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    <title>RAMICS-Sofia-2022 Страници Modifications RSS Feed</title>
    <link>https://ramics-sofia-2022.unwe.bg</link>
    <description>RAMICS-Sofia-2022 - Ramics-Sofia-2022</description>
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    <webMaster>amuw@unwe.bg</webMaster>
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      <title>Сборник с доклади и резюмета</title>
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      <description>&lt;p&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;https://ramics-sofia-2022.unwe.bg/Uploads/Conference/_26ab8_Book_RAMICS%202022_FINAL.pdf&quot;&gt;Proceedings with full papers&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 05 Jun 2023 10:49:52 GMT</pubDate>
    </item>
    <item>
      <title>Партньори, спонсори и медии</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22914/from-rss.html</link>
      <description>&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;a href=&quot;https://ramics.org/&quot; style=&quot;background-color: #ffffff;&quot;&gt;https://ramics.org/&lt;/a&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://www.unwe.bg/en&quot; target=&quot;_blank&quot;&gt;https://www.unwe.bg&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; 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&quot; alt=&quot;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;a href=&quot;https://mrcenter.info/&quot;&gt;https://mrcenter.info/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&amp;nbsp;&lt;a href=&quot;https://vuzflab.eu/en/&quot;&gt;https://vuzflab.eu/en/&lt;/a&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://www.nbu.bg/en&quot;&gt;https://www.nbu.bg/en&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://monneta.org/en/&quot;&gt;https://monneta.org/en/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Събитието се организира със съдействието на Фонд &amp;bdquo;Научни изследвания&amp;ldquo;;&lt;br&gt;Номер на договора за съфинансиране:&amp;nbsp;&lt;b&gt;КП-06-МНФ/25 от 27.09.2022 г.&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 27 Jan 2023 14:28:36 GMT</pubDate>
    </item>
    <item>
      <title>Програма</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22277/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ПРЕДВАРИТЕЛНА ПРОГРАМА&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;background-color: #ff9900;&quot;&gt;&lt;b&gt;ЧЕТВЪРТЪК&lt;/b&gt;&lt;b&gt;, &lt;/b&gt;&lt;b&gt;27.10&lt;/b&gt;&lt;b&gt;:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;10:30 - 11:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Регистрация&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;11:00 - 12:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Приветствен обяд&lt;/b&gt;&lt;/p&gt;
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&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;12:00 - 12:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Откриване&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;12:30 - 13:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Основен лектор&lt;/b&gt;&lt;b&gt;: &lt;span style=&quot;text-decoration: underline;&quot;&gt;Nenovsky Nikolay&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /UNWE, LEFMI, University of Picardie Jules Verne/, Bulgaria&lt;b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Interpreting Balkan monetary history&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;13:30 - 14:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;14:00 - 15:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Zoom-&lt;/b&gt;&lt;b&gt;Сесия&lt;/b&gt;&lt;b&gt; A:&lt;/b&gt; &amp;ldquo;Brazil: Innovation and Law&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Freire Marusa &lt;/b&gt;&lt;i&gt;/Former Central Bank of Brazil/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Local Digital Complementary Currencies: Empowering Local Authority&lt;/p&gt;
&lt;p&gt;&lt;b&gt;De Oliveira Leonardo Martins &lt;i&gt;/&lt;/i&gt;&lt;/b&gt;&lt;i&gt;Funda&amp;ccedil;&amp;atilde;o Getulio Vargas, Brazil/&lt;/i&gt;&lt;b&gt;; Sanches Bruno Henrique:&lt;/b&gt; The Emergence of Digital Socio - Municipal Currencies: An institutional change perspective of the Arariboia coin&#39;s case&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Torquato-Fernandes Andressa &lt;/b&gt;&lt;i&gt;/Fluminense Federal University, Brazil/&lt;/i&gt;&lt;b&gt;; Rodrigues Vespasiano Dos Santos Ana Clara &lt;/b&gt;&lt;i&gt;/FEMPERJ, Brazil/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Paying salaries in local currency: legal alternatives&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;14:00 - 15:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Zoom-&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;Сесия&lt;/b&gt;&lt;b&gt; B: &amp;ldquo;&lt;/b&gt;Circuits and Passbooks&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Stamm Christoph &lt;/b&gt;&lt;i&gt;/Universit&amp;eacute; de Montr&amp;eacute;al, Canada/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Circuits of Commerce of Local Currencies : a Case Study&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;September Jeremy&lt;/b&gt;&lt;i&gt; /The University of Hyogo, Japan/&lt;/i&gt;&lt;b&gt;; Kobayashi Shigeto &lt;/b&gt;&lt;i&gt;/Sapporo City University, Japan/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Japanese Passbook Communities: An investigation of the Japanese Adaptation of the LETS Community Currency Mechanism&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Maquito Ferdinand &lt;/b&gt;&lt;i&gt;/University of the Philippines Los Banos, Philippines/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;A Circular Flow Economic Framework for an Agent-Based Model of a Community Currency&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;14:00 - 15:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Zoom-&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;Сесия&lt;/b&gt;&lt;b&gt; C: &lt;/b&gt;&amp;ldquo;Rates, Labels and Risks&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Nakova Rositsa &lt;/b&gt;&lt;i&gt;/New Bulgarian University, Bulgaria/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;The impact of ecolabel knowledge to purchase decision&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Goldman Sarah &lt;/b&gt;&lt;i&gt;/Lux-SIR, Scientific International Research, Luxembourg/&lt;/i&gt;&lt;b&gt;; Nenovsky Nikolay &lt;/b&gt;&lt;i&gt;/UNWE, LEFMI, University of Picardie Jules Verne, Bulgaria/&lt;/i&gt;&lt;b&gt;; Zhang Shouyi &lt;/b&gt;&lt;i&gt;/LEFMI, University of Picardie Jules Verne, France/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Central Banks and Climate Change Risks: Potential Monetary Prudential Tools&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Ruzzene Maurizio &lt;/b&gt;&lt;i&gt;/Laboratorio Monete, Italy/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Basic elements of a sustainable economic measure in times units.&lt;/p&gt;
&lt;p&gt;Rethinking long-term financing of commons care by interest-free credits&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;15:30 - 16:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;16:00 - 17:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 1&lt;/b&gt;: &amp;ldquo;Data - Analysis and Modelling&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Criscione Teodoro&lt;/b&gt;&lt;i&gt; /Central European University; Freiburg Institute for Basic Income Studies, Austria/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Circulation of a digital community currency&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Hayakawa Hitoshi &lt;/b&gt;&lt;i&gt;/Hokkaido University, Japan/&lt;/i&gt;&lt;b&gt;; Maekawa Jun &lt;/b&gt;&lt;i&gt;/Osaka University of Economics and Law, Japan/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Introducing Community (Crypto)currency in Sequential Fund Transfer Scheme&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Metzger Martina &lt;/b&gt;&lt;i&gt;/Berlin School of Economics and Law, Germany/&lt;/i&gt;&lt;b&gt;; Farroukh Arafe &lt;/b&gt;&lt;i&gt;/Universit&amp;eacute; Tunis El Manar, Tunisia/&lt;/i&gt;&lt;b&gt;; Peist Moritz &lt;/b&gt;&lt;i&gt;/Technical University Berlin, Germany/&lt;/i&gt;&lt;b&gt;; P&amp;eacute;dussel Wu Jennifer&lt;/b&gt;&lt;i&gt; /Berlin School of Economics and Law, Germany/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Critical issues in the institutional design of digital community currencies: A comparative analysis&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;16:00 - 17:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 2&lt;/b&gt;: &amp;ldquo;Brazil - France: Diversity and Comparison&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Rigo Ariadne &lt;/b&gt;&lt;i&gt;/Federal University of Bahia, Brazil/&lt;/i&gt;&lt;b&gt;; Torres Silva J&amp;uacute;nior Jeov&amp;aacute; &lt;/b&gt;&lt;i&gt;/Federal University of Cariri (UFCA, Brazil)/&lt;/i&gt;: Social currencies as public policy instruments: The case of municipal social currencies in Brazil&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Blanc &lt;/b&gt;&lt;b&gt;J&amp;eacute;r&amp;ocirc;me&lt;/b&gt;&lt;i&gt; /Sciences Po Lyon, France/;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;b&gt;Fare Marie &lt;/b&gt;&lt;i&gt;/Universit&amp;eacute; Lumi&amp;egrave;re Lyon 2, France/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Solidarity and territorial resilience: local currency experiments during the Covid-19 pandemic&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Faria Luiz Arthur &lt;/b&gt;&lt;i&gt;/UFRJ and FGV EAESP, Brazil/; &lt;/i&gt;&lt;b&gt;Pupo Carolina Gabriel De Paula &lt;/b&gt;&lt;i&gt;/University of S&amp;atilde;o Paulo, BrazilA/&lt;/i&gt;&lt;b&gt;; Pavan Beiro De Souza Henrique &lt;/b&gt;&lt;i&gt;/Universidade Federal do ABC, Brazil/:&lt;/i&gt;&lt;b&gt; &lt;/b&gt;Centralizing or sharing the digital community currencies governances? Proposing ways of thinking DCCs from the Mumbuca case.