A negative gold spread can rise while both contracts fall
A trader says that the gold spread rallied. Gold itself may have fallen in both months. To interpret that sentence, I need the two delivery months, the order in which they were subtracted and the number of ounces on each side.
- Define the spread convention and identify both delivery months.
- For equal multipliers, the two leg results sum to the spread change times the multiplier.
- A carrying-cost estimate needs actual financing, custody and transaction terms.
Write the subtraction before the quote
CME’s metals education material describes an intramarket spread as opposite positions in separate delivery months of the same market. For this worksheet I define the spread as the near price minus the far price. Buying the near contract and selling the far one gains when that signed difference increases. A screen that lists the months in reverse will show the opposite sign.
In a hypothetical snapshot the near gold future is $4,000 per ounce and the far future is $4,024. The near-minus-far spread is minus $24. The deferred month carries a $24 premium. These are two descriptions of the same pair of prices. Neither one assigns a direction to tomorrow’s spot gold price.
Source notes: [1] CME Group · Metals intramarket spreads
Account for the two legs separately
Assume one 100-ounce contract on each side and fills exactly at the example prices. Later the near contract trades at $3,990 and the far at $4,008. The new spread is minus $18, a rise of $6. The near long loses $1,000. The far short gains $1,600. Their sum is a $600 gross gain, which also equals $6 times 100 ounces.
Closing only the near leg changes the exposure of the account. From that point the remaining short can lose money on an outright rise even if the spread stays constant. A reconciliation should therefore retain both exit timestamps, quantities and costs. A pair of last trades observed several minutes apart gives less information about an executable spread.
Ask what it costs to carry metal
CME identifies storage, financing and insurance among the influences on a precious-metal forward curve. Consider sixty days of simple interest at an assumed 4% annual rate on $4,000 of metal. On a 365-day convention, that costs about $26.30 per ounce before storage and insurance. A buyer with a different funding rate will get a different figure.
The difference between that estimate and the $24 premium is a prompt to review the assumptions. To act on it, a participant would need access to the right metal, delivery arrangements, actual funding, and firm prices on both legs. The worksheet measures a price relationship. It cannot establish a risk-free profit from two screen readings.
Source notes: [2] CME Group · Contango and backwardation
Sources, dates & evidence limits
Sources checked 3 November 2026 at 04:14:17 UTC / 3 November 2026 at 08:14:17 Dubai. Source observation and release dates are separate from this article’s publication date. Linked data may later be revised.
- CME Group · Metals intramarket spreads ↗Reference checked 3 November 2026, Asia/Dubai. Publication hour unavailable.
Exchange explanation of positions in two maturities and changes in the relative prices.
- CME Group · Contango and backwardation ↗Reference checked 3 November 2026, Asia/Dubai. Publication hour unavailable.
Exchange explanation of curve structure and carrying costs.
Follow the reading path
Gold Trading Sessions: How Asia, London and New York Shape XAU/USD →Gold Trading & Research →Research Lab: test the evidence →CyGuru trading books: continue your study →Check how a rolling futures series is constructed →Read the 3 November Gold Brief and its settlement source notes →Follow new Gold Intelligence articles →All 3 November 2026 articles →Gold Intelligence library →Original educational analysis. Illustrative calculations are not historical performance. Interpretation is identified in the text; no trade outcome is established by this article. Editorial standards →