbild herausbildeten, die teilweise sogar angegriffen und bedroht wurden (Verfassungsschutz Nordrhein-Westfalen 2022, S. 16; S. 20).</p><p>Mit Abflachen der Infektionswelle nahm auch das Protestgeschehen im Sommer 2021 zunächst merklich ab. Im Herbst veränderte sich schließlich die Form des Protestes. Die Querdenken-Organisationen verloren zunehmend an Einfluss und statt großer Kundgebungen war eine Verschiebung hin zu einer Vielzahl kleinerer Protestaktionen in kleineren Städten und ländlichen Gebieten zu beobachten (Verfassungsschutz Nordrhein-Westfalen 2022, S. 16; S. 20).</p><p>Mit dem Auslaufen der meisten Corona-Maßnahmen konnte auch ein deutlicher Rückgang an Protesten gegen die Maßnahmen beobachtet werden. Zurzeit finden nach wie vor in vielen Städten noch regelmäßig Demonstrationen statt, wie beispielsweise am 13. August 2022 in Berlin ein Auto- und Fahrradkorso, um gegen das vom Bundestag beschlossene Infektionsschutzgesetz zu demonstrieren [5].<b> </b></p><p><b>3. Vergleich der Protestphänomene</b></p><p><i><b>3.1 Wer nimmt an den Protesten teil?</b></i></p><p><i>3.1.1 Pegida-Proteste</i></p><p>Mit der Frage, wer an den Protesten teilnimmt, beschäftigt sich insbesondere eine Studie von Vorländer, Herold & Schäller aus dem Jahr 2015, bei der durch „Face-to-Face-Interviews“ (Vorländer, Herold & Schäller 2015; S 13) mit Teilnehmenden an Pegida-Demonstrationen in Dresden die soziodemografische Zusammensetzung sowie die zentralen Motive der Protesttierenden ermittelt werden sollten.</p><p>Ergebnisse dieser Untersuchungen zeigen, dass die Befragten durchschnittlich 47,6 Jahre alt und von den 397 Teilnehmenden der Proteste eine Mehrheit von 74,6 Prozent männlich waren (ebd., S. 43f). Zudem wurde der letzte Bildungsabschluss ermittelt. Die Mehrheit der Befragten hat demnach die Schule nach der 10. Klasse verlassen (ebd. S. 45). Ebenfalls auffällig ist der hohe Anteil an Befragten, die einen Hochschulabschluss als letzten Bildungsabschluss angaben [6]. Mit 28,2 Prozent ist der Anteil im Vergleich zum Bundesdurchschnitt doppelt so hoch (ebd., S. 46). Des Weiteren gaben 5 Prozent einen Hauptschulabschluss, 16,4 Prozent die Hochschulreife und 8,6 Prozent einen Meisterabschluss als letzten Bildungsabschluss an (ebd.). Mit rund 47,6 Prozent waren die meisten der Befragten Arbeiter oder Angestellte, gefolgt von 20,4 Prozent Selbständigen und 17,6 Prozent Rentner (ebd., S. 47). Beamte, Studierende, Auszubildende, Schüler:innen und Arbeitslose machten lediglich etwas mehr als 10 Prozent der Protestierenden aus.</p><p>Auch wurde nach der Parteiverbundenheit der Pegida-Anhänger gefragt. Eine große Mehrheit von 62,1 Prozent fühlt sich demnach zu keiner der etablierten Parteien hingezogen (ebd., S. 52). Betrachtet man die Ergebnisse, geben 16,8 Prozent der Befragten an, dass ihre Einstellungen am ehesten mit den Ideen der ‚Alternativen für Deutschland‘ (AfD) übereinstimmen. Die anderen Parteien sind weit abgeschlagen: CDU 8,9 Prozent, NPD 3,7 Prozent, Linke 3,0 Prozent, SPD und FDP 1,2 Prozent, Grüne 1,0 Prozent (ebd.). Die Ersteller der Studie vermuten zudem eine große Schnittmenge zwischen dem hohen Anteil an Nichtwähler bei der Landtagswahl in Sachsen (50,9 Prozent) und dem Anteil der Befragten an den Pegida-Kundgebungen, die sich zu keiner der etablierten Parteien hingezogen fühlen (ebd., S. 53).</p><p>Die Ergebnisse der Studie lassen darauf schließen, dass es sich um eine sehr heterogene Gruppe mit überdurchschnittlicher Bildung und überdurchschnittlichem Einkommen handelt, die sich vorwiegend aus Menschen in der ‚Mitte der Gesellschaft‘ zusammensetzt (Kocyba 2016, S. 149f). Die hier verwendeten Daten müssen allerdings mit Vorsicht betrachtet werden, Kocyba (2016, S. 151) und Nachtwey (2016, S. 305) merken an, dass beobachtet werden konnte, dass viele der Demonstrierenden nicht an wissenschaftlichen Befragungen teilnahmen und dadurch nur ein verzerrtes Ergebnis hin zur Mitte der Gesellschaft abgebildet werden konnte.</p><p><i>3.1.2 Querdenker-Proteste</i></p><p>Bei den verwendeten Studien handelt es sich zum einen um eine Umfrage, die im Rahmen der sogenannte Erntedank-Demonstration Anfang Oktober in Konstanz durchgeführt wurde, die von der Initiative „Querdenken 753“ organisiert wurde und bei der es gelungen ist, 138 Personen zu interviewen (Koos 2022, S. 68). Dabei wurden nach dem Zufallsprinzipe gezielt Protestierende auf der Demonstration angesprochen und per Handzettel zur Teilnahme an der Umfrage eingeladen (ebd.).</p><p>Bei der zweiten Studie handelt es sich um eine im Herbst 2021 durchgeführte Online-Umfrage des Schweizer Forscherteams Frei, Schäfer & Nachtwey. Bei dieser nicht-repräsentativen Umfrage wurden die Einladungen zur Teilnahme in offenen Telegram-Gruppen von Protestorganisator:innen gepostet (Frei, Schäfer & Nachtwey 2021, S. 251). Dadurch konnten 1152 Umfrageteilnehmer gewonnen werden (ebd.).</p><p>Beide Studien kommen zum Schluss, dass die Teilnehmer:innen an den Protesten durchschnittlich etwa 48 (47) [7] Jahre alt sind und vorwiegend über einen höheren Bildungsabschluss verfügen (Koos 2022, S. 71). Nachtwey, Schäfer & Frei fanden dabei heraus, dass rund 34 Prozent über ein abgeschlossenes Studium verfügen, 31 Prozent das Abitur als höchsten Abschluss angaben und 21 Prozent mindestens die Mittlere Reife. Damit sind unter den Demonstrationsteilnehmer:innen Personen, die mindestens das Abitur als höchsten Bildungsabschluss angaben, überdurchschnittlich häufig vertreten verglichen mit dem Durchschnitt der deutschen Bevölkerung (ebd.).</p><p>Ebenfalls überrepräsentiert sind Selbständige mit 20 (25) Prozent der Teilnehmer:innen, während die Mehrheit von 46 Prozent sich selbst als Arbeiter oder Angestellte einstuften (ebd.). Rentner:innen, Hausfrauen, Student:innen bildeten zusammen rund 20 Prozent der Teilnehmenden (Nachtwey, Schäfer, & Frei 2022, S. 8). Beide Studien kommen entsprechend zum Schluss, dass sich die Teilnehmer:innen der Querdenker-Proteste meist der Mittelschicht zuordnen lassen (Koos 2022, S. 72).</p><p>Eine Mehrheit von 61 Prozent bezeichnet sich den Umfragen zufolge als politisch interessiert (ebd. S. 80). Fragt man nach dem Wahlverhalten bei der Bundestagswahl 2017, gaben die meisten (23 Prozent) an, die Grünen gewählt zu haben, gefolgt von ‚Die Linke‘ (18 Prozent), AfD (15 Prozent), CDU/CSU (10 Prozent), FDP (7 Prozent), SPD (6 Prozent) sowie ‚andere Parteien‘ (21 Prozent) (Nachtwey, Schäfer, & Frei 2022, S. 10).</p><p>Auf die Frage, welche Partei die Teilnehmer:innen heute wählen würden, antworteten 61 Prozent ‚andere Parteien‘ (ebd.). Die AfD käme demnach auf 27 Prozent der Stimmen, FDP 6 Prozent, die Linke 5 Prozent, Grüne und CDU/CSU jeweils 1 Prozent und SPD 0 Prozent (ebd.). Es zeigt sich hier eine deutliche Verschiebung hin zu anderen Parteien und auch zur AfD, was darauf schließen lässt, dass sich eine Mehrheit der Befragten nicht ausreichend von den etablierten Parteien vertreten fühlt.</p><p>Hierbei sei bemerkt, dass die Studie von Koos die Tendenzen hin zur AfD nicht bestätigen konnte. Zwar wurden auch hier ‚andere Parteien‘ mit 55 Prozent am häufigsten genannt, es gaben jedoch lediglich 2 Prozent der Befragten an, die AfD bei der kommenden Bundestagswahl wählen zu wollen (Koos 2022, S. 81). Diese Diskrepanz könnte darauf zurückzuführen sein, dass Koos lediglich Personen befragte, die bei der Demonstration in Konstanz teilnahmen, während Nachtwey und Kolleg:innen auf Umfrageteilnehmer:innen aus ganz Deutschland zurückgriffen, entsprechend auch aus Regionen, in denen die AfD stärker vertreten ist (Sachsen: 28,4 Prozent [8]; Thüringen: 22 [9]) als in Baden-Württemberg (9,7 Prozent [10]), was darauf schließen lässt, dass dort unabhängig von Corona die AfD eher eine etablierte Wählerklientel aufweisen kann.</p><p><i>3.1.3 Gemeinsamkeiten und Unterschiede</i></p><p>Der Vergleich der Pegida-Demonstrationen und der Querdenker-Proteste zeigt, dass sich die Teilnehmenden recht ähnlich sind. Vergleicht man die beiden Protestphänomene miteinander, ist zunächst das Durchschnittsalter mit 47-48 Jahren auffällig gleich. Auch hinsichtlich des Bildungsabschlusses und der Berufstätigkeit gibt es nur geringe Unterschiede. In beiden Fällen sind die Teilnhmer:innen eher überdurchschnittlich gebildet. Der Anteil von Angestellten und Arbeitern ist jeweils am höchsten. Außerdem ist auffällig, dass ein nicht unerheblicher Teil einer selbstständigen Tätigkeit nachgeht. Unterschiede gibt es hinsichtlich der Geschlechterverteilung. Während bei den Querdenker-Protesten die Verteilung nahezu gleich ist, sind männliche Teilnehmer bei den Pegida-Kundgebungen in der Überzahl.</p><p>Schaut man sich das Wahlverhalten an, stellt man fest, dass die meisten der Befragten keine der ‚etablierten‘ Parteien bei der nächsten Bundestagswahl wählen würden. Bei den jeweiligen Befragungen kommt keine der ‚etablierten‘ Parteien über 10 Prozent der Stimmen. Vor allem Parteien aus dem linken Spektrum überzeugen nur wenige der Protestteilnehmer:innen. Dies spiegelt die große Unzufriedenheit der Befragten mit der Arbeit von Regierung und Politikern wider, auf die im folgenden Kapitel nochmals genauer eingegangen wird.</p><p>Die Rolle der AfD ist etwas undurchsichtiger. Von den etablierten Parteien findet die AfD unter den Pegida-Anhänger die meiste Zustimmung, wenngleich der Wert mit etwas mehr als 16 Prozent recht gering ist. Bei den Querdenker-Anhängern kommen die Befragungen zu unterschiedlichen Ergebnissen: Bei der Online-Befragung würden 27 Prozent bei der kommenden Bundestagswahl die AfD wählen, während dies bei der Vor-Ort-Befragung in Konstanz nur zwei Prozent tun würden.</p><p>Die hier aufgeführten Aspekte zeigen eine recht große Übereinstimmung hinsichtlich demographischer, sozioökonomischer und politischer Einstellungen der Protesteinehmerenden, die im folgenden Kapitel auch hinsichtlich ihrer Motive für die Protestteilnehme verglichen werden.</p><p><i><b>3.2 Welche Motive haben die Protestteilnehmer:innen?</b></i></p><p><i>3.2.1 Pegida-Proteste</i></p><p>Die Motive für die Teilnahme an den Pegia-Protesten in Dresden sind vielfältig. Generell lassen sich die Motive als allgemeine Unzufriedenheit mit politischen Entscheidungen und deren Kommunikation beschreiben (Vorländer, Herold, & Schäller 2015, S. 63). Bei der Umfrage des Dresdner Forscherteams Vorländer, Herold und Schäller gaben über 71 Prozent der Befragten dies als eines der Hauptmotive für die Teilnahme an den Pegida-Protesten an. Weitere wichtige Teilnahmemotive waren Kritik an Medien und Öffentlichkeit (34,5 Prozent), grundlegende Vorbehalte gegenüber Zuwanderern und Asylbewerbern (31,2 Prozent) sowie Protest gegen religiös oder ideologisch motivierte Gewalt (10,3 Prozent) [11] (ebd. S. 59). Sonstige Motive nannten 21,9 Prozent.</p><p>Betrachtet man die Antwortengruppe ‚Unzufriedenheit mit politischen Entscheidungen und deren Kommunikation‘ genauer, waren die am häufigsten gegebenen Antworten ‚Unzufriedenheit mit der Asylpolitik‘ und ‚Allgemein empfundene Diskrepanz zwischen Volk und Politikern‘ mit jeweils über 25 Prozent (ebd. S. 62). Zudem wurden häufig die ‚Unzufriedenheit mit dem politischen System der Bundesrepublik‘, ‚Unzufriedenheit mit Zuwanderungs- und Integrationspolitik‘, ‚Allgemeine Unzufriedenheit mit der Politik' sowie ‚Unzufriedenheit mit der Wirtschafts- und Sozialpolitik‘ genannt (ebd.).</p><p>Daraus resultiert, dass rund 34 Prozent (bereinigt von Doppelnennungen) der Befragten allgemein mit der Integrations-, Asyl- oder Sicherheitspolitik der Regierung unzufrieden sind (ebd. S. 63). Generell scheinen grundlegende Vorbehalte gegenüber Zuwanderung, insbesondere aus dem islamischen Raum, eines der Hauptmotive für die Teilnahme zu sein.</p><p>Wirft man einen genaueren Blick auf die Kategorie ‚Grundlegende Vorbehalte gegenüber Zuwanderern und Asylbewerbern‘, geben 15,4 Prozent der Befragten an, allgemeine Vorbehalte gegenüber Muslimen bzw. dem Islam zu haben (Vorländer, Herold, & Schäller 2015, S. 69). Die Angst vor sozioökonomischer Benachteiligung, Sorge um hohe Kriminalität von Asylbewerbern und die Furcht vor eigenem Identitätsverlust und ‚Überfremdung‘ werden ebenfalls häufig als zentrale Motive für die Teilnahme genannt (ebd.).</p><p>In einem Positionspapier fordern die Organisatoren von Pegida entsprechend eine im Grundgesetz verankerte Integrationspflicht für Geflüchtete, um einer "Islamisierung des Abendlandes" und damit verbundenen "Glaubenskriegen auf deutschem Boden" entgegenzuwirken (Antifa Recherche Team Dresden 2016, S. 45).</p><p>Laut Organisator:innen gibt Pegida all den Menschen eine Stimme, die sich „überfremdet, benachteiligt und in ihrer Identität bedroht fühlen“ (ebd. S. 35), um zu verhindern, dass Asylsuchende Geld vom Staat bekommen, während ein Großteil der Bevölkerung sich das alltägliche Leben nicht mehr leisten kann. Hierbei gibt es Überschneidungen zwischen den Kategorien ‚Unzufriedenheit mit der Wirtschafts- und Sozialpolitik‘ und der allgemeinen Angst, das eigene Leben nicht mehr finanzieren zu können, sowie der ‚Angst vor sozioökonomischer Benachteiligung‘ durch Einwanderung.</p><p>Obwohl rund 34 Prozent der Antworten das Themenfeld Integrations-, Asyl- und Sicherheitspolitik als Motiv für die Protestteilnahme angeben, wurde von lediglich 24,2 Prozent der Befragten explizit der Islam, Islamismus und Islamisierung als Grund genannt (Vorländer, Herold, & Schäller 2015, S. 72).</p><p>Neben den Themen Zuwanderung, Asyl und Islam ist auch die kritische bis ablehnende Haltung gegenüber Öffentlichkeit und Medien, insbesondere gegenüber dem öffentlich-rechtlichen Rundfunk eines der Hauptmotive für die Teilnahme an den Pegida-Demonstrationen. Der Begriff der ‚Lügenpresse‘ verdeutlicht die Wut und ablehnende Haltung gegenüber Vertretern der Medien und den Medien als Institution.</p><p>21,2 Prozent der Befragten äußerten entsprechend eine allgemeine Unzufriedenheit mit der Berichterstattung der Medien und 18,4 Prozent kritisieren eine diffamierende Berichterstattung über die Pegida-Proteste (Vorländer, Herold, & Schäller 2015; S. 66.). Oft wird dabei pauschalisierend Kritik an der politischen Einstellung und an der Arbeit von Medienvertretern geübt (ebd. S. 67). Anhänger der Pegida-Bewegung bemängeln zudem, dass sie zu wenig im öffentlichen Diskurs gehört werden und die Sorgen und Ängste nicht ernst genommen werden. Zudem wird beklagt, dass der Öffentlichkeit Informationen vorenthalten werden (ebd. S. 68). Am Rande der Demonstrationen ist entsprechend eine aufgeladene Stimmung gegenüber Vertretern der Medien sowie eine Weigerung, mit Medienvertretern zu sprechen, zu beobachten.</p><p><i>3.2.2 Querdenker-Proteste</i></p><p>So vielfältig wie die Protestteilnehmer:innen sind auch die Motive für die Teilnahme. Trotz der Heterogenität vereint alle der zentrale Aspekt, gegen etwas zu sein (Frei, Schäfer, & Nachtwey 2021, S. 251). Ein Hauptgrund für die Teilnahme bilden die durch die Krise hervorgebrachten sozialen Ungleichheiten und die hierdurch verursachte wahrgenommene Benachteiligung in unterschiedlichsten Bereichen (Koos 2022, S. 73).</p><p>Befragungen von Koos (2022, S. 73) bei der Demonstration in Konstanz im Herbst 2022 zeigen, dass weniger die persönliche Betroffenheit Grund für die Teilnahme ist, sondern vielmehr die gesamtgesellschaftlichen Auswirkungen der getroffenen Maßnahmen ausschlaggebend sind. Lediglich rund 20 Prozent der Befragten nannten unmittelbare finanzielle Auswirkungen als ein Teilnahmemotiv (ebd.).</p><p>Hauptsächlich spielt die Sorge um die eigene familiäre Situation eine Rolle. 39 Prozent (der Studie von Nachtwey, Schäfer, & Frei [2022, S. 16] zufolge rund 34 Prozent) der Befragten gaben an, dass durch die getroffenen Maßnahmen zur Eindämmung des Pandemiegeschehens übermäßig hohe Belastungen für Familien entstanden sind (Koos 2022, S. 74). Dies ist auch vor dem Hintergrund zu sehen, dass Nachtwey und Kollegen (2021, bei ihrer Umfrage eine 80-prozentige Zustimmung zur Aussage über die Willkürlichkeit der Corona-Maßnahmen ermittelten und dass rund 95 Prozent der Aussage, die Regierung dramatisiere oder übertreibe die Corona-Problematik,k zustimmten bzw. voll und ganz zustimmten (Nachtwey, Schäfer, & Frei 2022, S. 14f.).</p><p>Größter Kritikpunkt an den Maßnahmen sind die temporären Einschränkungen der Grundrechte, wie Ausgangsbegrenzungen und Kontaktverbote. 