Effective leverage

Margin breakdown

Reference performance bond snapshotted from CME's published crypto futures margin pages — CME reviews these roughly every one to two weeks and moves them with volatility, so treat this as a current-order-of-magnitude estimate and re-check cmegroup.com before sizing a real position.

MetricValue

Fixed-dollar margin, not a leverage dial

Perpetual and quarterly futures on crypto-native exchanges let you pick your leverage and back into a margin percentage. CME runs the opposite model: a centrally-cleared, regulated futures market where the exchange's SPAN risk engine sets a flat dollar performance bond per contract, updated periodically as volatility shifts, and your effective leverage is whatever notional-over-margin works out to at that moment. A full-size Bitcoin contract (5 BTC) and the Micro Bitcoin contract (0.1 BTC, exactly a fiftieth of the size) scale almost linearly, so the leverage and margin-call distance come out nearly identical between them — the micro just lets you size the position in smaller steps. If you're used to sizing exchange leverage instead, cross-check the same trade on the leverage comparison calculator; to see how the margin math differs from perpetual funding-driven futures, use perp vs quarterly; and for the general initial-vs-maintenance concept behind any margin account, read margin explained.

The math

Each contract type has a fixed contract size (BTC or ETH per contract) and a reference initial margin per contract Mi published by CME. Maintenance margin per contract is estimated at CME's typical speculative ratio, Mm = Mi ÷ 1.1 (initial ≈ 110% of maintenance).

With N contracts and spot price S: notional = N × size × S, total initial margin = N × Mi, total maintenance margin = N × Mm, and effective leverage = notional ÷ total initial margin.

Given account equity E: the cushion to a margin call is E − total maintenance margin — the dollar loss the account can absorb before equity falls to the maintenance floor. Dividing that cushion by the total underlying size (N × size) gives the price move to margin call, i.e. how far price can move against the position (down for a long, up for a short) before a call is triggered.

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