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;17:30 - 17:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;17:45 - 18:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Основен лектор&lt;/b&gt;&lt;b&gt;: &lt;span style=&quot;text-decoration: underline;&quot;&gt;Greco Thomas,&lt;/span&gt;&lt;/b&gt; &lt;i&gt;USA&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;/&lt;/i&gt;&lt;a href=&quot;http://beyondmoney.net/&quot;&gt;&lt;i&gt;http://beyondmoney.net&lt;/i&gt;&lt;/a&gt;&lt;i&gt;/&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Private and complementary currency systems: purposes, principles, practices, and performance&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;19:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Приветствен&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;коктейл&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;background-color: #ff9900;&quot;&gt;&lt;b&gt;Петък&lt;/b&gt;&lt;b&gt;, 28&lt;/b&gt;&lt;b&gt;.10&lt;/b&gt;&lt;b&gt;:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;9:15 - 10:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Zoom-&lt;/b&gt;&lt;b&gt;Сесия&lt;/b&gt;&lt;b&gt; D: &lt;/b&gt;&amp;ldquo;Theory Applied: Kenya, France, Germany&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Lafuente-Sampiero&lt;/b&gt;&lt;i&gt; &lt;/i&gt;&lt;b&gt;Oriane &lt;/b&gt;&lt;i&gt;/University Lumi&amp;egrave;re Lyon 2, France/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Local convertible currencies as an economic development tool for local businesses? Findings from an panel econometric analysis on french companies joining a Local Convertible Currencies&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Gelleri Christian&lt;/b&gt;&lt;i&gt; /University of W&amp;Uuml;RZBURG, Germany/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;The Chiemgauer and the Quantity Theory of money&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Mqamelo Rebecca&lt;/b&gt;&lt;i&gt; /Minerva University, USA/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Community Currencies as Crisis Response: Results from a Randomized Control Trial in Kenya&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;9:15 - 10:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Zoom-&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;Сесия&lt;/b&gt;&lt;b&gt; E&lt;/b&gt;: &amp;ldquo;Currency Innovation: Italia, Kenya, UK&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Petz Marcus &lt;/b&gt;&lt;i&gt;/University of Jyv&amp;auml;skyl&amp;auml;, Finland/&lt;/i&gt;&lt;b&gt;; Finch Diana &lt;/b&gt;&lt;i&gt;/Bristol Pay Community Interest Company, UK/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Tokenomics beyond the blockchain: Bristol Pay building forward resilience in the legacy of the Bristol Pound&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Ruddick Will &lt;/b&gt;&lt;i&gt;/Grassroots Economics Foundation, Kenya/&lt;/i&gt;&lt;b&gt;; Johnson David &lt;/b&gt;&lt;i&gt;/iNethi/&lt;/i&gt;&lt;b&gt;;&amp;nbsp; Hadzic Senka &lt;/b&gt;&lt;i&gt;/iNethi, Zambia/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Mesh Networks and Mutual Credit Type&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Giachi Luca&lt;/b&gt;&lt;i&gt; /National Research Council, Rome, Italy/&lt;/i&gt;&lt;b&gt;; Proia Francesca &lt;/b&gt;&lt;i&gt;National Research Council, Rome, Italy/&lt;/i&gt;&lt;b&gt;; Tuzi Fabrizio &lt;/b&gt;&lt;i&gt;National Research Council, Rome, Italy/&lt;/i&gt;&lt;b&gt;; Cavallaro Chiara &lt;/b&gt;&lt;i&gt;National Research Council, Rome, Italy/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Complementary currencies in Italy. Economic practices and regional&lt;/p&gt;
&lt;p&gt;legislation&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;9:15 - 10:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Zoom-&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;Сесия&lt;/b&gt;&lt;b&gt; F: &lt;/b&gt;&amp;ldquo;Novel Concepts&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Delandre Pierre &lt;/b&gt;&lt;i&gt;/Centre d&#39;&amp;eacute;tudes en &amp;eacute;cologie politique, Belgium/&lt;/i&gt;&lt;b&gt;;&amp;nbsp; Derudder Philippe &lt;/b&gt;&lt;i&gt;/Researcher at L&#39;homme en devenir, Canada/&lt;/i&gt;&lt;b&gt;; Fert Fabien &lt;/b&gt;&lt;i&gt;/Independant Researcher, France/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Outline of a multi-currency system to meet contemporary challenges&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Perera Kalani &lt;/b&gt;&lt;i&gt;/University in Thailand, Sri Lanka/&lt;/i&gt;&lt;b&gt;; Randeni Leel&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;i&gt;/Ministry of Environment, Sri Lanka/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Food Mandala as a Complementary Currency System for Bridging Communities across Sri Lanka&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Alaraj Maen &lt;/b&gt;&lt;i&gt;/Global Communication Planning Co. Ltd, Good Money Lab, Japan/&lt;/i&gt;&lt;b&gt;; Nishibe Makoto&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;i&gt;/School of Economics, Senshu University, Good Money Lab, Japan/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Smoothing Away the Stagnation Problem of Community Currencies with &amp;ldquo;Customized Communities&amp;rdquo; based on Satisfaction Prediction by Neural Network&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;10:45 - 11:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;11:00 - 12:30 &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 3: &lt;/b&gt;&amp;ldquo;Argentina - cases and ideas&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Gomez Georgina&lt;/b&gt;&lt;i&gt; /Erasmus University Rotterdam, The Netherlands/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Money and the poor; socioeconomic stratification of currency circuits in Argentina 1995 - 2005&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Orzi Ricardo &lt;/b&gt;&lt;i&gt;/Universidad Nacional de Luj&amp;aacute;n, Universidad Abierta Interamericana, Buenos Aires, Moneda PAR, Argentina/&lt;/i&gt;&lt;b&gt;; Raffaelli Paola&lt;/b&gt;&lt;i&gt; /Lund University, Moneda PAR, Sweden/&lt;/i&gt;&lt;b&gt;; Porcherot Raphael &lt;/b&gt;&lt;i&gt;/Institutions et Dynamiques Historiques de la Soci&amp;eacute;t&amp;eacute; et de l&#39;Economie, Paris, France, Moneda PAR/&lt;/i&gt;&lt;b&gt;; Camargo Federico&lt;/b&gt;&lt;i&gt; /Universidad Nacional de la Matanza, Moneda PAR/&lt;/i&gt;&lt;b&gt;; Valdecantos Sebasti&amp;aacute;n&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;i&gt;/Aalborg University and co-founder of Moneda PAR, Buenos Aires, Argentina/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;The notion of debt in mutual credit systems: some insights from the experience of Moneda PAR&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Sbatella Jose&lt;/b&gt;&lt;i&gt; /IEFE, Argentina/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Alternative currencies: instruments for disconnection&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;11:00 - 12:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 4:&lt;/b&gt; &amp;ldquo;Future proofing&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Baraniga Ester &lt;/b&gt;&lt;i&gt;/Lund University, Sweden/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Re-making money for an inclusive economy: Universal Basic Income in complementary monies&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Gregory Lee &lt;/b&gt;&lt;i&gt;/University of Nottingham, School of Sociology and Social Policy, UK/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Meeting complex social needs: a role for time banking?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Marinova Tsvetelina &lt;/b&gt;&lt;i&gt;/New Bulgarian University, Bulgaria&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Social credit in the Balkans: genesis, forms and long-term development&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;12:30&lt;/b&gt;&lt;b&gt; - &lt;/b&gt;&lt;b&gt;13:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Обяд&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;13:30 - 14:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Основен лектор&lt;/b&gt;&lt;b&gt;: &lt;span style=&quot;text-decoration: underline;&quot;&gt;Th&amp;eacute;ret Bruno&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;CNRS within IRISSO, Paris Dauphine University, France&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Proudhon&amp;rsquo;s theory of constituted value and philosophy of money: from labor value to worker value and the Bank of the People&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;14:30 - 14:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;14:45 - 16:15&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 5: &lt;/b&gt;&amp;ldquo;Theory - Integration &amp;amp; Integral&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Place Christophe &lt;/b&gt;&lt;i&gt;/University of Cumbria, UK/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Evolutionary Development of Monetary Systems and its Integral Impact on Beliefs, Behaviours, Values and Collaborations&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Freydorf Christoph &lt;/b&gt;&lt;i&gt;/Cusanus Hochschule f&amp;uuml;r Gesellschaftsgestaltung, Koblenz, Germany/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Towards a Universal Classification of Monetary Systems:&lt;/p&gt;
