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<title>Barons of the Galaxy Forum - General Discussion - A question in Economy - Messages</title>
<link>http://forum.baronsofthegalaxy.com/topic4107-a-question-in-economy.aspx</link>
<description>Barons of the Galaxy Forum - General Discussion - A question in Economy - Messages</description>
<language>en-us</language>
<docs>http://blogs.law.harvard.edu/tech/rss</docs>
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<pubDate>Thu, 17 Nov 2022 14:35:14 GMT</pubDate>
<lastBuildDate>Thu, 17 Nov 2022 14:35:14 GMT</lastBuildDate>
<item>
<link>http://forum.baronsofthegalaxy.com/topic4107-a-question-in-economy.aspx</link>
<title>Message from HeroofEvil</title>
<description><![CDATA[Thanks Mariner, love it.]]></description>
<pubDate>Thu, 17 Nov 2022 14:35:14 GMT</pubDate>
</item>
<item>
<link>http://forum.baronsofthegalaxy.com/topic4107-a-question-in-economy.aspx</link>
<title>Message from Mariner</title>
<description><![CDATA[Lets look this way:<br/>by selling products in the city, we are meeting the demand of the city, and population in that city is raising.<br/>But when there is more people in the city, demand for all other products is raising.<br/>So by raising city population, you are helping other corporations, because you are creating demand (and increased volume) for product which they are producing.<br/>If demand and volume is low (because small population), corporations can make only small profit.<br/><br/>In short, big cities mean big volume and demand, and that means big profit.<br/>So that way you can help other corporations.]]></description>
<pubDate>Thu, 17 Nov 2022 11:34:58 GMT</pubDate>
</item>
<item>
<link>http://forum.baronsofthegalaxy.com/topic4107-a-question-in-economy.aspx</link>
<title>Message from HeroofEvil</title>
<description><![CDATA[My corporation - <b>AstroAscendingAsses: <i>AAA - we got your butt covered</i></b><br/><br/><img 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" border="0"> <br/><br/>is primarily focused on mineral production. So, I sell it to cities where the demand is high. Logically this makes sense so I can profit and grow. But ethically, what can I do to help the economy of players in the game?<br/><br/>As a first thought: I guess once I have enough "inventory" of the resource stocked up, I should open up trade offers to sell for those to purchase and fulfill orders for those looking to buy. <br/><br/>Are there other ways economy can grow for corporations?<br/><br/>The question really is: what can I do to help economy for all corporation (or at least as many as possible) to grow?<br/><i>edited by HeroofEvil on 11/15/2022</i>]]></description>
<pubDate>Tue, 15 Nov 2022 20:55:02 GMT</pubDate>
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