kowenicki said:
GameAnalyser said:
kowenicki said:
GameAnalyser said:
kowenicki said:
GameAnalyser said:
kowenicki said:
GameAnalyser said: Now VGChartz should be checking and updating accordingly. It's time for the adjustments. I still believe PS3 is under tracked by atleast 1mn margin. |
how long have you thought this for?
|
Post Q4 2011.
|
Then we have a problem.....
First column is shipped, second column is sold, 3rd column is the difference:
![](data:image/png;base64,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)
How can there be more sold than shipped?
If VGC is a million off then in March then shipped would be 63.93 and sold would be 64.45 = 520k more sold than shipped.
If VGC is a million off then in June sold would be 66.07 and shipped would be 65.63 = 440k more sold than shipped.
So you can see why your belief is impossible and you are wrong.
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First of all, to initiate a clear debate over this issue, I would like to know where the shipped numbers are coming from. What sources do you use to put up those numbers in that shipped column? Post the links and I'm open to discuss.
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er.... Sony.
http://www.scei.co.jp/corporate/data/bizdataps3_sale_e.html
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Yeah, and let the FY 2012 figures be put up as well, which will help us to discuss more about this. Moreover Post Q4 2011, I tried to imply anything after fiscal year 2011. I didn't realize for Sony it was March 31st up until now. Thanks for the link post.
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Those numbers there are up to March 31st 2012.
The numbers for PS2 and PS3 combined for the next two quarters can be found there too by clicking the appropriate link for "computer entertainment system"
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Yeah, I did check all of it before coming back to post here. So FY 2012's final figure with Q3 and Q4 is yet to be confirmed by Sony, which I'm indeed looking forward to seeing.