&lt;p&gt;Subdividing Monetary Functions and Comparing Steering Patterns&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Martignoni Jens &lt;/b&gt;&lt;i&gt;/NetHood.org, Research, Zurich, Switzerland/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Outline of a Coordination Theory of Money&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;14:45 - 16:15&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 6:&lt;/b&gt; &amp;ldquo;Digital Impact - Divers Cases&amp;rdquo;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;El Bay Malik &lt;/b&gt;&lt;i&gt;/Dezentrum, Switzerland/&lt;/i&gt;&lt;b&gt;; Brenzikofer Alain &lt;/b&gt;&lt;i&gt;/Encointer, Switzerland/&lt;/i&gt;&lt;b&gt;:&lt;/b&gt; Encointer - Local Community Cryptocurrencies with Universal Basic Income&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Yoshida Masayuki&lt;/b&gt;&lt;i&gt; /Joetsu University of Education, Japan/&lt;/i&gt;&lt;b&gt;; Kobayashi Shigeto &lt;/b&gt;&lt;i&gt;/Sapporo City University, Japan/&lt;/i&gt;&lt;b&gt;, Miyazaki Yoshihisa &lt;/b&gt;&lt;i&gt;/National Institute of Technology, Sendai College, Japan/&lt;/i&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Impact of digitalization of money on people&amp;rsquo;s perceptions of community currencies: A gaming simulation&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Wheatley Gerald &lt;/b&gt;&lt;i&gt;/University of Calgary, Canada/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Digital Calgary Dollars Outcomes for Varied Participant Types within a Geographic Area&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;16:15 - 16:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;16:45 - 17:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Основен лектор&lt;/b&gt;&lt;b&gt;: &lt;span style=&quot;text-decoration: underline;&quot;&gt;Belmonte Susana&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Independent Economist, Spain&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Complementary Currencies and Other Alternative Monetary Proposals in the Post-growth Economy&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;19:00&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Гала вечеря с фолклорна програма&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;br&gt; &lt;span style=&quot;background-color: #ff9900;&quot;&gt;&lt;b&gt;Събота&lt;/b&gt;&lt;b&gt;, 29&lt;/b&gt;&lt;b&gt;.10&lt;/b&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;9:15 - 10:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 7:&lt;/b&gt; &amp;ldquo;Visions&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Joly Louis-Maxime &lt;/b&gt;&lt;i&gt;/Universit&amp;eacute; du Qu&amp;eacute;bec en Outaouais, Canada/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;The institutional organization of local currencies: exchange and compensation as issues for intercommunity cooperative development&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Brass Peter &lt;/b&gt;&lt;i&gt;/Independent Author, Germany/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Profit and utility - To make sustainability and solidarity affordable&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Ocampo Juan&lt;/b&gt;&lt;i&gt; /Lund University, Sweden/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Organising Money&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;9:15 - 10:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 8:&lt;/b&gt; &amp;ldquo;Conceptials&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Nishibe Makoto &lt;/b&gt;&lt;i&gt;/Senshu University, Kanagawa, Japan/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;The nature of modern money as &#39;ideational money&#39; that diversifies as private money such as community currencies and cryptocurrencies&lt;/p&gt;
&lt;p&gt;- in view of evolutionary perspective -&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Bindewald Leander &lt;/b&gt;&lt;i&gt;/monneta.org, Germany/&lt;/i&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Beyond vain typologies and false dichotomies: applying practice theory to characterise CCS&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Schroeder Rolf F. H. &lt;/b&gt;&lt;i&gt;/Independent Author, Germany/&lt;/i&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;: &lt;/b&gt;New Evidence about the Swiss Wirtschaftsring (WIR): An Example of the Deficits of Conceptual Frameworks in Complementary Currency Research&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;p&gt;&lt;b&gt;10:45 - 11:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;11:00 - 12:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 9:&lt;/b&gt; &amp;ldquo;Mexico - Cameroon - Japan&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Caballero Claudia &lt;/b&gt;&lt;i&gt;/Multitrueke Mixiuhca, M&amp;eacute;xico/, &lt;/i&gt;&lt;b&gt;Bernal&lt;/b&gt;&lt;i&gt; &lt;/i&gt;&lt;b&gt;Victor &lt;/b&gt;&lt;i&gt;/Multitrueke Mixiuhca, M&amp;eacute;xico/, &lt;/i&gt;&lt;b&gt;Ocampo Quetzalli&lt;/b&gt;&lt;i&gt; /Multitrueke Mixiuhca, M&amp;eacute;xico/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;To live free of money-debt, let&#39;s create our own community currencies&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Quermann Antonius &lt;/b&gt;&lt;i&gt;Deutsche Gesellschaft f&amp;uuml;r Internationale Zusammenarbeit (GIZ) GmbH, Germany/&lt;/i&gt;&lt;b&gt;, Stuedemann Robert &lt;/b&gt;&lt;i&gt;/Deutsche Gesellschaft f&amp;uuml;r Internationale Zusammenarbeit (GIZ) GmbH, Germany/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Introducing CCS in rural Cameroon: OurVillage practitioners report&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Kobayashi Shigeto &lt;/b&gt;&lt;i&gt;/Sapporo City University, Japan/, &lt;/i&gt;&lt;b&gt;Yoshihisa&lt;/b&gt;&lt;i&gt; &lt;/i&gt;&lt;b&gt;Miyazaki &lt;/b&gt;&lt;i&gt;/National Institute of Technology, Sendai College, Japan/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Data Utilization of Digital Community Currency for regional economic policy: Case of TARCA in Otaru, Hokkaido&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;11:00 - 12:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Панел&lt;/b&gt;&lt;b&gt; 10: &lt;/b&gt;&amp;ldquo;Backed Currencies - Quo Vadis&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Spears Jared &lt;/b&gt;&lt;i&gt;/Schumacher Center for a New Economics, US/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Taking Berkshares Local Currency Digital&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Rycombel Marlena &lt;/b&gt;&lt;i&gt;/University of Warsaw, Poland/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;Blockchain as a social bonding technology? The Brixton Pound example&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Radeljak Florencia &lt;/b&gt;&lt;i&gt;/Lund University School of Economics and Management, Sweden/&lt;/i&gt;&lt;b&gt;: &lt;/b&gt;A methodological approach to address the role of CCs in sustainability&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;12:30 - 13:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Обяд&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;13:30 - 14:30&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Общо събрание на &lt;/b&gt;&lt;b&gt;RAMICS &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;14:30 - 15:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;15:00 - 16:30&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Сесия &quot;Отворено пространство&quot;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;16:30 - 16:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Почивка&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;16:45&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Закриване&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;div align=&quot;center&quot;&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; align=&quot;center&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;19:00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;Културно събитие&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;background-color: #ff9900;&quot;&gt;&lt;b&gt;Неделя&lt;/b&gt;&lt;b&gt;, 30&lt;/b&gt;&lt;b&gt;.10&lt;/b&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;8:30 - 20:00&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Екскурзия&lt;/b&gt;&lt;b&gt; - &lt;/b&gt;Бачковски манастир и град Пловдив - Европейска културна столица за 2019&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 11 Nov 2022 10:14:23 GMT</pubDate>
    </item>
    <item>
      <title>Публикации</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22912/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: inherit; font-family: inherit; font-size: medium;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: inherit; font-family: inherit; font-size: medium;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 11 Nov 2022 10:13:08 GMT</pubDate>
    </item>
    <item>
