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Structural Invariants Checker

Verify if a capital system satisfies RCA's six invariants

Answer the questions below to assess whether a capital structure satisfies the six structural invariants required for regenerative behaviour. A system must satisfy all six invariants to qualify as fully regenerative under RCA theory.

#1

Non-Extractive

Capital does not extract value from the system it serves. No interest, no profit requirements.

0/3

Does the capital structure require interest payments?

Are there mandatory dividend or profit distributions?

Does success depend on extracting value from beneficiaries?

#2

Non-Liability

Capital creates no legal obligation to repay. Recipients are partners, not debtors.

0/3

Can recipients be sued for non-repayment?

Are there collateral requirements or personal guarantees?

Is the relationship framed as gift/pay-forward rather than loan?

#3

Multi-Cycle Regeneration

Capital is designed to flow through multiple recipients over time, not terminate with single use.

0/3

Is there a mechanism for capital to return to the system?

Can the same capital help multiple beneficiaries over time?

Is there a defined recycling rate (R factor)?

#4

Cycle-Aligned Deployment

Capital deployment matches the temporal requirements of the mission, not external cycles.

0/3

Are funding commitments aligned with project timelines?

Is the capital protected from political or fiscal cycles?

Can multi-year projects receive multi-year commitments?

#5

Decentralised Agency

Decision-making authority is distributed. No single actor can unilaterally control capital.

0/3

Do beneficiaries have voice in governance?

Are there checks on donor or administrator power?

Can a single election or appointment change capital policy?

#6

Compounding System Value

The system grows stronger over time. Each cycle leaves the system more capable than before.

0/3

Does the System Value Multiplier exceed 1.0?

Do recipients retain assets after the capital cycle?

Is there evidence of increasing institutional capacity over time?