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Start at 2×. Scale only when the market earns it.

Axient’s reference product policy has an absolute ceiling of 5× leverage. That ceiling is not a public entitlement or a default setting. The available tier is a risk output that must satisfy account, market, liquidity, time, event-class, capital, and jurisdiction controls together.
Private beta begins at 2×. The public product does not represent 3× or 5× as currently available merely because they can appear in an illustrative selector.

Rollout policy

StageMaximum tierWho and whereStatus
Private betaAllowlisted accounts and markets within the beta policyActive reference tier
Whitelist alphaUp to 3×Advanced accounts on markets with measured close-window performanceConditional future tier
Pro rolloutUp to 5×Pro accounts, Tier A markets, strict notional and aggregate open-interest limitsConditional future tier
No account, market, or manual exception can exceed 5× under the reference policy. A control override may reduce a tier; it may not raise it.

What a tier means

For collateral C and gross leverage L:
  • gross acquisition budget is N = L × C;
  • financed principal before fees is D₀ = (L − 1) × C.
At 5×, the user supplies 20% of gross exposure and the financing layer supplies 80%. That higher financed share leaves less room for adverse prices, fees, settlement delay, and loss of executable depth.
TierInitial marginDebt / collateralSimplified residual spot after unchanged-price repayment*
50.0%1.0×50.0%
33.3%2.0×33.3%
20.0%4.0×20.0%
*Before fees, debt growth, buffers, and executable-price impact. This table is intuition, not a quote or an admission rule.

The exact tier certificate

Axient does not approve a tier from a midpoint or a static recovery percentage. For every candidate tier, the controller evaluates finite executable books and a conservative operating set. In simplified notation: Ψ(L) = K₀(L) + BΠ(q₀(L)) − H(L) − m(L) Where:
  • K₀(L) is residual entry cash;
  • BΠ(q₀(L)) is a lower envelope of settlement-confirmed exit proceeds for the acquired quantity;
  • H(L) is an upper bound for principal, interest, and payable execution and settlement costs through hard-flat; and
  • m(L) is an explicit risk buffer.
A tier is admissible only when Ψ(L) ≥ 0 and every aggregate and operational control passes. Production evaluation requires exact decimals, base-unit token quantities, venue lot rules, finite books, and settlement semantics; an illustrative UI formula is not an executable certificate.

Independent gates

The effective user tier is the minimum of the independent caps: L_eff = min(5, L_user, L_market, L_liquidity, L_time, L_class, L_concentration, L_capital, L_jurisdiction)
  • Account: experience, settled history, risk acknowledgement, incident record, and product eligibility.
  • Market and liquidity: market policy, finite-book certificate, and aggregate shared-book capacity.
  • Time: a compression cap as the actual close approaches.
  • Event class: integrity and manipulation-risk policy.
  • Concentration and capital: position, side, account, event-bucket, reserve, and open-interest limits.
  • Jurisdiction: applicable legal and product availability limits.
The public UI uses LIVE, ELIGIBLE, LOCKED_ACCOUNT, LOCKED_MARKET, LOCKED_TIME, SHADOW_ONLY, and UNAVAILABLE states to communicate a tier’s policy state. In private beta, 3× and 5× are SHADOW_ONLY: they may update an illustration, but they do not represent granted capacity.

Time-to-close compression

Leverage is not intended to persist into event finality. A reference schedule reduces the permitted tier as the hard-flat buffer ΔHF approaches:
Remaining windowReference capOperating state
More than 3 × ΔHFAccount and market cap, up to 5×Normal trading
2 × ΔHF to 3 × ΔHFCompression begins
ΔHF to 2 × ΔHFReduce-only / mandatory deleveraging
At or below ΔHFHard-flat / debt-clearing execution
Actual market status overrides this schedule. If risk-reducing execution becomes unavailable earlier, the position enters an explicit exception path rather than being treated as ordinarily converted to debt-free finality.

Indicative liquidation geometry

For intuition only, a linear position entered at price p₀, with maintenance rate μ, has a held-token liquidation ratio: p_liq / p₀ = (L − 1) / (L × (1 − μ)) At μ = 5%, a 5× position has a ratio of about 84.2% of entry before additional Axient buffers. For a YES token entered at 0.40, the illustrative long liquidation level is approximately 0.337. A short YES position uses the complementary NO-token geometry. These values do not include finite-book depth, fees, settlement costs, or registered buffers, so they must never be interpreted as executable thresholds.

Executable risk

See why a certificate uses executable settled proceeds rather than marks.

Event finality

See how leverage is reduced before the claim reaches finality.