Futures price
The contract quote. By itself it does not show how much economic exposure you have.
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A Future is a standardized contract. Monetary movement depends on price, multiplier, number of contracts and Long or Short direction.
The contract quote. By itself it does not show how much economic exposure you have.
Converts one price point of movement into monetary value per contract.
Minimum tick is the smallest price increment defined by the contract. Tick value equals tick size × multiplier.
Notional equals price × multiplier × contracts. It is the modelled economic exposure and can be far larger than deposited margin.
A Long gains as price rises and loses as it falls; a Short does the opposite. P/L depends on price movement multiplied by multiplier and contracts.
Open toolThe tool combines entry, stop, point value and commissions to find how many contracts fit the risk budget.
Open toolMargin is collateral required to maintain the position. It is not the contract price, not cash borrowed into the account and not the maximum loss.
Open toolTwo Long/Short legs are evaluated together. The result comes from each leg’s P/L and costs, not merely the displayed price difference.
Open toolRolling means closing the expiring contract and opening another. The quote difference between expiries is not automatically profit or loss.
Open toolContract count can be estimated by comparing exposure to hedge with contract notional and an optional beta/hedge ratio. Rounding and basis risk often leave residual exposure.
Open toolBasis compares Futures with Spot. Fair value is a theoretical estimate using Spot, time and carry: it is not a forecast of the Futures price at expiration.
Open toolFORM REFERENCE
Each block matches one tool. Every field explains what it represents and what value belongs there. Prices and commissions stay separate so calculations remain readable and verifiable.
Position direction: Long benefits from a rise; Short benefits from a fall.
Currency in which the tool expresses prices, costs and results.
Futures contract price when the position is opened.
Futures contract price at which you assume the position is closed.
Number of contracts. It must be a whole number and scales economic exposure, covered units and often commissions.
Contract multiplier converting one price point of movement into monetary value per contract.
Minimum price increment defined by the contract. Multiplied by the multiplier, it gives the monetary value of one tick.
Tax percentage used by the simplified model on positive results. Enter the percentage number, for example 26 for 26%.
Total commission to open the Futures position.
Total commission to close the Futures position.
Currency in which the tool expresses prices, costs and results.
Futures contract price when the position is opened.
Price at which you plan to exit to limit loss. It is a simulation price: a real stop may fill worse after gaps or slippage.
Maximum amount you want to risk between entry and stop, including the round-trip commissions you entered.
Contract multiplier converting one price point of movement into monetary value per contract.
Minimum price increment defined by the contract. Multiplied by the multiplier, it gives the monetary value of one tick.
Combined opening + closing cost for one contract. The tool multiplies it by the contract count.
Currency in which the tool expresses prices, costs and results.
Futures contract quote used in the calculation. It is not the same as the capital required as margin.
Contract multiplier converting one price point of movement into monetary value per contract.
Number of contracts. It must be a whole number and scales economic exposure, covered units and often commissions.
Available capital you want to compare with margin, notional exposure and leverage.
Initial margin required for one contract according to the broker or exchange. Enter a real quoted requirement rather than estimating it as a percentage of notional.
Maintenance margin per contract below which the position may require more capital or become subject to broker rules.
Combined opening + closing cost for the entire Futures position being analysed.
Long or Short direction of one Futures spread leg.
Opening price of one spread leg.
Assumed closing price of one spread leg.
Number of contracts. It must be a whole number and scales economic exposure, covered units and often commissions.
Contract multiplier converting one price point of movement into monetary value per contract.
Currency in which the tool expresses prices, costs and results.
Total round-trip cost of leg A of the Futures spread.
Total round-trip cost of leg B of the Futures spread.
Position direction: Long benefits from a rise; Short benefits from a fall.
Currency in which the tool expresses prices, costs and results.
Price at which the Futures contract being rolled was originally opened.
Price at which you assume the old contract is closed during the rollover.
Price at which you assume the later-expiration contract is opened.
Number of contracts. It must be a whole number and scales economic exposure, covered units and often commissions.
Contract multiplier converting one price point of movement into monetary value per contract.
Commission for closing the old contract during rollover.
Commission for opening the new contract during rollover.
Direction of the exposure you want to hedge. The Futures hedge is set in the opposite direction.
Currency in which the tool expresses prices, costs and results.
Monetary value of the exposure you want to reduce or hedge with Futures.
Factor adjusting the exposure to the behaviour of the Futures hedge. A value of 1 means one-to-one notional hedging in the model.
Futures contract quote used in the calculation. It is not the same as the capital required as margin.
Contract multiplier converting one price point of movement into monetary value per contract.
Opening commission per contract used in the hedge; multiplied by the rounded contract count.
Currency in which the tool expresses prices, costs and results.
Current Spot price of the underlying to compare with the Futures quote.
Futures contract quote used in the calculation. It is not the same as the capital required as margin.
Number of days remaining to contract expiration, used in carry and fair-value calculations.
Annual percentage rate used in the carry model. It is a theoretical input and should be consistent with the currency and horizon.
Annual percentage yield attributed to the underlying in the model, such as dividend yield or another applicable carry component.