Original Money Meta game world for Crusader Kings III
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CK3: can your treasury cover a longer war?

Compare one-off costs, wartime spending and duration with the gold reserve you want to preserve.

1.20.0.3 · What changed →
Try a worked example

Can I fund a long war?

Illustrative case: 900 treasury, 150 one-off costs, 250 reserve. 22 income and 8 peacetime costs monthly; a 24-month war.

Compare spending with your armies raised and disbanded. The full tool also lets you change war duration and one-off costs.

Treasury at the objective
174 gold
Above the protected reserve
-76 gold

The protected reserve is short by 76 gold. Total spending for this deadline must stay within 42 gold per month.

Before recruiting, reduce upkeep or test a shorter campaign. This calculation does not assume victory.

Use my own figures
How this answer was calculated

Illustrative 24-month war. Income and upkeep stay constant; ransoms and other uncertain proceeds are excluded.

Treasury
900
Income per month
22
Peacetime costs per month
8
Extra wartime costs per month
38
One-off costs
150
War duration, months
24
Keep for an emergency
250

All these inputs carry over to the full tool. Change them and save your own version.

Help me choose
Reign triage · three choices

What must this ruler's treasury survive?

Choose the reign stage, nearest risk and goal. Get a route to domain growth, war finance or the heir buffer.

Silk & Silver mechanics stay unmodeled until release
01 · ReignWhat stage is the ruler in?
02 · RiskWhat may demand gold first?
03 · GoalWhat should become stronger?
The recommendation updates after each choice.
Your route · 01Domain growth

Model the next building's delta, not total income

Compare cost, construction delay and incremental monthly income. Add the risk of losing the holding at succession.

Why this route

A stable reign gives investment time, but long payback should finish before the likely crisis window.

What to check before acting
  • Incremental monthly income
  • Completion and payback
  • Holding-loss risk
Where next

More decisions and analysis

Mechanics, calculations and examples for other decisions in this game.

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