Interactive model · v0.13 · June 2026
Every input and every output is documented inline: what it represents, how it is computed, where the number comes from, and the time horizon it covers. The framework is built to be argued with. Change anything you disagree with and watch the headlines respond.
How to read this page. The model has four sections. First, three lenses on the same investment — what it means for one household, at scale across the cohort, and for the system — plus the impact chain in dollars-per-household. Second, the inputs you can edit, each with method, source, and units made explicit. Third, the outputs the model produces, each with the formula that generated it. Fourth, the downstream human consequences the income gain translates to.
The three lenses in Section 1 below are the framework's core view. Everything afterwards — inputs, outputs, downstream consequences — is what produces each step of that chain.
The framework's output is three lenses on the same investment. What it means for one household — the averages: cost, income gained, schooling, resilience. What it means at scale — the cohort totals: people reached, jobs created, dropouts prevented, mobility. What it means for the system — the platform leverage: government spend made more effective, total economic activity, return per $1 catalytic. Every number updates as you change inputs in Section 2 below.
The same catalytic dollar moves through five steps. These are per-household figures — what each step looks like for one household in the reached cohort.
Edit anything in this section and the outputs in Section 3 update accordingly.
Each input below is editable. The documentation panel beside it explains the method, the calculation, the source, and the time horizon. Soft-yellow background means it is an input you can move; computed quantities are shown later in the Outputs section.
Note: the previous version of this model used annual platform spend with an effectiveness-gain parameter (η). The current version uses cohort-aligned 5-yr cumulative spend scaled by catalytic intensity — a cleaner formulation that matches the integrated Theory-of-Action approach and avoids confusing apples-to-oranges ratios. Both produce similar headline numbers, but the new framing is honest about what the catalytic layer is doing to the platform.
Read-only. Every figure here computes from the inputs in Section 2.
Each output below is computed in real time from the inputs above. The documentation panel beside each shows the formula, the assumption chain, and the time horizon. These are the catalytic-attributable returns on top of the platform productivity shown in Section 1.
(α_w − α_no) × I₀ × Σφ_I × equivalent reach × inflation factorα_w × I₀ × Σφ_I × equivalent reach × inflation factorCohort-aligned platform spend (5-yr) × catalytic intensityCatalytic-attributable HH income (5-yr) ÷ Total catalytic outlayPlatform spend made more effective (5-yr) ÷ Total catalytic outlayshare_A × equivalent reach × 1.5 workers/enterprise × 0.70 (year-3 survival) × 1.3 (induced multiplier)(Δα × I₀ × Σφ_I) + (s_A × w_e × wage × 12 × φ_3 × m × Σφ_J) + (2 × β × I₀ × Δα × r × PV) + (π × s × Δγ × n)(I_tot × share_direct × 1M) ÷ cost_direct + (I_tot × (1−share_direct) × 1M) ÷ cost_indirectdirect + indirect_intensity × indirect — the figure used for income and value calculations.Total catalytic outlay ÷ total reach — pure arithmetic, unaffected by any model assumption.Drag the counterfactual α_no slider (Section 2C) up to match the with-catalytic blended lift (~36%). Catalytic-attributable HH income returns to zero, and per-$1 income return collapses to zero. The cost-per-person figure ($1.96) is unaffected — it depends only on investment and reach, not on any attribution assumption.
The catalytic-attributable income figure above is the framework's headline. These markers translate it into outcomes leaders care about: children kept in school, families resilient to shocks, first-time savers and borrowers, households building productive assets. Each marker has a sourced coefficient and updates in real time with every input change.
equiv reach × 2 children/HH × 70% at decision points × 0.85 yrs/50pp lift × (Δα ÷ 50%)equiv reach × 2 × 0.70 × (0.14 baseline × 0.40 elasticity × Δα / 0.50)equivalent reach × 40% (buffer-capacity rate)equivalent reach × 35% (first-time-credit rate)equivalent reach × 30% (first-time-asset rate)equivalent reach × 20pp (enrolment lift)Want to read the argument behind the numbers? Back to the paper →
Paper: on this site →
Workbook: TheImpactChain_Model_v0.13.xlsx
Email: thacker.k@gmail.com