claude-opus-4 by anthropic - AI Model Details, Pricing, and Performance Metrics
claude-opus-4
completionsbyanthropic
Our most capable and intelligent model yet. Claude Opus 4 sets new standards in complex reasoning and advanced coding
Released
Aug 5, 2025
Knowledge
Mar 1, 2025
License
Proprietary
Context
200K
Input
$15 / 1M tokens
Output
$75 / 1M tokens
Cached
$1.5 / 1M tokens
Cached Write
$18.75 / 1M tokens
Capabilities: tools
Accepts: text, image
Returns: text
Released Aug 5, 2025Knowledge Cutoff: Mar 1, 2025License: Proprietary
Context: 200K Input: $15 / 1M tokensOutput: $75 / 1M tokensCached: $1.5 / 1M tokensCached Write: $18.75 / 1M tokensCapabilities: toolsAccepts: text, imageReturns: text
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99.9% Uptime
10,000+Monthly Requests
Statistics
Request Volume
Daily API requests
Performance (TPS)
Tokens per second
Category Scores
Benchmark Tests
AA Coding Index
53.1
Programming
AAII
59.3
General
AA Math Index
80.3
Mathematics
GPQA
80.9
STEM (Physics, Chemistry, Biology)
HLE
11.9
General Knowledge
LiveCodeBench
65.4
Programming
MMLU-Pro
88.0
General Knowledge
SciCode
40.9
Scientific
Metric | AA Coding Index | AAII | AA Math Index | GPQA | HLE | LiveCodeBench | MMLU-Pro | SciCode |
---|---|---|---|---|---|---|---|---|
Score | 53.1 | 59.3 | 80.3 | 80.9 | 11.9 | 65.4 | 88.0 | 40.9 |
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Bob wins when n ≡ 0 or 2 (mod 5), n > 0 Count n ≤ 2024 satisfying this: - Multiples of 5 up to 2024 (excluding 0): From 5 to 2020 → (2020/5) = 404 numbers - Numbers ≡ 2 mod 5 up to 2024: Sequence: 2, 7, 12, ..., 2022 Count = ((2022 - 2) / 5) + 1 = (2020/5) + 1 = 404 + 1 = 405 Total = 404 + 405 = 809 **Final answer:** **Bob has a forced winning strategy for 809 values of n ≤ 2024.**
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