80 Prozent der Befragten nannten die negativen Auswirkungen der Maßnahmen auf die eigenen Grundrechte als einen der Hauptgründe, sich an den Querdenker-Protesten zu beteiligen (Koos 2022, S. 75). Zudem stimmten 95 Prozent der Befragten der Aussage zu, dass die Corona-Maßnahmen die Meinungsfreiheit und Demokratie bedrohen (Nachtwey, Schäfer, & Frei 2022, S. 17).</p><p>Als Einschränkung der Grundrechte wird auch die Verpflichtung zum Tragen von Masken gesehen. Teilnehmer:innen behaupteten hierbei, dass es durch das Tragen der Maske zu Todesfällen in Deutschland gekommen sei (Gensing 2020). Entsprechend stimmen über 88 Prozent der Befragten der Aussage zu, dass Maskenpflicht Kindesmissbrauch sei (Nachtwey, Schäfer, & Frei 2022, S. 18). Auch aufgrund der temporären Schulschließungen ist der Schutz von Kindern unter den Motiven der Demonstrationsteilnehmer:innen zu finden und rückte mit zunehmendem Verlauf des Corona-Protestgeschehens vermehrt in den Fokus der Debatte.</p><p>Neben Kritik an den konkret aufgrund der Corona-Pandemie getroffenen Maßnahmen durch die Bundesregierung ist auch die allgemeine Kritik an Regierung und Parlament eine der Hauptmotivationen. So gaben 88 Prozent der Befragten an, kein Vertrauen in die Regierung zu haben (Koos 2022, S. 79). Gleiches gilt für den Bundestag. In das Parlament und die gewählten Abgeordneten haben nur 4 Prozent Vertrauen (ebd.). Eine Mehrheit von 77 Prozent hat dabei das Vertrauen in das politische System verloren (ebd. S. 80). Dennoch lehnen 94 Prozent eine Diktatur als möglicherweise bessere Staatsform ab (ebd.). Der Aussage, dass ‚Medien und die Politik unter einer Decke stecken‘ stimmen rund 77 Prozent der Teilnehmer in der Befragung von Nachtwey, Schäfer, & Frei (2022, S. 17) zu.</p><p>Entsprechend groß ist die Ablehnung gegenüber etablierten Medien (91 Prozent) (Koos 2022, S. 79). Die oftmals als einseitig empfundene Berichterstattung von den Corona-Protesten, vermeintlich tendenzielle Berichterstattung und das mutmaßliche Zurückhalten wichtiger Informationen werden oft als Hauptgründe für die ablehnende Haltung gegenüber etablierten Medien, insbesondere dem öffentlich-rechtlichen Rundfunk genannt (Frei, Schäfer, & Nachtwey 2021, S. 225). Konkret wird den Medien ‚Angstmacherei‘ vorgeworfen mit dem Ziel, die Menschen zu verunsichern. Die Teilnehmer:innen bezeichnen sich daher oftmals selbst als besonders kritische Menschen, die Dinge hinterfragen und gegen die „mediale Desinformation“ (ebd. S. 256) vorgehen und aufklären wollen.</p><p>Waren im Frühjahr und Herbst 2020 noch die von der Bundesregierung getroffenen Maßnahmen und deren Auswirkungen, wie Lockdown, Schulschließungen und Maskentrageverordnung, der Hauptgrund für die Teilnahme an den Querdenker-Demonstrationen, wandelten sich die Motive im Lauf der Zeit. Mit der Entwicklung von Corona-Impfstoffen, deren Zulassung und den anschließenden, im Frühjahr und Sommer 2021 groß angelegten Impfkampagnen, wurde vermehrt auch die Kritik an einer vermeintlichen Zwangsimpfung und die Diskriminierung Ungeimpfter zum zentralen Motiv (Verfassungsschutz Nordrhein-Westfalen 2022, S. 3).</p><p>Entsprechend konnten sich 70 Prozent der Befragten vorstellen, dass einflussreiche Geschäftsleute die Menschheit zwangsimpfen lassen wollen, um so persönlich davon zu profitieren (Koos 2022, S. 77). Allgemein haben Verschwörungstheorien und eine darauf aufbauende "Realität" großen Einfluss, die Motive der Teilnehmer:innen betreffend. Unter den Befragten können sich 75 Prozent vorstellen, dass Wissenschaftler gezielt manipulieren, Tatsachen erfinden oder Beweise zurückhalten, um die Öffentlichkeit zu täuschen (ebd.).</p><p>Zwar haben 37 Prozent der Befragten Vertrauen in die Wissenschaft, dieser vergleichsweise hohe Wert könnte aber auch darauf zurückgeführt werden, dass sich im Lauf der Pandemie eine Vielzahl selbsternannter Experten etabliert hat, deren Wissen und Expertise gleichgesetzt wurde mit Wissen von Experten, die dem etablierten Wissenschaftssystem zuzuordnen sind (ebd. S. 79). Hauptkritikpunkt ist dabei die Nichtproduktion eindeutiger Ergebnisse und die Anpassung von Empfehlungen aufgrund neuster Erkenntnisse, die oftmals zu Verwirrung und Irritationen führten.</p><p>Es bleibt festzuhalten, dass sich berechtigte Kritik an den Corona-Maßnahmen mit inhaltlich diffuser Kritik (Frei, Schäfer, & Nachtwey 2021, S. 257) mischt, was zu einer wirren Verflechtung von Tatsachen mit Verschwörungserzählungen führt, die schließlich zur Teilnahme an den Querdenker-Demonstrationen führen.</p><p><i>3.2.3 Gemeinsamkeiten und Unterschiede</i></p><p>Zu den Gemeinsamkeiten beider Protestgruppen lässt sich zunächst herausstellen, dass beide sehr heterogen zusammengesetzt sind und eine Vielzahl von Motiven die Menschen zur Teilnahme an den Protesten veranlasst. In beiden Gruppen ist eines der Hauptmotive die allgemeine Unzufriedenheit mit Mandatsträgern und politischen Entscheidungen im allgemeinen.</p><p>Beide Gruppen unterscheiden sich hinsichtlich des konkreten Anlasses für die Proteste. Während der Hauptauslöser für die Pegida-Proteste in der Asylpolitik der Regierung, der mangelnden Kommunikation bei der Unterbringung von Geflüchteten sowie in einer vermeintlichen Überfremdung Deutschlands liegen, resultierte die Unzufriedenheit bei den Querdenker-Protesten hauptsächlich aus den Grundrechtseinschränkungen, die die Corona-Pandemie eindämmen sollten, sowie später aus der vermeintlichen Diskriminierung von Ungeimpften.</p><p>Auch wenn sich die konkreten Anlässe unterscheiden, ist der Auslöser für die jeweiligen Proteste eine aktuelle Gegebenheit, die aufgegriffen und instrumentalisiert wird. Die Proteste beziehen sich dabei nicht nur auf den konkreten Anlass, sondern lassen sich als allgemeine Unzufriedenheit interpretieren. Was beide Gruppen gemein haben, ist die generelle Ablehnung von Politik und der Vertrauensverlust in Politik und Politiker. Waren es bei den Pegida-Protesten rund 71 Prozent, die angaben, mit politischen Entscheidungen unzufrieden zu sein, nannten bei der Befragung bei einer Querdenken-Kundgebung in Konstanz 88 Prozent der Teilnehmer:innen dies als Grund für die Teilnahme.</p><p>Hier zeigt sich eine Zunahme der Unzufriedenheit. Dies ist vermutlich auch darauf zurückzuführen, dass die Menschen aufgrund der Corona-Maßnahmen direkter von Regierungsentscheidungen betroffen sind und diese auch das tägliche Leben betreffen. Bei beiden Umfragen zeigt sich besondere eine ablehnende Haltung gegenüber politischen Mandatsträgern, die sich nach Ansicht vieler Befragter zu weit vom einfachen Bürger entfernt haben und nicht mehr im Sinne des Volkes handeln.</p><p>Bei beiden Protestbewegungen konnte zudem eine ablehnende Haltung gegenüber etablierten Medien beobachtet werden. Dies zeigte sich zum einen in der Verweigerung, mit Medien zusammenzuarbeiten, als auch in verbalen und teilweise handgreiflichen Übergriffen auf Medienvertreter:innen. Sowohl bei Querdenker-Kundgebungen als auch bei Pegida-Demonstrationen hat sich der Begriff ‚Lügenpresse‘, als Ausdruck einer kritischen Haltung gegenüber Medien etabliert. Häufig wird zudem eine tendenziöse, abwertende Berichterstattung von den Protestkundgebungen und ein absichtliches Zurückhalten von vermeintlich wichtiger Informationen für die ablehnende Haltung genannt.</p><p>Sowohl bei den Protesten der Querdenker-Bewegung gegen die Corona-Politik als auch bei den Pegida-Protesten spielt die Angst vor einer sozioökonomischen Benachteiligung eine wichtige Rolle, wenngleich die Angst unterschiedlich begründet wird. Während dies bei Pegida-Anhängern durch die Zuwanderung von Menschen mit muslimischem Glauben und damit verbundener größerer Konkurrenz um Arbeitsplätze sowie der durch Einwanderung veränderten Verteilung der zur Verfügung stehenden Mittel auf mehr Personen begründet wird, argumentieren Anhänger der Querdenker-Bewegung dahingehend, dass mit den von der Politik getroffenen Maßnahmen, die das öffentliche Leben einschränken, die Lebensgrundlage wegfällt. Auch wenn viele der Teilnehmer:innen angaben, von den Maßnahmen nicht unmittelbar betroffen zu sein, zeigt sich die Angst besonders bei Selbständigen, die aufgrund der Maßnahmen ihrer Berufstätigkeit nicht mehr nachgehen können.</p><p>Auch hinsichtlich des Glaubens an Verschwörungstheorien gibt es eine Schnittmenge zwischen beiden Protestphänomenen. Zentral ist die Idee einer geheimen Machtelite, die negativen Einfluss auf das Volk nehmen möchte. Bei den Pegida-Protesten wird dieses Narrativ untermauert von dem Glauben an eine "Umvolkung", also dem Austausch der Deutschen durch zugewanderte Flüchtlinge aus dem islamischen Raum. Von der Unterdrückung des Volkes durch die getroffenen Maßnahmen und die vermeintliche Absicht, die Menschen durch die Corona-Impfung zu reduzieren oder zumindest durch das Einpflanzen eines Computerchips unter die Kontrolle einer Machtelite zu bringen, sind zentrale Erzählungen bei Querdenker-Kundgebungen.</p><p>Auch wenn sich die Protestbewegungen in ihren eigentlichen Auslösern unterscheiden, gibt es die Motive betreffend erstaunlich viele Überschneidungen. Die Einwanderung bzw. der Protest gegen die Corona-Maßnahmen sind in beiden Fällen ein allgemeiner Ausdruck angestauter politischer Unzufriedenheit, der sich im Kontext der konkreten Anlässe entlädt.<i><b> </b></i></p><p><i><b>3.3 Das rechtsradikale Potential der Protestbewegungen</b></i></p><p><i>3.3.1 Pegida-Proteste</i></p><p>Auch wenn die Studie von Vorländer, Herold & Schäller vermuten lässt, dass die Pegida-Teilnehmer:innen vorwiegend aus der Mitte der Gesellschaft kommen, stellt dies kein Grund zur Verharmlosung dar (Kokyba 2016, S. 149). Oftmals wird dieser Studie vorgeworfen, das rechtsradikale Potenzial der Protestbewegung zu unterschätzen. Als Hauptgrund wird angeführt, dass eine Vielzahl von Teilnehmenden sich weigern, an wissenschaftlichen Umfragen teilzunehmen, und dass diejenigen, die mit wissenschaftlichen Institutionen sprechen, eher der gemäßigten Mitte zuzuordnen sind und daher das Ergebnis in Richtung gemäßigter Ansichten verzerren.</p><p>Als Indiz für eine rechtsradikale Gesinnung kann allein die Teilnahme an einer Kundgebung unter dem islamfeindlichen Motto ‚Patriotische Europäer gegen die Islamisierung des Abendlandes‘ angesehen werden (ebd. S. 152). Auch kann eine solche Gesinnung aus den Rednern und den Inhalten von Reden im Rahmen der Kundgebungen abgeleitet werden.</p><p>Bei der Kundgebung zum einjährigen Bestehen von Pegida am 19. Oktober 2015 war Akif Pirinçci einer der Hauptredner. Pirinçci, der offen rechtspopulistische und islamfeindliche Positionen vertritt und zudem aufgrund diverser Äußerungen rechtskräftig verurteilt wurde, sprach bei der genannten Veranstaltung unter anderem von der „Moslemmüllhalde“ Deutschland und warf Politikern vor, als „Gauleiter gegen das eigene Volk“ zu agieren (Spiegel.de 2015). Wegen dieser Äußerungen und auch der Aussage „die KZs sind leider derzeit außer Betrieb“ wurde die Rede schließlich nach 25 Minuten abgebrochen und Pirinçci im Anschluss wegen Volksverhetzung zu einer Geldstrafe verurteilt (ebd.).</p><p>Offiziell grenzt sich Pegida zwar immer wieder von rechtsextremen Positionen ab, die Bewegung mobilisiert jedoch eine rechtspopulistisch rebellierende Bevölkerung, die sich aus der Mitte der Bevölkerung her rekrutiert und den Anspruch erhebt, das Volk zu repräsentieren (Nachtwey 2016, S. 210). Eine Studie von Daphi et al. (2015: S. 22f.) zeigt zudem, dass über 59 Prozent der Pegida-Anhänger bei der Landtagswahl in Sachsen 2014 der AfD ihre Stimme gegeben haben. Somit hat eine Partei, die zwar im Bundestag vertreten ist, aber in Teilen aufgrund von verfassungswidrigen Positionen vom Verfassungsschutz beobachtet wird, eine absolute Mehrheit unter den Pegida-Anhängern erzielen können.</p><p>Vorländer, Herold & Schäller (2016, S. 116) stellen jedoch auch heraus, dass sich die rechtsradikale und ausländerfeindliche Einstellung der Pegida-Teilnehmer in Dresden nicht wesentlich von Werten in West- bzw. Gesamtdeutschland unterscheiden. Es bleibt festzuhalten, dass die Pegida-Bewegung keine „originär“ (Nachtwey 2016, S 1) rechtsextreme Bewegung ist, jedoch das rechtsextreme Potenzial nicht unterschätzt werden darf.</p><p><i>3.3.2 Querdenker-Proteste</i></p><p>Der Sonderbericht des nordrhein-westfälischen Innenministeriums bescheinigt der Querdenker-Bewegung, dass einzelne Personen und Bewegungen aus der rechtsextremistischen Szene Einfluss nehmen und die Bewegung für ihre eigene Agenda zu instrumentalisieren versuchen (Verfassungsschutz Nordrhein-Westfalen 2022, S. 34). Zudem wurden bei den Kundgebungen rechtsextremistische Inhalte geteilt, bei gleichzeitigem Bemühen, einen demokratischen und rechtsstaatlichen Anschein zu wahren <a href="https://populismus-seminar.blogspot.com/2022/07/rechtspopulisten-als-profiteure-der.html">(Stern 2021, S. 2)</a>.</p><p>Der Bericht bezieht sich dabei auf eine hohe Ablehnung des Rechtsstaates, die sich jedoch laut der Umfrage von Koos (2022, S. 80) nur bedingt bestätigen lässt. 96 Prozent der Teilnehmenden widersprechen zumindest der Aussage, dass eine Diktatur eine möglicherweise bessere Regierungsform sei. Dennoch lässt sich bei den Kundgebungen eine gewisse antisemitische sowie anti-rechtsstaatliche Haltung finden, die sich vor allem in diversen Verschwörungserzählungen ausdrücken. Einer der Protagonisten in Berlin, Attila Hildmann, behauptete beispielsweise am Rande einer Kundgebung, jüdische Familien wollen die „deutsche Rasse auslöschen“ (Leber 2020).</p><p>Der Verfassungsschutz von Nordrhein-Westfalen schätzte im Dezember 2020 zudem, dass rund 10 Prozent der Demonstranten Rechtsextreme oder Reichsbürger sind (Grande, Hutter, Hunger & Kanol 2021, S. 22). Einer Umfrage von Grande et al. (2021, S. 22) zufolge sind 7,5 Prozent der Protestierenden dem rechten Rand zuzuordnen. Zwar ist dies nur eine Minderheit, die jedoch aufgrund ihres Mobilisierungspotentials nicht vernachlässigt werden darf, zumal 40 Prozent der Befragten rechtsextreme Positionen zustimmungsfähig finden (ebd.). Die Umfragen haben zudem gezeigt, dass sich das rechtsextreme Potenzial im Lauf der Zeit verstärkt hat. Vergleicht man die erste Protestwelle mit der zweiten, stieg der Zustimmungswert von knapp über 30 Prozent auf über 40 Prozent (Grande et al. 2021, S. 23).</p><p>Dieses Potenzial zeigt sich auch, wenn Teilnehmer:innen mit Reichskriegsflaggen die Absetzung der Regierung fordern. Am Rande der Kundgebung in Berlin Ende August 2022 versuchte schließlich eine Gruppe von Corona-Gegnern, den Reichstag zu stürmen und die Regierung zu stürzen (Patenburg, Reichhardt, Sepp 2021, S. 3). Zudem sind häufig Forderungen zu hören, die Verantwortlichen für die Corona-Maßnahmen bei einer Neuauflage der Nürnberger Prozesse zur Rechenschaft zu ziehen (Virchow 2022). Diese und weitere aus der NS-Zeit abgeleitete Semantik ist ein weiteres Indiz für die Nähe von Querdenkern zu rechtsradikalen Positionen.</p><p>Zu beobachten ist zudem, dass sich immer wieder bekannte Neonazis unter die Demonstranten mischen. Diese nutzen die friedlichen Demonstrationen, um unter dem Deckmantel ‚Corona‘ rechtsradikale Thesen zu verbreiten. Hierbei besteht insbesondere die Gefahr, dass friedliche Menschen aus der Mitte der Gesellschaft für eine rechtsradikale Agenda missbraucht werden. Abschließend kann herausgestellt werden, dass der zunächst friedliche Protest zunehmend von Anhängern rechtsradikaler Bewegungen unterlaufen und zunehmend für rechte Zwecke missbraucht wurde.</p><p><i>3.3.3 Gemeinsamkeiten und Unterschiede</i></p><p>Sowohl die Pegida-Proteste als auch die Querdenker-Kundgebungen rekrutieren ihre Teilnehmer:innen aus der Mitte der Gesellschaft. Obwohl sie den Anschein einer bürgerlichen Protestbewegung haben, ist ein rechtsextremistisches Potenzial nicht zu unterschätzen. Forschungen zeigen, dass bei beiden Bewegungen eine rechtsradikale Minderheit unter den Teilnehmenden vertreten ist, die die Proteste für eigene Zwecke zu instrumentalisieren versucht. Entsprechend konnte bei beiden Bewegungen eine zunehmende Radikalisierung festgestellt werden</p><p>Charakteristisch für beide Bewegungen ist zudem eine allgemeine Ablehnung von Rechtsstaat und politischen Institutionen. Dies zeigt sich auch im Wahlverhalten. Bei beiden Protestphänomenen identifizieren sich nur wenige Teilnehmenden mit einer der etablierten Parteien und gaben an, bei der kommenden Wahl eine ‚andere Partei‘ wählen zu wollen.