GREY:ISNAF - Post by User
Comment by
Art365on May 12, 2011 8:34am
![](https://assets.stockhouse.com/kentico-cms/0342-00/images/Sprite.svg#id_Post_Views_Icon)
267 Views
Post# 18564508
RE: Q1 Results
RE: Q1 ResultsTotal production increased 9% from Q4 2010 but FFO are the same. The answer lies in the following chart:
![](data:image/png;base64,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)
Natural gas production increased a lot while Oil and NGL actually decreased, compared to Q4 2010. But the production trend, and the shift towards liquids, is very impressive compared to Q1 2010. The other question mark is the fact that Operating netback decreased compared to Q4 2010, while both Natural gas and liquid prices were higher.
Is there some explanation to that?