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    medal 0
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commercial farce

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medal 5000
8 years 321 days ago
Hi I know it doesn't matter as money isn't an issue but this commercial manager section.
I go it just as exerise when i had manager given to me no staff i was getting 197k a race.
Now have 8 staff and level 5 manager and still no increase in income ??

What is the point of even having it in the game.
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medal 5549 CEO & CTO
8 years 321 days ago
It isn't in the game, in the new iGP which is coming soon. The commercial manager has been removed.
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medal 5000
8 years 321 days ago
Nooooooooooooooooooooooooooooooooooooooooooooooo

I will have to start racing and stop messing about trying this and that in the new iGP.
Part of my teams income comes from Merchandise sales :|

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medal 5404
8 years 321 days ago
Well then, I better load up on as much money as I can. I can make $2m+ per race with 141 commcercial employees! Which is a horrible amount of money per employee.

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medal 5000
8 years 321 days ago
I was planing on resetting the team once the new version is up and running. Back to learning what does what.

Jack spoils us in here $30m to play with starting up the team. Lots of games I play you start off with only 5-12m depending on the team you become manager of & if you don't live up to the directors expectations you can get the sack lol
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medal 5943
8 years 321 days ago
lol i got 68 million from what i think is mostly racing and saving money
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medal 5404
8 years 320 days ago
I've got more money than I know what to do with at $734 million, so I'm just picking at nothing here — to make things a little fun for myself I enjoy trying to make my money count go up and up. You know, like how obscenely wealthy people do...they get addicted to seeing the number of 0s increase.
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medal 5000
8 years 320 days ago
Mine is the complete opposite I make a loss. Not sure if it's due to the amount of driver singngs i've done this season or not



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medal 5000
8 years 320 days ago
I agree! I got £530m and still remain thrifty. 
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medal 5000
8 years 320 days ago
"Haydn
Mine is the complete opposite I make a loss. Not sure if it's due to the amount of driver singngs i've done this season or not


You are buying in merchandise but not selling it, try lowering your asking price.
Once you stop paying signing fees you will start making money again. :)


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medal 6279
8 years 318 days ago
"Haydn
Mine is the complete opposite I make a loss. Not sure if it's due to the amount of driver singngs i've done this season or not







I didn't realise it was possible for merchandise to make a loss!

I have mine set to clothing top quality markup 44% which seems to trickle along nicely. With 83 commercial staff  it brings in 1.6mill per race
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medal 5000
8 years 318 days ago
Haydn was on 100 markup for everything lol, I'm on 50
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