C4 · Economics & metrics · ratio
GTM Magic Number
Also: Magic Number
Formula
GTM Magic Number ratio
Plain English: Magic Number = Net New ARR (this quarter) / S&M Spend (prior quarter)
Notation: Magic_Number = (ARR_Q - ARR_{Q-1}) / S&M_spend_{Q-1}
Benchmark by stage
Source: Josh James / Omniture (original formulation); Bessemer Venture Partners State of the Cloud 2024; Andreessen Horowitz SaaS benchmarks
| Stage | GTM Magic Number | Notes |
|---|---|---|
| Warning | < 0.5 | S&M spend is not generating sufficient ARR; investigate GTM fit, CAC, or market saturation |
| Acceptable | 0.5 – 0.75 | Marginal efficiency; may be appropriate during ramp or market expansion investment |
| Good | 0.75 – 1.0 | Healthy GTM ROI; standard benchmark for efficient SaaS |
| Excellent | > 1.0 | Each S&M dollar generates > $1 of ARR; green light for growth investment |
| Exceptional | > 1.5 | Rare; often driven by PLG, strong brand moat, or network effects |
Naive vs corrected
| Version | Formula |
|---|---|
| Naive | Net new ARR / current quarter S&M spend (no lag — mismatches spend timing with pipeline generation; sales cycles mean current S&M generates future ARR, not current) |
| Corrected | Use prior quarter S&M spend as denominator to align spend with the ARR it actually generated. For long sales cycles (> 6 months), lag by the average sales cycle length. Use annualized net new ARR when comparing across different deal sizes. |
Common errors
- Using current quarter S&M spend (no lag) — mismatches timing of investment and output
- Excluding CSM costs that are part of the expansion motion from the S&M denominator
- Interpreting a high Magic Number as a green light without checking gross margin or payback period
- Not adjusting for one-time large deals that inflate a single quarter's net new ARR
- Using MRR rather than ARR — produces a metric that is 12× smaller and harder to benchmark
Where this sits
Part of the Economics & metrics (C4) cluster in the GTM World Model. Related to the model's "Magic Number > 1.0 implies CAC payback < 12 months at 100% gross margin; at 75% gross margin, Magic Number > 1.0 implies payback < 16 months; relationship: Payback_months ≈ 12 / (Magic_Number × GM%)" equation.
How to cite this
@misc{shalvi_gtm_metric_magic_number_2026,
author = {Singh, Shalvi},
title = {GTM Magic Number — GTM World Model Metrics},
year = {2026},
url = {https://shalvisingh.com/gtm/metrics/magic-number}
} Singh, Shalvi. "GTM Magic Number — GTM World Model Metrics." shalvisingh.com, 2026. https://shalvisingh.com/gtm/metrics/magic-number