<html>
  <head>
    <meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
  </head>
  <body>
    <h1>Attac Graz Newsletter Dezember 2021</h1>
    <ul>
      <li>Workshop - Ohne Care-Arbeit steht alles still</li>
      <li>Vorankündigung - Wie kann eine Wirtschaft für alle aussehen?</li>
      <li>Buchempfehlung - Immer-mehr und Nie-genug! <br>
      </li>
    </ul>
    <hr width="100%" size="2">
    <h2>Ohne Care-Arbeit steht alles still<br>
    </h2>
    <p><img moz-do-not-send="true"
src="data:image/jpeg;filename=MehrCare_Logo%2BSlogan_Web_kompakt_rot_auf%20dunkel.jpg;base64,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"
        alt="MfC Logo" width="300" hspace="10" height="300" align="left">Das
      hat besonders auch die Pandemie aufgezeigt. Aber wie würde durch
      eine geschlechtergerechte Budget- und Wirtschaftspolitik, die Care
      ins Zentrum stellt, ein gutes Leben für alle möglich sein? Dieser
      Fragen gehen wir nach in unserem</p>
    <p><b>Online-Workshop</b><b><br>
      </b><b>mit Dr.in Elisabeth Klatzer</b><b><br>
      </b><b>am Do, 9.12.2021, von 17:00 bis 20:00 Uhr via Zoom.</b><br>
      <br>
      Unsere Referentin wird Hintergründe und Mechanismen analysieren,
      die bewirken, dass Frauen die Kosten für die Krise bezahlen. Und
      sie wird aufzeigen, dass es auch anders geht, dass Investitionen
      in Bildung, Kinderbetreuung, Pflege und Gesundheit – wie sie von
      Mehr für CARE! im Feministischen Konjunkturpaket vorgeschlagen
      werden – leistbar und notwendig sind. Wir diskutieren mit ihr, wie
      eine geschlechtergerechte Budget- und Wirtschaftspolitik aussehen
      kann und wie wir Veränderungen erreichen können.</p>
    <p><b>Anmeldung für den Online Workshop:</b><br>
      Bitte bis Mi, 8.12.2021 mittels E-Mail an: <a class="moz-txt-link-abbreviated" href="mailto:stmk@mehr-fuer-care.at">stmk@mehr-fuer-care.at</a><br>
      damit Du rechtzeitig den Link für das zoom Meeting zugesendet
      bekommst.</p>
    <p>Weitere Infos <a moz-do-not-send="true"
href="https://www.attac.at/termine/details/ohne-care-arbeit-steht-alles-still">HIER</a>!</p>
    <hr width="100%" size="2">
    <h2>Vorankündigung - Wie kann eine Wirtschaft für alle aussehen? <br>
    </h2>
    <p><img moz-do-not-send="false"
        src="cid:part3.A01FDA4E.B2837E6A@attac.at" title="Raul Zelik
        (Foto: Susanne Schleyer)" alt="Raul Zelik - Schriftsteller und
        Übersetzer (Foto: Susanne Schleyer)" width="300" hspace="10"
        height="300" align="left">Am <b>11.3.2022</b> plant Attac Graz
      eine <br>
      <b>Vortrags- und Diskussionsveranstaltung</b> mit dem von uns
      geschätzten <br>
      Politikwissenschafter und Schriftsteller <b>Dr. Raul Zelik</b></p>
    <p>Wir möchten mit Raul Zelik diskutieren wie ein Kurswechsel zu
      ökonomischen Alternativen, Wirtschaftsdemokratie und
      Vergesellschaftung aussehen kann. Wie der Aufbau von
      transformativer Macht gelingen kann und welche Sackgassen
      vermieden werden sollten. <br>
    </p>
    <p>Wie können wir in Bewegung kommen, um eine Wirtschaft zu
      schaffen, die für alle sorgt? <br>
    </p>
    <p>Welche Wege für ein gutes Leben für alle gibt es und wie kommen
      wir dorthin?</p>
    <p>Raul Zelik hat im Jahr 2020 das empfehlenswerte Buch „<a
        moz-do-not-send="true"
href="https://www.raulzelik.net/buecher/511-wir-untoten-des-kapitals-ueber-politische-monster-und-einen-gruenen-sozialismus-essay-edition-suhrkamp-2020">Wir
        Untoten des Kapitals</a>“ veröffentlicht. <br>
      Zelik skizziert darin, wie sich die Linke neu erfinden kann, worin
      ein sozialistisches Projekt bestehen muss und woher die
      gesellschaftliche Macht kommen soll, um eine derartige
      Transformation umzusetzen.<br>
    </p>
    <p>Sobald wir den Veranstaltungsort fixiert haben, werden wir auf
      diesem Kanal darüber berichten.<br>
    </p>
    <hr width="100%" size="2">
    <h2>Buchempfehlung : Immer-mehr und Nie-genug! <br>
    </h2>
    <p><img moz-do-not-send="false"
        src="cid:part5.3F10337E.478494C8@attac.at" alt="Buchcover"
        width="300" hspace="10" height="300" align="left">Der von uns
      ebenfalls geschätzte Leiter für Wirtschaftsethik und betriebliches
      Verantwortungsmanagement an der Uni-Graz, Bernhard Ungericht, hat
      das empfehlenswerte Buch "Immer-mehr und Nie-genug!" kürzlich
      veröffentlicht.</p>
    <p>Beschreibung: <br>
    </p>
    <p>Das Prinzip Maßlosigkeit charakterisiert die Ökonomie und die
      Gesellschaft des 21. Jahrhunderts. Nichts scheint je genug zu sein
      - alles muss immer mehr werden. Der entfesselte Wille zum
      "Immer-mehr" und die von ihm hervorgebrachte Ökonomie der
      Maßlosigkeit haben eine erstaunliche Geschichte. <br>
    </p>
    <p>Dieses Buch versucht, Antworten auf drei Fragen zu geben: <br>
      Die erste Frage führt uns in die Vergangenheit: Wie hat sich die
      maßlose Ökonomie herausgebildet? Welche Entwicklungen und
      historischen Wendepunkte haben uns dorthin gebracht, wo wir heute
      stehen? <br>
      Die zweite Frage blickt auf die Konsequenzen: Wie verändert die
      Ökonomie der Maßlosigkeit im Verlauf ihres historischen
      Siegeszuges allmählich den Menschen selbst, sein Denken und seine
      Beziehungen? <br>
      Die dritte Frage richtet sich an die Zukunft: Wie geht es weiter?
      Wohin könnte uns dieser historische Irrweg noch führen? Was droht
      uns, und wie kann ein Pfadwechsel hin zu einer Ökonomie des
      rechten Maßes vielleicht doch noch gelingen?<br>
    </p>
    <hr width="100%" size="2">
    <p><font size="-1">Wenn Sie den Newsletter nicht mehr erhalten
        möchten, geben Sie das bitte mittels Mail an <a
          href="mailto:graz@attac.at" target="_blank">graz@attac.at</a>
        bekannt. Wir löschen anschließend umgehend Ihre Daten im
        Zusammenhang mit dem Newsletter-Versand.</font></p>
    <font size="-1"><a href="https://www.attac.at/graz">www.attac.at/graz</a></font>
    <hr width="100%" size="2">
  </body>
</html>