Compare

Reachy Mini vs Vector 2.0

← Back to robots

Quick verdict

Reachy Mini leads on 6 of 12 comparable rows

Reachy Mini leads on Readiness Score, Reality Score, Data Freshness, and Battery (+2 more). Vector 2.0 leads on Price, Countries, Mobility, and Manipulation (+2 more).

Who should choose which?

Reachy Mini
Choose Reachy Mini if…
  • You want higher readiness (91/100 vs peers) for near-term home use.
  • Verified shipping and public proof matter more to you (reality score 89/100).
  • Your main goal is education, which Reachy Mini targets directly.
  • Strengths like social interaction and perception match how you plan to use it at home.
Vector 2.0
Choose Vector 2.0 if…
  • Budget is a priority and Vector 2.0 lists lower ($199.99).
  • Your main goal is conversation, which Vector 2.0 targets directly.
  • Strengths like social interaction and perception match how you plan to use it at home.
Performance
Readiness Score
91
79
Reality Score
89
64
Data Freshness
100%
85%
SpeedUnknownUnknown
PayloadUnknownUnknown
Specs
Height28 cm7.6 cm
Weight1.5 kg0.16 kg
Battery2–4 h2 h
FormDesktopDesktop
Availability
Price$299+$199.99
Market StatusBuy NowBuy Now
AvailabilityAvailableAvailable
CountriesUnited States, France, Global (direct order)United States, Canada, United Kingdom, Germany, France, Australia
Intelligence
Mobility
28
38
Manipulation
5
12
Perception
85
78
Autonomy
76
74
Social Interaction
90
93
Home Navigation
8
22
Sensors120° 12MP camera (Sony IMX708), 4× PDM mic array (XMOS XVF3800), IMU (wireless only)2MP HD camera (120° FOV), 4× beamforming mics, IR cliff sensor, touch sensor, IMU
ConnectivityWi-Fi 2.4/5 GHz + USB (wireless); USB-C to computer (Lite)Wi-Fi 2.4 GHz, Bluetooth LE, Amazon Alexa
EcosystemPython SDK and web dashboard; Hugging Face Spaces app store; MuJoCo simulation; LeRobot / Hugging Face model hub; Conversation, hand-tracker, and radio apps at launch; Discord maker communityVector mobile app; Amazon Alexa; ChatGPT voice (subscription); Python SDK; Wire-Pod (community)
Green cells mark the stronger value in each row across 2 robots.