      <title>Списък с участници</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22911/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 11 Nov 2022 10:11:42 GMT</pubDate>
    </item>
    <item>
      <title>Предварителна програма</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22903/from-rss.html</link>
      <description>&lt;p&gt;&lt;img src=&quot;/uploads/Conference/_d72ed_Nutshell%20BG.png&quot; width=&quot;759&quot; height=&quot;364&quot; alt=&quot;_d72ed_Nutshell BG.png&quot; title=&quot;_d72ed_Nutshell BG.png&quot;&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 25 Oct 2022 07:41:34 GMT</pubDate>
    </item>
    <item>
      <title>Предложения за настаняване</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22917/from-rss.html</link>
      <description>&lt;p&gt;Всички представени цени са валидни за периода 26.10.2022 &amp;ndash; 30.10.2022&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;1)&amp;nbsp;&lt;a href=&quot;https://www.vitoshaparkhotel.com/&quot; target=&quot;_blank&quot;&gt;HOTEL VITOSHA 4*&lt;/a&gt;&amp;nbsp;- разположен в кв. Студентски град (в близост до мястото на провеждане, &lt;a href=&quot;https://www.google.com/maps/place/Vitosha+Park+Hotel/@42.6563927,23.3505815,17z/data=!4m8!3m7!1s0x40aa842f7fc7354d:0xa4698be8dcafa27e!5m2!4m1!1i2!8m2!3d42.6567944!4d23.3529953&quot; target=&quot;_blank&quot;&gt;карта&lt;/a&gt;)&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;bull; Единича стая &amp;ndash; 45 евро/нощувка;&lt;br&gt;&amp;bull; Двойна стая &amp;ndash; 55 евро/нощувка;&lt;br&gt;Цената включва закуска, вътрешен басейн, фитнес и туристическа такса.&lt;/p&gt;
&lt;p&gt;За контакт:&amp;nbsp;&lt;a href=&quot;mailto:reservations@vitoshaparkhotel.com&quot;&gt;reservations@vitoshaparkhotel.com&lt;/a&gt;&amp;nbsp;/+359 2 816 88 88/&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;2)&amp;nbsp;&lt;strong&gt;&lt;a href=&quot;https://hotelvegasofia.bg/en/&quot; target=&quot;_blank&quot;&gt;HOTEL VEGA 4*&lt;/a&gt;&amp;nbsp;-&amp;nbsp;&lt;span&gt;разположен в кв. Студентски град (в близост до мястото на провеждане,&amp;nbsp;&lt;a href=&quot;https://www.google.com/maps/place/Vega+Hotel+Sofia/@42.659119,23.3455065,17z/data=!3m1!4b1!4m8!3m7!1s0x40aa8430f569cfd9:0xab8cd98f875e4709!5m2!4m1!1i2!8m2!3d42.659308!4d23.3475776&quot; target=&quot;_blank&quot;&gt;карта&lt;/a&gt;)&lt;/span&gt;&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;За контакт:&amp;nbsp;&lt;a href=&quot;mailto:hotel@hotelvegasofia.bg&quot; style=&quot;background-color: #ffffff;&quot;&gt;hotel@hotelvegasofia.bg&lt;/a&gt;&amp;nbsp;/+359 2 806 6000/&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;3)&amp;nbsp;&lt;a href=&quot;https://www.crystalpalace-sofia.com/&quot; target=&quot;_blank&quot;&gt;HOTEL CRYSTAL PALACE BOUTIQUE 4*&lt;/a&gt;&amp;nbsp;(&lt;span&gt;разположен в центъра на София&lt;/span&gt;, &lt;a href=&quot;https://www.google.com/maps/place/Hotel+%E2%80%9CCrystal+Palace+Boutique%E2%80%9C/@42.6942,23.337405,17z/data=!4m8!3m7!1s0x0:0x60066a6578fc363e!5m2!4m1!1i2!8m2!3d42.693727!4d23.3374051?hl=en-US&quot; target=&quot;_blank&quot;&gt;карта&lt;/a&gt;)&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;За повече информация относно цени за нощувка и резервация, моля обърнете се директно към хотела.&lt;/p&gt;
&lt;p&gt;За контакт:&amp;nbsp;&lt;a href=&quot;mailto:reservations@crystalpalace-sofia.com&quot; style=&quot;background-color: #ffffff;&quot;&gt;reservations@crystalpalace-sofia.com&lt;/a&gt;&amp;nbsp; /+359 886 399 504;&amp;nbsp;+35929489489/&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;4)&amp;nbsp;&lt;a href=&quot;https://www.grandhotelsofia.bg/en/page/home-en.html&quot; target=&quot;_blank&quot;&gt;GRAND HOTEL SOFIA 5*&lt;/a&gt;&amp;nbsp;&lt;strong&gt;(&lt;span&gt;разположен в центъра на София&lt;/span&gt;, &lt;a href=&quot;https://www.grandhotelsofia.bg/en/page/hotel-sofia-centre-location.html&quot; target=&quot;_blank&quot;&gt;карта&lt;/a&gt;)&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;За повече информация относно цени за нощувка и резервация, моля обърнете се директно към хотела.&lt;/p&gt;
&lt;p&gt;За контакт:&amp;nbsp;&lt;a href=&quot;mailto:reservations@grandhotelsofia.bg&quot;&gt;reservations@grandhotelsofia.bg&lt;/a&gt;&amp;nbsp;/+359 2 811 0800, 811 0808 или&lt;br&gt;Viber/WhatsApp: + 359 88 44 00 848/&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;5)&amp;nbsp;&lt;a href=&quot;http://ibz.tu-sofia.org/English/index.html&quot; target=&quot;_blank&quot;&gt;International Meetings Center &quot;Helmut Boehme&quot;&lt;/a&gt;&amp;nbsp;&lt;strong&gt;(&lt;span&gt;в близост до мястото на провеждане&lt;/span&gt;, &lt;a href=&quot;https://www.google.com/maps/place/%D0%A6%D0%B5%D0%BD%D1%82%D1%8A%D1%80+%D0%B7%D0%B0+%D0%BC%D0%B5%D0%B6%D0%B4%D1%83%D0%BD%D0%B0%D1%80%D0%BE%D0%B4%D0%BD%D0%B8+%D1%81%D1%80%D0%B5%D1%89%D0%B8+%22%D0%A5%D0%B5%D0%BB%D0%BC%D1%83%D1%82+%D0%91%D1%8C%D0%BE%D0%BC%D0%B5%22/@42.6558264,23.3561304,19.75z/data=!4m13!1m7!3m6!1s0x0:0x7e42b9ef9a27ebcd!2zNDLCsDM5JzIxLjAiTiAyM8KwMjEnMjIuNSJF!3b1!8m2!3d42.655839!4d23.356258!3m4!1s0x40aa8426034ec595:0xb0ca7ebc46319d99!8m2!3d42.6555705!4d23.3562484&quot; target=&quot;_blank&quot;&gt;карта&lt;/a&gt;)&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Цена за нощувка&amp;nbsp;&lt;strong&gt;-&amp;nbsp;&lt;/strong&gt;25 евро /без включена закуска/&lt;/p&gt;
&lt;p&gt;За контакт:&amp;nbsp;&lt;a href=&quot;mailto:ibzentrum@tu-sofia.bg&quot;&gt;ibzentrum@tu-sofia.bg&lt;/a&gt;&amp;nbsp; /+359 882270542/&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Моля изпращайте Вашите запитвания за резервации директно към хотелите, като отбележите, че сте участник в Конгреса, за да се възползвате от преференциалните цени.&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Други предложения за настаняване в София може да откриете тук:&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;a href=&quot;https://www.visitsofia.bg/en/cityinfrastructure/where-to-stay&quot; target=&quot;_blank&quot;&gt;https://www.visitsofia.bg/en/cityinfrastructure/where-to-stay&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 21 Oct 2022 14:29:47 GMT</pubDate>
    </item>
    <item>
      <title>Основни лектори</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22906/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;span&gt;&lt;strong&gt;&lt;img src=&quot;/uploads/Conference/_c96f1_Nenovsky_2021_345.jpg&quot; width=&quot;250&quot; height=&quot;167&quot; alt=&quot;_c96f1_Nenovsky_2021_345.jpg&quot; title=&quot;_c96f1_Nenovsky_2021_345.jpg&quot;&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #000000; font-family: &#39;times new roman&#39;, times; font-size: large;&quot;&gt;&lt;strong&gt;&lt;em&gt;&amp;bdquo;&lt;/em&gt;&lt;em&gt;Interpreting Balkan monetary history&lt;/em&gt;&lt;em&gt;&amp;ldquo;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong&gt;Nikolay Nenovsky&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;color: #000000; font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&amp;nbsp;is Professor of monetary and international economics at the University of Picardie, France, and associated researcher at the National Research University Higher School of Economics and RUDN University in Moscow, Russia. He has published widely in the areas of currency boards and central banking, especially of post-communist countries. He has broad, practical experience as a researcher and later as a member of the Governing Council of the Bulgarian Central Bank and different EU institutions.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000; font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.researchgate.net/profile/Nikolay-Nenovsky&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;https://www.researchgate.net/profile/Nikolay-Nenovsky&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;color: #000000; font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Nikolay_Nenovsky&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;ttps://en.wikipedia.org/wiki/Nikolay_Nenovsky&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;span&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;img src=&quot;/uploads/Conference/_54581_T.%20Greco.jpg&quot; width=&quot;260&quot; height=&quot;194&quot; alt=&quot;_54581_T. Greco.jpg&quot; title=&quot;_54581_T. Greco.jpg&quot; style=&quot;font-size: large; font-family: &#39;times new roman&#39;, times;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;strong style=&quot;font-size: large; font-family: &#39;times new roman&#39;, times;&quot;&gt;&lt;em&gt;&lt;strong&gt;&quot;Private and complementary currency systems: purposes, principles, practices, and performance&quot;&lt;/strong&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; color: #000000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong&gt;Thomas H. Greco, Jr.