
Volume
$85K
Txns
1,167
Traders
168
Fees
$1
Ends
May 7, 2026
Parliamentary elections are scheduled to be held in Scotland on May 7, 2026. This market will resolve according to the political party that wins the greatest number of seats in the Scottish Parliament in this election. If voting in the Scottish parliamentary election does not occur by July 31, 2026, 11:59 PM ET, this market will resolve to "Other". In the event of a tie between multiple parties for the most seats won, this market will resolve in favor of the party or coalition which received a greater number of valid votes. In the event that results in a tie, this market will resolve in favor of the party or coalition whose listed abbreviation appears first in alphabetical order. This market's resolution will be based solely on the number of seats won by the named party or coalition in the Welsh Parliament. This market will resolve based on the results of this election as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Welsh government, specifically the the Electoral Commission of Scotland (https://www.electoralcommission.org.uk/).
Trades
Will Marco Rubio win the 2028 US Presidential Election?
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Will JD Vance win the 2028 US Presidential Election?
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No 100%$4.03Mvolume
Will Gavin Newsom win the 2028 Democratic presidential nomination?
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No 67%$659Mvolume
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No 100%$7.78Mvolume
| Age | Trader | Outcome | Shares | Value | |
|---|---|---|---|---|---|
| 1mo | cry.eth2 | Yes / 0.1¢ | -100.00 | $0.1 | |
| 1mo | wintersolstice | Yes / 0.1¢ | +100.00 | $0.1 | |
| 1mo | 1v17 | No / 99.8¢ | -46.97 | $46.9 | |
| 1mo | gigimontoya | Yes / 0.2¢ | -46.97 | $0.09 | |
| 1mo | 1v16 | No / 99.8¢ | -24.74 | $24.7 | |
| 1mo | gigimontoya | Yes / 0.2¢ | -24.74 | $0.05 | |
| 1mo | 1v17 | No / 99.9¢ | +46.97 | $46.9 | |
| 1mo | policestici | Yes / 0.1¢ | +46.97 | $0.05 | |
| 1mo | policestici | Yes / 0.1¢ | +19.12 | $0.02 | |
| 1mo | probability | Yes / 0.1¢ | +5.62 | $0.01 | |
| 1mo | 1v16 | No / 99.9¢ | +24.74 | $24.7 | |
| 1mo | gigimontoya | Yes / 0.2¢ | -48.16 | $0.1 | |
| 1mo | 1v17 | No / 99.8¢ | -48.16 | $48.1 | |
| 1mo | gigimontoya | Yes / 0.2¢ | -24.75 | $0.05 | |
| 1mo | 1v16 | No / 99.8¢ | -24.75 | $24.7 | |
| 1mo | 1v17 | No / 99.9¢ | +48.16 | $48.1 | |
| 1mo | probability | Yes / 0.1¢ | +48.16 | $0.05 | |
| 1mo | probability | Yes / 0.1¢ | +24.75 | $0.02 | |
| 1mo | 1v16 | No / 99.9¢ | +24.75 | $24.7 | |
| 1mo | policestici | Yes / 0.2¢ | -43.73 | $0.09 | |
| 1mo | gigimontoya | Yes / 0.2¢ | -4.45 | $0.01 | |
| 1mo | 1v17 | No / 99.8¢ | -48.18 | $48.1 | |
| 1mo | 1v16 | No / 99.8¢ | -12.06 | $12 | |
| 1mo | policestici | Yes / 0.2¢ | -12.06 | $0.02 | |
| 1mo | probability | Yes / 0.1¢ | +48.18 | $0.05 |
1–25