</p><p>Unter den im Bundestag vertretenen Parteien kann lediglich die AfD einen nennenswerten Stimmenanteil auf sich vereinen. Auch hierbei zeigt sich das rechtsradikale Potenzial der Proteste. Die AfD ist zwar im Bundestag vertreten, doch werden einzelne Mitglieder und Landesparteien vom Verfassungsschutz beobachtet. Diese Haltung zeigt sich teilweise auch in Verschwörungserzählungen, die oftmals als Rechtfertigung für die Proteste herangezogen werden. Zudem sind bei beiden Protesten nationalistische Symbole wie die Reichskriegsflagge zu beobachten und Reden eindeutig rechter nationalistischer Personen zu hören.</p><p>Was beide Protestgruppen unterscheidet, ist die ursprüngliche Intention, mit der die Menschen auf die Straße gegangen sind. Während bei Pegida von vorneherein eine eindeutig nationalistische, auch rechtsradikale Positionierung zu erkennen war, war die ursprüngliche Intention der Querdenker-Demonstrierenden gegen die aus ihrer Sicht unsinnigen Corona-Maßnahmen zu demonstrieren. Erst später bildeten sich auch hier nationalistische und rechtsradikale Züge heraus. Hier kann als Höhepunkt dieser Entwicklung der ‚Sturm auf den Reichstag‘ genannt werden. Es beliebt festzuhalten, dass sich bei beiden Protestgruppen legitime Anliegen mit rechtsradikalen Positionen vermischen, was die Proteste so gefährlich macht.</p><p><b>4. Zusammenfassung und Ausblick</b></p><p>In der hier vorliegenden Arbeit wurden die Querdenker-Proteste in Folge der Corona-Pandemie und die aus dem vermehrten Zuzug islamischer Flüchtlinge resultierenden Pegida-Proteste miteinander verglichen sowie Gemeinsamkeiten und Unterschiede aufgezeigt. In einem ersten Schritt wurde die Chronologie der Protestbewegungen dargestellt und anschließend hinsichtlich dreier spezifischer Merkmale miteinander verglichen.</p><p>Im Hinblick auf demografische und sozioökonomische Aspekte sowie dem Wahlverhalten sind sich die Teilnehmenden an beiden Protestphänomenen recht ähnlich. Die im Schnitt 48 Jahre alten Demonstrationsteilnehmer:innen sind zumeist Angestellte oder Arbeiter, wobei der Anteil an Selbständigen recht hoch ist. Politisch fühlt sich eine Mehrheit nicht von den etablierten politischen Parteien ausreichend vertreten und würde daher bei der kommenden Wahl eine ‚andere Partei‘ wählen. Es konnte zudem gezeigt werden, dass bei Pegida- und Querdenker-Protesten die AfD als einzige der im Bundestag vertreten Parteien eine nennenswerte Wählerschaft anspricht.</p><p>Auch in Bezug auf die Motive zeigte sich eine erhebliche Schnittmenge zwischen Teilnehmer:innen der Pegida- und Querdenker-Demonstrationen. Beide Phänomene nehmen aktuelle politische Entscheidungen als Demonstrationsanlass, die aber lediglich als Katalysator für aufgestaute Wut und Enttäuschungen wirken. Entsprechend wurde gezeigt, dass allgemeine Unzufriedenheit mit Politik, Regierung und Mandatsträgern ein zentrales Motiv für die Proteste ist.</p><p>Hinzu kommt die Kritik an Medien, tendenziöse Berichterstattung zu betreiben und voreingenommen über die Proteste zu berichten. Zudem würden zentrale Informationen gezielt nicht weitergegeben, um so die Menschen gezielt zu täuschen und wahre Beweggründe politischer Entscheidungen zu verschweigen. Hier zeigte sich auch die Anfälligkeit der Proteste für Verschwörungstheorien, die auch Einfluss auf Wissensbasis und Motive haben.</p><p>Abschließend wurde das rechtsradikale Potenzial der Bewegungen aufgezeigt. Beide Bewegungen haben sich dabei aus der Mitte der Gesellschaft hin an den rechten Rand bewegt, wobei die Pegida-Kundgebungen von Beginn an eher rechts zu verorten waren. Größtes Problem ist die Instrumentalisierung der Proteste durch rechte Gruppen, die unter dem Deckmantel friedlicher Proteste mit Menschen aus der Mitte der Gesellschaft rechtsradikale Propaganda gesellschaftsfähig machen wollen.</p><p>Die hier untersuchten Kategorien bilden die beiden Protestphänomene bei weitem nicht vollständig ab. Es ist daher nötig, weitere Vergleiche anzustellen. Beispielsweise wäre es noch interessant zu ermitteln, inwiefern sich die Protestkundgebungen in puncto Wahrnehmung in der Bevölkerung unterscheiden oder inwiefern sich Politik und Regierung mit den Protesten auseinandergesetzt haben. Überdies sollte noch erforscht werden, wie die Teilnehmer:innen das Vertrauen in Politik zurückgewinnen können und was getan werden muss, um bei zukünftigen politischen Krisen ähnliche Protestbewegungen zu verhindern.</p><p>Abschließend bleibt festzuhalten, dass wir uns zukünftig vermutlich häufiger mit solchen Formen des Protestes auseinandersetzen müssen. Im Zuge der Energiekrise, resultierend aus dem russischen Angriffskrieg und den Sanktionen gegen Russland, haben erste Verbände und Parteien dazu aufgerufen, den Unmut über Regierungsentscheidungen auf die Straße zu tragen und gegen die Regierenden zu demonstrieren. Es bleibt also abzuwarten, ob sich in den kommenden Monaten eine Protestbewegung, ähnlich wie die Pegida- und Querdenker-Proteste, entwickelt.</p><p><b>5. Literaturverzeichnis</b></p><ul style="text-align: left;"><li>Antifa Recherche Team Dresden. (2016). Pegida: Entwicklung einer rechten Bewegung. In T. Heim (Hrsg.), Pegida als Spiegel und Projektionsfläche (S. 33-54). Wiesbaden: Springer VS.</li><li>Bundesministerium für Gesundheit. (06. 08. 2022). Coronavirus-Pandemie: Was geschah wann? Abgerufen am 13.08.2022 von https://www.bundesgesundheitsministerium.de/coronavirus/chronik-coronavirus.html</li><li>Bundeststelle für Sektenfragen. (2021). Das Phänomen Verschwörungstheorien in Zeiten der COVID-19-Pandemie. Bericht der Bundesstelle für Sektenfragen an die Bundesministerin für Frauen, Familie, Jugend und Integration .Wien.</li><li>Frei, N., & Nachtwey, O. (2021). Wer sind die Querdenker_innen? Demokratie im Ausnachmezustand. Wie vrändert die Coronakrise Recht, Politik und Gesellschaft? (Friedrich-Ebert-Stiftung, Hrsg.).</li><li>Frei, N., Schäfer, R., & Nachtwey, O. (26.06.2021). Die Proteste gegen die Corona-Maßnahmen: Eine soziologische Annäherung. Forschungsjournal Soziale Bewegungen, S. 249-258.</li><li>Geiges, L., Marg, S., & Walter, F. (2015). Pegida. Die schmutzige Seite der Zivilgesellschaft? Bielefeld: transcript Verlag.</li><li>Gensing, P. (09. 30. 2020). Gezielte Gerüchte über Todesfälle durch Maske. Abgerufen am 16.08. 2022 von https://www.tagesschau.de/faktenfinder/corona-kritiker-101.html</li><li>Grande, E., Hutter, S., Hunger, S., & Kanol, E. (2021). Alles Covidioten? Politische Potenziale des Corona-Protests in Deutschland. Berlin: Wissenschaftszentrum Berlin für Sozialforschung gGmbH.</li><li>Holzer, B., Koos, S., Meyer, C., Otto, I., Panreck, I., & Reichardt, S. (2021). Einleitung: Protest in der Pandemie. In S. Reichardt (Hrsg.), Die Misstrauensgemeinschaft der "Querdenker" : Die Corona-Proteste aus kultur- und sozialwissenschaftlicher Perspektive (S. 7-26). Frankfurt: Campus Verlag.</li><li>Imöhl, S., & Ivanov, A. (12.06.2021). Bundesregierung bestellt 80 Millionen Dosen Omikron-Impfstoff bei Biontech. Die Zusammenfassung der aktuellen Lage seit Ausbruch von Covid-19 im Januar 2020. Abgerufen am 13.08.2022 von https://www.handelsblatt.com/politik/corona-chronik-bundesregierung-bestellt-80-millionen-dosen-omikron-impfstoff-bei-biontech/25584942.html</li><li>Jacobsen, L. (23.12.2021). Selbst ihr Weihnachtsmann ist wütend. Abgerufen am 12.08.2022 von https://www.zeit.de/gesellschaft/zeitgeschehen/2014-12/pegida-weihnachten-singen-dresden</li><li>Kocyba, P. (2016). Wieso Pegida keine Bewegung harmloser, besorgter Bürger ist. In K. Rehberg, F. Kunz, & T. Schlinzig (Hrsg.), PEGIDA - Rechtspopulismus zwischen Fremdenangst und »Wende«-Enttäuschung? (S. 147-164). Bielefeld: transcript Verlag.</li><li>Koos, S. (2022). Konturen einer hetrerogenen 'Misstrauensgemeinschaft': Die soziale Zusammensetzung der Corona-Prosteste und die Motive der Teilnehmer:innen. In S. Reichardt (Hrsg.), Die Misstrauensgemeinschaft der 'Querdenker'. Bonn: Campus Verlag.</li><li>Leber, S. (20.06.2020). Attila Hildmann gibt Juden die Schuld – und verteidigt Hitler. Abgerufen am 21.08.2022 von Der Tagesspiegel: https://www.tagesspiegel.de/themen/reportage/antisemitismus-im-netz-attila-hildmann-gibt-juden-die-schuld-und-verteidigt-hitler/25930880.html</li><li>Nachtwey, O. (2016). PEGIDA, politische Gelegenheitsstrukturen und der neue Autoritarismus. In K. Rehberg, F. Kunz, & T. Schlinzig (Hrsg.), PEGIDA - Rechtspopulismus zwischen Fremdenangst und »Wende«-Enttäuschung?(S. 299-312). Bielefeld: transcript Verlag.</li><li>Nachtwey, O., Schäfer, R., & Frei, N. (2022). Politische Soziologie der Corona-Proteste. Von https://doi.org/10.31235/osf.io/zyp3f abgerufen am 21.08.2022</li><li>Röpke, A. (04.11.2013). Rechter Aufruhr in Schneeberg. Abgerufen am 12.08.2022 von https://www.spiegel.de/panorama/gesellschaft/schneeberg-in-sachsen-rechter-protest-gegen-fluechtlinge-a-931711.html</li><li>Reichardt, S., Pantenburg, J., & Sepp, B. (2021). Corona-Proteste und das (Gegen-)Wissen sozialer Bewegungen. Aus Politik und Zeitgeschichte (APuZ), 22-27.</li><li>Spiegel.de. (20.10.2015). Eklat bei Pegida-Demo :"Die KZs sind ja leider derzeit außer Betrieb". Abgerufen am 22.08.2022 von <a href="https://www.spiegel.de/politik/deutschland/akif-pirincci-rede-bei-pegida-in-dresden-abgebrochen-a-1058589.html">https://www.spiegel.de/politik/deutschland/akif-pirincci-rede-bei-pegida-in-dresden-abgebrochen-a-1058589.html</a> </li><li>Stern, Verena (2021): Die Profiteure der Angst? - Rechtspopulismus und die COVID-19-Krise in Europa; Friedrich Ebert Stiftung, online unter <a href="https://library.fes.de/pdf-files/dialog/17736-20210512.pdf">https://library.fes.de/pdf-files/dialog/17736-20210512.pdf</a>.</li><li>Tageschau. (20.10.2019). Protest in Dresden: Menschen demonstrieren gegen "Pegida". Abgerufen am 12.08.2022 von https://www.tagesschau.de/multimedia/video/video-610155.html</li><li>Verfassungsschutz Nordrhein-Westfalen. (2022). Sonderbericht zu Verschwörungsmythen und „Corona- Protestlern“ . Ministerium des Innern des Landes Nordrhein-Westfalen , Düsseldorf.</li><li>Virchow, F. (01.03.2022). Querdenken und Verschwörungserzählungen in Zeiten der Pandemie. Abgerufen am 2021.08.2022 von Bundeszentrale für politische Bildung: https://www.bpb.de/themen/rechtsextremismus/dossier-rechtsextremismus/508468/querdenken-und-verschwoerungserzaehlungen-in-zeiten-der-pandemie/</li><li>Vorländer, H., Herold, M., & Schäller, S. (2015). Wer geht zu PEGIDA und warum? Eine empirische Untersuchung von PEGIDA Demonstranten in Dresden. Dresden: Zentrum für Verfassungs und Demokratieforschung.</li><li>Vorländer, H., Herold, M., & Schäller, S. (2016). PEGIDA – eine rechtsextremistische Bewegung? In G. Pickel, & O. Decker (Hrsg.), Extemismus in Sachsen. Eine kritische Bestandsaufnahme. Dresden/Leipzig: Sächsische Landeszentrale für politische Bildung.</li><li>Zeit Online. (06.02.2016). Pegida-Aktionstag bleibt überschaubar. Abgerufen am 12.08.2022 von https://www.zeit.de/gesellschaft/zeitgeschehen/2016-02/pegida-aktionstag-europa-fluechtlinge-dresden</li></ul><p><i>Fußnoten</i></p><ul style="text-align: left;"><li>[1] https://www.abendzeitung-muenchen.de/muenchen/pegida-teilnehmer-beschimpfen-hotel-gaeste-rassistisch-art-354308</li><li>[2] https://www.berliner-zeitung.de/politik-gesellschaft/studie-der-tu-dresden-typischer-pegida-anhaenger-ist-48-maennlich-und-gut-gebildet-li.24398</li><li>[3] https://www.fr.de/politik/leipzig-querdenker-demonstration-eskalation-angriff-journalisten-gruene-gewalt-verletzte-news-zr-91099309.html</li><li>[4] https://www.n-tv.de/panorama/40-mutmassliche-Randalierer-bislang-ermittelt-article22295508.html</li><li>[5] Quelle: Demonstrationskalender der Polizei Berlin, abzurufen unter: <a href="https://www.berlin.de/polizei/service/versammlungsbehoerde/versammlungen-aufzuege/">https://www.berlin.de/polizei/service/versammlungsbehoerde/versammlungen-aufzuege/</a> (abgerufen am 13.08.2022)</li><li>[6] Vgl. Mikrozensus 2013. https://www.destatis.de/DE/Themen/Querschnitt/Jahrbuch/statistisches-jahrbuch-2018-dl.pdf?__blob=publicationFile (zu beachten ist, dass die Daten aufgrund der zeitlichen Verschiebung nur eingeschränkt miteinander verglichen werden können, dennoch Tendenzen davon abgeleitet werden können.</li><li>[7] Die Werte in Klammern beziehen sich auf die Studie von Nachtwey, Schäfer, & Frei 2022</li><li>[8] Stimmanteil der AfD bei der Landtagswahl in Sachsen am 01. September 2019. Quelle:https://wahlen.sachsen.de/landtagswahl-2019-wahlergebnisse.php (angerufen am 14.08.2022)</li><li>[9] Stimmanteil der AfD bei der Landtagswahl in Thüringen am 27. Oktober 2019 Quelle: <a href="https://www.wahlen.thueringen.de/datenbank/wahl1/wahl.asp?wahlart=LW&wJahr=2019&zeigeErg=Land">https://www.wahlen.thueringen.de/datenbank/wahl1/wahl.asp?wahlart=LW&wJahr=2019&zeigeErg=Land</a> (angerufen am 14.08.2022)</li><li>[10] Stimmanteil der AfD bei der Landtagswahl Baden-Württemberg am 14. März 2021. Quelle: <a href="https://www.statistik-bw.de/Wahlen/Landtag/02035000.tab?R=LA">https://www.statistik-bw.de/Wahlen/Landtag/02035000.tab?R=LA</a> (angerufen am 14.08.2022)</li><li>[11] Die mehr als 100 Prozent sind auf Mehrfachnennungen der Befragten zurückzuführen.</li></ul>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-65876114490607483692022-08-22T14:27:00.000+02:002022-08-22T14:27:01.589+02:00Extremismus in Deutschland seit 1945 - ZDF DokuDie Dokumentation des ZDF mit dem Titel "<a href="https://www.zdf.de/dokumentation/dokumentation-sonstige/extremismus-in-deutschland-gefahr-von-rechts-und-links-102.html" target="_blank">Extremismus in Deutschland - Gefahr von rechts und links</a>" stellt die Geschichte des Extremismus seit 1945 dar – mit Rückblick auf die Weimarer Republik. Der Film dauert 75 min und ist bis 08.11.2025 in der Mediathek verfügbar. Zum Einsatz des Films in der Schule wurden eigens Unterrichtsmaterialien entwickelt, die man hier als pdf findet: <a href="https://www.zdf.de/assets/lehrermaterial-extremismus-in-deutschland-100~original" target="_blank">https://www.zdf.de/assets/lehrermaterial-extremismus-in-deutschland-100~original</a>.<br />Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-51087778876397062652022-08-06T09:53:00.000+02:002022-08-06T09:53:17.421+02:00Populismus und Popkultur<p>In diesem Beitrag stellt <i>Clara Hirn </i>folgenden Aufsatz vor:<br /></p><p><i>Klingmann, Heinrich </i>(2022): <b>POPulismus, POPkultur und Pop-Didaktik</b>; in: Beate Flath u.a. (Hg.): Druckwellen, Eskalationskulturen und Kultureskalationen in Pop, Gesellschaft und Politik, S. 57-74.</p><p>Heinrich Klingmann thematisiert in dem Kapitel seines Buches den Hintergrund und die Beweggründe für die Rede Campinos nach der Echo-Preisverleihung 2018, welche die Hip-Hop-Künstler Kollegah und Farid Bang gewannen. Außerdem behandelt der Autor die Unterschiede zwischen Populismus, Popkultur und Pop-Didaktik in der heutigen Kultur und die Einflüsse des (Rechts-)Populismus auf die zwei anderen Begriffe Popkultur und Pop-Didaktik.<span></span></p><a name='more'></a><p></p><p>Campino vertritt in seinem Statement zwei unterschiedliche Blickwinkel mit je anderen Aspekten. Zum einen geht es um die „Debatte um den ´Geist´“ (S. 66), wobei (neu-)rechte Aktivitäten, Interventionen und Attacken im öffentlichen Raum im Zentrum der Betrachtung stehen. Zum anderen geht es um die „Grenzen der Toleranz“ (S. 66), wobei weniger gesellschaftliche Umgangsformen als vielmehr musikalische und musikbezogene Umgangsformen aus einer popkulturellen Perspektive in den Blick genommen werden. Hierbei stellt sich die Frage: Inwiefern haben zwei so unterschiedliche kulturelle Manifestationen wie Populismus und Popkultur eine Schnittmenge bzw. Gemeinsamkeiten?</p><p>Totalitäre Systeme entstehen nicht einfach so, sie entwickeln sich stetig. Diese autoritäre Machtausübung äußert sich vor allem in Suspendierungen und Sanktionen der öffentlichen Debatte, indem sie zunehmend durch gewaltförmige „Gleichschaltung [und eine] nahezu alle und alles ergreifende soziale Kontrolle “ (S. 67) ergänzt wird. Ein Ansatzpunkt zum Erlangen einer solchen Kontrolle ist ein erzieherischer Übergriff auf die Gesinnung des Individuums.