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curse of curves

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The Lunar Curse: A Second Chance With Alpha Draven
Author: Paschalinelily
Completed · 4.1M Views
Synopsis
Meredith Carter was once the pride of her pack—until the Lunar Curse marked her as wolfless, unwanted, and a disgrace. Humiliated, abandoned, and rejected by her fated mate, she thought the Moon Goddess had forsaken her. But her curse came with a cruel side effect—wild, uncontrollable pheromones that drove men insane with desire and disgust. A scent so intoxicating, it made her a target. The night she was cast aside when her pheromones spiralled beyond control, Alpha Draven Oatrun—the most feared and untouchable Alpha in the kingdom—claimed her instead. But Draven doesn’t want love. He doesn’t even want her. His reasons for marrying her have nothing to do with fate. Thrust into a world of ruthless politics, deadly enemies, and a mate who sees her as nothing more than a pawn, Meredith must fight to survive, reclaim her dignity, and uncover the secrets behind her curse. Because something is awakening inside her. Something powerful. Something… ancient. And when the truth is revealed, not even Alpha Draven will be able to resist what she becomes. Rejected. Cursed. Desired. Chosen. Will Meredith break free from her fate? Above all, what is this mystical force pushing her to start a war? — Excerpt: "You may have claimed me," Meredith whispered, her violet eyes burning with defiance, "but you will never own me." Draven exhaled a low, dangerous laugh. His golden eyes gleamed as he caged her in, his presence suffocating. "Own you?" His voice was velvet and steel. "Little wolf, I don’t need to own you." He brushed a strand of silver-white hair behind her ear—a touch so light, yet it sent shivers down her spine. "Because whether you like it or not…" His breath ghosted against her skin. "Your body already responds to me." Meredith clenched her jaw, ignoring the traitorous warmth pooling deep inside her. It was the pheromones. It had to be. "I hate you," she forced out. “Good,” Draven smirked. Because hate was just another form of obsession.
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The Strongest Curse Master

Born into a lower middle class family, Ace Lander grew up being told there was a simple formula for success: get an education, graduate, and work hard to build a prosperous future. But that formula failed him during the final stretch of his senior year when a local gang targeted him, putting everything he had and was building towards at risk. Trapped and desperate, Ace felt his life spiraling out of control—until Ria Hart, a fellow classmate, discovering Ace's innate aptitude to become a Curse Master, a being capable of wielding curse energy and abilities but haunted by Curselings, took pity and introduced him to the secret world hidden beneath the mundane surface of their world, the World of Curses. Awakening as a Curse Master, Ace discovers he possesses an extraordinary innate curse tool: the Cursed Toybox. This tool comes with a unique class, Toymancer, granting Ace powers unlike any curse master the world has seen before. The Cursed Toybox allows him to animate and actualize toys, transforming them into powerful, living beings bound to his will. From overpowered heroes to legendary gods, any toy that falls into Ace's Cursed Toybox springs to life with powers beyond one's imagination but bound to him in eternal servitude. Armed with his Toy Summons, Ace must navigate the perilous world of curses, protect his loved ones, and reclaim control of his destiny before the gang—and the darkness of the hidden world—consume him entirely. [ — Status Screen — > Your Cursed Toybox is animating the doll 'Silicone Sailor Stella' as a toy summons… > Your Cursed Toybox has animated the doll 'Silicone Sailor Stella.' > Toy summon 'Silicone Sailor Stella' added to your toy space. > Toymancer can now summon Sailor Stella. Summoning Toy Summons... Name: Stella Race: Curse Tool Class: Toy summon Title: Silicone Sailor Durability: (100/100) Enchantment: 1-Star Individuality: (100/100) Curse Energy Consumption: 5 units per hour Skills: Toy Actualization, Seamanship, Armed Security, Adult Gratification. