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deepseek

deepseek-chat

completions

DeepSeek-Chat is an advanced conversational AI model designed to provide intelligent

Input:$0.14 / 1M tokens
Output:$0.28 / 1M tokens
Context:64K tokens
tools
text
text

Access deepseek-chat through LangDB AI Gateway

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Code Example
Configuration
Base URL
API Keys
Headers
Project ID in header
X-Run-Id
X-Thread-Id
Model Parameters
11 available
frequency_penalty
-202
max_tokens
min_p
001
presence_penalty
-201.999
repetition_penalty
012
response_format
seed
stop
temperature
012
top_k
top_p
011
Additional Configuration
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Publicly Shared Threads5
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    Python Pygame Classic Tetris Implementation
    12 days ago
    Complete Python code for a classic Tetris game using Pygame with full gameplay, scoring, controls, and UI elements including next piece preview and game over handling.
    python tetris pygame
    tetris game development
    pygame tetrominoes implementation
    tetris game mechanics python
  • deepseek
    Synonyms & Nuances of "Gregarious"
    12 days ago
    Synonyms for "gregarious" highlight different social nuances: extroverted (outgoing energy), convivial (festive warmth), affable (approachable demeanor).
    gregarious synonyms
    differences in sociable words
    extroverted convivial affable
    social personality adjectives
  • deepseek
    Bob wins for all n with n ≡ 0 or 2 (mod 5); there are 808 such n ≤ 2024.
    12 days ago
    Bob can force a win exactly when n ≡ 0 or 2 mod 5; there are 808 such n ≤ 2024 where Bob wins.
    combinatorial game theory
    winning and losing positions
    modular pattern in games
    token removal game
  • deepseek
    Responsive Navbar with Hamburger Toggle Menu
    12 days ago
    Responsive navigation bar with a hamburger menu toggling link visibility on screens smaller than 600px using HTML, CSS, and vanilla JS.
    responsive navbar
    hamburger menu
    css javascript navigation
    mobile menu toggle
  • deepseek
    Closed-form and exact value for recurrence \(a_{n+1} = 3a_n+1\)
    12 days ago
    Deriving the closed-form \(a_n = \frac{5}{6}3^n - \frac{1}{2}\) for the recurrence \(a_{n+1}=3a_n+1\), then computing \(a_5=202\).
    recurrence relation
    closed form solution
    linear recurrence
    sequence computation
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