</p><p>In der Musikpädagogik beispielsweise steht hierfür eine an einem musischen Menschenbild orientierte musische Erziehung, wobei sich diese grundlegende Orientierung zur Instrumentalisierung für die Zwecke der nationalsozialistischen Diktatur eignete. Wie auch in der ganzen nationalsozialistischen Zeit war eine einzelne Person nichts mehr wert, der Mensch allein war entmündigt.</p><p>Nach dem Zweiten Weltkrieg folgte in der Musikpädagogik in Deutschland eine neumusische Phase. Theodor W. Adorno kritisiert diese sogenannte „Erziehung durch Musik zur Gemeinschaft“ (S. 68) folgendermaßen: „Der Kultus der Gemeinschaft als Selbstzweck gehört den Nationalsozialisten und Volksdemokraten russischen Stils an. Er ist wesentlich totalitär: stets schwingt in ihm die Tendenz zur Unterdrückung des Einzelnen mit. Eine wirkliche Gemeinschaft aber wäre eine von freien Menschen.“ (Adorno 1973, zit. nach S. 68).</p><p>Laut Umberto Eco ist das „Volksganze“ (S. 68) ein hermetisch geschlossenes Ganzes, das den Volkswillen mit spezifischer Qualität repräsentiert, bei welchem sich Personen gegen das Volk stellen, indem sie gegen solche Interpretationen opponieren und somit als Volksfeind*in gelten. Die Konstruktion des Volksganzes braucht klare Grenzbeziehungen, die Grenzen der (Mit-)Menschlichkeit mit sich bringen. In diesem Zusammenhang steht auch die Populismus-Definition Jan-Werner Müllers.</p><p>Vertreter des Populismus sind auch die metapolitischen Faschisten. Die Mitglieder der Identitären Bewegung in Deutschland instrumentalisieren linke Theoriebezüge und geben vor, von diesen Theorien gelernt zu haben. Sie verfolgen das Ziel der Volkskonstruktion auf zwei Weisen. Zum einen wird eine durch kulturelle Praktiken hergestellte Veränderung des gesellschaftlichen „Geistes“ im Sinne einer Normalisierung und Legitimation von Ausgrenzungen auf Grundlage rassistisch ethnischer Zuschreibungen betrieben, zum anderen nicht auf unmittelbare politische Erfolge zielende ethnische Zuschreibungen (vgl. S. 72).</p><p>Der Effekt dieser Strategie ist folgender; Man versucht, die für die pluralistischen Gesellschaften konstruktive Konsensfähigkeit unter Berufung auf die Meinungsfreiheit gleichsam zu überdehnen. Die daraus entstehende „metapolitische Botschaft“, deren „suggestiver Charakter nicht klar als solcher [erkannt wird]“, zielt damit im Kern darauf, „den allgemeinen Konsens zu zerstören“ (Benoist, zit. nach S.73).</p><p>Mit dem ´Pop` kam in den 1950er Jahren ein neues Spiel in die Welt, welches eine Initialzündung für die produktions- und rezeptionsbezogene Aneignung schwarzer Musik durch Weiße im Kontext des Rock´n´Rolls war (vgl. S. 74). Der Rock´n`Roll dient in diesem Zusammenhang als Mittel der allgemein verständlichen Benennung eines entstandenen Stilmixes, wodurch man deuten kann, dass man Pop nicht klar definieren kann. Es ist ein nicht abschließbares Projekt (vgl. S. 75).</p><p>In der musikalischen Praktik des Pop geht es nicht darum, eine in einem Werk als „embodied meaning“ enthaltende Bedeutung interpretierend darzustellen. Im Gegenteil: Es geht darum, „engendered feelings“ herzustellen, welche sich in Form von bedeutsamen Gefühlen, Interaktions- und Kooperationsprozessen äußern und die von der gemeinsamen Gestaltung des Musizierprozesses abhängt (S. 75). Vor diesem Hintergrund kann das Spiel der Neuen Rechten mit Bedeutungszu- und -umschreibungen als eine Umwidmung popkultureller Praktiken gelesen werden: Es gilt, die individuelle Freiheit abzuschaffen, das Pop-Spiel mit Un-Eindeutigkeiten zu beenden.</p><p>„Kulturkämpfe“ entfalten sich im Kontext einer Entwicklung, die dazu geführt hat, dass die Orientierung am Allgemeinen zunehmend durch eine Singularisierung abgelöst wird. Eine Singularisierung ist eine zunehmend sämtliche Lebensbereiche umfassende Kultur der Bewertung. Bei dieser Kulturalisierung wird der gegenwärtige Populismus als eine Folge aus der sich ergebenden Desintegration und des Verlusts an Gemeinsamkeiten identifiziert. Dies stellt ein Symptom der Krise des Liberalismus dar (S. 77).</p><p>In der deutschen Musikpädagogik wiederum war der Unterricht an der „Sache“ orientiert. Das bedeutet, dass die musikalische und musikbezogene „Gebrauchspraxis“ zunehmend berücksichtigt wurde. Das Statement Campinos zur Echo-Preisverleihung ist also ein Ausweis musikalischer Bildung sowie ein Ausruf der Bedrohung der musikalischen Bildung. Die Pop-Didaktik eröffnet die Möglichkeit, sich in musikalischen und musikbezogenen Tätigkeiten in einem von Heterogenität und Grenzüberschreitungen geprägten kulturellen Feld mit popkulturellen Artefakten über subjektive Ansichten zu streiten (S. 78).</p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-51006709532616951012022-08-04T15:26:00.001+02:002022-08-04T15:26:31.508+02:00AfD und Antisemitismus<p>In diesem Beitrag stellt <i>Hanna Preiß </i>folgenden Text vor: <br /></p><p><i>Pfahl-Traughber, Armin </i>(2017): <b>Die AfD und der Antisemitismus</b>; Online-Dossier Rechtsextremismus auf der Website der bpb: <a href="https://www.bpb.de/themen/rechtsextremismus/dossier-rechtsextremismus/257899/die-afd-und-der-antisemitismus/" target="_blank">https://www.bpb.de/themen/rechtsextremismus/dossier-rechtsextremismus/257899/die-afd-und-der-antisemitismus/</a>.<br /></p><p>Armin Pfahl-Traughber setzt sich in seinem Text mit der Frage auseinander, wie die AfD gegenüber Antisemitismus eingestellt ist. Denn „einerseits betonen führende Vertreter der Alternative für Deutschland, die Partei sei pro-israelisch und pro-jüdisch, anderseits sorgen immer wieder Parteimitglieder durch antisemitische Äußerungen für Skandale“.<span></span></p><a name='more'></a><p></p><p>Auf diese Frage sucht er im Verlauf des Textes nach Antworten, die von einer Verschiebung des Antisemitismus auf muslimische Geflüchtete über Akteur*innen und deren Handlungen gehen und mit einer Betrachtung der Partei als Ganzes abschließen. Als Schlussfolgerung zieht er, dass die konträr gedachten Wahrnehmungsunterschiede zwischen externen und internen Beurteilungen darauf hinauslaufen, „dass die Partei einen instrumentellen Bezug zum Thema hat: Antisemitismus wird primär bei Flüchtlingen und Muslimen gesehen.“</p><p>Im ersten Abschnitt geht der Autor auf eine Äußerung Frauke Petrys ein, in der sie betont, die AfD biete eine Garantie für jüdisches Leben. Dem entgegen steht die Aussage des Präsidenten des Jüdischen Weltkongresses, in der er sich gegen die AfD richtet. Petry schiebt das ihr vorgeworfene Problem auf eines der Feindbilder des Rechtspopulismus, die Migration, und beteuert, dass Antisemitismus ein Problem ausgehend von Menschen mit Fluchterfahrung sei.</p><p>Daraus folgt laut Pfahl-Traughber, dass die einzige Auseinandersetzung der AfD mit dem Thema mehr einer anti-islamischen Stellungnahme gilt. Zudem merkt der Autor an, dass auch unter anderem Charlotte Knobloch, Funktionsträgerin einer jüdischen Organisation, Kritik an der Aussage Petrys übt. Sie ist der Meinung, die AfD stehe für ‚Holocaustrelativierung oder gar -leugnung sowie offene Nähe zur Neonaziszene‘. Zudem positioniert sich Knobloch gegen die AfD und postuliert, die Partei würde das bestehende Problem des Antisemitismus für eine Stellungnahme gegen muslimische Menschen zweckentfremden.</p><p>Laut einer Umfrage unter jüdischen Bürger*innen in Deutschland bestehen zwar „Bedenken […], der Antisemitismus in Deutschland werde zunehmen, weil viele Flüchtlinge antisemitisch eingestellt seien.“. Parallel dazu besteht aber auch die Ansicht vieler jüdischer Menschen, Antisemitismus sei generell eine existierende Problematik in Deutschland, unabhängig von Menschen mit Fluchterfahrung.</p><p>Neben der Äußerung Petrys weist Jörg Meuthen darauf hin, dass es in der AfD bereits zwei jüdische Kandidat*innen für den baden-württembergischen Landtag gegeben habe und wie ungerechtfertigt der Vorwurf dadurch sei. Auch er schiebt das Antisemitismus-Problem auf ‚radikalisierte Moslems‘, woraufhin Pfahl-Traughber hervorhebt, „dass die AfD Judenfeindschaft unter Muslimen oder Flüchtlingen instrumentalisiert.“ Anschließend geht er auf ähnliche Haltungen in Europa ein, die in rechtspopulistischen Parteien auftreten, von der FPÖ bis zum Front National, in denen man sich pro-israelisch und pro-jüdisch gebe.“</p><p>Im weiteren Verlauf betrachtet Pfahl-Traughber den Antisemitismus innerhalb der AfD. Dabei macht er auf Mitglieder aufmerksam wie Peter Ziemann, Jan-Ulrich Weiß und Gunnar Baumgart. Diese haben sich des Öfteren antisemitisch geäußert, unter anderem „[…] – mit zustimmenden Worten - auf einen holocaust-leugnenden Text.“ Offengelegt wurden diese Skandale durch Journalist*innen, oder Politiker*innen anderer Parteien. Erst als sie dann an die Öffentlichkeit gerieten, wurde dagegen vorgegangen und oben genannte Mitglieder verloren durch den von außen kommenden Druck teilweise ihre Funktionen. Pfahl-Traughber sieht darin ein inkonsequentes Verhalten seitens der AfD.</p><p>Mit dem Fall Wolfgang Gedeons aus dem Jahr 2016 setzt sich Pfahl-Traughber gesondert auseinander und betont, „bereits ein Blick in [seine Bücher und] deren Inhaltsverzeichnis macht deutlich, dass er offenbarer Anhänger antisemitischer Verschwörungsideologien ist.“ Selbst als der Skandal im Internet verbreitet wird, steht er zu seinen Äußerungen. Jörg Meuthen, der ehemalige Fraktionschef, besteht daraufhin auf dessen Exkludierung aus der AfD-Fraktion, fand dafür aber nicht den benötigten Zuspruch. Trotz mehrfacher Androhung von Konsequenzen, blieb Gedeon seiner Haltung treu.</p><p>„Mehrere Abgeordnete aus der baden-württembergischen AfD-Landtagsfraktion stellten sich hartnäckig hinter Gedeon, was zu einer Spaltung der AfD-Fraktion führte: Fraktionschef Jörg Meuthen verließ mit zwölf weiteren Abgeordneten die Fraktion,“ so Pfahl-Traughber. Als schließlich Frauke Petry, die ehemalige Co-Bundesvorsitzende, sich einschaltete, entschloss Gedeon sich, aus der Fraktion auszutreten. Meuthen wehrte sich trotzdem gegen einen Wiedereintritt. Seine Standhaftigkeit hielt aber nicht lange an und er, mitsamt seinen Anhängern, arbeitete mit Politikern aus der AfD-Fraktion „zusammen, die sich hinter ein AfD-Mitglied mit antisemitischen Verschwörungsvorstellungen gestellt hatten.“ Der Autor unterstreicht, Machtansprüche spielen hier eine bedeutungsvollere Rolle, als sich konkret von Judenfeindlichkeit zu trennen.</p><p>2003 kommt es zu einem Skandal in der hessischen CDU um Martin Hohmann, da dieser in einer Rede Judenfeindschaft erkennen ließ. Nach seinem Ausschluss aus der Partei und einem Rückzug aus Politik und Öffentlichkeit tauchte er 2016 dann „auf Platz 1 der AfD-Liste für den Kreistag [auf].“ Aus der Tatsache, dass sich niemand auf Bundes- oder Landesebene gegen ihn äußerte, schließt Pfahl-Traughber nicht nur eine Akzeptanz, sondern vielmehr eine Wertschätzung gegenüber Menschen mit dieser Art von Haltung.</p><p>Die Frage nach der offiziellen Positionierung der AfD zum Thema Antisemitismus bleibt für Pfahl-Traughber weiterhin bestehen. Aus dem damaligen Parteiprogramm zitiert er, die Partei wolle der ‚islamischen Glaubenspraxis [entgegentreten], die sich gegen […] die jüdisch-christlichen und humanistischen Grundlagen unserer Kultur richtet.‘ Weiter greift er auf, dass auch diese Formulierungen mehr anti-islamisch ausgerichtet seien, als distanzierend vom Antisemitismus.</p><p>Seine Antwort auf diese Frage formuliert er als Gegenfrage, in der er erneut eine judenfeindliche Einstellung der AfD schlussfolgert. Indirekt wird laut Pfahl-Traughber die Haltung der AfD durch eine spätere Aussage im Parteiprogramm deutlich. In dieser wird ein vermeintlicher Tierschutz für ein unbestreitbares Ablehnen von jüdischer und muslimischer Religionsvorschrift, einer Tötung ohne Betäubung, herangezogen. Als essenziell sieht Pfahl-Traughber dabei die Ausdrucksweise ‚ohne Ausnahme‘. Diese steht im Kontrast zu in Deutschland geltendem Recht für die muslimische und jüdische Religion, das eine Ausnahme für genau diese Art der Tötung erlaubt. Zum einen kann diese Kritik der AfD tatsächlich die Haltung zum Tierwohl darstellen, für wahrscheinlicher hält Pfahl-Traughber aber eine judenfeindliche und antimuslimische Einstellung.</p><p>Um seine Untersuchung abzuschließen, zeigt der Autor zusammenfassend die Gründe auf, die seiner Meinung nach für eine grundlegende antisemitische Haltung der AfD sprechen. Im Vergleich zu den anderen Parteien Deutschlands sieht er „[das] tatsächlich größte Antisemitismus-Problem“ in der AfD. Unterstützt wird seine These von zahlreichen Skandalen und darüber hinaus vor allem auch von fehlenden Konsequenzen im Umgang mit ihnen. Insbesondere der Fall von Wolfang Gedeon bestätigt einige Befürworter von antisemitischen Verschwörungstheorien innerhalb der Landtagsfraktion der AfD.</p><p>Mehrfach geäußerte Worte aus den Reihen der AfD sprechen auch für eine Muslimfeindschaft, die indirekt über antisemitische Äußerungen verlautet werden. Laut Pfahl-Traughber entlasten diese indirekten Aussagen die Partei in Bezug auf einen expliziten Antisemitismusvorwurf, jedoch gilt das nicht als genug Distanz zu einer Judenfeindschaft.</p><p>Bestätigt wird die Erkenntnis auch durch das Befragen von AfD-Wähler*innen, bei dem klar wird, dass viele aus der Wählerschaft sehr deutlich antisemitisch eingestellt sind. Der Artikel schließt mit der Einschätzung des Autors, „[all] das macht aus [der AfD] keine antisemitische Partei, aber eben eine Partei mit einem Antisemitismus-Problem.“</p><p><i>Literatur</i></p><ul style="text-align: left;"><li>Bericht des Unabhängigen Expertenkreises Antisemitismus. Bundestags-Drucksache. 18/11970 vom 7. April 2017.</li><li>Grigat, S. (2017). (Hrsg.). AfD & FPÖ. Antisemitismus, völkischer Nationalismus und Geschlechterbilder. Baden-Baden.</li><li>Pfahl-Traughber, A. (2017). Die AfD und der Antisemitismus. Abgerufen von <a href="https://www.bpb.de/themen/rechtsextremismus/dossier-rechtsextremismus/257899/die-afd-und-der-antisemitismus/">Die AfD und der Antisemitismus | bpb.de</a>.</li><li>Pfahl-Traughber, A. (2016). Die AfD und der Antisemitismus. Eine Analyse zu Positionen, Skandalen und Verhaltensweisen, in: Schüler-Springorum, Stefanie (Hrsg.): Jahrbuch für Antisemitismusforschung, Bd. 25, Berlin, S. 271-297.</li></ul>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-12779833987834112542022-08-03T13:37:00.003+02:002022-08-03T13:37:34.723+02:00Religion, Vorurteile und Rechtsextremismus<p>In diesem Beitrag stellt <i>Johanna Bunes </i>folgenden Aufsatz vor: <br /></p><p><i>Öztürk, Cemal / Pickel, Gert / Schneider, Verena </i>(2021): <b>Religion, Vorurteile und Rechtsextremismus - kommt zusammen, was nicht zusammengehört?</b>; in: Blättel-Mink, Birgit (Hrsg.): Gesellschaft unter Spannung. Verhandlungen des 40. Kongresses der Deutschen Gesellschaft für Soziologie 2020, online unter: <a href="https://publikationen.soziologie.de/index.php/kongressband_2020/article/view/1334" target="_blank">https://publikationen.soziologie.de/index.php/kongressband_2020/article/view/1334</a>.</p><p>In diesem Beitrag thematisieren Öztürk, Pickel und Schneider Zusammenhänge und Wirkung von Religiosität und rechtsextremen Einstellungen. Doch was kann darunter verstanden werden? Während es Antisemitismus schon sehr lange gibt, gilt die Muslimfeindlichkeit als ein relativ junges Phänomen. Dabei werden AnhängerInnen verschiedener religiöser Gruppen als Ursache von Konflikten verantwortlich gemacht. Nach dieser Theorie sind die Werte dieser Religionen nicht mit den westlichen Werten vereinbar. Dadurch kommt es zu ethnopluralistischen Forderungen wie das Stoppen der Einwanderung und die Rückführung in die (angeblichen) Herkunftsländer.</p><p>Der Beitrag befasst sich diesbezüglich mit zwei zentralen Fragen. Zuerst wird überprüft, ob ein Zusammenhang zwischen Religion beziehungsweise Religiosität und rechtsextremen Einstellungen vorliegt. Dabei liegt der Fokus nicht auf rechtsextremen Parteien, sondern auf dem Anteil der Bevölkerung, der für rechtsextreme Überzeugungen und Vorstellungen anfällig ist. Um adäquate Aussagen treffen zu können, wurde nach Brähler und Decker eine Konsensdefinition mit sechs Dimensionen konstituiert:</p><ul style="text-align: left;"><li>Affinität zur Diktatur als Staatsform,</li><li>nationaler Chauvinismus,</li><li>Verharmlosung des Nationalsozialismus,</li><li>Antisemitismus,</li><li>Fremdenfeindlichkeit,</li><li>Sozialdarwinismus.