None~ If the dice gods really were angered, y'all wouldn't have won the 1 in 100 shot of the intel coup and this turn, would have done Karachi without any foreknowledge of anything amiss until four Masterstrokes slammed into the Initiative.
Imagine that scenario instead, if things seemed bleak at the moment.
It's different in that each Warlords have a, for lack of better word, 'Special Attack' based on their speciality. Being regional powers each, they are limited to what they have and what their fellow Warlords might contribute – and in the case of the Indian Warlords, likely a copious amount of Gana bioweapon forms as 'donations' – but it is something that they're good at, in some ways. In the case of Stahl, since the Discord has been somewhat briefed, his Masterstroke is 'merely' to be very competent in executing a mobile defense warfare against the GDI offensive to a point roughly comparable to the Legendary Insurgent (Brotherhood PC in TW3). Not necessarily flashy but then, it's Stahl. The Imperial Guardsmen inspired faction doesn't need to~
CREED STAHL!
So, it's worthwhile looking at the rolls.
Assume, for sake of argument, that they're divided in campaigns of 4 rolloffs each.
In that case, the differences before modifiers are applied are:
Campaign 1: Krukov: GDI win by 9, NOD win by 42, NOD win by 42 again, then GDI win by 69 (vs a Nat 1)
Campaign 2: GDI loses by 26, 69, 47, and then wins by 4
Campaign 3: GDI wins by 38, 59, 18, 1
Campaign 4: GDI wins by 36, 38, then loses by 41, 32
Campaign 5: GDI loses by 64, 31, 74, then wins by 22
GDI likely takes a fair bit of damage from Krukov, but ultimately mauls his force. Campaigns 2 and 5 likely go poorly for GDI, with campaign 4 being swingy, and 3 being the only one that's a clear win. Admittedly, depending on the modifiers, we almost certainly did better than these numbers look, but it's still kinda ouchy. However, this is us on the offensive, and we do have the reserves to absorb some losses, so we're not losing.
(Assuming my premise is correct about the divisions of dice.)