WRACE

Race — Elections, inside six months — the basket

SlateExperimentalStanding

The real markets behind this index, across every venue that lists them, tracked as one spread. Instead of reading a single contract, you read the theme — which is what a multi-week position is actually exposed to. Each holding links straight to its venue; W.E.T. never handles orders, you trade at the exchange.

Basket level · official print19 held · close 2026-09-08
1034.56+3.46%since inception · base 1000

hypothetical · mid marks · before fees, spread and slippage

Basket performance

hypothetical · mid marks · before fees, spread and slippage
Basket total return
1034.56
Since inception
+3.46%
Cost to cross
Holdings marked
89.5% of 19
1 day
+0.30%
7 day
+2.49%
Markets held
19
Settled
0
Rebalanced out
0
Hit rate
Cash
48.3%
Inception
2026-08-18
Weighting
Equal notional
Marks
Two-sided mid
Days tracked
18

Equal notional from each holding’s inception mark, re-marked at the two-sided mid. Percentages only, size-blind — never a cash figure and never a performance claim.

Cost to cross is the weighted half-spread at the touch on the newest mark tape: what entering at the quote rather than the midpoint would have cost. It is the price of the FIRST unit and says nothing about the tenth — the resting size beside each holding is published so a reader can judge whether their own size fits. It is not deducted from any return above.

A published measurement of what these markets did together. Not an account, not directly investable; W.E.T. never handles orders.

Holdings · 19 markets

held since 2026-08-18 · the reading above is computed over today's roster, which differs
MarketNowReturn
  • Will the Republicans win the Nebraska Senate race in 2026?polymarket · YES · entry 72c5 sessions stale69c−3.5%
  • Will Mary Peltola win the Alaska Senate race in 2026?polymarket · YES · entry 57c1.0¢ spread · 16.5k/8.5k within 5¢64c+10.4%
  • Will an independent win the Nebraska Senate race in 2026?polymarket · YES · entry 28c5 sessions stale30c+3.5%
  • Will Dan Sullivan win the Alaska Senate race in 2026?polymarket · YES · entry 42c37c−10.8%
  • Will the New Mexico 2026 Senate race be within 5%?polymarket · YES · entry 18c12c−34.3%
  • Will the Minnesota 2026 Senate race be within 5%?polymarket · YES · entry 25c24c−4.0%
  • Will the Colorado 2026 Senate race be within 5%?polymarket · YES · entry 3c4c+35.9%
  • Will the Texas 2026 Senate race be within 5%?polymarket · YES · entry 72c80c+11.2%
  • Will the North Carolina 2026 Senate race be within 5%?polymarket · YES · entry 24c42c+76.6%
  • Will the Montana 2026 Senate race be within 5%?polymarket · YES · entry 4c10c+138.4%
  • Will the Iowa 2026 Senate race be within 5%?polymarket · YES · entry 66c63c−4.6%
  • Will the Michigan 2026 Senate race be within 5%?polymarket · YES · entry 66c67c+1.5%
  • Will the Ohio Special 2026 Senate race be within 5%?polymarket · YES · entry 63c58c−7.2%
  • Will the Florida Special 2026 Senate race be within 5%?polymarket · YES · entry 58c37c−36.2%
  • Will the New Hampshire 2026 Senate race be within 5%?polymarket · YES · entry 47c39c−17.2%
  • Will the Alaska 2026 Senate race be within 5%?polymarket · YES · entry 66c49c−25.8%
  • Will the Maine 2026 Senate race be within 5%?polymarket · YES · entry 70c56c−19.4%
  • Will the Virginia 2026 Senate race be within 5%?polymarket · YES · entry 2c4c+107.1%
  • Will the Georgia 2026 Senate race be within 5%?polymarket · YES · entry 14c30c+103.4%

All markets resolve YES · 5 of 19

a computed statistic about this watchlist — not an instrument, not offered anywhere

The chance that every one of these markets resolves YES. It is the mathematical opposite of the basket above: the basket is a weighted mean, where one loss doesn't zero it; this is a product, where every market must land. Same markets, opposite risk shape — which is the whole reason to show them together.

The markets shown are this index's most likely holdings, added while the joint probability stays above 1%. Ranking by portfolio weight instead would be arbitrary here, since equal-notional weights are near-identical by design.

If independent
14.59%
Π of the individual probabilities
True range · any correlation
0.062.5%
Fréchet–Hoeffding bounds · 62.5pp wide
YESWill the Texas 2026 Senate race be within 5%?80%
YESWill the Republicans win the Nebraska Senate race in 2026?69%
YESWill the Michigan 2026 Senate race be within 5%?67%
YESWill Mary Peltola win the Alaska Senate race in 2026?64%
YESWill the Iowa 2026 Senate race be within 5%?63%

Multiplying probabilities assumes the markets are independent — which is precisely wrong for markets grouped by a shared theme, since correlation is why they sit in one index. The range is therefore the honest answer: the true joint probability sits inside it under any correlation structure, with no covariance estimate required.

This is a statistic, not a product. W.E.T. does not offer, quote, accept or route a combined position in these markets, and no venue is quoting one here — the figures are computed by W.E.T. from individual market prices. Each market above trades on its own venue, individually, at the links in the holdings table. Data, not advice.

How to read this

The basket holds equal notional in each market from its inception mark, so every holding counts equally in return terms rather than the biggest contract dominating. The level is that combined position, re-marked daily at the two-sided mid and rebased to 1000. Settled markets convert to cash at their payoff and wait for the next monthly review.

This is a published benchmark, not an account and not a product: the index is not directly investable. Marks are mid quotes before fees, spread and slippage, and no capacity limit is assumed — a real position would differ. W.E.T. is not an exchange and never handles orders. Data, not advice. Full methodology.