<span><a name='more'></a></span></li></ul><p>Diese Dimensionen werden seit 2002 in den Leipziger Autoritarismus-Studien mit jeweils drei Items gemessen (vgl. S. 3). Um eine These zu entwickeln, werden vier Studien aufgeführt, welche die Entwicklung der rechtsextremen Einstellungen seit 2002 erforschen. Bei diesen Studien handelt es sich um</p><ul style="text-align: left;"><li>die Leipziger Autoritarismusstudien (LAS) 2002-2020,</li><li>die Allgemeine Bevölkerungsumfrage der Sozialwissenschaften (ALLBUS) 2018,</li><li>das International Society Survey Programme (ISSP) 2018 und</li><li>den Survey des Projekts ‚Konfigurationen individueller und kollektiver religiöser Identitäten und ihre zivilgesellschaftlichen Potenziale (KONID)‘ 2019 (vgl. S. 3).</li></ul><p>Die LAS-Studie zeigt, dass die Anzahl der Personen mit geschlossen rechtsextremen Einstellungen, also einer Zustimmung zu allen 18 Items, in Gesamt- und Westdeutschland seit 2002 rückläufig ist. Allerdings ist seit 2006 ein Anstieg in Ostdeutschland zu verzeichnen. Es wurde zudem die Beobachtung gemacht, dass die meiste Zustimmung der Items im Bereich von chauvinistischen und fremdenfeindlichen Aussagen zu verzeichnen ist. Die Ergebnisse der Studien erwiesen, dass der Anteil der Personen mit geschlossen rechtsextremen Vorstellungen gering ist, allerdings ist die Zustimmung für einzelne Dimensionen deutlich höher. Demzufolge „können rechte AkteurInnen ein Mobilisierungspotenzial sehen, indem sie an verbreitete Vorurteile …anknüpfen“ (S. 4).</p><p>Doch inwieweit beeinflussen sich nun Religiosität und Rechtsextremismus? Lassen sich Zusammenhänge erkennen? Mithilfe von verschiedenen Daten werden drei zentrale Thesen überprüft, die den Zusammenhang von Rechtsextremismus und Religiosität beschreiben. Die erste These besagt, dass Gruppenablehnungen religiöser Gruppen rechtsextreme Einstellungen verstärken (vgl. S. 4). Diese These lässt sich durch die Social Identity Theory und Integrated Threat Theory bekräftigen.</p><p>Die erste Theorie „besagt, dass das Verhalten von Personen durch ihre Zugehörigkeit zu einer Gruppe bestimmt wird“ (S. 4). Dieses Verhalten lässt sich erklären, da die Zugehörigkeit zu einer Gruppe den Selbstwert steigert. Aufgrund der eigenen Selbstwertsteigerung erfährt die In-Group Aufwertung, während der Out-Group negative Eigenschaften zugeschrieben werden. Gleichzeitig stützt sich die Integrated Threat Theory auf die aufkommenden Bedrohungsängste, welche aus der Auf- und Abwertung resultieren und damit einhergehen.</p><p>Diese können realistischer oder symbolischer Struktur sein. Unter realistischen Bedrohungsängsten versteht man „wahrgenommene existenzielle Bedrohungen des physischen, politischen oder materiellen Zustands der In-Group“ (S. 5). Dagegen erweisen sich wahrgenommene Differenzen zwischen Normen und Werten als symbolische Bedrohung, wie beispielsweise ‚die Islamisierung des Abendlandes‘. Diese Wahrnehmungen können Ursache für die Entwicklung von Vorurteilen sein. Diese Vorurteile nutzen wiederum rechtsradikale oder rechtsextreme Gruppierungen für Instrumentalisierungen bestimmter Religionen als Feindbild mit der zuvor beschriebenen Vorstellung der Ungleichheit.</p><p>Die zweite These der Fragestellung erwägt, ob die christliche Religiosität als Sozialform rechtsextreme Einstellungen hemmt. Dabei soll der Austausch mit Mitgliedern anderer religiöser Gruppen zum Abbau der Vorurteile beitragen. Sozial engagierte Mitglieder mit pluralistischen Ansichten greifen auf religiöse Werte in sozialer Ausrichtung zurück und wirken mit dieser Offenheit rechtsextremen Einstellungen entgegen. Diese Annahme beruht auf der Kontakthypothese, welche laut Öztürk, Pickel und Schneider empirisch nachgewiesen werden konnte. Das religiöse Engagement zur Kontaktsuche mit anderen religiösen Gruppen wird zum Schlüsselmerkmal dieser These.</p><p>Die dritte These behauptet dagegen, dass rechtsextreme Einstellungen begünstigt werden, wenn die Mitglieder der In-Group einer dogmatischen und exklusivistischen Religiosität angehören. Diese These bestätigt sich durch die Ergebnisse der zuvor erwähnten ALLBUS- und KONID-Studie. Antisemitismus und Muslimfeindlichkeit weisen eine enge Verbindung mit rechtsextremen Einstellungen auf, somit sind dogmatisch-fundamentalistische ChristInnen anfällig für rechtsextreme Einstellungen und Inhalte. Beide Studien zeigen einen Zusammenhang zwischen Ablehnung anderer religiösen Gruppen und rechtsextremen Vorstellungen.</p><p>Aus diesen Ergebnissen der ersten Fragestellung entwickelt sich die zweite zentrale Frage des Beitrages. Hier erörtern Öztürk, Pickel und Schneider die Wirkung von Religiosität auf rechtsextreme Vorstellungen. Dabei wird zunächst untersucht, ob rechtsextreme Vorstellungen in bestimmten religiösen Gruppen vermehrt existieren. Dabei zeigt sich - laut der Leipziger Autoritarismus-Studie - keinerlei ausschlaggebende Differenz zwischen ProtestantInnen, KatholikInnen und weiteren Ausrichtungen. Es herrscht also keine direkte Verbindung zwischen Religiosität beziehungsweise religiöser Zugehörigkeit und rechtsextremen Einstellungen. Doch es lassen sich indirekte Beziehungen entdecken.</p><p>Wie die zweite und dritte These zeigte, besteht ein ambivalentes Verhältnis von Religiosität und Rechtsextremismus. Religiosität kann rechtsextreme Einstellungen verstärken, aber gleichzeitig auch hemmen. Dieses Paradoxon erklären Öztürk, Pickel und Schneider im Betrag anhand der KONID-Studie. Die Studie betrachtet das Verständnis von Religion. Dabei erweist sich eine Selbstbeschreibung als religiös oder der Kontakt mit anderen Religionen positiver Art als ohne Effekt. Dagegen zeigt die Studie, dass eine dogmatisch-fundamentalistische Auslegung der eigenen Religion die Aneignung von rechtsextremen Einstellungen begünstigen und fördern kann.</p><p>Ebenso überprüfte die Studie den Zusammenhang rechtsextremer Einstellungen und der eigenen Religiosität kombiniert mit sozialem Engagement. Die Ergebnisse zeigen, dass Personen mit dieser Auffassung der eigenen Religion weniger anfälliger sind für rechtsextremistische Inhalte. Es bilden sich also zwei Pfade. Beide besitzen die Gemeinsamkeit der Selbstbeschreibung als religiös, allerdings mit einem unterschiedlichen Verständnis von Religion, was sich wiederum auf die Anfälligkeit für rechtsextreme Ausrichtungen auswirkt.</p><p>Im Beitrag wird dieser Zustand noch mit einem weiteren, vertiefenden Mediationsmodell ergänzt. Zu den zwei Pfaden wird Bildung, Geschlecht und Alter überprüft. Diese zeigten allerdings keinen Effekt. Letztendlich ist ein direkter Zusammenhang zwischen der Zugehörigkeit zu einer religiösen Gruppe, der eigenen Religiosität und rechtsextremen Vorstellungen nicht erwiesen worden. Allerdings können dogmatisch-fundmentalistische Vorstellungen einer Religion eine Brücke bilden zu Vorurteilen sowie Auf- und Abwertungen. Diese können von rechtsextremen AkteurInnen genutzt werden, um Feindbilder zu kreieren und die Ideologie von Ungleichheit zu befördern.</p><p>Dahingehend ist es wichtig, die eigene Religiosität mit sozialem Engagement und pluralistischen, offenen Überzeugungen zu setzen. Dieses inkludierende Religionsverständnis wirkt hemmend und ermöglicht ein Zusammenleben, ganz im Gegensatz zu der Vorstellung der Unvereinbarkeit der unterschiedlichen Religionen und Werte, welche rechtsextreme AkteurInnen postulieren.</p><p>Da nur ein geringer Anteil der dogmatisch-fundamentalistischen ChristInnen auf rechtsextreme Inhalte zurückgreifen, mag es den Anschein erwecken, dass dieser Sachverhalt nicht großartig beachtet und weiterhin erforscht werden muss. Allerdings sind Annäherungen und Offenheit für rechtsextremistische Einstellungen, Vorstellungen und Inhalte ein ausschlaggebendes Argument und bieten sich somit für weitere Untersuchungen auf diesem Gebiet an (vgl. S. 11). </p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-16907462068423457102022-07-30T08:32:00.000+02:002022-07-30T08:32:04.051+02:00Forschungsstand zum Rechtspopulismus<p>In diesem Beitrag stellt <i>Luca Monte </i>folgenden Aufsatz vor: <br /></p><p><i>Heinze, Anna-Sophie </i>(2022): <b>Zwischen Etablierung und Mainstreaming: Zum Stand der Forschung zu Populismus und Rechtsradikalismus</b>; in: Zeitschrift für vergleichende Politikwissenschaft 16, S. 162- 175, online unter: <a href="https://link.springer.com/article/10.1007/s12286-022-00517-9" target="_blank">https://link.springer.com/article/10.1007/s12286-022-00517-9</a>.</p><p>In ihrem Text setzt sich Anna-Sophie Heinze das Ziel, die aktuellen Forschungen und Kenntnisse zu Populismus und Rechtsradikalismus zu sammeln und zu ordnen. Sie teilt ihren Text in sieben Abschnitte auf, wobei jeder Abschnitt sich mit einem bestimmten Aspekt des Forschungstands beschäftigt. Sie stellt selbst Thesen zu weiteren Forschungszielen auf und zeigt, warum viele Bereiche noch kaum erforscht sind.<span></span></p><a name='more'></a><p></p><p>Nach der Einleitung stellt Heinze die konzeptionellen Grundlagen des Populismus und der Demokratie dar und zeigt mit Hilfe von Zitaten Cas Muddes, dass der Populismus eine „dünne Ideologie“ ist (S. 162). Weiter nutzt sie die Abgrenzung von Mudde von Populismus, Nativismus und Autoritarismus und zeigt, dass diese ein direktes Problem für die liberale Demokratie sei. Der Begriff „radical right“ zeigt die Verschmelzung der rechten Lager auf.</p><p>Das Verhältnis von Demokratie und Populismus wird als „nicht prinzipiell antidemokratisch“ (S. 163) bezeichnet, es wird aber gezeigt, dass sich beide Felder in einem „grundlegenden Konflikt“ (S. 163) befinden. Populismus gehe von einem „homogenen Volkswillen“ (S. 163) aus und wolle diesen auch durchsetzen. Dies ist ein Widerspruch zu den Minderheitsrechten der liberalen Demokratie.</p><p>Es wird die Frage nach einer Methode zur Messung von Populismus gestellt und wie Parteien eingeteilt werden können. Dies stellt sich aber als schwer heraus, da die Grenzen fließend sind und man einen „multidimensionalen Ansatz“ (S. 163) brauche.</p><p>Da mittlerweile weltweit rechtspopulistische Parteien in der Politik eine Rolle spielen, kommt die Frage auf, weshalb dies der Fall ist. Seit den 2000er Jahren ist ein starker Ruck in den Mainstream zu verzeichnen, was unter anderem an der neuen inhaltlich-strategischen Organisation der rechtspopulistischen Parteien liegt. Sie behandeln nicht mehr nur ein polarisierendes Thema, sondern sind breit gefächert und haben im Falle der AfD zum Beispiel zu „allen großen politischen Sachfragen“ (S. 164) eine Meinung.</p><p>Die Forschung hat ein großes Interesse an diesen Parteiprogrammen, nimmt sich aber, weitaus weniger, auch die organisatorischen Strukturen vor. Es ist schwierig, hier Studien anzulegen, es gibt jedoch einen klaren Strukturwandel weg vom charismatischen Führer hin zu innerparteilicher Demokratie (vgl. S. 164). „Offene Kooperationen mit Rechtsaußenprotesten“ (S. 164) führen zu einer hohen persönlichen Präsenz und Verstrickung der einzelnen Bewegungen mit den Parteien.</p><p>Der Wahlerfolg der rechtsradikalen Parteien ist nicht nur auf einer Ebene zu betrachten. Das Zusammenspiel von Mikro-, Meso- und Makroebene ist zu analysieren und differenzieren. Es wird weniger von einer Parteienidentifikation als von einer „abnehmenden Identifikation mit anderen Parteien“ (S. 165) gesprochen. Auch auf reine Protestwahl sind die Erfolge nicht zu begrenzen, viele Wähler:innen stehen hinter dem Parteiprogramm.</p><p>Es fehlt an Forschungen zur Organisation und Führung der Parteien, man kann jedoch sagen, dass die Parteien von einer „hohen ideologischen Heterogenität“ und „vom Verhalten der anderen Parteien“ (S. 166) profitieren und deren Fehler, aber auch Diskussionen zu ihren Gunsten verwerten können.</p><p>Auf Makroebene ist es bedeutend schwerer, empirische Daten zu finden und zu nutzen. Es wird davon ausgegangen, dass Arbeitslosigkeit und Immigration sich „wechselseitig beeinflussen“ (S. 166), aber auch beim Thema Kriminalitätsrate und deren Einfluss auf das Wahlverhalten ist kein Konsens unter den Forschern zu finden. Auch der Einfluss der Medien ist schwer einzubeziehen, da man den Medienkonsum der Wähler:innen nicht genau kennen kann.</p><p>Trotzdem spielen Medien und andere Parteien eine wichtige Rolle bei der Etablierung der Parteien. Der Umgang mit und auch deren Positionierung zu Themen der radical right-Parteien spielen eine wichtige Rolle bei deren Erfolg. Außerdem nähern sich die Mainstream-Parteien immer mehr „inhaltlich an Rechtsaußenparteien“ (S. 167) an.</p><p>Es sollte nicht nur zwischen den Akteuren, sondern auch zwischen den „verschiedenen Arenen der politischen Auseinandersetzung“ (S. 167) unterschieden werden. Sobald die Partien in den Parlamenten sitzen, sind sie nicht mehr zu ignorieren (vgl. S. 167). Wenn sie einmal die Mehrheit haben und die Regierung stellen, kommt es zur Abschaffung liberal-demokratischer Funktionen.</p><p>Um dies zu verhindern, setzt sich die Forschung zunehmend mit der Normalisierung von Rechtsaußengedanken auseinander. Die Parteien sind nicht mehr isoliert, die Grenzen zu den etablierten Parteien verschwimmen (vgl. S. 168), was auch daran liegt, dass die Parteien Gedanken und Ideen des rechten Randes aufgreifen und sie noch mehr zum Mainstream machen. So verschwimmen besonders die Grenzen zwischen konservativ und radikal rechts.</p><p>Die radikalen Rechten werden nicht mehr verschwinden, und so stellt sich die Frage nach dem Schutz der Demokratie. Sie sind nicht nur national, sondern agieren auch auf subnationaler Ebene, was ebenfalls wichtig für den Erfolg ist. Können sie sich einmal im lokalen, kommunalen Raum etablieren, ist es einfacher, auch im nationalen Rahmen Erfolge zu verbuchen. Für die etablierten Parteien ist es also wichtig, auch auf kommunaler Ebene die Arbeit mit den Parteien zu durchdenken, denn wenn sie hier etabliert sind, werden sie es auch auf die nationale Ebene schaffen.</p><p>Der Gewinn an Wählerschaft findet auch bei den radikalen Parteien komplex statt. Sie behandeln viele Themen, passen sich an die Bedingungen an und sind gut untereinander vernetzt. Dass die rechtsradikalen Parteien in den Mainstream rutschen, ist zwar ein globales Phänomen, aber noch wenig erforscht. Vor allem die internationale Vernetzung dieser Parteien ist schwierig zu erforschen. Auch werten die Studien nur selten interne Prozesse aus, die Analyse erfolgt immer von einer Außenperspektive, da „interne Prozesse [schwer zu] begreifen“ (S. 169) und zu erfassen sind.</p><p>Wichtigstes Ziel der demokratischen Parteien muss es also sein, „die liberale Demokratie [zu] stärken“ (S. 169). Nicht nur die Parteien, auch die Medien und die Gesellschaft müssen sich um die Förderung der Demokratie kümmern, denn schon heute gibt es Angriffe auf die Wissenschaftsfreiheit und es zeigt sich, dass „demokratische Prinzipien keineswegs selbstverständlich sind“ (S. 170).</p><p>Die Studien sind zwar „enorm umfangreich“ (S. 170), es gibt jedoch noch viele Bereiche, welche besser erforscht werden müssen. Gerade bei den internationalen Verbindungen und beim Wandel der internen Strukturen gibt es noch viele Bereiche, die kaum erforscht sind.</p><p>Die Autorin zeigt gut, warum der Rechtspopulismus ein viel erforschtes Feld ist, was der aktuelle Stand der Forschung ist, aber auch, wieso man die Forschung ausweiten und weiterführen muss. Sie zeigt, dass die Demokratie nicht in direkter Gefahr ist, jedoch wird klar, wieso die liberale Demokratie zu schützen ist und warum sie fragil ist. Es wird aber auch gezeigt, warum die Forschung sich an vielen Stellen schwierig gestaltet und welche Möglichkeiten es gebe, trotz der Hindernisse die Forschung weiterzutreiben.</p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-47482048281372223412022-07-29T11:23:00.002+02:002022-07-29T11:23:45.071+02:00Populismus und (politische) BildungIn diesem Beitrag stellt <i>Lou Chiara Hildenbrand </i>folgenden Aufsatz vor: <p><i>Nuissl, Ekkehard / Popović, Katarina </i>(2020): <b>Populismus und Bildung</b>; in: Zeitschrift für Weiter-bildungsforschung 43, 3/2020, S. 339-355, online unter: <a href="https://link.springer.com/article/10.1007/s40955-020-00173-0" target="_blank">https://link.springer.com/article/10.1007/s40955-020-00173-0</a>.