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Polymarket
Saanich, BC Mayoral Election Winner
Top outcomes
Other
50%
Person A
50%
Person B
50%
Person C
50%
The 2026 Saanich, British Columbia mayoral election is currently scheduled to be held on October 17, 2026.
This market will resolve according to the candidate who becomes the next mayor of Saanich, British Columbia as a result of this election.
Temporary, interim, or placeholder mayors appointed before the election will not be considered.
If the result of this election isn't known by June 30, 2027, 11:59 PM ET, the market will resolve to "Other".
The primary resolution source for this market will be a consensus of credible reporting; however, if there is any ambiguity in the results, this market will resolve according to official information from Saanich, British Columbia.
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$17K Vol.
Closes Oct 17, 2026
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Top outcomes by win probability — price history from Polymarket, updates when you refresh.
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$16.7k Vol.
All outcomes
Pick Yes or No on any outcome, then explain your pick below. Reputation-only — no money or trading.
$17K Vol.
Other
50% market probability
50%
$refs['reasoning-0']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-0']?.focus())"
>
No 50%
+50 / −50
Person A
50% market probability
50%
$refs['reasoning-1']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-1']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person A
Explain your No on Person A
(optional)
0 / 2,000
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Person B
50% market probability
50%
$refs['reasoning-2']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-2']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person B
Explain your No on Person B
(optional)
0 / 2,000
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Person C
50% market probability
50%
$refs['reasoning-3']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-3']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person C
Explain your No on Person C
(optional)
0 / 2,000
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Person D
50% market probability
50%
$refs['reasoning-4']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-4']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person D
Explain your No on Person D
(optional)
0 / 2,000
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Person E
50% market probability
50%
$refs['reasoning-5']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-5']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person E
Explain your No on Person E
(optional)
0 / 2,000
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Person F
50% market probability
50%
$refs['reasoning-6']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-6']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person F
Explain your No on Person F
(optional)
0 / 2,000
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Person G
50% market probability
50%
$refs['reasoning-7']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-7']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person G
Explain your No on Person G
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person H
50% market probability
50%
$refs['reasoning-8']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-8']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person H
Explain your No on Person H
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person I
50% market probability
50%
$refs['reasoning-9']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-9']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person I
Explain your No on Person I
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person J
50% market probability
50%
$refs['reasoning-10']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-10']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person J
Explain your No on Person J
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person K
50% market probability
50%
$refs['reasoning-11']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-11']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person K
Explain your No on Person K
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person L
50% market probability
50%
$refs['reasoning-12']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-12']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person L
Explain your No on Person L
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person M
50% market probability
50%
$refs['reasoning-13']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-13']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person M
Explain your No on Person M
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person N
50% market probability
50%
$refs['reasoning-14']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-14']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person N
Explain your No on Person N
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person O
50% market probability
50%
$refs['reasoning-15']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-15']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person O
Explain your No on Person O
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person P
50% market probability
50%
$refs['reasoning-16']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-16']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person P
Explain your No on Person P
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person Q
50% market probability
50%
$refs['reasoning-17']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-17']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person Q
Explain your No on Person Q
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person R
50% market probability
50%
$refs['reasoning-18']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-18']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person R
Explain your No on Person R
(optional)
0 / 2,000
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Person S
50% market probability
50%
$refs['reasoning-19']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-19']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person S
Explain your No on Person S
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person T
50% market probability
50%
$refs['reasoning-20']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-20']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person T
Explain your No on Person T
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person U
50% market probability
50%
$refs['reasoning-21']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-21']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person U
Explain your No on Person U
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person V
50% market probability
50%
$refs['reasoning-22']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-22']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person V
Explain your No on Person V
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Person W
50% market probability
50%
$refs['reasoning-23']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-23']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person W
Explain your No on Person W
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Karen Harper
36% market probability
36%
$refs['reasoning-24']?.focus())"
>
Yes 36%
+64 / −36
$refs['reasoning-24']?.focus())"
>
No 64%
+36 / −64
Explain your Yes on Karen Harper
Explain your No on Karen Harper
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Rishi Sharma
34% market probability
34%
$refs['reasoning-25']?.focus())"
>
Yes 34%
+66 / −34
$refs['reasoning-25']?.focus())"
>
No 66%
+34 / −66
Explain your Yes on Rishi Sharma
Explain your No on Rishi Sharma
(optional)
0 / 2,000
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Zac de Vries
26% market probability
26%
$refs['reasoning-26']?.focus())"
>
Yes 26%
+74 / −26
$refs['reasoning-26']?.focus())"
>
No 74%
+26 / −74
Explain your Yes on Zac de Vries
Explain your No on Zac de Vries
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
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Public forecast history
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