Latest polls

Each poll as published, with its pollster, fieldwork dates, sample size and a link to the source.

How to read a poll

Sample size is how many people were asked. More people means less random error, never none.
±3 is the margin of error: the real figure is likely within 3 points either way of the one shown.
Two polls can differ because they were taken on different dates, with different methods and different samples.
est. means the institute did not publish a margin of error, so it is estimated from the sample size.
The average smooths this out: it combines recent polls, so one unusual poll cannot swing the picture.

CountryElectionPolling instituteFromTo

Sort

4 polls · page 1 of 1 · Clear filters

Polls with institute, dates, sample, margin of error, methodology and results
Institute	Date	Fieldwork	Sample	MoE	Method	Voting intention	Source
Remington Research Group (R) 🇺🇸 United States · 2026 Alabama Senate Republican primary	11 May 2026	5 May 2026 – 7 May 2026	589	±4.0 est. (Not published: estimated from sample size (95%, simple random sample))	—	Moore (R) 23.0% Hudson (R) 20.0% Marshall (R) 16.0% Murphy (R) 1.0% Walker (R) 1.0%	Source for Remington Research Group (R) poll (opens in a new tab)
Remington Research Group (R) 🇺🇸 United States · 2026 Georgia gubernatorial Republican primary	4 May 2026	28 Apr 2026 – 29 Apr 2026	815	±3.4 est. (Not published: estimated from sample size (95%, simple random sample))	—	Jackson (R) 29.0% Jones (R) 28.0% Raffensperger (R) 14.0% Carr (R) 5.0%	Source for Remington Research Group (R) poll (opens in a new tab)
Remington Research Group (R) 🇺🇸 United States · 2026 Alabama Senate Republican primary	9 Mar 2026	2 Mar 2026 – 4 Mar 2026	692	±3.7 est. (Not published: estimated from sample size (95%, simple random sample))	—	Moore (R) 22.0% Marshall (R) 16.0% Hudson (R) 12.0% Murphy (R) 1.0% Walker (R) 1.0%	Source for Remington Research Group (R) poll (opens in a new tab)
Remington Research Group (R) 🇺🇸 United States · 2026 Alabama Senate Republican primary	20 Jan 2026	16 Jan 2026 – 19 Jan 2026	775	±3.5 est. (Not published: estimated from sample size (95%, simple random sample))	—	Marshall (R) 26.0% Moore (R) 13.0% Hudson (R) 10.0% Walker (R) 2.0% Murphy (R) 1.0%	Source for Remington Research Group (R) poll (opens in a new tab)

Remington Research Group (R)
🇺🇸 United States · 2026 Alabama Senate Republican primary
11 May 2026 · n=589 · MoE ±4.0 est. (Not published: estimated from sample size (95%, simple random sample)) · Method n/a
- Moore (R)23.0%
- Hudson (R)20.0%
- Marshall (R)16.0%
- Murphy (R)1.0%
- Walker (R)1.0%
View original source
Remington Research Group (R)
🇺🇸 United States · 2026 Georgia gubernatorial Republican primary
4 May 2026 · n=815 · MoE ±3.4 est. (Not published: estimated from sample size (95%, simple random sample)) · Method n/a
- Jackson (R)29.0%
- Jones (R)28.0%
- Raffensperger (R)14.0%
- Carr (R)5.0%
View original source
Remington Research Group (R)
🇺🇸 United States · 2026 Alabama Senate Republican primary
9 Mar 2026 · n=692 · MoE ±3.7 est. (Not published: estimated from sample size (95%, simple random sample)) · Method n/a
- Moore (R)22.0%
- Marshall (R)16.0%
- Hudson (R)12.0%
- Murphy (R)1.0%
- Walker (R)1.0%
View original source
Remington Research Group (R)
🇺🇸 United States · 2026 Alabama Senate Republican primary
20 Jan 2026 · n=775 · MoE ±3.5 est. (Not published: estimated from sample size (95%, simple random sample)) · Method n/a
- Marshall (R)26.0%
- Moore (R)13.0%
- Hudson (R)10.0%
- Walker (R)2.0%
- Murphy (R)1.0%
View original source

Select two or more polls to compare them side by side.

Latest polls

Each poll as published, with its pollster, fieldwork dates, sample size and a link to the source.

How to read a poll

Sample size is how many people were asked. More people means less random error, never none.
±3 is the margin of error: the real figure is likely within 3 points either way of the one shown.
Two polls can differ because they were taken on different dates, with different methods and different samples.
est. means the institute did not publish a margin of error, so it is estimated from the sample size.
The average smooths this out: it combines recent polls, so one unusual poll cannot swing the picture.