Difference between revisions of "Template:PriceAndQuantityFooter"
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| − | | style="font-style:italic" | The prices and quantities listed in this table are based on observations of purchases and sales in this system. Average prices are not determined by the classical (min+max)/2 formula (the so-called midrange value). Instead they are based on long-term established averages (the so-called arithmetic mean). The average quantity is based only on quantity values greater zero. Availability gives a percentage whether a good is available in this system. Please note that these are statistical data. GalCop regulations expressively forbids the broadcasting of actual prices beyond the current system. |
+ | | colspan="9" style="font-style:italic;font-size:80%" | The prices and quantities listed in this table are based on observations of purchases and sales in this system. Average prices are not determined by the classical (min+max)/2 formula (the so-called midrange value). Instead they are based on long-term established averages (the so-called arithmetic mean). The average quantity is based only on quantity values greater zero. Availability gives a percentage whether a good is available in this system. Please note that these are statistical data. GalCop regulations expressively forbids the broadcasting of actual prices beyond the current system. |
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Revision as of 15:42, 17 October 2009
|- | colspan="9" style="font-style:italic;font-size:80%" | The prices and quantities listed in this table are based on observations of purchases and sales in this system. Average prices are not determined by the classical (min+max)/2 formula (the so-called midrange value). Instead they are based on long-term established averages (the so-called arithmetic mean). The average quantity is based only on quantity values greater zero. Availability gives a percentage whether a good is available in this system. Please note that these are statistical data. GalCop regulations expressively forbids the broadcasting of actual prices beyond the current system. |}