</p><p>Unter Populismus versteht man eine politische Bewegung, die die Interessen des Volkes vertritt, d.h. Populismus idealisiert das Volk und feindet die Elite an. Populismus findet sich weltweit in staatlichen, politischen und sozialen Kontexten wieder. Politiker behaupten, die Interessen des Volkes zu vertreten, indem sie mittels populistischer Taktiken zu einer diskursiven Verschiebung öffentlicher Debatten hin zu wichtigen politischen und wirtschaftlichen Entscheidungen beitragen (z.B. „durch politische Aktionen wie Protestkundgebungen, Aufmärsche, Ansammlungen“) (S. 340).<span></span></p><a name='more'></a><p></p><p>Populismus ist in der Lage, sein Instrumentarium und sein Narrativ dafür einzusetzen, um Kontexte, Zielgruppen, Inhalte und Themen in seinem Interesse zu nutzen, um sich gegenüber dem Volk als mächtig und unerschrocken zu zeigen. Als Beispiel hierfür eignet sich die COVID-19-Krise hervorragend. Vereinzelte Politiker (Trump, Bolsonaro, Vucic) haben sich die Krise zunutze gemacht, um sich dem Volk als mächtig und unerschrocken zu zeigen und verteufeln vermeintlich Schuldige als Feinde (WHO, Wissenschaft und China).</p><p>Populismus kann daher nach Ansicht der Autoren als wichtiger Indikator für grundlegende Probleme in einer Demokratie angesehen werden. Populismus exakt zu definieren, erscheint äußerst schwierig. Im Text werden vier Dimensionen des Populismus unterschieden:</p><ul style="text-align: left;"><li>Die technische Dimension, d.h. Populisten agieren als selbsternannte Anwälte des Volkes.</li><li>Die personelle (emotionale) Dimension, d.h. im Vordergrund steht eine charismatische Führungspersönlichkeit.</li><li>Die mediale Dimension, d.h. durch Nutzung sozialer Medien wird eine mediale Parallelöffentlichkeit geschaffen.</li><li>Die inhaltliche Dimension, d.h. Themen wie Migration, Islamismus oder Verschwörungstheorien</li></ul><p>Die technische Dimension kann als Wesensmerkmal des Populismus gesehen werden. Hier steht das gute „Wir“ den schlechten „Anderen“ gegenüber, wobei die „Anderen“ meist Minderheiten sind (z.B. Migrant*innen, Geflüchtete, Homosexuelle, Sinti und Roma, Muslime, Juden). Wir sprechen in diesem Fall von Rechtspopulismus. Eine andere Variante des Populismus stellt der Linkspopulismus dar, der sich jedoch des gleichen Modells bedient. Auch hier sind „Wir“ die Guten und die „Anderen“ die Bösen in Form von beispielsweise guter Arbeiterklasse vs. böse Kapitalisten. Das „Wir“-Gefühl der Menschen, die Suche nach gemeinsamen Werten und Sicherheit sind wesentliche Merkmale des Populismus.</p><p>Die zweite Dimension äußert sich durch den schnellen gesellschaftlichen Wandel im Zeitalter der Globalisierung mit der Folge, dass sich eine multikulturelle Gesellschaft bildet, was wiederum durch eine Art „Anderssein“ als fremd empfunden werden kann und sich für viele Menschen als Gefahr für Sicherheit und Identität anfühlt. Genau diese Emotionen spricht der Populismus gezielt an. Er nützt die Ängste, Gefühle, Unsicherheiten und Komplexe der Menschen aus und bedient sich Strategien, indem er Sachverhalte vereinfacht und verzerrt sowie moralisiert.</p><p>Moralbegriffe werden direkt an das Volk gerichtet und personalisiert, was nicht ohne Folgen bleibt (z.B. „Bill Gates, als Multimilliardär ohnehin Teil der herrschende Machtelite, steht unter dem Verdacht, verschwörungstheoretisch, die Weltherrschaft an sich reißen zu wollen“ (S. 342) oder "Migranten sind alle Vergewaltiger", um nur einige Beispiele zu nennen). Diese Wertvorstellungen werden vereinfacht dargestellt, um die Gunst des Volkes zu suchen und zu finden. Diese bewusste Manipulation verhindert ein weltanschauliches Gesamtkonzept und polarisiert „Volk“ und „Elite“. Wissenschaftler rücken auf die Seite der Elite und werden als abgehoben dargestellt, die gegen den "gesunden Menschenverstand" handeln. Somit erkennt man beim Populismus eine Wissenschaftsfeindlichkeit.</p><p>Die dritte Dimension des Populismus, die mediale Präsenz, spielt eine große Rolle dabei, den Populismus zu verstärken. Durch „ideologische“ Kanäle lassen sich schneller „Gleichgesinnte“ finden, um alle Arten von Werten, Ideen, Einstellungen und Richtungen zu finden. „Populismus bedient sich der Funktionslogik der Mediendemokratie“ (S. 344).</p><p>Bei der vierten Dimension, der inhaltlichen, finden sich unterschiedliche Ideologien, um den Populismus zu verbreiten, insbesondere Rechts- und Linkspopulismus. Hier beschäftigt man sich mit der Frage nach der Realität und den Fakten. Kann die Vorstellung eines homogenen Volkes nicht aufrechterhalten werden, so tritt Polarisierung ein, eine Art ideologischer Bürgerkrieg.</p><p>Nahezu alle Parteien bedienen sich mittlerweile Kommunikationselementen des Populismus. Am häufigsten jedoch findet sich der Populismus im Nationalismus wieder, durch in Aussicht stellen einer Homogenisierung, die stark an das Zugehörigkeitsgefühl appelliert und in vielen quasi-wissenschaftlichen und pseudo-historischen Theorien begründet wird. Der politische Hintergrund des Populismus liegt in der demokratischen Legitimation. Populistische Aktivitäten richten sich gegen die Erscheinungs- und Funktionsweisen der liberalen Demokratie.</p><p>Populismus stellt für die politische Bildung an Schulen eine Herausforderung dar. In Bezug auf Populismus ist vor allem politische Bildung von großer Bedeutung. Insbesondere in der Erwachsenenbildung wird dieses Problem verstärkt.</p><blockquote><p>"Politische Bildung, die sich der Wahrnehmung und Entfaltung einer bindenden demokratischen Kultur verpflichtet weiß und die den Individuen die Fähigkeit und Bereitschaft zur umfassenden politischen Teilhabe ebenso vermitteln will wie die Kompetenz zur rationalen Beurteilung und Lösung gesellschaftlicher und politischer Schlüsselprobleme, scheint ihr Ziel mehr und mehr zu verfehlen" (Wetterau, zit. nach S. 347).</p></blockquote><p>Politik spielt in der Bildungsforschung eine Schlüsselrolle. Erkennt die Politik das Problem des Populismus nicht als wichtig an, so spielt die Bildungsforschung keine wesentliche Rolle. Das Problem des Populismus soll nicht gelöst, sondern vielmehr politisch für eigene Zwecke genutzt werden. Es gibt mittlerweile Konzepte in der politischen Bildung, die sich überwiegend den Themen Populismus, Radikalismus sowie soziale Bewegungen widmen.</p><p>Das Thema Populismus ist nicht neu, es benötigt jedoch neue Untersuchungen und Betrachtungswinkel. Leider nimmt dieses Phänomen bis heute zu wenig Platz in der Bildungsforschung ein. Da der Populismus aufgrund seiner multidimensionalen Ursachen, der erforderlichen Interdisziplinarität sowie der sehr schwer erreichbaren Zielgruppen schwer zu erfassen ist, stellt er für die Erwachsenenbildung in Praxis und Wissenschaft bis heute eine Herausforderung dar und wird zu einem immer wichtigeren Thema. Sowohl Wissensvermittlung, emotionale und kontextuale Komponenten sowie Aktivitäten sind Grundvoraussetzung für ein Lernen in Bezug auf politische Bildung.<br /></p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-34584671733293112522022-07-29T11:03:00.002+02:002022-07-29T11:03:16.057+02:00Frauen und Rechtspopulismus in Italien<p>In diesem Beitrag stellt <i>Franziska Schmidt</i> folgenden Text vor:<i> <br /></i></p><p><i>Feo, Fancesca / Lavizzari, Anna </i>(2021): <b>Fallstudie Italien</b>; in: <b>Triumph der Frauen? Das weibliche Antlitz des Rechtspopulismus und -extremismus in ausgewählten Ländern</b>, Heft 06, Friedrich-Ebert-Stiftung (FES) - Forum Politik und Gesellschaft, online unter: <a href="https://www.fes.de/themenportal-gender-jugend-senioren/gender-matters/artikelseite/fallstudie-italien" target="_blank">https://www.fes.de/themenportal-gender-jugend-senioren/gender-matters/artikelseite/fallstudie-italien</a>.</p><p>Die FES betrachtet in ihrer Studienreihe das „weibliche Anlitz des Rechtspopulismus“ und untersucht hierfür einzelne Länder und ihre rechtspopulistischen Parteien. In der Fallstudie Italien setzen Francesca Feo und Anna Lavizzari den Fokus auf die beiden wichtigsten Rechtsparteien in Italien, die Lega und die Fratelli d´Italia.<span></span></p><a name='more'></a><p></p><p>Zunächst behandelt der Artikel die Entwicklung der Parteien, ausgehend von den 1990er Jahren. Seit diesem Jahrzehnt konnten die Parteien, die beide ein Programm kombiniert aus Nativismus, Autoritarismus und Populismus verfolgen, stetig an Bedeutung gewinnen und haben es so in die Regierungen geschafft.</p><p>Im Falle der <b>Lega </b>wird auf die Entwicklung aus einer zunächst separatistischen Partei (Lega Nord) verwiesen. Die Lega Nord verfolgte das Ziel der „regionalen Autonomie“ des Nordens von Italien (vgl. S. 3), da dieser im Vergleich zum angeblich faulen und diebischen Süden erheblich für die wirtschaftliche Kraft des Landes verantwortlich ist. Mittlerweile ist die Agenda jedoch hauptsächlich auf die Themen Nationalismus, Migrationsfeindlichkeit und ein ideologisches Weltbild ausgerichtet (vgl. S. 3). Diese Neuausrichtung sorgte dafür, dass die Lega zahlreiche Erfolge und Scharen an Neuwähler:innen verbuchen konnte und somit ihre Ursprünge weit in den Schatten stellte.</p><p>Die <b>Fratelli d´Italia </b>(FdI) ist ein Ableger einer anderen Rechtpartei, der Alleanza Nazionale. Ein Schwerpunkt im Parteiprogramms bildet die Forderung von höheren Sozialleistungen, allerdings nur für „ethnisch definierte Italiener“. Außerdem arbeitet die Partei auch stark mit der Symbolik der fiamma tricolore, der dreifarbigen Flamme, und führt diese sogar in ihrem Parteilogo auf. Diese Flamme ist eine eindeutige Zuordnung zu den „italienischen radikalen Rechten“ (vgl. S. 4).</p><p>Trotz teilweise sehr unterschiedlichen Agendas verbindet die beiden Parteien „ein [...] Programm aus migrationsfeindlicher und populistischer Politik, einem Ansatz von `Recht und Ordnung‘ und der Verteidigung italienischer Werte und Traditionen“ sowie ein starker Fokus auf den Schutz der heteronormativen italienischen Familie (vgl. S. 4).</p><p>Die Studie setzt sich mit der Geschlechter- und Wahlpolitik der Parteien auseinander unter der Beobachtung, dass sich immer mehr Frauen rechtsextremen und rechtspopulistischen Parteien anschließen, diese unterstützen und dort auch zunehmend Führungspositionen wahrnehmen. (vgl. S. 4).</p><p><i>Frauen- und Geschlechterpolitik von Lega und FdI</i></p><p>Beide Parteien haben ein ähnliches Frauenbild, das sich stark an einer nativistischen Weltsicht orientiert. Das Parteiprogramm der Lega wendet sich der Thematik im Vergleich zur FdI deutlich mehr zu. Hier wird viel Wert auf die traditionelle Familie gelegt. Die Lega definiert bspw. die Familie als “ursprünglichen Kern der Gemeinschaft“ und die erste Institution der Wirtschaft (vgl. S. 5). Des Weiteren wird auch auf Pflege und Kinderbetreuung hingewiesen sowie auf die Hauptaufgabe der italienischen Frau, die Reproduktion.</p><p>Die „demographische Krise“ wird von beiden Parteien als größte Bedrohung der italienischen Nation gedeutet. Vor allem seien der Migrationszulauf und die schwache Wirtschaftskraft als Bedrohung der „natürlichen Familie“ zu verstehen. Aber auch der „Genderwahn“ steht seit 2018 auf der Liste der Bedrohungen, der die enge Verwobenheit der Parteien mit dem Katholizismus zeigt. Dieser Ideologie zu folgen, wäre nur von Vorteil für eine kleine Minderheit, „die mit den Eliten gemeinsame Sachen machen“ (S. 5 f).</p><p>Um die Geburtenrate wieder zu erhöhen, verfolgen beide Parteien sozialpolitische Maßnahmen, die die „traditionelle Familie“ unterstützen sollen, wie etwa Steuersenkungen und Prämien, jedoch natürlich nur für "echte Italiener:innen". Auch wenn Frauen im traditionellen Sinne immer noch primär die Mutterrolle zugesprochen wird, so setzen sich die Parteien dafür ein, bessere Arbeitsbedingungen für junge Mütter zu schaffen, um Berufs- und Familienleben besser zu bewältigen (vgl. S. 6).</p><p>Hierbei ist allerdings anzumerken, dass berufstätige Frauen nur toleriert werden, solange sie ihren mütterlichen Pflichten ausreichend nachkommen. Generell werden viele Gesetzes- und Reformvorschläge unter der Prämisse präsentiert, Frauen zu unterstützen, doch zielen diese, wie auch der Vorschlag der Lega zu einer frühzeitigen Pension, oftmals nur auf die Sorgefunktion der Frauen ab (im Beispiel wird diese Reform mit einem Recht auf Großmutterschaft begründet) (vgl. S. 6f.).</p><p>Zwar machte die Lega ihre Versprechungen, mehr für die Familien zu verändern, bei ihrer Regierungsperiode im Jahr 2018 wahr, der Familienminister Lorenzo Fontana ließ es sich aber nicht nehmen, seiner Feindseligkeit gegenüber Homosexualität, LGBTQIA-Rechten und Einwanderung freien Lauf zu lassen. In seinem Buch wird deutlich, dass die italienische Kultur moralisch superior gegenüber anderen sei und somit seine „chauvinistische Sozial- und Bevölkerungspolitik“ rechtfertigt (vgl. S. 6).</p><p><i>Reproduktive Rechte</i></p><p>Die demographische Problematik Italiens beeinflusst auch die Haltung der beiden Parteien zu reproduktiven Rechten. In Italien ist zwar ein Schwangerschaftsabbruch gesetzlich erlaubt, allerdings steht es Ärzt:innen frei, diese aus moralischen Gründen zu verweigern. Obwohl beide Parteien reproduktive Rechte nicht explizit in ihren Programmen erwähnen, wird im Parlament viel darüber diskutiert (vgl. S. 7).</p><p>Während der Parteivorsitzende der Lega, Salvini, nicht das Recht an sich in Frage stellt, sondern mehr darauf drängt, die Abtreibungsrate zu reduzieren, ist die Vorsitzende der FdI, Meloni, der Meinung, dass das Gesetz nicht ausreichend umgesetzt wird und fordert eine Prävention von Abtreibungen. Laut ihrer Aussage solle ein Schwangerschaftsabbruch nur in strengen Notfällen möglich sein, schließlich stehe dem das “Recht auf Mutterschaft“ und die „Wahrung der Rechte des Kindes“ entgegen (vgl. S. 7). Die Entwicklung beider Parteien lässt jedoch darauf deuten, dass keine der beiden einer Verschärfung des Gesetzes abgeneigt wäre, da beide bereits Initiativen gegen Abtreibungen in kleinerem Rahmen durchgeführt haben (vgl. S. 7f.).</p><p><i>Geschlechtsspezifische Gewalt und LGBTQIA-Rechte</i></p><p>Die Lega thematisiert geschlechtsspezifische Gewalt durchaus in ihrem Wahlprogramm, jedoch steht hier nicht der Opferschutz an erster Stelle. Die Migration junger Männer wird instrumentalisiert, um eine Bedrohung der italienischen Frau, insbesondere durch Muslime, darzustellen. Dies spielt somit auch in den islamfeindlichen Diskurs der Partei (vgl. S. 8).</p><p>Beide Parteien gehen von einer biologischen Vorstellung von Geschlecht aus. Die Lega drückt ihre Abneigung gegenüber der Regenbogencommunity deutlich mit der Ablehnung von gleichgeschlechtlichen Adoptionen und Leihmutterschaft aus. Jedoch beteuern die Parteien, nicht homophob zu sein, es gehe um geschützte Begriffe wie Mutter und Vater, Ehemann und Ehefrau, schließlich bräuchten Kinder diese beiden Elternteile (vgl. S. 8f.). Mit dieser Einstellung rechtfertigen sie auch die Bekämpfung von Gender- und Sexualkunde in jüngeren Klassenstufen, Eltern hätten das Recht, ihre Kinder traditionell zu erziehen (vgl. S. 9).</p><p><i>Unterstützung von Frauen für populistische rechtsradikale Parteien in Italien</i></p><p>In Westeuropa werden Frauen im Bereich der rechtsextremen und rechtspopulistischen Parteien immer aktiver, einige von ihnen wie Le Pen oder Meloni führen bereits auch rechte Parteien an. Im Falle Italiens sind Parteien dazu verpflichtet, ein gewisses „Gleichgewicht der Geschlechter“ zu finden (vgl. S. 10). Analysiert man jedoch die Parteien, so sind sowohl bei der Lega als auch bei der FdI Männer deutlich überpräsentiert.</p><p>Jedoch gilt es festzuhalten, dass beide Parteien in den letzen Jahren immer mehr weiblichen Zuwachs verzeichnen konnten. So war der Frauenanteil der FdI 2013 noch bei 11%, 2018 lag dieser Wert bereits bei 31%. Ähnlich ist es auch bei der Lega, die ebenfalls 11% Frauen im Jahr 2013 verzeichnen konnte, im Jahr 2018 dann 27% (vgl. S. 10f.).</p><p>Die Lega verfolgt innerhalb der Partei eine klare Arbeitsteilung der Geschlechter, ganz der Tradition entsprechend. Dies bedeutet, Männer machen die „harte Politik“, während Frauen eher administrativen und organisatorischen Aufgaben nachgehen (vgl. S. 11). Die FdI wiederum ist die einzige größere Partei innerhalb Italiens, die eine Frau an der Spitze stehen hat, einer von Melonis zentralen Punkten ist jedoch ebenfalls ihre Rolle als Mutter, also auch eine traditionelle Ausrichtung der Geschlechterrollen (vgl. S. 12).