L LLM Cloud Hub
Side-by-side comparison

ERNIE 4.5 21B A3B Thinking vs LFM2-24B-A2B

Baidu Qianfan

ERNIE 4.5 21B A3B Thinking

Input / 1M
$0.0700
Output / 1M
$0.2800
View ERNIE 4.5 21B A3B Thinking →
LiquidAI

LFM2-24B-A2B

Input / 1M
$0.0300
Output / 1M
$0.1200
View LFM2-24B-A2B →
ERNIE 4.5 21B A3B ThinkingLFM2-24B-A2B
Provider Baidu Qianfan LiquidAI
Context window Maximum tokens (input + output) the model can process in a single request. Glossary → 131,072 32,768
Capabilities Optional capabilities the model advertises: vision (images), tools (function calling), json_mode (structured output). text-only text-only
Input $ / 1M tokens Cost for tokens you send (prompt + context). Cheaper side highlighted. Glossary → 0.0700 0.0300
Output $ / 1M tokens Cost for tokens the model generates. Output is normally 3–5× pricier than input. Glossary → 0.2800 0.1200

Frequently asked questions

Which is cheaper, ERNIE 4.5 21B A3B Thinking or LFM2-24B-A2B?

LFM2-24B-A2B is cheaper than ERNIE 4.5 21B A3B Thinking on a 50/50 input/output blend by about $0.1 per 1M tokens. Exact savings depend on your input-vs-output ratio — use the cost calculator on this page for a workload-specific estimate.

Which has a larger context window, ERNIE 4.5 21B A3B Thinking or LFM2-24B-A2B?

ERNIE 4.5 21B A3B Thinking has the larger context window at 131k tokens versus 33k tokens for LFM2-24B-A2B. That means ERNIE 4.5 21B A3B Thinking can ingest about 4.0x as much text per request.

What is the difference between ERNIE 4.5 21B A3B Thinking and LFM2-24B-A2B?

ERNIE 4.5 21B A3B Thinking comes from Baidu Qianfan; LFM2-24B-A2B comes from LiquidAI. They differ in pricing, context window, and supported capabilities — see the side-by-side table on this page for the exact figures, refreshed nightly.

Keyboard shortcuts

?
Show this overlay
/
Focus the first form field
g h
Go to / (home)
g b
Go to /best-llm-for
g c
Go to /cost
g s
Go to /self-hosted
g x
Go to /compliance
Esc
Close any overlay

Inspired by Linear and GitHub conventions. The two-key sequences (g then h) work within ~1 second.