Providers
Compare RPC providers on measured data
The top 4 on the chosen chain are compared by default. Pick your own — up to 4 — and the selection moves into the URL, so a comparison can be sent to someone else and they will see exactly what you saw.
Providers on BSC
- NodeReal
- BNB Chain
- PublicNode
- Blast API
- 1RPC
Side by side
1h window · 60 minutes observed · generated 2026-10-08 18:13:28 UTC
| Metric | NodeReal | PublicNode | Blast API | 1RPC |
|---|---|---|---|---|
| Rank | 1 | 3 | 4 | 5 |
| Score | 97.4 | 81.1 | 66.7 | 0.0 |
| Status | Excellent | Good | Degraded | Poor |
| Availability | 100.00% | 99.94% | 100.00% | 0.00% |
| p50 latency | 17.9 ms | 30.0 ms | 110.8 ms | 0.0 ms |
| p95 latency | 25.4 ms | 53.8 ms | 130.3 ms | 0.0 ms |
| p99 latency | 54.0 ms | 204.8 ms | 159.0 ms | 0.0 ms |
| Correctness | 100.00% | 99.94% | 100.00% | not measured |
| Head lag | 1.65 blocks | 3.97 blocks | 3.21 blocks | no cohort |
| Rate limited | 0 | 0 | 18 | 264 |
| Unsupported | 0 | 0 | 0 | 0 |
| Samples | 1,584 | 1,612 | 1,600 | 316 |
5 providers scored against each other.
Where the gap comes from
Two scores side by side say one is higher. This says why: the score is a weighted sum, so it comes apart, and each component’s share of the difference adds back to the difference exactly. Compared against NodeReal, the highest scorer of those selected.
NodeRealvsPublicNode
+16.3points
- Latency+14.3
- Head freshness+2.0
- Availability+0.0
- Correctness+0.0
The parts add to +16.3, exactly — the score is a weighted sum, so it comes apart.
NodeRealvsBlast API
+30.7points
- Latency+29.3
- Head freshness+1.4
- Availability+0.0
- Correctness+0.0
The parts add to +30.7, exactly — the score is a weighted sum, so it comes apart.
NodeRealvs1RPC
+97.4points
- Availability+40.0
- Latency*+29.3
- Correctness*+20.0
- Head freshness*+8.1
The parts add to +97.4, exactly — the score is a weighted sum, so it comes apart. Components marked * were measured for only one of the two; the other’s weight is spread across what it does have, which is why the two sides can carry different weights for the same row.