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3 years ago
Nagini, Familiar of the Dark Wizard Voldemort
Creato 3 years ago · 129 commenti· 0 mi piace
SDXL 1.0
Prompt credit goes to @Lelka
"Nagini was a Maledictus cursed to transform into a snake. Originating possibly in Indonesia, by 1927 she was a performer at the Circus Arcanus where she met Credence Barebone and had a romantic relationship with him. By then, she could transform into a snake at will, although her curse did often cause her to transform uncontrollably.
By 1994, Nagini was seemingly trapped in snake form and belonged to Lord Voldemort, with whom she had a special bond largely due to becoming a Horcrux after her master had killed Bertha Jorkins that same year.
During the Second Wizarding War, she had to be destroyed for Voldemort to finally be defeated. Nagini was killed by Neville Longbottom with Godric Gryffindor's Sword and was the last Horcrux to be destroyed after Rowena Ravenclaw's diadem." Harry Potter Wiki
129 Commenti
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TheFireElemental @TheFireElemental
Artist
Here you go hamster! @ria_hagane
2024-11-14T01:32:20.976ZReply
Thank you for participating in the challenge and congratulations to the winners! hope to see you in the next lion challenge!
here is the results of the snake challenge.👇
here is the new lion challenge. 👇
please don't reply.
Impostazioni Creazione
- Prompt testuali
- "The_Chamber_of_Secrets" a huge green snake hissing, spiralling around subterranean pillars, mist, rising steam, red ambient light, moody, glowing runes in stone, mysterious, detailed oil painting with rough paint strokes and textures, 16k resolution, fine art, super dramatic shadowsWeight: 1ugly, 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: -0.6
- Modello
CKPT- Risoluzione iniziale
Medium
- Proporzioni
1:1
- Tempo di esecuzione
Short
- Peso complessivo del Prompt
80%
- Peso Affinatore
45%
- Peso del rumore
100%
- Metodo di Campionamento
K_DPMPP_2M
