Generate your own starships with AI
Create your own images of starships and space battles with our free AI image generator.
3 years ago
Reman Scout Ship~
Erstellt vor 3 years ago · 17 kommentare· 0 Likes
Cherry Picker XL v2.7Stable Video Diffusion (SDV 1.1)
Thank you Admiral @Mjauu for your superior prompt!
Kreationsübersicht von Vincent
Futuristic Lunarpunk Starfighter in Deep Space
This image shows a high-tech boomerang-shaped starfighter in deep space. The spacecraft features black opal and noctilucent materials, intricate circuitry, and shimmering, reflective metal in a lunarpunk aesthetic.
Erstellt von IndicAI am Feb 18, 2024 unter Verwendung des Cherry Picker XL v2.7 KI-Bildgenerator-Modells.
17 Kommentare
An der Unterhaltung teilnehmen
Math Girl @Mathgrl
Oh, that's so cool!!! I love your fighter ship design!!!
2024-06-25T02:42:52.558ZReply
Congratulations! Another fantastic creation. This isn't the first time you've won my challenge is it? 😮😁
Excellent work, pal. Great to see you up there with this awesome creation! 🚀✨👍🤘
I am so jelly of your starship designs! My attempts at making them have all ended in ugly failure.
Stylish, sneaky & sophisticated. I love it, Indi.🚀🎵✨😁
Kreationseinstellungen
- Modell
- Startbild
Kein Startbild verwendet
- Text-Prompts
- sci-fi dark Futuristic perfect complex epic lunarpunk colossal High-tech black opal noctilucent aerodynamic borg boomerang shaped mechanical symmetrical star-fighter in deep dark space, Magical mystical : godly : Regal : Meticulously detailed (Hubble, cosmic, Nebula, galaxy sky: 1.3)Weight: 1.5iridescent detailed polished shimmering metal circuitry twinkling machine lights, reflective, maximalist ultra quality complex perfect epic fantastical phenomenon magic hour magical realism art Divine futuristic mind bending cinematic, crisp details Sinopia colors intricately detailed 16K resolution ...Weight: 1.1
- Modell
- Addon Modelle
- Anfangsauflösung
Medium
- Seitenverhältnis
4:3
- Laufzeit
Short
- Gesamt-Prompt-Gewicht
70%
- Verfeinerungsgewicht
5%
- Abtastmethode
K_DPMPP_2M
