एक स्थान पर सभी सर्वोत्तम AI मॉडल्स
नैनो केला, जीपीटी इमेज, फ्लक्स, सीड्रीम, सीडांस और अधिक। इसे अभी मुफ़्त में आज़माएँ!
2 years ago
Oren Kistra Degaulle and the People's Remnants Armies of Neo Mogadishu
सृजित 2 years ago · 40 टिप्पणियाँ· 0 लाइक
SDXL 1.0 + 7 addons
In the year 2153, Earth's climate has become inhospitable to many forms of life, including humanity. Rising temperatures, sea levels and mega storms have lead to food shortages, disease and wars.
In Neo Mogadishu, one of many movements to salvage order amongst human society is gaining traction, the PRA, ragtag bands of young people with some or little military training forming militias that then banded together, becoming a formidable force.
Oren Kistra Degaulle rose quickly to prominence through her audacity, cunning and grit. She would become a symbol for the climate restoration efforts of generations to come.
"We're paying for the mistakes of hundreds of generations. Nothing to do but roll up our sleeves and stomp the kick pedal." She was quoting as saying.
40 टिप्पणियाँ
बातचीत में शामिल हों
RKDM @RKDM
Awesome!
2024-10-26T23:03:38.626ZReply
thanks for the tip (I tried it out and will publish one I think) and am lucky number 100th like on a couple of these. 😉
The change is real and already happening, we live in a forest and are seeing real time and feeling real time how sudden things shift. I love your wordsmithery/Omen btw
Votre texte est vraiment d'actualité! Il nous faudrait une Oren Krista !🔥🤗✨️
सृजन सेटिंग्स
- प्रॉम्प्ट टेक्स्ट
- The mice were furious, line art, filigree, X Motifs, Ornate <lora:Arklines:0.6>, (Anthropomorphic furious cyberpunk mouse, Blue mohawk, nose ring:1.3), inkpunk graffitpunk, <lora:MoreHawks:0.3> cyberpunk rock anthropomorphic mouse <lora:CyberCore:0.3>(raging, furious:1.3) <lora:Punky Portraits:0.3> comic ...Weight: 1
- मॉडल
CKPT- एडऑन मॉडल्स
LoRA
Arkelon
LoRAArkelon
LoRA
Verso
LoRA
Slowpoke
LoRAVerso
LoRA
Fuzzy Boots
LoRA
James- प्रारंभिक संकल्प
Medium
- आस्पेक्ट रेश्यो
1:1
- रनटाइम
Long
- कुल प्रॉम्प्ट वजन
50%
- सैंपलिंग विधि
K_DPMPP_2M
