Compare
Mirokaï vs Jennie
Quick verdict
Mirokaï leads on 8 of 11 comparable rows
Mirokaï leads on Readiness Score, Reality Score, Countries, and Mobility (+4 more). Jennie leads on Battery, Price, and Social Interaction.
Who should choose which?

Choose Mirokaï if…
- Verified shipping and public proof matter more to you (reality score 74/100).
- Strengths like social interaction and perception match how you plan to use it at home.
- You prefer a humanoid form factor over the alternatives in this compare.

Choose Jennie if…
- Budget is a priority and Jennie lists lower ($1,500).
- Strengths like social interaction and perception match how you plan to use it at home.
- You prefer a animal-like form factor over the alternatives in this compare.
| Spec | ![]() Mirokaï Enchanted ToolsLeads 8 | ![]() Jennie TombotLeads 3 |
|---|---|---|
| Performance | ||
| Readiness Score | 81 | 78 |
| Reality Score | 74 | 66 |
| Data Freshness | 85% | 85% |
| Speed | 3.2 km/h | Not mobile |
| Payload | 3 kg | Unknown |
| Specs | ||
| Height | 123 cm | 35 cm |
| Weight | 26 kg | 2.95 kg (6.5 lb) |
| Battery | 4 h | 4–6 h |
| Form | Humanoid | Animal-like |
| Availability | ||
| Price | $30,000+ | $1,500 |
| Market Status | Limited | Waitlist |
| Availability | Limited | Waitlist |
| Countries | France, Japan, United States | United States |
| Intelligence | ||
| Mobility | 86 | 8 |
| Manipulation | 70 | 18 |
| Perception | 88 | 84 |
| Autonomy | 76 | 52 |
| Social Interaction | 94 | 97 |
| Home Navigation | 72 | 5 |
| Sensors | 2× RGBD cameras, 2× IR cameras, 9× ToF cameras, 6× ultrasound, 4× microphones, 3× IMUs, torque sensors | Capacitive touch (full body), microphone array, accelerometer, gyroscope, ambient light, temperature |
| Connectivity | Wi-Fi 2.4 GHz & 5 GHz | Bluetooth, peer-to-peer Wi-Fi (companion app) |
| Ecosystem | Enchanted Tools Web API; Mirokaï simulator (pymirokai); ROS-based stack; Multi-LLM voice stack | Tombot smartphone app; Over-the-air behavior updates; ComfortResponse vocal stress detection |
Green cells mark the stronger value in each row across 2 robots.

