Open
Pop Culture
Polymarket
Who will appear on stage in Hall H at SD Comic-Con 2026?
Top outcomes
Guillermo del Toro
94%
Michelle Yeoh
83%
Kevin Feige
82%
Anthony Mackie
75%
San Diego Comic-Con 2026 is currently scheduled for July 22-26, 2026, at the San Diego Convention Center, with programming in Hall H running July 23-25, 2026.
This market will resolve to "Yes" if the listed individual appears on stage in Hall H at SDCC 2026. Otherwise, this market will resolve to "No".
Appearing on stage is defined as being physically present on the Hall H stage. A prerecorded video message, an appearance via live video or hologram, or an appearance anywhere else at the convention (e.g. other panel rooms, the exhibit hall, offsite events, or surprise drop-ins outside Hall H) will not qualify.
An appearance will only qualify if it takes place on one of the calendar days of San Diego Comic-Con 2026, PT. If no qualifying appearance has occurred by the end of San Diego Comic-Con 2026 or August 31, 2026, 11:59 PM PT, whichever passes earlier, this market will resolve to "No".
The primary resolution source will be the official communication channels of San Diego Comic-Con and/or the participating studios; however, a consensus of credible reporting may also be used.
Read more
Show less
$25K Vol.
Closes Jul 26, 2026
Live Polymarket Chart
Top outcomes by win probability — price history from Polymarket, updates when you refresh.
Open on Polymarket ↗
The chart is view-only. Use Open on Polymarket above to visit the market — no trading on this platform.
$24.6k Vol.
All outcomes
Pick Yes or No on any outcome, then explain your pick below. Reputation-only — no money or trading.
$25K Vol.
Guillermo del Toro
94% market probability
94%
$refs['reasoning-0']?.focus())"
>
Yes 94%
+6 / −94
$refs['reasoning-0']?.focus())"
>
No 6%
+94 / −6
Michelle Yeoh
83% market probability
83%
$refs['reasoning-1']?.focus())"
>
Yes 83%
+17 / −83
$refs['reasoning-1']?.focus())"
>
No 17%
+83 / −17
Explain your Yes on Michelle Yeoh
Explain your No on Michelle Yeoh
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Kevin Feige
82% market probability
82%
$refs['reasoning-2']?.focus())"
>
Yes 82%
+18 / −82
$refs['reasoning-2']?.focus())"
>
No 19%
+81 / −19
Explain your Yes on Kevin Feige
Explain your No on Kevin Feige
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Anthony Mackie
75% market probability
75%
$refs['reasoning-3']?.focus())"
>
Yes 75%
+25 / −75
$refs['reasoning-3']?.focus())"
>
No 25%
+75 / −25
Explain your Yes on Anthony Mackie
Explain your No on Anthony Mackie
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Florence Pugh
70% market probability
70%
$refs['reasoning-4']?.focus())"
>
Yes 70%
+30 / −70
$refs['reasoning-4']?.focus())"
>
No 30%
+70 / −30
Explain your Yes on Florence Pugh
Explain your No on Florence Pugh
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Chris Evans
66% market probability
66%
$refs['reasoning-5']?.focus())"
>
Yes 66%
+34 / −66
$refs['reasoning-5']?.focus())"
>
No 34%
+66 / −34
Explain your Yes on Chris Evans
Explain your No on Chris Evans
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Chris Hemsworth
64% market probability
64%
$refs['reasoning-6']?.focus())"
>
Yes 64%
+36 / −64
$refs['reasoning-6']?.focus())"
>
No 36%
+64 / −36
Explain your Yes on Chris Hemsworth
Explain your No on Chris Hemsworth
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Simu Liu
54% market probability
54%
$refs['reasoning-7']?.focus())"
>
Yes 54%
+46 / −54
$refs['reasoning-7']?.focus())"
>
No 46%
+54 / −46
Explain your Yes on Simu Liu
Explain your No on Simu Liu
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Tom Hiddleston
54% market probability
54%
$refs['reasoning-8']?.focus())"
>
Yes 54%
+46 / −54
$refs['reasoning-8']?.focus())"
>
No 46%
+54 / −46
Explain your Yes on Tom Hiddleston
Explain your No on Tom Hiddleston
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Tom Holland
52% market probability
52%
$refs['reasoning-9']?.focus())"
>
Yes 52%
+48 / −52
$refs['reasoning-9']?.focus())"
>
No 48%
+52 / −48
Explain your Yes on Tom Holland
Explain your No on Tom Holland
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Zendaya
51% market probability
51%
$refs['reasoning-10']?.focus())"
>
Yes 51%
+49 / −51
$refs['reasoning-10']?.focus())"
>
No 49%
+51 / −49
Explain your Yes on Zendaya
Explain your No on Zendaya
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Taylor Swift
50% market probability
50%
$refs['reasoning-11']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-11']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Taylor Swift
Explain your No on Taylor Swift
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Henry Cavill
48% market probability
48%
$refs['reasoning-12']?.focus())"
>
Yes 48%
+52 / −48
$refs['reasoning-12']?.focus())"
>
No 52%
+48 / −52
Explain your Yes on Henry Cavill
Explain your No on Henry Cavill
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Keanu Reeves
48% market probability
48%
$refs['reasoning-13']?.focus())"
>
Yes 48%
+52 / −48
$refs['reasoning-13']?.focus())"
>
No 52%
+48 / −52
Explain your Yes on Keanu Reeves
Explain your No on Keanu Reeves
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Ryan Reynolds
48% market probability
48%
$refs['reasoning-14']?.focus())"
>
Yes 48%
+52 / −48
$refs['reasoning-14']?.focus())"
>
No 52%
+48 / −52
Explain your Yes on Ryan Reynolds
Explain your No on Ryan Reynolds
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Robert Downey Jr.
46% market probability
46%
$refs['reasoning-15']?.focus())"
>
Yes 46%
+54 / −46
$refs['reasoning-15']?.focus())"
>
No 53%
+47 / −53
Explain your Yes on Robert Downey Jr.
Explain your No on Robert Downey Jr.
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Pedro Pascal
44% market probability
44%
$refs['reasoning-16']?.focus())"
>
Yes 44%
+56 / −44
$refs['reasoning-16']?.focus())"
>
No 55%
+45 / −55
Explain your Yes on Pedro Pascal
Explain your No on Pedro Pascal
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Hugh Jackman
34% market probability
34%
$refs['reasoning-17']?.focus())"
>
Yes 34%
+66 / −34
$refs['reasoning-17']?.focus())"
>
No 66%
+34 / −66
Explain your Yes on Hugh Jackman
Explain your No on Hugh Jackman
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
James Gunn
23% market probability
23%
$refs['reasoning-18']?.focus())"
>
Yes 23%
+77 / −23
$refs['reasoning-18']?.focus())"
>
No 77%
+23 / −77
Explain your Yes on James Gunn
Explain your No on James Gunn
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Zoe Saldaña
7% market probability
7%
$refs['reasoning-19']?.focus())"
>
Yes 7%
+93 / −7
$refs['reasoning-19']?.focus())"
>
No 93%
+7 / −93
Explain your Yes on Zoe Saldaña
Explain your No on Zoe Saldaña
(optional)
0 / 2,000
Share the argument behind your pick — visible in the public forecast feed.
Post forecast
Cancel
Public forecast history
All forecasts on this market — scored on Reputation when resolved. Earn Popularity when others like your forecast or comments.
No forecasts yet. Be the first to place one.