</p><p>Aber nicht nur innerhalb der Partei werden immer mehr Frauen Mitglieder. Der Zuspruch der Bevölkerung für beide Parteien ist ebenso im stetigen Aufschwung und die Kluft zwischen männlichen und weiblichen Wähler:innen geht gegen null. Die FdI konnte sich von einer weiblichen Wählerschaft von rund 37,5% 2013 auf 48,5% 2018 bis sogar zu 50% 2019 hocharbeiten. Auch die Lega kann hier wieder mit vergleichbaren Zahlen nachziehen (40,9%, 49,2% 47,7%) (vgl. S. 13).</p><p>Im Falle der FdI wird angenommen, dass die Parteivorsitzende Meloni eine beträchtliche Rolle für die weibliche Wählerschaft spielt, sie entradikalisiert nach wie vor das Bild der männlich dominierten Partei und setzt sich für Frauen und besonders Mütter ein. Zusammen mit der Lega sind beide Parteien eine offenbar gute Anlaufstelle für die Belange der Frauen, zumindest hinsichtlich des Schutzes vor "Bedrohungen" wie Migrationszuwachs, Islamisierung und sozialer Unsicherheit (vgl. S. 13f.).</p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-34780144514409256052022-07-28T10:37:00.005+02:002022-07-28T10:37:54.658+02:00Rechtspopulisten als Profiteure der Angst in der Corona-Krise?<p>In diesem Beitrag stellt <i>Franka Hartnagel </i>folgenden Text vor: <br /></p><p><i>Stern, Verena </i>(2021): <b>Die Profiteure der Angst? - Rechtspopulismus und die COVID-19-Krise in Europa</b>; Friedrich Ebert Stiftung, online unter <a href="https://library.fes.de/pdf-files/dialog/17736-20210512.pdf" target="_blank">https://library.fes.de/pdf-files/dialog/17736-20210512.pdf</a>.</p><p>Stern geht in ihrem Text auf die Situation verschiedener europäischer Länder während der Corona-Pandemie ein. Des Weiteren geht sie anhand mehrerer Länderanalysen im Auftrag der Friedrich-Ebert-Stiftung aus dem Jahr 2020 der Frage nach, inwiefern extrem rechte und rechtspopulistische Parteien von dieser Krise profitieren konnten.</p><blockquote><p>„Da die Pandemie zum Zeitpunkt der Veröffentlichung noch nicht überwunden ist, handelt es sich bei den vorgestellten Länderanalysen um Momentaufnahmen“ (S. 1).<span></span></p><a name='more'></a><p></p></blockquote><p><i>Deutschland</i></p><p>Die rechtspopulistische und in Teilen rechtsextreme Oppositionspartei, Alternative für Deutschland (AfD), forderte am Anfang der Pandemie einen strikteren Lockdown, geschlossene Grenzen und versuchte außerdem, auf das ihrer Ansicht nach defizitäre Handeln der Regierung hinzuweisen. Nachdem diese Maßnahmen umgesetzt wurden, schlug sich die AfD auf die andere Seite und reagierte auf den sich in der Bevölkerung vermehrenden Missmut gegenüber den neuen Regelungen. Fortan wies die Partei auf die durch die Lockdowns entstehenden wirtschaftlichen Schäden und auf die „geraubte Freiheit“ der Bevölkerung hin.</p><p>Im Frühjahr 2020 bildete sich, trotz mehrheitlicher Zustimmung der Bürger_ innen hinsichtlich der Maßnahmen, eine heterogene Gruppe, die gegen die Corona-Regelungen protestierte. „Zum Schutz der Demokratie“ gingen Impfgegner_innen, Esoteriker_innen mit Corona-Leugner_innen und Reichsbürger_innen auf die Straßen, um gegen die Einschränkungen zu protestieren (vgl. S. 2). Die Zustimmungsrate der AfD blieb wie vor der Pandemie bei etwa 9 bis 10 Prozent. Trotz der vermehrten rechten und rechtsextremen Proteste konnte die AfD ihre Zustimmungswerte nicht verbessern (vgl. S. 3).</p><p><i>Finnland</i></p><p>Die rechtspopulistische Partei "Die Finnen" stellte sich im Gegensatz zur AfD in Deutschland nicht gegen die verordneten Corona-Maßnahmen, sondern versuchte, einen demokratisch-legitimierten Weg zu beschreiten. Außerdem forderte sie wie auch die bürgerlichen Oppositionsparteien „ökonomische Disziplin“ (S. 3) und konnte auf diese Weise ihre Normalisierung weiter verstärken. Die Partei forderte die Schließung aller Unternehmen für einen kurzen Zeitraum, um später umso schneller wieder öffnen zu können. Zudem war es ihnen möglich, ihre Kritik an den EU-Hilfs- und Wiederaufbauprogrammen als ein plausibles Thema im Land zu etablieren.</p><p>Durch den wachsenden Zuspruch der Bevölkerung zu den Regierungsparteien, vor allem während der ersten Welle der Pandemie, konnte die Finnen-Partei keine gestiegene Zustimmung verzeichnen. Die Umfragewerte vor der Pandemie lagen bei 24 Prozent. Dieser Wert sank während der Krise auf unter 20 Prozent. Sie konnte von der Corona-Krise also nicht profitieren (vgl. S. 3).</p><p><i>Frankreich</i></p><p>Auch der Rassemblement National (RN) verfolgte eine Strategie, welche die Kritik an der Regierung im Umgang mit der Pandemie und Forderungen nach härteren Maßnahmen beinhaltete. Der RN ließ ebenfalls auf rechtspopulistische Weise den Glauben entstehen, sich für „die Befreiung der Bürger_innen“ (S. 3) einzusetzen. Wie auch "Die Finnen" kritisierte der RN die EU-Hilfs- und Wiederaufbauprogramme „und sprach dabei von einer „antinationalen Vision““ (S. 3).</p><p>Sicherheit war und ist für den RN eines der wichtigsten Themengebiete, das die Partei auf unterschiedliche Weise immer wieder für sich nutzt. In diesem Zuge lehnten sie bspw. den Vorschlag der Regierung ab, die Verbreitung des Virus in Gefängnissen einzudämmen, indem bestimmte Gefangene früher entlassen werden dürfen (vgl. S. 3). Der RN konnte sich schlussendlich nicht wirklich profilieren, jedoch bleibt ungewiss, ob die Partei nicht doch noch aus den Spätfolgen der Corona-Krise Profit schlagen könnte (vgl. S. 4).</p><p><i>Italien</i></p><p>Am Anfang der Pandemie waren die Forderungen der rechtspopulistischen Parteien eher wechselhaft, da sie abwechselnd mal für eine sofortige Öffnung waren und dann wieder eine komplette Schließung forderten. Extrem rechte und rechtspopulistische Parteien wie die Lega oder Forza Italia versuchten zu Beginn der Pandemie eine antieuropäische Einstellung zu verbreiten, Italien werde von der EU wieder allein gelassen (vgl. S. 4). Jedoch gehörte Italien zu den Hauptbegünstigten mit 209 Milliarden Euro durch die EU-Hilfs- und Wiederaufbauprogrammen, und so hatte dieses Argument keine Grundlage mehr.</p><p>Maskenpflicht, Impfungen sowie die Gefahr, die von dem Virus ausging, wurden von den Rechten nicht angezweifelt. Durch die genutzten klassisch rechten Zugänge wie Fake News und die Angst vor Immigration entstand zunehmend Unsicherheit bei den Bürger_Innen, weswegen das Krisenmanagement rechter Parteien schlussendlich in Frage gestellt wurde. „Traditionelle Frames“ (S. 5), die in früheren Krisen eine positive Wirkung für rechte Parteien erzielt haben, stellten sich in dieser neuen Krise als falsche Herangehensweise heraus. Die Zustimmung der Bevölkerung gegenüber rechtspopulistischen Parteien blieb in Italien vor und während der Pandemie auf demselben Stand. Es gab keinen Verlust, aber auch keine Zugewinne (vgl. S. 5).</p><p><i>Schweden</i></p><p>Schweden ging in der Pandemie von Beginn an einen anderen Pfad. Die Regierung setzte auf die Vernunft und Freiwilligkeit ihrer Bürger_Innen, da es den Politikern wegen der schwedischen Verfassung nicht möglich war, so strikte Maßnahmen zu verhängen oder gar einen Ausnahmezustand auszurufen. </p><p>Anfangs gab es einen „Waffenstillstand“ (S. 5) zwischen Regierungs- und Oppositionsparteien. Alle Parteien, auch die rechtspopulistischen Schwedendemokraten, die normalerweise immer wegen ihrer extrem rechten Ausrichtung ausgeschlossen wurden, trafen sich bis Juni einmal in der Woche, um über Maßnahmen in gesundheitlichen, wirtschaftlichen und rechtlichen Bereichen zu beraten.</p><p>Die Schwedendemokraten äußerten Kritik an der Regierung einerseits in Bezug auf die Regelungen und andererseits hinsichtlich des verantwortungslosen Verhaltens angesichts der hohen Zahl an Todesopfer. Außerdem beschuldigten sie die Pfleger_Innen in Altersheimen, von denen viele eingewandert sind, in Bezug auf Hygiene nicht genug auf schwedische Kenntnisse zu achten. Durch die wöchentliche Beratschlagung, an denen die Schwedendemokraten teilnehmen durften, und durch den damit entstandenen Kontakt mit etablierten Parteien erreichten sie eine gewisse Normalisierung im Parlament. Ein indirekter Profit durch die Corona-Krise lässt sich also erkennen (vgl. S. 5-6).</p><p><i>Spanien</i></p><p>Auch die rechtspopulistische Partei Vox wechselte von einer zunächst konsensualen Position mit den regierenden Parteien zu einer komplett ablehnenden Position gegenüber den Maßnahmen. Durch den immer größer werdenden Unmut der Bürger_Innen gelang es der Partei, Proteste gegen die regierenden Parteien zu mobilisieren, die aber im Vergleich zu den deutschen Demonstrationen bescheidener ausfielen.</p><p>Durch die Einflussnahme auf die konservative Partido Popular (PP) während der ersten Welle konnte Vox dazu beitragen, dass diese die Maßnahmen der Regierung nicht mehr unterstützte (vgl. S. 6). Wegen eines Misstrauensantrags von Vox gegen die Regierung grenzte sich die PP wieder klar von Vox ab, was zur Folge hatte, dass Vox wieder eindeutig rechtspopulistisch statt konservativ angesehen wurde und dass die Partei im Parlament wieder isoliert wurde. Vox konnte sich durch die Pandemie weder einen Vorteil verschaffen, noch ihre Umfragewerte substanziell erhöhen (vgl. S. 7).</p><p><i>Zusammenfassend </i>lässt sich sagen, dass es vielen rechten Parteien am Anfang der Pandemie schwer fiel, ihren „rechten Platz“ zu finden. Das Thema Gesundheit, das auf einmal so wichtig wurde, befand sich eher selten im Programm rechter Parteien. Diese anfängliche Unentschlossenheit zeigte sich v.a. in der Kooperation zwischen rechten und rechtspopulistischen Parteien und der Regierung. Diese Phase der Ungewissheit entwickelte sich jedoch rasch zu einer Strategie des Angriffs auf die Regierungsparteien und ihre Maßnahmen.</p><p>Momentan sieht es nicht danach aus, dass extrem rechte und rechtspopulistische Parteien Profit aus der Corona-Pandemie schlagen konnten. In Deutschland konnten durch die Demonstrationen rechte Initiativen vorangetrieben werden, diese blieben aber Randerscheinungen. Die spanische Partei Vox konnte die Rhetorik nach rechts rücken, steuerte sich aber „selbst ins parlamentarische Aus“ (S. 7). Eine gewisse Normalisierung und Eingliederung konnten "Die Finnen" und in Teilen auch die Schwedendemokraten erlangen, was aber vereinzelt schon vor der Corona-Krise der Fall war.</p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-52540836640213785272022-07-27T10:54:00.005+02:002022-07-27T10:56:11.161+02:00Rechtspopulismus als Bedrohung für den EU-Integrationsprozess<p>In diesem Beitrag stellt <i>Carina Ahnefeld </i>folgenden Aufsatz vor: <br /></p><p><i>Busch, Klaus </i>(2019): <b>Rechtspopulismus in der EU – Bedrohung für den Integrationsprozess</b>; WSI Mitteilungen 72, 2/2019, S. 125-132, online unter: <a href="https://www.nomos-elibrary.de/10.5771/0342-300X-2019-2-125.pdf" target="_blank">https://www.nomos-elibrary.de/10.5771/0342-300X-2019-2-125.pdf</a>.</p><p>Der vorliegende Artikel behandelt den Rechtsruck, der in den Mitgliedsstaaten der Europäischen Union zu verzeichnen ist. Zudem behandelt er Ursachen und Folgen. Klaus Busch versucht in seinem Artikel ebenfalls, den Handlungsspielraum der EU zu schildern, beispielsweise im Bereich der Migration.<span></span></p><a name='more'></a><p></p><p><i>Ursachen für das Erstarken des Rechtspopulismus</i></p><p>Bereits seit den Europawahlen im Jahr 2014 war ein Erstarken der politischen Rechten Europas erkennbar. Busch nennt fünf Faktoren, die jene Verschiebung bedingen:</p><ul style="text-align: left;"><li>Ökonomische Entwicklung des Landes</li><li>Entwicklung der sozialen Ungleichheit und deren Wahrnehmung</li><li>Politische Stabilität / Instabilität des Staates</li><li>Migrations- und Flüchtlingsfragen</li><li>Historisch-kultureller Faktor (vgl. S. 125)</li></ul><p>Die Gewichtung der genannten Faktoren ist dabei von Nation zu Nation unterschiedlich. Ersichtlich wird das bei der Betrachtung von fünf Länderbeispielen, die anhand der Faktoren Erklärungen liefern und verdeutlichen sollen, warum der Rechtspopulismus immer mehr an Zulauf gewinnt.</p><p><i>Italien</i></p><p>Gründe für den Erfolg rechtspopulistischer Parteien sind im Fall Italiens besonders sozioökonomische Faktoren, aber auch die politische Instabilität. Damit bewirken besonders der erste und dritte Faktor, dass Italien eines der Länder ist, das am stärksten von Rechtspopulismus betroffen ist. Die immer noch anhaltende Bankenkrise, die hohe Arbeitslosenquote und eine Stagnation des Wirtschaftswachstums (vgl. S. 125) bedingen ökonomische Krisen im Land. Aber auch das Parteiensystem ist gezeichnet von Skandalen und Korruptionsaffären, die Misstrauen in die Politik säen. Beide Faktoren bieten den idealen Nährboden für rechtspopulistische Parteien. Spätestens seit der Flüchtlingskrise im Jahr 2015 wird die Migration (siehe Faktor 4) genutzt, um Sündenböcke zu kreieren, die Verantwortung für die Krisen im Land übernehmen sollen (vgl. S. 126).</p><p><i>Frankreich</i></p><p>In Frankreich gehört der Front National (FN), mittlerweile Rassemblement National (RN), zu den Parteien der politischen Rechten. Ersichtlich wird dies bei Betrachtung der Wahlergebnisse besonders zur Präsidentschaftswahl. Hier trat die Vorsitzende des RN bereits zu drei Präsidentschaftswahlen an und erreichte gegen Frankreichs amtierenden Präsidenten Emmanuel Macron bereits zwei Mal die Stichwahl. Während Le Pen 2017 nur 33,9% der Stimmen erhielt, konnte sie 2022 41,46 % der Stimmen auf sich vereinen, was eine deutliche Verkürzung des Abstands zeigt (vgl. S. 126).</p><p>Auch in Frankreich ist die Wachstumsrate des BIP gering, hinzu kommen eine hohe Arbeitslosenquote, die bei ca. 10% liegt. Zahlreiche Versuche früherer Präsidenten, diese Spannungen und Krisen zu überwinden, schlugen fehl. Des Weiteren empfinden sich einige Franzosen als Globalisierungsverlierer und nehmen den Euro als Einflussfaktor auf die Krisen im Land wahr. Aber auch der Umgang mit Migrationspolitik scheint seinen Beitrag zu leisten. Die Arbeitslosenquote bei Migranten liegt mit 20% doppelt so hoch wie bei Franzosen ohne Migrationshintergrund. Damit tragen in Frankreich die Faktoren 1, 2 und 4 zum Erstarken rechtspopulistischer Parteien bei (vgl. S. 126).</p><p><i>Österreich</i></p><p>In Österreich spielt der Rechtspopulismus eine entscheidende Rolle. Wie auch in den anderen Ländern, kam es während der Finanzkrise zu einem Rechtsruck, der auch Parteien wie die ÖVP erfasste. Die ökonomischen Faktoren spielen in Österreich eine tragende Rolle, die sich bei den Löhnen, der Arbeitslosenquote und einem Sparkurs bemerkbar machen. Hinzu kommen Unsicherheiten aufgrund der Globalisierung und einer voranschreitenden Europäisierung (vgl. S. 126). Für die sozialen und politischen Konfliktlinien positioniert sich die FPÖ als Ansprechpartner. Sie fährt einen Kurs, der sich gegen EU, Globalisierung und Migration richtet. Für sie bot die Flüchtlingskrise ebenfalls eine Möglichkeit, aus Migranten Sündenböcke zu machen. Österreich ist von denselben Einflussfaktoren betroffen wie andere Länder der EU.</p><p><i>Niederlande</i></p><p>In den Niederlanden wurde lange Zeit ein strikter Sparkurs gefahren, der sich besonders in der Verringerung von Leistungen des Wohlfahrtsstaats bemerkbar machte. Vor allem der Gesundheitsbereich, die Renten und das Bildungssystem waren davon betroffen. Hinzu kam eine Befeuerung der sozialen Ungleichheit im Land durch die Finanzkrise, die am Anstieg der Arbeitslosigkeit ersichtlich wird. Begleitet wird diese Entwicklung vom Gefühl sozialer Bedrohung und der Angst vor einem Niedergang der sozialen Stellung. Rechtspopulistische Parteien wie die PVV versuchen, die Migration als Ursache für die Sparmaßnahmen zu nehmen. Dabei tritt das typische Feindbild des Islam in den Vordergrund. Auch hier spielen die Faktoren 1, 2 und 4 eine entscheidende Rolle (vgl. S. 127).