&lt;/strong&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;has for more than forty years been researching, writing, lecturing, and advising in the fields of money, mutual credit systems, community currencies, and financial innovation. He has conducted workshops and lectured in 15 countries on five continents and has been an advisor to currency and reciprocal exchange projects around the world. He has authored numerous articles and books including his highly acclaimed,&amp;nbsp;&lt;a href=&quot;http://beyondmoney.net/the-end-of-money-and-the-future-of-civilization/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;em&gt;The End of Money and the Future of Civilization&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;(Chelsea Green, 2009). He continues to publish his visionary ideas about the changing economic, social, and political scene in various online journals and on his main website,&amp;nbsp;&lt;a href=&quot;http://beyondmoney.net/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;http://beyondmoney.net&lt;/span&gt;&lt;/a&gt;, which contains a unique library of resources and from which almost all of his writings, presentations, and interviews can be accessed free of charge. Mr. Greco holds degrees in engineering and management, and formerly held a tenured faculty position at Rochester Institute of Technology (USA).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;img src=&quot;/uploads/Conference/_54581_B.%20Theret.jpg&quot; width=&quot;200&quot; height=&quot;200&quot; alt=&quot;_54581_B. Theret.jpg&quot; title=&quot;_54581_B. Theret.jpg&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: large;&quot;&gt;&lt;strong&gt;&lt;strong&gt;&lt;span&gt;&lt;em&gt;&quot;Proudhon&amp;rsquo;s theory of constituted value and philosophy of money: from labor value to worker value and the Bank of the People&quot;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: large;&quot;&gt;&lt;strong&gt;Bruno Th&amp;eacute;ret&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;He&amp;nbsp;has been from 1972 to 1987 an economist at the Forecasting Office of the French Finance Ministry, working on the impact of public finance on macroeconomy. He is presently Senior Research Scholar emeritus in economics at CNRS within IRISSO, an interdisciplinary social sciences&amp;rsquo; Lab at Paris Dauphine University. He has developed historical, comparative and interdisciplinary studies on the relationships between economics and politics, markets and states, social protection and monetary regimes, theories of institutions and discursive regimes, and actually political, fiscal and monetary federalism. His fieldworks have been France, the European Union, North and Latin Americas. He was an expert for the European Commission preparing the transition to Euro in 1997-1998, and for the French Official Mission on Local Complementary Currencies in 2014-2015. He is one of the scholars who have developed an original French institutional approach to money. He is a member of RAMICS since its outset.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;Last articles published:&lt;br&gt;- &amp;laquo; La Bourse et la Vie : crise du capitalisme et crise sanitaire &amp;raquo;, Analyse, Opinion, Critique (AOC), February 12th 2021.&lt;br&gt;- &amp;lsquo;Tax-credit instrument as complementary currencies: A Policy proposal for fighting austerity while saving the Euro zone&amp;rsquo; (with T. Coutrot), International Journal of Community Currency Research Vol. 25 (Issue 1), 2021.&lt;br&gt;- &quot;Instituer une monnaie fiscale temps pour r&amp;eacute;duire le temps de travail et valoriser l&amp;rsquo;activit&amp;eacute; citoyenne &amp;raquo;, Revue du MAUSS, n&amp;deg; 57, 2021.&lt;br&gt;- &quot;Le capitalisme au temps de la pand&amp;eacute;mie, entre rupture conjoncturelle et approfondissement structurel de la logique n&amp;eacute;olib&amp;eacute;rale&quot;. (Entretien avec A. Labrousse et alii), Politix, 2021/2 n&amp;deg; 134.&lt;br&gt;- &amp;laquo; De la l&amp;eacute;gitimit&amp;eacute; de la monnaie &amp;agrave; la l&amp;eacute;gitimit&amp;eacute; des finances publiques : une approche d&amp;rsquo;&amp;eacute;conomie institutionnelle &amp;raquo;, in C&amp;eacute;line Husson (dir.), La l&amp;eacute;gitimit&amp;eacute; en finances publiques, Paris, Mare et Martin, 2022.&lt;br&gt;&amp;nbsp;Last books:&lt;br&gt;Institutionalist Theories of Money. An Anthology of the French School (ed. with P. Alary, J. Blanc, L. Desmedt), New York, Palgrave - Macmillan, 2021. (also in chinese, China Economics Publishing House, 2021).&lt;br&gt;(Money as a social fact. Unified Theory and diversified reality. A neo-regulationist approach), Kyoto, Koyho-Shobou Publishers, 2021.&lt;br&gt;Le syst&amp;egrave;me fran&amp;ccedil;ais de protection sociale (avec J.-C. Barbier et M. Zemmour), Rep&amp;egrave;res, 3 &amp;egrave;me &amp;eacute;dition, Paris, La D&amp;eacute;couverte, 2021&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&lt;strong&gt;Papers available at:&lt;/strong&gt;&lt;br&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;a href=&quot;https://dauphine.academia.edu/BrunoTh%C3%A9ret&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;http://dauphine.academia.edu/BrunoTh&amp;eacute;ret&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;a href=&quot;https://www.researchgate.net/profile/Bruno_Theret&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;https://www.researchgate.net/profile/Bruno_Theret&lt;br&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href=&quot;https://spe.hypotheses.org/&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;https://spe.hypotheses.org&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;font-family: &#39;times new roman&#39;, times; font-size: large;&quot;&gt;&quot;Complementary Currencies and Other Alternative Monetary Proposals in the Post-growth Economy&quot;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;strong style=&quot;font-family: &#39;times new roman&#39;, times; font-size: large;&quot;&gt;Susana Martin Belmonte&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;Standard&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Susana is passionate about the process of transition to a more sustainable and fair economy. She contributes to this endeavour as an economist, researcher, author and activist specialising in the monetary and financial system. Among other works, she launched the Project REC (Real Economy Currency) Barcelona which won the Blockchain for Social Good award by the European&amp;nbsp; Commission in 2020 and was Chief Economist for Project REC Barcelona for 3 years. As an independent Economist she has published research and reports on Central Bank Digital Currencies (&lt;a href=&quot;https://voxeu.org/article/central-bank-digital-currencies-community-currencies-and-reinvention-money&quot;&gt;CEPR &lt;/a&gt;&lt;a href=&quot;https://voxeu.org/article/central-bank-digital-currencies-community-currencies-and-reinvention-money&quot;&gt;2022&lt;/a&gt;), Local currencies (&lt;a href=&quot;https://www.mdpi.com/1911-8074/14/9/430&quot;&gt;Journal of Risk and Financial Management &lt;/a&gt;&lt;a href=&quot;https://www.mdpi.com/1911-8074/14/9/430&quot;&gt;2021&lt;/a&gt;), and contributed to the &lt;a href=&quot;http://acco.gencat.cat/ca/detall/article/20171120-estudi-fintech&quot;&gt;report of the Catalan Competition Authority on Means of Payment (2017&lt;/a&gt;), among other works. She holds a Economy degree and Master&amp;rsquo;s degree in Economic Theory from Universidad Aut&amp;oacute;noma de Madrid. She started her professional career in foreign trade at the Spanish Embassy in Mexico, and then worked in the online business sector before starting her current line of work in alternative finance and fintech.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Standard&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;em style=&quot;font-family: &#39;times new roman&#39;, times; font-size: medium;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 11 Jul 2022 13:39:01 GMT</pubDate>
    </item>
    <item>
      <title>Новини</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/23342/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;*20.06.2022 г.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Организационният комитет на 6-я Конгрес на RAMICS обявява финално удължаване на крайния срок за подаване на резюмета до &lt;strong&gt;4 юли 2022, 08:00:00 ч.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Обръщаме внимание на всички, които желаят да се включат във форума, че:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Конгресът ще бъде хибриден, като участие е възможно, както на място, така и онлайн чрез платформата ZOOM;&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Събитието ще приветства както представители на академичните среди, така и практици, представители на правителствения и неправителствен сектор да споделят своите виждания и идеи;&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;За практикуващи, които докладват текущите си проекти, резюметата, изпратени по Тема 5 (&amp;bdquo;Преглед и подновяване&amp;ldquo;), няма да бъдат оценявани по научни критерии и ще бъдат приемани до 15 септември 2022 г.;&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Не е необходимо да ставате член на RAMICS, за да участвате в конгреса;&lt;/strong&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;&lt;strong&gt;Участниците ще бъдат поканени да представят нови версии на своите доклади в изследователското списание на RAMICS:&amp;nbsp;&amp;nbsp;The International&amp;nbsp;Journal&amp;nbsp;of Community Currency Research (www.ijccr.net). Публикация в това списание не е нито задължително, нито гарантирано за докладите, представени на конгреса;&lt;/strong&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;
&lt;p&gt;&lt;strong&gt;Пълната покана за доклади, обща информация за Конгреса и актуализации можете да намерите на &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/&quot; target=&quot;_blank&quot;&gt;уебсайта на конгреса&lt;/a&gt;, във &lt;a href=&quot;https://www.facebook.com/groups/2190267521128171&quot; target=&quot;_blank&quot;&gt;Facebook&lt;/a&gt; или се свържете с нас на ramics@unwe.bg.&lt;/strong&gt;&lt;/p&gt;
