Have you noticed that the Goths and maybe the Vandals have Greek voices.![]()
Have you noticed that the Goths and maybe the Vandals have Greek voices.![]()
I noticed that (Vandals)... Woo, thoguht so.
At the end of a battle:
A great victory worthy of Greek soldiers. My friend still thinks it's great soliders but I remember hearing the same thing with a Macedon campaign a while ago.
Yes, at least they tried matching existing voice samples to the new BI units, but it still feels a bit cheap.
And, no. I actually think that very very few people play PC games, because it's just such a visual thing to enjoy and requires mostly hand-eye-coordination which is a bit difficult if you've got the hands of a concert pianist but no working eyes.
In this case, however, my blind friend and I started playing shooters together, back in the days when the surroundings were easy to describe for me and a lot more simple corridors and stuff were used. We share the controls, he has the keyboard and does movement and firing, while I'm responsible for aiming, telling him what I'm seeing right now and that it might be a decent idea to hit the fire button repeatedly because some zombie is forgetting his table manners.
In RTW, he cannot do as much as in a shooter, but during battles he's in charge of the keyboard commands, such as "halt" or "fire at will", but although it does not give him control, he absolutely enjoys the brilliant sound engineering done by CA. He can't tell if a battle is being lost or won, but I can describe what is happening to him (thank the gods for the pause button).
Whoops. I meant "very very few BLIND people play PC games". Otherwise, this sentence would be a bit stupid.
Goths and Vndals greek voice?
so,what do they say exactly ?
ps-i am a Greek![]()
A battle worthy of Greek soldiers.
I do remember hearing that on RTW, not BI yet though...
I distincly remember a Gothic army on the strategy map saying "Yes Strategos" when I ordered it to move...Originally Posted by Alexanderofmacedon
The Greek voices is a bug fixed in Bug-Fixer.Originally Posted by Brutus
Runes for good luck:
[1 - exp(i*2π)]^-1
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