</p><p><i>Deutschland</i></p><p>Auch wenn Klaus Busch Deutschland im Verhältnis zu anderen Ländern als stabil einstuft, sieht er einen großen Einflussfaktor in den ungleichen Verhältnissen im Land (vgl. S. 127). Damit geht die Angst vor einem sozialen Niedergang einher. Des Weiteren fühlen sich die Menschen in den neuen Bundesländern wie „Bürger zweiter Klasse“. Politisch gesehen kann man besonders im Hinblick auf das Parteiensystem einen Wandel feststellen, der sich an den Wahlergebnissen der Volksparteien gut ablesen lässt. Entscheidend in Deutschland ist aber der historisch-kulturelle Faktor, der mitverantwortlich für eine (noch) verhältnismäßige Eindämmung des Rechtspopulismus ist. So ist die Hemmschwelle aufgrund der Aufarbeitung deutscher Geschichte (noch) recht hoch, eine Partei rechts außen zu wählen (vgl. S. 128).</p><p><i>Auswirkungen auf das politische System</i></p><p>Daraufhin gibt Busch einen Überblick über die Entwicklung des Rechtspopulismus in den zuvor genannten Ländern und nennt Auswirkungen auf das politische System. In <i>Italien </i>gab es bereits in den 1990er Jahren einen Aufschwung rechtskonservativer bis -populistischer Parteien. Von 1994 bis 2011 stellte beispielsweise Silvio Berlusconi vier Kabinette. 2018 kam die Movimento Cinque Stelle zusammen mit der Lega Nord in die Regierung. Linke Parteien können dem Erstarken der politischen Rechten nicht entgegenwirken. Entscheidend ist aber, dass sozioökonomische Probleme nicht gelöst, sondern durch die Haushaltspolitik verstärkt werden.</p><p>Das politische System der <i>Niederlande </i>vollzieht seit den 1990er Jahren einen Wandel. Damals vereinten die CDA (Christen-Democratisch Appèl), die PvDA (Partij van de Arbeid) und VVD (Volkspartij voor Vrijheid en Democratie) fast 80% der Wählerstimmen auf sich. Seit den 2000er Jahren ist das Parteiensystem zunehmend fragmentiert (vgl. S. 128).</p><p>In <i>Frankreich </i>markierten die Parlamentswahlen 2017 eine Zeitenwende. Es kam zu einer Abkehr vom bisherigen System mit der Parti Socialiste und den Republikanern. Seitdem wird die Regierung von Emmanuel Macrons Partei „La République en Marche (LREM)“ gestellt, die sich als Partei der Mitte einstuft. Dabei sind in der Opposition unter anderem der „Rassemblement National“ vertreten. Das System weist allerdings Instabilitäten auf, wie eine schwache Organisation des LREM oder die Gelbwesten.</p><p>In <i>Österreich </i>war die rechtspopulistische FPÖ bereits an der Regierung beteiligt. Auch in <i>Deutschland</i> kam es zu einem Umbruch im Parteiensystem, der sich im Machtverlust der Volksparteien CDU und SPD zeigt. Dabei ist die Union selber von einem Rechtsruck betroffen, den man auf das Erstarken der politischen Rechten zurückführen kann.</p><p>Aber auch Auswirkungen auf die EU-Parlamentswahlen sind nicht von der Hand zu weisen. EU-Skeptiker, die nationalistische Einstellungen in den Vordergrund stellen, könnten einen Zuwachs an Wählerstimmen verzeichnen (vgl. S. 129).</p><p>Busch beschreibt die aktuelle Lage damit, dass die Europäische Union mit unterschiedlichen Krisen zu kämpfen hat, ohne Lösungen für diese zu finden. Dazu kommen immer mehr Blockaden. Zu den Krisen zählen unter anderem Verstöße gegen die Rechtsstaatlichkeit in den Mitgliedstaaten Ungarn und Polen.</p><p>Grundsätzlich lässt sich als Reaktion auf den Rechtspopulismus eine Verschärfung im Umgang mit Migration beobachten. Für die EU werden allerdings die Fragen der Verteilung von Flüchtlingen unter den Mitgliedsstaaten zur Zerreißprobe. Während der Flüchtlingskrise zeigten sich die Schwächen der Dublin-Abkommen und offenbarten, dass es dringenden Reformbedarf gibt. Um Flüchtlingsströmen vorzubeugen, setzt man auf eine Abschottungsstrategie und stärkt den Ausbau von Frontex.</p><p>Busch spricht zudem vom „Ausbau von „Ausschiffungsplattformen“ in Drittstaaten (Kasernierung der auf der Flucht aufgegriffenen Migranten zur Klärung ihres Status)“ aber auch vom „Aufbau von „internen Zentren“ in den Mitgliedsstaaten (Kasernierung von Flüchtlingen zur Klärung ihres Status und Einleitung von Umsiedlungs- und Neuansiedlungsmaßnahmen (…)“. Erkennbar ist dabei, wie sich die EU bereits den Positionen der Rechtspopulisten annähert, die kritisch zu betrachten sind.</p><p>Da es jederzeit zur Blockade einzelner Länder kommen kann, setzt die EU auf das „Prinzip der Freiwilligkeit“. Problematisch ist allerdings daran, dass sich dadurch die Verteilungsfrage nicht lösen lässt und sich einzelne Staaten ihrer Verantwortung entziehen können. Bei späteren Gipfeln konnten ebenfalls keine wesentlichen Erfolge erzielt werden. Einzig beim Ausbau von Frontex konnte man sich einigen (vgl. S. 130).</p><p>Seit der Eurokrise wurden die Schwachstellen der Europäischen Wirtschafts- und Währungsunion (WWU) deutlich. Als Reaktion darauf entstand eine Diskussion über den Reformbedarf des Euro (vgl. S. 130). 2012 wurden erst Pläne vorgelegt, die Reformvorschläge enthielten, wie beispielsweise die Frage nach einer kollektiven Schuldentilgung. Besonders Emmanuel Macron brachte im Jahr 2017, angeregt durch die Kommission, die Debatte über Reformen erneut auf den Plan. Diese befassten sich unter anderem mit einer Vergrößerung des EU-Haushalts. Macron brachte zudem einen separaten Haushalt für Krisenzeiten ins Spiel.</p><p>Die meisten Anregungen scheiterten aufgrund mangelnder Unterstützung. Diese ging sowohl von Merkel als auch von der „hanseatischen Liga“ aus, zu der auch Belgien, Österreich oder die Niederlande zählen. Frankreich zeigte sich dabei enttäuscht über den geringen Zusammenhalt mit Deutschland (vgl. S. 131).</p><p>So kam es 2018 dazu, dass sowohl Frankreich als auch Deutschland Pläne vorlegten für einen Haushaltsplan, welcher ebenfalls scheiterten. Zu schlecht standen die Chancen bereits zu Beginn, da einige Mitgliedsstaaten Bedenken äußerten.</p><p>Das Erstarken der Rechten bewirkt eine zunehmend nationalistische und kritische Einstellung der EU gegenüber, die Folgen für die Handlungsfähigkeit hat. Anhand der genannten Punkte lassen sich Auswirkungen des Rechtspopulismus nicht von der Hand weisen und machen klar, dass der Rechtsruck in Europa Einfluss auf das Klima in der Europäischen Union hat und zu einer Blockade von innen führen kann.</p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0tag:blogger.com,1999:blog-1093064628610301853.post-19685123807404255292022-07-27T09:41:00.001+02:002022-07-27T09:41:08.594+02:00Heimat - Theologie - Rechtspopulismus<p>In diesem Beitrag stellt <i>Fiona Hamann </i>folgenden Aufsatz vor:</p><p><i>Bauer, Christian </i>(2019): <b>Heimat im Offenen? - Rechtspopulismus als theologische Herausforderung</b>; in: International Journal of Practical Theology, 23 (1), S. 78-97, online unter: <a href="https://doi.org/10.1515/ijpt-2018-0031">https://doi.org/10.1515/ijpt-2018-0031</a>.</p><p>Der vorliegende Habilitationsvortrag von Christian Bauer thematisiert zu Beginn den Begriff und das Gefühl von „Heimat“. Es ist ein „schwer zu definierender“ (S. 79) Ort der Sehnsucht, der Erinnerung, der vor allem im Blick zurück zu finden ist und nicht im Unmittelbaren erlebbar zu sein scheint. Einige Menschen verlieren heute das Gefühl von Heimat. Sie sind „auf der Suche nach identitätsstiftenden Narrativen des Eigenen im Gegenüber zum herandrängenden Fremden“ (S. 80). Rechtspopulisten können mit ihren Ideologien einfach an dieses Gefühl anknüpfen. Da Heimat die Sehnsucht aller Menschen sei, kommt „die Frage nach entsprechenden Ressourcen einer nichtexkludierenden, aber dennoch heimatgebenden Identität im offenen Raum unserer Gesellschaft auf“ (S. 80).<span></span></p><a name='more'></a><p></p><p>Nach diesem Einstieg hat Bauer seinen Vortrag in vier Teile gegliedert. Er beginnt mit dem Blick in das „gesellschaftliche Praxisfeld“, berichtet anschließend über „Recherchen im kulturwissenschaftlichen Diskursarchiv“ und dem „praxistheologischen Diskursarchiv“ bevor er sein „Resümee“ zieht. Unter der Überschrift „Spurensuche im gesellschaftlichen Praxisfeld“ fasst Bauer sowohl Beobachtungen der heutigen Zeit als auch der Vergangenheit zusammen und gibt erste Hinweise, wie sich eine Gesellschaft verhalten sollte.</p><p>Es werden unterschiedliche Möglichkeiten aufgezeigt, auf Rechtspopulismus, der „heimatliches Brauchtum“ (S. 83) vereinnahmt, zu reagieren. Man könnte dem Verhalten etwas entgegensetzen indem man auf den „kompromittierten Heimatbegriff“ (S. 83) verzichtet. Bauer beobachtet allerdings, dass die meisten Menschen einen anderen Weg wählen. Sie wollen nach Vorfällen möglichst schnell zum „business as usual“ (S. 83) zurückkehren, indem sie die Umstände akzeptieren und sich in ihr „heimatliches Nest“ (S. 83) zurückziehen. Von SoziologInnen wird dieses Verhalten als „Cocooning“ bezeichnet. Menschen machen sich ihr Leben möglichst behaglich, ohne die Schwierigkeiten der Zeit zu betrachten.</p><p>In der Zeit zwischen den Kriegen konnte in Frankreich Ähnliches beobachtet werden. Das „Collége de Sociologie“ versuchte, eine ‚Sakralsoziologie‘ entstehen zu lassen, um dem Faschismus „mit Hilfe von gemeinschaftsbildenden Mythen“ (S. 84) entgegenzutreten. Diese Art des Umgangs wurde damals wie heute auch kritisiert. Man sollte „nicht das politische Framing eines totalitären oder faschistoiden Denkens übernehmen, sondern […] den ‚Diskursrahmen wechseln“ (S. 84). Das bedeutet im theologischen Zusammenhang, „für die unteilbare Würde aller Menschen in einer offenen Welt“ (S. 84) einzutreten.</p><p>Der Auftrag geht weiter mit den „Recherchen im kulturwissenschaftlichen Diskursarchiv“. Bauer untersucht, inwiefern die Untersuchungen der Gesundheit von Holocaustüberlebenden des Medizinsoziologen Aaron Antonovsky auf den heutigen Zuwachs des Rechtspopulismus zu übertragen sind. Dieser hielt fest, dass es ein ‚Kohärenzgefühl‘ (S. 85) gibt. Er beschreibt es als ‚eine globale Orientierung, die ausdrückt, in welchem Ausmaß man ein […] Gefühl des Vertrauens hat‘ (S. 85), dass Dinge verständlich, bedeutsam und handhabbar sind. Wenn in der heutigen Zeit der Alltag undurchsichtig wird, kann dieses Lebensgefühl verloren gehen.</p><p>Es gibt unterschiedliche Reaktionen auf eine komplexe Welt. Entweder „im Aufbruch in den heterogenen Freiraum einer offenen Gesellschaft oder aber in der Flucht in den homogenen Schutzraum einer geschlossenen Gemeinschaft“ (S. 86). Bauer beobachtet, dass sich die Gesellschaft momentan immer weiter in Richtung der zweiten Möglichkeit entwickelt. Gleichzeitig wird die Wichtigkeit betont, sich dem beispielsweise durch ein „alternatives ‚Framing‘ der politischen Debatte“ (S. 86) entgegenzustellen.</p><p>Thematisiert wird daraufhin der Begriff ‚Narrativ‘ (S. 86). Bauer widerspricht teilweise dem französischem Philosophen Jean-François Lyotard, der behauptet, dass es heutzutage zu einer ‚Dekomposition der großen Erzählungen‘ (S. 87) kommt. Aufkommender „religiöser Fundamentalismus und politischer Populismus“ (S. 88) sprechen zwar gegen diese These, jedoch gibt es tatsächlich viele ‚kleine Erzählungen‘, die sich stets erneuern und dem Wunsch nach der <i>einen</i> Erzählung entgegenstehen (vgl. S. 87 f.).</p><p>Problematisch ist, dass diese „großen Erzählungen“ (S. 88) für einige Menschen immer noch wichtig sind. „Es gibt ein Grundbedürfnis nach narrativen Deutungsrahmen“ (S. 88). Solange diese eine „freiheitliche Form“ (S. 88) aufweisen, sind sie weniger gefährlich, als wenn sie eine „geschlossene, potentiell totalitäre“ (S. 88) Form aufweisen. Nach dem Soziologen Bruno Latour „gibt es eine narrative Konstruktion von Heimat, deren nie voll auserzählte Geschichten diachron Geschichte und synchron Gesellschaft formieren“ (S. 88). Armin Nassehi spricht von einer „‚Unmöglichkeit einer gemeinsamen Welt‘ für alle Menschen“ (S. 89). Erzählungen, die Gemeinsamkeiten erzeugen, sind daher ausschließlich „mit einem lokal begrenzten Geltungsanspruch möglich“ (S. 89).</p><p>Rechtspopulisten versuchen, die aufgekommene Komplexität auf ein möglichst verständliches und haltgebendes Narrativ zu beschränken. Um die offene Gesellschaft zu erhalten, muss es deshalb in einschließender Weise gelingen, „wieder Geschichten zu erzählen, die Identität stiften und Heimat geben“ (S. 89). Das erreichen könnten Frames, die die Möglichkeit einer ‚Weltoffenheit ohne Selbstverneinung‘ (S. 89) darstellen. Es muss also eine ‚Erfahrungswelt‘ geschaffen werden, deren Bewohnbarkeit in offener Weise gesichert werden kann (vgl. S. 90).</p><p>Bauer zitiert verschiedene Politiker und Historiker, die alle der Meinung sind, dass das aufgezeigt werden muss, was alle Menschen verbindet. Eine „‚mitreißende Gegenerzählung‘ weltoffener Heimatlichkeit“ (S. 90 f.) kann aber nur dann erfolgreich erzählt werden, wenn Menschen respektvoll aufeinander zugehen, sich austauschen und ein positiver Begriff von Heimat nicht tabuisiert wird (vgl. S. 90 f.).</p><p>Im nächsten Abschnitt beschreibt Bauer „Erkundungen im praxistheologischen Diskursarchiv“. Die Theologie und Kirche muss rechtspopulistischen Frames mit „eigene(n) Narrative(n) einer gelingenden Existenz im Offenen“ (S. 91) entgegenwirken. Warum das gerade dem Christentum gut gelingen kann, beschreibt Lieven Boeve. "Durch die eigene Struktur ist [das christliche Narrativ] dazu bestimmt, sich selbst als einen offenen Diskurs zu rekontextualisieren" (S. 91).</p><p>Das Zweite Vatikanische Konzil bietet für die Rekonstruktion eine gute Grundlage, weil die Texte „aus den heilsgeschichtlichen Erzählungen der Bibel gespeist sind und daher über weite Strecken auch selbst "den Charakter von Gottesgeschichten" tragen“ (S. 92). Gewollt wurde „die ‚Corporate identity‘ der Kirche in dieser Weise narrativ als eine heiluniversal entgrenzte, pastoral weltoffene Identität zu bestimmen“ (S. 92). Nach der transzendentalen Anthropologie von Karl Rahner „ist ein Mensch durch seine ‚Transzendenz ins Offene gesetzt‘ und führt folglich eine ‚Existenz in das Unvorhergesehene hinein‘, sich selbst in die unendliche Offenheit der Zukunft entwerfend“ (S. 92), was natürlich auch den ‚Mut zum Wagnis ins Offene‘ (S. 92) erfordert.</p><p>Dieser Mut ist vor allem heutzutage wichtig, weil das „Weltganze“ (S. 93) laut Jean-Luc Nancy nur noch als ‚in sich selbst offen‘ (S. 93) denkbar ist. Das Christentum beschreibt er ‚als Öffnung – Selbst-Öffnung und Selbst als Öffnung‘ (S. 93). Die Kirche hat daher die Aufgabe, das, was in der Welt passiert, bewusst wahrzunehmen. Damit dies gelingen kann, muss sie eigene Schutzvorrichtungen abbauen und dann in ihrer Verletzlichkeit allen den Dialog anbieten (vgl. S. 93 f.).</p><p>Pastorale Orte können aber auch „Orte eines ‚hearing of speech‘“ (S. 94) werden. Hier könnte ein offener, gesellschaftlicher Austausch stattfinden, der die „milieuspezifische Selbstbeschränkung“ (S. 94) auflöst und stattdessen verständnisvolle Gespräche auf Augenhöhe ermöglicht. Es geht darum, die eigene Geschichte zu erzählen, anderen zuzuhören und Gefühle mit in das Gespräch miteinzubeziehen, anstatt nur mit „Kopfargumenten“ (S. 94) zu entgegnen (vgl. S. 94).</p><p>Es können Orte entstehen, an denen Menschen die „Abenteuer des existenziell Offenen angstfrei erprob(en)“ (S. 95) können, ohne Angst haben zu müssen, für Fehler verurteilt zu werden. Ohne die Homogenisierung vieler kleiner Geschichten kann ein „offenes Narrativ von Solidarität und Freiheit (entstehen, was) so etwas wie Heimat ermöglichen“ (S. 95) kann. Bauer ermutigt „mehr Demokratie (zu) wagen“ (S. 94), „denn man kann eine offene Gesellschaft nicht mit einem geschlossenen Geist verteidigen“ (S. 94).</p><p>Zum Abschluss des Vortrages zieht Bauer noch ein Resümee. Er definiert Heimat als „ein ‚Horizont intersubjektiver Erzählungen‘ im Kontext einer ‚offenen Gesellschaft‘, in der heterogene Elemente ‚ineinander greifen und sich vermischen‘“ (S. 95 f.). Da sich das Leben und die Lebensumstände ständig verändern, müssen alle lernen, in diesem Wandel Heimat zu finden (vgl. S. 96). Christen sollten damit keine Schwierigkeiten haben und sich für die Offenheit einsetzen, da sie ihrem Glauben nach selbst „Heimatlose“ (S. 96) und Gäste auf Erden sind.</p><p>Heimat wird von Rolf Zerfaß als „Ausdruck für das Paradies“ (S. 96) beschrieben, das es momentan nur verloren gibt. Da Heimat also etwas „prinzipiell Entzogenes“ (S. 97) ist, ist sie sowohl „Sehnsucht“ als auch „Vorgeschmack“ auf „die Vollendung der Schöpfung“ (S. 97). „Pastoraler Auftrag von Kirche“ ist es, daran zu erinnern, dass auch schon „hier und heute situativ erfahrbare Heimat im Offenen einer noch nicht vollendeten guten Zukunft“ (S. 97) erfahrbar werden kann (vgl. S. 97).</p>Ragnar Müllerhttp://www.blogger.com/profile/17647291539031720231noreply@blogger.com0