&lt;strong&gt;&lt;/strong&gt;
&lt;p&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;* 10.05.2022 г.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;По време на 6-я Конгрес на RAMICS ще бъдат връчени две специални награди&amp;nbsp; в следните категории:&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot;&gt;
&lt;li&gt;&lt;em&gt;&lt;strong&gt;Най-добър доклад&lt;/strong&gt;&lt;/em&gt; - определен от специално жури и&lt;/li&gt;
&lt;li&gt;&lt;span&gt;&lt;strong&gt;&lt;em&gt;Най-добра презентация&lt;/em&gt;&lt;/strong&gt; &amp;ndash; определена чрез гласуване сред участниците на Когреса&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;*09.05.2022 г.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;В отговор на значителен брой запитвания, Организационният комитет на 6-я Конгрес на RAMICS обявява удължаване на крайния срок за подаване на абстракти до &lt;strong&gt;28 май 2022, 23:59:59 ч&lt;/strong&gt;.&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 27 Jun 2022 12:44:26 GMT</pubDate>
    </item>
    <item>
      <title>                                                                        Покана за участие</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22781/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;6-ти Международен Конгрес на РАМИКС (RAMICS) в България&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;&amp;bdquo;Допълващите валутни системи - мост в общностите&quot;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;27-29 Октомври 2022, София&lt;/i&gt;&lt;/b&gt; &lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;Организиран от&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;Университет за национално и световно стопанство, София, България&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;Институт по икономика и политики към УНСС и &lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;Асоциация за изследване на парични иновации, общности &lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;и допълващи валутни системи (RAMICS)&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;Център за парични и икономически изследвания към УНСС&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;i&gt;Нов Български университет, София, България, &lt;br&gt; Лаборатория за научно-приложни изследвания към Висшето училище по застраховане и финанси (VUZF Lab), София, България&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Вече повече от 40 години международната научна общност, обединена около РАМИКС, изучава практически експерименти и генерира идеи за допълващи и социални валути. Традицията за двугодишни срещи на различните култури, опит и идеи продължава.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Предстоящият 6-ти конгрес ще се проведе в периода 27-29 октомври 2022 година в София, България &amp;ndash; място, което с основание може да се нарече исторически, географски и културен &lt;b&gt;мост&lt;/b&gt; между Изтока и Запада.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Каним всички, които се интересуват от непреходните обединяващи връзки в социалното и търсят нови координатни измерения, които да разкрият потенциал за полезни модели на парични системи, да се присъединят към дискусиите около темата: &lt;b&gt;&lt;i&gt;&amp;bdquo;Допълващите валутни системи &amp;ndash; мост в общностите&amp;ldquo;&lt;/i&gt;&lt;/b&gt;.&lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Днес повече от всякога сме изправени пред решаването на редица екзистенциални проблеми на всички равнища: индивидуално, групово, национално и световно. Живеем в силно динамични промени, които обозначаваме като кризи и натоварваме със страх от неизвестното, които се разпростират върху цялото поле на социалното и природното. Чувството за несигурност, което ни обхваща само показва ограничените ни способности да осмислим промените. Те са неизбежни и само от нас зависи как ще преминем през тях и с какви дарове ще се сдобием.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Натрупаните дисбаланси са глобални (Глобалният договор на ООН), но сред тях се открояват две области, от които пряко зависи оцеляването на съвременния човек. Това са &lt;b&gt;здравето&lt;/b&gt; и &lt;b&gt;енергията&lt;/b&gt;. Ето защо специални акценти в програмата са проблемите, идващи от &lt;b&gt;COVID&lt;/b&gt; и едно комплексно явление, което можем да наречем &amp;ldquo;&lt;b&gt;Economological&amp;rdquo; U-Turn*, както &lt;/b&gt;и възможните мерки, които се прилагат за справяне с тях.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Въпросът е: &amp;bdquo;Това ли е цената на глобализацията?&amp;ldquo;. Тази цена се оказва непосилна за плещите на днешния модерен жител на планетата Земя. Създали сме гигантски разделителни линии в социополитическото, природното и етичното, и имаме нужда от работещ инструмент за преодоляване на цялата грамада от съществуващи проблеми.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;С толкова много предизвикателства, които ще ни се наложи да преодолеем, главният въпрос на конгреса е:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;bdquo;Как паричните иновации и допълващите валути могат да бъдат полезни в изграждането на мост между и вътре в общностите?&amp;ldquo;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Темите на конгреса са обединени в следните направления:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;I.&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;b&gt;Диалектика на допълващите валути (CCS) и парите.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Ключови думи:&lt;/i&gt; &lt;/b&gt;Философия на парите, Теория на парите, Парично разнообразие, Типология на CCS, Топология на CCS, Социални пари, Търговски пари, Фискални пари, Местни пари, Частни небанкови пари, Конвертируемост на CCS, Реципрочност, Бартер, Доверие и др.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;II&lt;i&gt;.&amp;nbsp;&amp;nbsp;&lt;/i&gt;Ролята на допълващите валути (CCS) в полето на устойчивите и социалните финанси.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Ключови думи:&lt;/i&gt; &lt;/b&gt;Децентрализация, Декомодификация, (Пре)разпределение, Социално сближаване, Общностна устойчивост, Нова зелена сделка, Зелени инвестиции, Общностно и местно развитие, Етично финансиране, Социална хармония, Социална справедливост и др.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;III.&amp;nbsp; Допълващите валути (CCS) като средство за преодоляване на кризи. &lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Ключови думи:&lt;/i&gt; &lt;/b&gt;Дългови кризи, Пандемии, Енергиен преход, Природни ресурси, Екология, Бедност, Неравенство, Ликвидност, Инфлация и др.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;IV.&lt;/b&gt;&amp;nbsp;&lt;b&gt;Дигитализация &amp;ndash; Може ли допълващите валути (CCS) да бъдат мост между технологичното и дигиталното.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Ключови думи:&lt;/i&gt; &lt;/b&gt;Четвърта индустриална революция, Дигитални валути, Kрипто валути и др.&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;V.&amp;nbsp; Парични екосистеми &amp;ndash; Интеграция на допълващите валути (CCS) в текущия паричен ред.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Ключови думи:&lt;/i&gt; &lt;/b&gt;Регламенти, Плурализъм, Овластяване на местната власт, Местна икономика, Финансови институции, Финансов ред и др.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;VI.&amp;nbsp; Допълващите валути (CCS) &amp;ndash; Примери и идеи. &lt;/b&gt;Казуси, концепции, доклади,&amp;nbsp;&amp;nbsp; базирани на опит.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Научен комитет: &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Ester Barinaga, University of Lund (Швеция);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Leander Bindewald, Monneta.org;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. J&amp;eacute;r&amp;ocirc;me Blanc, Triangle, Sciences Po Lyon (Франция);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Петър Чобанов, УНСС (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. August Corrons Gim&amp;eacute;nez, Universitat Oberta de Catalunya (Испания);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Ренета Димитрова, НБУ (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Georgina G&amp;oacute;mez, ISS, University of Rotterdam (Нидерландия);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Yannick Lung, University of Bordeaux (Франция);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Гергана Михайлова, УНСС (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Пресияна Ненкова, УНСС (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Николай Неновски, Директор на MRC, УНСС;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проф. Ricardo Orzi, Universidad Nacional de Luj&amp;aacute;n (Буенос Айрес, Аржентина);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Rolf Schroeder, MA, Независим изследовател (Германия);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Irene Sotiropoulou, IJCCR (Англия); &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Росица Тончева, УНСС (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Радостин Вазов, VUZF Lab (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Masayuki Yoshida, Joetsu University of Education (Япония);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Организационен комитет:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Росица Тончева, УНСС (България), ръководител на Организационния комитет;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Дияна Митева, директор на ИИП към УНСС (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Leander Bindewald, Monneta.com&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Irene Sotiropoulou, IJCCR (Англия);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Петър Стоянов, УНСС (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Д-р Цветелина Маринова, НБУ (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Елена Кирилова, MRC (България);&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Ваня Славова, Българска академия на науките (България).