For each state, the current best estimate of the Senate race is given below, with all the polls for the most recent week of polling averaged together. (Note: the most recent week of polling for a given state may not be this week.) The states are listed from most Democratic to most Republican. The fourth column gives the candidate's current lead in that state. The seats column gives the number of Senate races we are tracking. The special elections in Oklahoma and South Carolina are being assigned to the Republicans.
If you compare our scores to that of other media sources, you will no doubt find differences. Part of this is that we do count robopollsters (e.g., PPP, Rasmussen, and SurveyUSA) but do not count partisan pollsters, who work to elect Democrats or Republicans. Also, every source has its own algorithm for combining recent polls. Ours is here.
The color coding is as follows:
- Dark blue: Strongly Democratic (Democrat leads by >= 10%)
- Middle blue: Likely Democratic (Democrat leads by 5-9%)
- Light blue: Barely Democratic (Democrat leads by 1-4%)
- White: Tossup (currently exactly tied)
- Light red: Barely Republican (Republican leads by 1-4%)
- Middle red: Likely Republican (Republican leads by 5-9%)
- Dark red: Strongly Republican (Republican leads by >= 10%)
The states in the middle are the ones in play.
The final two columns are the cumulative Senate seats. For the Democrats, start at the top, so if they win just the #1 state and nothing else they get 24 seats: #1 + 23 holdovers. For the Republicans, read up from the bottom. If they win only the bottom one, they get 45 seats due to the 44 holdovers.
Another way of viewing this table is to ask "How deep into red territory do the Democrats have to go to win?" Or alternatively (reading upwards from the bottom) "How deep into blue territory do the Republicans have to go to win?" The state that puts either candidate over the top is the tipping-point state. It is indicated by the little hand icon for each candidate.
Click on a state name to see a graph of all the Senate polls for that state.
Note that the sum of the seats in a single row is never 100 because that would count the row twice. The sum of the Democrats' seats in any row plus the Republican seats in the row below it is 100, since that assigns each state to only one candidate.
We are ignoring the vote of the Vice President in the event of a evenly divided Senate. The hands indicate a clear majority of the actual senators.
| State | Seats | Democrat | Republican | Lead | Dem seats | GOP seats |
| Vermont | 1 |
71% |
25% |
46% |
23 |
78 |
| New York | 1 |
72% |
27% |
45% |
24 |
77 |
| Delaware | 1 |
66% |
29% |
37% |
25 |
76 |
| Minnesota | 1 |
65% |
31% |
34% |
26 |
75 |
| Rhode Island | 1 |
65% |
35% |
30% |
27 |
74 |
| Maryland | 1 |
55% |
27% |
28% |
28 |
73 |
| Hawaii | 1 |
63% |
37% |
26% |
29 |
72 |
| West Virginia | 1 |
61% |
37% |
24% |
30 |
71 |
| Maine | 1 |
53% |
31% |
22% |
31 |
70 |
| California | 1 |
61% |
39% |
22% |
32 |
69 |
| Michigan | 1 |
59% |
38% |
21% |
33 |
68 |
| Washington | 1 |
60% |
40% |
20% |
34 |
67 |
| New Jersey | 1 |
59% |
40% |
19% |
35 |
66 |
| Missouri | 1 |
55% |
39% |
16% |
36 |
65 |
| Florida | 1 |
55% |
42% |
13% |
37 |
64 |
| Connecticut | 1 |
55% |
43% |
12% |
38 |
63 |
| Minnesota-special* | 1 |
53% |
43% |
10% |
39 |
62 |
| Pennsylvania | 1 |
54% |
45% |
9% |
40 |
61 |
| Massachusetts | 1 |
54% |
46% |
8% |
41 |
60 |
| Wisconsin | 1 |
52% |
46% |
6% |
42 |
59 |
| Virginia | 1 |
53% |
47% |
6% |
43 |
58 |
| New Mexico | 1 |
51% |
45% |
6% |
44 |
57 |
| Indiana | 1 |
50% |
44% |
6% |
45 |
56 |
| Ohio | 1 |
50% |
45% |
5% |
46 |
55 |
| Montana | 1 |
49% |
45% |
4% |
47 |
54 |
| North Dakota | 1 |
50% |
49% |
1% |
48 |
53 |
| Nevada | 1 |
45% |
46% |
1% |
49 |
52 |
| Arizona | 1 |
46% |
50% |
4% |
50 |
 51 |
| Texas | 1 |
41% |
57% |
16% |
51 |
50 |
| Nebraska | 1 |
42% |
58% |
16% |
52 |
49 |
| Mississippi | 1 |
40% |
57% |
17% |
53 |
48 |
| Utah | 1 |
30% |
65% |
35% |
54 |
47 |
| Tennessee | 1 |
30% |
65% |
35% |
55 |
46 |
| Wyoming | 1 |
22% |
76% |
54% |
56 |
45 |