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Buddy vs NEO Gamma

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Quick verdict

Buddy leads on 7 of 12 comparable rows

Buddy leads on Reality Score, Data Freshness, Price, and Countries (+3 more). NEO Gamma leads on Readiness Score, Speed, Mobility, and Manipulation (+1 more).

Who should choose which?

Buddy
Choose Buddy if…
  • Verified shipping and public proof matter more to you (reality score 86/100).
  • Budget is a priority and Buddy lists lower ($4,890+).
  • Your main goal is elder care, which Buddy targets directly.
  • Strengths like social interaction and perception match how you plan to use it at home.
  • You prefer a mobile form factor over the alternatives in this compare.
NEO Gamma
Choose NEO Gamma if…
  • You need a pre-order path today while alternatives are still prototype or coming soon.
  • Your main goal is home assistant, which NEO Gamma targets directly.
  • Strengths like social interaction and manipulation match how you plan to use it at home.
  • You prefer a humanoid form factor over the alternatives in this compare.
Performance
Readiness Score
87
88
Reality Score
86
76
Data Freshness
100%
85%
Speed2.5 km/h5 km/h
PayloadUnknown8 kg
Specs
Height56 cm168 cm
Weight8 kg30 kg
Battery4–6 hUnknown
FormMobileHumanoid
Availability
Price$4,890+$20,000
Market StatusLimitedPre-order
AvailabilityLimitedLimited
CountriesUnited States, France, European Union, Global (quote-based)United States
Intelligence
Mobility
78
82
Manipulation
20
86
Perception
84
80
Autonomy
76
58
Social Interaction
95
88
Home Navigation
74
84
Sensors13 MP cameras (80° & 130°), 6× obstacle (IR/ultrasonic), 6× drop/cliff, 3× touch, 4× omni mics, 1× directional mic, IR sensorDual 8.85MP stereo fisheye cameras, 4 beamforming mics, IMU
ConnectivityWi-Fi, Bluetooth 5.0, 4GWi-Fi, Bluetooth, 5G
EcosystemBuddy OS + Companion apps; Buddy PRO Multi-Apps (annual license); Android SDK (annual subscription); ChatGPT / generative AI integrations; BuddyLab educational coding; Telepresence and tele-assistanceRedwood AI; 1X Expert remote guidance; Chores scheduling app
Green cells mark the stronger value in each row across 2 robots.