&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Организационен секретар&lt;/span&gt;: &lt;/b&gt;Елена Кирилова, MRC (България)&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Основна информация:&lt;/span&gt;&lt;/em&gt;&lt;/h2&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Работни езици на Конгреса&lt;/b&gt;: Английски и Български.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Важни дати и изисквания за форматиране: &lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;Подаване на резюме &lt;b&gt;до&lt;/b&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: line-through;&quot;&gt;8 май&lt;/span&gt;&amp;nbsp;28 май 2022 г.&lt;/b&gt; &lt;b&gt;&amp;ndash; максимум 500 думи.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Уведомление за одобрение на резюме &lt;b&gt;до&lt;/b&gt; &lt;b&gt;30 юни 2022 г.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Подаване на цялостен доклад (3,000-8,000 думи) &lt;b&gt;до &lt;/b&gt;&lt;b&gt;15 септември 2022 г.&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Резюмета, презентации и цялостни доклади трябва да бъдат подадени чрез системата за онлайн заявки, достъпна на следния линк: &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/index/unauthorized&quot; target=&quot;_blank&quot;&gt;RAMICS-Sofia-2022&lt;/a&gt;. Моля имайте предвид, че всеки участник следва да направи индивидуален акаунт в системата.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Научният комитет на 6-я Международен Конгрес на РАМИКС&lt;b&gt; &lt;/b&gt;отговаря за рецензията на всички подадени резюмета.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Такса за участие:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;1) Редовна такса за участие на място:&lt;/p&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;Участници от развити държави - &lt;b&gt;240 евро&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Участници от развиващи се държави - &lt;b&gt;120 евро**&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Докторанти от развити държави - &lt;b&gt;120 евро&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Докторанти от развиващи се държави - &lt;b&gt;50&lt;/b&gt;&lt;b&gt; евро&lt;/b&gt; **&lt;/li&gt;
&lt;li&gt;Участници от УНСС &amp;ndash; без такса за участие&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;2) Такса за ранна регистрация (&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;до 15 август 2022 г.&lt;/span&gt;&lt;/b&gt;) или онлайн участие:&lt;/p&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;Участници от развити държави &amp;ndash; &lt;b&gt;180 евро&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Участници от развиващи се държави - &lt;b&gt;90 евро**&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Докторанти от развити държави - &lt;b&gt;90 евро&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Докторанти от развиващи се държави - &lt;b&gt;50 евро**&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Участници от УНСС &amp;ndash; без такса за участие&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Конгресната такса включва:&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;1. Участие в конгреса и материали.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;2. Публикуване на навременно представени цялостни доклади в сборника на конгреса (онлайн издание).&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;3. Кафе/чай и освежителни напитки за двата дни на конгреса.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;4. Обяд на 27 и 28 октомври 2022 г.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;Важна информация:&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;1) Обръщаме внимание, че всички участници в конгреса трябва да бъдат членове на РАМИКС (Research Association on Monetary Innovation and Community and Complementary Currency Systems (RAMICS) и да са заплатили членска такса. (За да станете член на РАМИКС, моля кликнете тук: &lt;a href=&quot;https://ramics.org/membership/&quot; target=&quot;_blank&quot;&gt;https://ramics.org/membership/&lt;/a&gt;).&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;2) Относно информация за начините на плащане на регистрационната такса, моля посетете &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/resource/page/id/7&quot; target=&quot;_blank&quot;&gt;следния линк&lt;/a&gt;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Официална вечеря&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Присъствието на официалната вечеря на &lt;b&gt;28 октомври 2022 г.&lt;/b&gt; е пожелание.&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Вечерята е 55 евро и се заплаща отделно от регистрационната такса.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Местата са ограничени. При интерес, моля заявете Вашето присъствие на официалната вечеря в &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/registration&quot; target=&quot;_blank&quot;&gt;регистрационния формуляр&lt;/a&gt;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Културна програма&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Културната програма ще се проведе на &lt;b&gt;29 октомври 2022 г.&lt;/b&gt; За повече информация, моля посетете&amp;nbsp;&lt;a href=&quot;https://ramics-sofia-2022.unwe.bg/bg/pages/22910/%d0%ba%d1%83%d0%bb%d1%82%d1%83%d1%80%d0%bd%d0%b0-%d0%bf%d1%80%d0%be%d0%b3%d1%80%d0%b0%d0%bc%d0%b0.html&quot; target=&quot;_blank&quot;&gt;следния линк&lt;/a&gt;&lt;b&gt;.&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Предложения за настаняване&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Информация за хотелите, партньори на събитието, и преференциалните цени за нощувки може да откриете &lt;a href=&quot;https://ramics-sofia-2022.unwe.bg/bg/pages/22917/%d0%bd%d0%b0%d1%81%d1%82%d0%b0%d0%bd%d1%8f%d0%b2%d0%b0%d0%bd%d0%b5.html&quot; target=&quot;_blank&quot;&gt;тук&lt;/a&gt;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Подробна информация може да бъде изискана на имейл: &lt;a href=&quot;mailto:ramics@unwe.bg&quot; style=&quot;background-color: #ffffff;&quot;&gt;ramics@unwe.bg&lt;/a&gt;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Лице за контакт&lt;/b&gt;: Елена Кирилова, имейл: &lt;a href=&quot;mailto:ramics@unwe.bg&quot;&gt;ramics@unwe.bg&lt;/a&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;* Понятието &amp;ldquo;Economological U-turn&amp;rdquo; е метафора, която използваме тук, за да представим целия комплекс от регулации, които рушат системата на цените и достъпът до базови енергийни ресурси, които рушат пазарите, обществата и икономиките, но които не са в състояние да решат екологичните проблеми и по-скоро усилват вредите за Природата, поради генериране на бедност. Обръщането на икономическата логика - в икономика с отрицателен растеж и нулеви емисии. Понятието също може да бъде предмет на дискусии по време на конгреса. &lt;/i&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;** Списък на 39-те развити държави според данните на МВФ, може да откриете тук: (&lt;/i&gt;&lt;a href=&quot;https://www.imf.org/external/pubs/ft/weo/2018/02/weodata/groups.htm&quot; style=&quot;background-color: #ffffff;&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;https://www.imf.org/external/pubs/ft/weo/2018/02/weodata/groups.htm&lt;/i&gt;&lt;/a&gt;&lt;i&gt;).&lt;/i&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 03 Jun 2022 06:25:42 GMT</pubDate>
    </item>
    <item>
      <title>Важни дати</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22274/from-rss.html</link>
      <description>&lt;h2&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;Важни дати и изисквания за форматиране: &lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Подаване на резюме &lt;b&gt;до&lt;/b&gt; &lt;b&gt;&lt;span style=&quot;text-decoration: line-through;&quot;&gt;8 май&lt;/span&gt;&amp;nbsp;28 май 2022 г.&lt;/b&gt; &lt;b&gt;&amp;ndash; максимум 500 думи.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Уведомление за одобрение на резюме &lt;b&gt;до&lt;/b&gt; &lt;b&gt;30 юни 2022 г.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Подаване на цялостен доклад (3,000-8,000 думи) &lt;b&gt;до &lt;/b&gt;&lt;b&gt;15 септември 2022 г.&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Резюмета, презентации и цялостни доклади трябва да бъдат подадени чрез системата за онлайн заявки, достъпна на следния линк: &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/index/unauthorized&quot;&gt;RAMICS-Sofia-2022&lt;/a&gt;. Моля имайте предвид, че всеки участник следва да направи индивидуален акаунт в системата.&lt;/p&gt;
&lt;p&gt;Научният комитет на 6-я Международен Конгрес на РАМИКС&lt;b&gt; &lt;/b&gt;отговаря за рецензията на всички подадени резюмета.&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 03 Jun 2022 06:25:06 GMT</pubDate>
