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" alt="How to Launch chronos-2 via WebGPU (Browser) Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;">
Deploying this model locally is quickest when done via a simple curl command.
Make sure to follow the instructions below.
The engine will automatically fetch large dependencies in the background.
Once launched, the wizard detects your specs to configure the model for maximum efficiency.
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🔐 Hash sum: f1aa154bf3e65af1c655be4e4b134cd5 | 📅 Last update: 2026-06-24
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The chronos-2 model represents a significant advancement in time-series forecasting and sequence modeling tasks. Built upon an enhanced transformer architecture, it incorporates attention mechanisms that capture long‑range dependencies across temporal data. By integrating multimodal inputs such as text, audio, and sensor streams, the model delivers richer contextual understanding for complex predictions. Its training pipeline leverages a massive curated dataset spanning multiple domains, resulting in robust generalization and state‑of-the‑the performance metrics. The released version supports both high‑throughput inference on standard hardware and specialized accelerators, making it accessible for production environments. Developers can fine‑tune chronos-2 for niche applications through its flexible API, which includes comprehensive documentation and example notebooks.
| Metric | Value |
|---|---|
| Parameters | 12 B |
| Training Tokens | 5 trillion |
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