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एक स्थान पर सभी सर्वोत्तम AI मॉडल्स
नैनो केला, जीपीटी इमेज, फ्लक्स, सीड्रीम, सीडांस और अधिक। इसे अभी मुफ़्त में आज़माएँ!
2 years ago
The Monster
सृजित 2 years ago · 3 टिप्पणियाँ· 0 लाइक
Juggernaut XL v5
विन्सेंट द्वारा सृजन सारांश
Galactic Horror Icon in Celestial Black and Silver
A photorealistic digital illustration of a Frankenstein-like figure crafted from stars, posing amidst galaxies with intricate details and a splash of color, reminiscent of comic book art.
सृजित Feb 20, 2025 को lizardly द्वारा, Juggernaut XL v5 एआई छवि उत्पन्न मॉडल का उपयोग करके।
3 टिप्पणियाँ
बातचीत में शामिल हों
Jay @Jay2010
I'm a product of the 60s and grew up on monster magazines. this guy is so good.
2025-03-28T01:11:13.339ZReply
Ty everyone for playing & congratulations to our winners! NEW EPIC NO THEME CHALLENGE is up. Everyone meet us there!
📣 Group Message 📣
Thanks all of you 2k+ artists for taking part and voting in my recurring ⭕NO THEME⭕ challenge. So many awesome entries including yours! 🤩
Congrats to those that got credits, especially the Top 3! 👏🏻
I'll be liking the Top 20 ❤ after sending this message.
Another challenge will start soon in the same room, hope to see your creativity again! 👍🏻
📈 Challenge results:
My Other Challenge Rooms:
⭕Photography Challenge⭕
⭕Sci-Fi Challenge⭕
सृजन सेटिंग्स
- प्रॉम्प्ट टेक्स्ट
- A Frankenstein made out of outerspace stars. He is posing with the galaxies, he is a perfect black and silver and green constellation of horror. Realistic, perfect features, flawless body, photorealistic, masterpiece, digital illustration, extremely intricate, hyperdetailed, splash of colorWeight: 1Mark Brooks and Dan Mumford, comic book art, perfect, smoothWeight: 0.9ugly, tiling, poorly drawn hands, poorly drawn feet, poorly drawn face, out of frame, extra limbs, disfigured, deformed, body out of frame, blurry, bad anatomy, blurred, watermark, grainy, signature, cut off, draftWeight: -0.3
- मॉडल
CKPT- प्रारंभिक संकल्प
Medium
- आस्पेक्ट रेश्यो
1:1
- रनटाइम
Short
- कुल प्रॉम्प्ट वजन
50%
- सुधारक वजन
50%
- सैंपलिंग विधि
K_DPMPP_2M