    </item>
    <item>
      <title>Начало</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22930/from-rss.html</link>
      <description>&lt;p&gt;&lt;img src=&quot;/Uploads/Conference/_c02c7_ramics-Header.png	&quot; width=&quot;1423&quot; height=&quot;223&quot;&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Thu, 21 Apr 2022 10:15:27 GMT</pubDate>
    </item>
    <item>
      <title>Участие в Конгреса</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22899/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Wed, 13 Apr 2022 07:31:50 GMT</pubDate>
    </item>
    <item>
      <title>Организация на Конгреса</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22898/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Wed, 13 Apr 2022 07:31:42 GMT</pubDate>
    </item>
    <item>
      <title>Контакти</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22283/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;text-decoration-line: underline;&quot;&gt;&lt;strong&gt;Ръководител на Организационния комитет&lt;/strong&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration-line: underline;&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;/span&gt;Д-р Росица Тончева, УНСС (България)&lt;/p&gt;
&lt;p&gt;E-mail:&amp;nbsp;&lt;a href=&quot;mailto:ramics@unwe.bg&quot;&gt;rtoncheva@unwe.bg&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Организационен секретар:&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;/span&gt;Елена Кирилова, MRC (България)&lt;/p&gt;
&lt;p&gt;E-mail:&amp;nbsp;&lt;a href=&quot;mailto:ramics@unwe.bg&quot; style=&quot;background-color: #ffffff;&quot;&gt;ramics@unwe.bg&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 13:00:59 GMT</pubDate>
    </item>
    <item>
      <title>Такса за правоучастие</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22276/from-rss.html</link>
      <description>&lt;p&gt;1) Редовна такса за участие на място:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Участници от развити държави - &lt;b&gt;240 евро&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Участници от развиващи се държави - &lt;b&gt;120 евро**&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Докторанти от развити държави - &lt;b&gt;120 евро&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Докторанти от развиващи се държави - &lt;b&gt;50&lt;/b&gt;&lt;b&gt; евро&lt;/b&gt; **&lt;/li&gt;
&lt;li&gt;Участници от УНСС &amp;ndash; без такса за участие&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;2) Такса за ранна регистрация (&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;до 15 август 2022 г.&lt;/span&gt;&lt;/b&gt;) или онлайн участие:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Участници от развити държави &amp;ndash; &lt;b&gt;180 евро&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Участници от развиващи се държави - &lt;b&gt;90 евро**&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Докторанти от развити държави - &lt;b&gt;90 евро&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Докторанти от развиващи се държави - &lt;b&gt;50 евро**&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Участници от УНСС &amp;ndash; без такса за участие&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;i&gt;Конгресната такса включва:&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;1. Участие в конгреса и материали.&lt;/p&gt;
&lt;p&gt;2. Публикуване на навременно представени цялостни доклади в сборника на конгреса (онлайн издание).&lt;/p&gt;
&lt;p&gt;3. Кафе/чай и освежителни напитки за двата дни на конгреса.&lt;/p&gt;
&lt;p&gt;4. Обяд на 27 и 28 октомври 2022 г.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;i&gt;Важна информация:&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;1) Обръщаме внимание, че всички участници в конгреса трябва да бъдат членове на РАМИКС (Research Association on Monetary Innovation and Community and Complementary Currency Systems (RAMICS) и да са заплатили членска такса. (За да станете член на РАМИКС, моля кликнете тук: &lt;a href=&quot;https://ramics.org/membership/&quot; target=&quot;_blank&quot;&gt;https://ramics.org/membership/&lt;/a&gt;).&lt;/p&gt;
&lt;p&gt;2) Относно информация за начините на плащане на регистрационната такса, моля посетете следния линк: &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/resource/page/id/7&quot; target=&quot;_blank&quot;&gt;https://ramics2022sofia.sciencesconf.org/resource/page/id/7&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 11:36:17 GMT</pubDate>
    </item>
    <item>
      <title>Организационен Комитет</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22273/from-rss.html</link>
      <description>&lt;p&gt;Д-р Росица Тончева, УНСС (България), ръководител на Организационния комитет;&lt;/p&gt;
&lt;p&gt;Д-р Дияна Митева, директор на ИИП към УНСС (България);&lt;/p&gt;
&lt;p&gt;Д-р Leander Bindewald, Monneta.com&lt;/p&gt;
&lt;p&gt;Д-р Irene Sotiropoulou, IJCCR (Англия);&lt;/p&gt;
&lt;p&gt;Д-р Петър Стоянов, УНСС (България);&lt;/p&gt;
&lt;p&gt;Д-р Цветелина Маринова, НБУ (България);&lt;/p&gt;
&lt;p&gt;Елена Кирилова, MRC (България);&lt;/p&gt;
&lt;p&gt;Ваня Славова, Българска академия на науките (България).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Организационен секретар&lt;/span&gt;: &lt;/b&gt;Елена Кирилова, MRC (България)&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 11:09:35 GMT</pubDate>
    </item>
    <item>
      <title>Научен комитет</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22272/from-rss.html</link>
      <description>&lt;p&gt;Проф. Ester Barinaga, University of Lund (Швеция);&lt;/p&gt;
&lt;p&gt;Д-р Leander Bindewald, Monneta.org;&lt;/p&gt;
&lt;p&gt;Проф. J&amp;eacute;r&amp;ocirc;me Blanc, Triangle, Sciences Po Lyon (Франция);&lt;/p&gt;
&lt;p&gt;Проф. Петър Чобанов, УНСС (България);&lt;/p&gt;
&lt;p&gt;Проф. August Corrons Gim&amp;eacute;nez, Universitat Oberta de Catalunya (Испания);&lt;/p&gt;
&lt;p&gt;Проф. Ренета Димитрова, НБУ (България);&lt;/p&gt;
&lt;p&gt;Проф. Georgina G&amp;oacute;mez, ISS, University of Rotterdam (Нидерландия);&lt;/p&gt;
&lt;p&gt;Проф. Yannick Lung, University of Bordeaux (Франция);&lt;/p&gt;
&lt;p&gt;Проф. Гергана Михайлова, УНСС (България);&lt;/p&gt;
&lt;p&gt;Проф. Пресияна Ненкова, УНСС (България);&lt;/p&gt;
&lt;p&gt;Проф. Николай Неновски, Директор на MRC, УНСС;&lt;/p&gt;
&lt;p&gt;Проф. Ricardo Orzi, Universidad Nacional de Luj&amp;aacute;n (Буенос Айрес, Аржентина);&lt;/p&gt;
&lt;p&gt;Rolf Schroeder, MA, Независим изследовател (Германия);&lt;/p&gt;
&lt;p&gt;Д-р Irene Sotiropoulou, IJCCR (Англия); &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Д-р Росица Тончева, УНСС (България);&lt;/p&gt;
&lt;p&gt;Д-р Радостин Вазов, VUZF Lab (България);&lt;/p&gt;
&lt;p&gt;Д-р Masayuki Yoshida, Joetsu University of Education (Япония);&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 11:07:17 GMT</pubDate>
    </item>
    <item>
      <title>Културна програма</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22910/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;Културна програма&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Културната програма ще се проведе на &lt;b&gt;29 октомври 2022 г.&lt;/b&gt; За повече информация, моля следете сайта на Конгреса.&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 09:52:11 GMT</pubDate>
    </item>
    <item>
      <title>Официална вечеря</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22908/from-rss.html</link>
      <description>&lt;p&gt;Присъствието на официалната вечеря на &lt;b&gt;28 октомври 2022 г.&lt;/b&gt; е пожелание.&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Вечерята е 55 евро и се заплаща отделно от регистрационната такса.&lt;/p&gt;
&lt;p&gt;Местата са ограничени. При интерес, моля заявете Вашето присъствие на официалната вечеря в &lt;a href=&quot;https://ramics2022sofia.sciencesconf.org/registration&quot; target=&quot;_blank&quot;&gt;регистрационния формуляр&lt;/a&gt;.&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 09:21:04 GMT</pubDate>
    </item>
    <item>
      <title>Място на провеждане</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22907/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://www.unwe.bg/&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;Университет за национално и световно стопанство&lt;/i&gt;&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;&lt;i&gt;Бул. &quot;8-ми декември&lt;/i&gt;&lt;i&gt;&quot;&lt;/i&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;&lt;i&gt;1700&amp;nbsp;&lt;/i&gt;&lt;i&gt;София, България&lt;/i&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 09:09:31 GMT</pubDate>
    </item>
    <item>
      <title>За конгреса</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22271/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Tue, 12 Apr 2022 07:15:27 GMT</pubDate>
    </item>
    <item>
      <title>Фотогалерия</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22282/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Fri, 28 Jan 2022 11:21:50 GMT</pubDate>
    </item>
    <item>
      <title>Заявки за участие</title>
      <link>http://ramics-sofia-2022.unwe.bg/bg/pages/22278/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Fri, 28 Jan 2022 11:20:15 GMT</pubDate>
    </item>
    <item>
      <title>Изисквания</title>
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