This is the exact Snapshot a customer sees, computed live on Meridian Software, our synthetic 420-person demo company. Every dollar carries a proof level, and every finding opens its evidence: inputs, formula, and the rules version that produced it.
Meridian is deliberately untidy, so the audit has something to show. A typical audit recovers 10 to 15% of seat and subscription spend, not what you see here.
These findings mix three kinds of dollar: one-off items (the OpenAI spike is a single week, counted once), a modeled productivity estimate (shown as a range, not money in the bank), and recurring waste. The $6,361/mo recurring recoverable tile above is only the counted waste that repeats every month — each dollar counted once, so two findings on the same seat never add up twice.
How the $6,361/mo recurring recoverable breaks down, each dollar counted once:
The one-off spike and the modeled productivity estimate are not in this total. Where a renewal finding names the same idle seats as an unused-seat finding, the dollars are counted once.
The $6,361/mo recoverable above is the counted, bankable win. Productivity is the modeled half: the measured throughput uplift is worth about $6,985/mo against a $47,297/mo AI bill (-85% on a strict dollar-for-dollar basis). A modeled uplift smaller than the whole AI bill is the norm — which is exactly why the recoverable waste, not the productivity math, is where the certain money is today.
We compare two similar teams before and after a tool rollout, turn the extra pull requests each week into hours saved, and price those hours — then render the result as a range, never a single number. The exact formula behind it:
Δprs_month = DiD_Δprs_per_eng_week × (workdays_month ÷ 5) × engineers × adoption_extrapolation; net_monthly_value = Δprs_month × hours_per_pr_baseline × loaded_cost_per_eng_hour × quality_adjustment × (1 − verification_tax_pct); netRoi = (net_monthly_value − total_ai_cost) ÷ total_ai_costEvery modeled number resolves through these editable assumptions and renders as a range, never a point.
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