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<title>ComicsPriceGuide.com Forums - CPG - Questions and Answers - Data error? - Messages</title>
<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<description>ComicsPriceGuide.com Forums - CPG - Questions and Answers - Data error? - Messages</description>
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<pubDate>Fri, 09 Nov 2018 22:46:51 GMT</pubDate>
<lastBuildDate>Fri, 09 Nov 2018 22:46:51 GMT</lastBuildDate>
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<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<title>Message from ladybug5753iey</title>
<description><![CDATA[That does look much better........EXCEPT the graded issues. The graded issues don't start out-pricing the raw issues until 9.0!<br/>A little more tweaking, sorry! <br/>I also wish you a nice weekend!<br/>Thanks!]]></description>
<pubDate>Fri, 09 Nov 2018 22:46:51 GMT</pubDate>
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<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<title>Message from Ronbatman</title>
<description><![CDATA[Our pricing people make mistakes like everyone else and you found it.  I've adjusted the prices to reflect the market, which means some things went up and some things went down with that issue.  If you do find anything that is off please send me an email and I will take care of it...as always.<br/>Enjoy the weekend <br/>R]]></description>
<pubDate>Fri, 09 Nov 2018 09:49:18 GMT</pubDate>
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<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<title>Message from ladybug5753iey</title>
<description><![CDATA[Is there going to be a follow-up to this question? Inictus has a really good point. $375 down to $67 is a drop off of over 80%! According to the Guide, issues #2, 3, 4, 5 at 8.0 are all worth more than #1 at 8.0!<br/>I haven't come across any other examples with these extremes, but there may be others...]]></description>
<pubDate>Thu, 08 Nov 2018 18:29:15 GMT</pubDate>
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<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<title>Message from inictus</title>
<description><![CDATA[Thanks!]]></description>
<pubDate>Fri, 19 Oct 2018 19:03:54 GMT</pubDate>
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<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<title>Message from Ronbatman</title>
<description><![CDATA[We will take a look at that to see what's going on.  Thanks for the heads up.<br/>Ron]]></description>
<pubDate>Thu, 18 Oct 2018 16:42:19 GMT</pubDate>
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<link>https://comicspriceguide.com/forum/messages.aspx?TopicID=12685</link>
<title>Message from inictus</title>
<description><![CDATA[Hiya all! I somewhat new here yet love the site! I noticed one entry for Conan #1 that didn't seem to be in-line with other comics - specifically the values listed past condition 9.4:<br/><br/><img 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" border="0"><br/><br/>$67 seems like quite a drop off from $375. Is this correct or was there a data entry error? Is there a way to submit these kinds of issues?<br/><br/>Thanks!]]></description>
<pubDate>Thu, 18 Oct 2018 14:47:33 GMT</pubDate>
</item>
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