mrrcanvas

Free tool

Cohort Visualizer

Drop in 6 months of retention. See the decay curves, the leak month, and the cohort-based LTV that flat-churn estimates always overstate.

Cohorts

% of starting cohort still active each month after acquisition. Month 0 = 100. Edit any cell.

Cohort M0 M1 M2 M3 M4 M5

Analysis

Cohort-based LTV

gross-margin adjusted

Avg M1 retention

Avg M5 retention

Steepest leak

Flat-churn LTV gap

Retention decay (each line = one cohort)

Cohort retention heatmap

Auto-prioritized insights

    Get the cohort-analysis playbook

    CSV export template, Stripe revenue → cohort matrix recipe, and the next three tools as we ship them.

    Why cohort-based LTV beats flat-churn LTV

    Flat-churn LTV uses a single monthly churn rate (ARPU × margin ÷ churn) and assumes the rate is constant across customer age. It's a useful back-of-envelope, but it overstates true LTV by 25–40% for most SaaS — because retention curves bend. Customers who stick past month 3 are dramatically more likely to stick at month 12. Flat-churn ignores this.

    The cohort method

    Cohort LTV sums each cohort's actual retention curve, weighted by ARPU and margin, projected forward. The result is the dollar value a customer is expected to generate, given how the customer base actually decays — not how a uniform churn rate would predict.

    Reading the heatmap

    Each row is a monthly cohort. Each column is age in months. Darker accent = higher retention. Three things to look for: (1) whether newer cohorts retain better than older ones (product-led improvement), (2) the "leak month" where the steepest drop occurs (typically month 1–2 onboarding), (3) whether decay flattens after month 3 (signal of true product-market fit).

    2024 SaaS retention benchmarks

    When to trust this analysis

    With fewer than 50 customers per cohort, retention curves are statistically noisy — single cancellation swings can mislead you. For low-volume SaaS, focus on the trend across cohorts (improving or worsening) rather than the absolute curve shape.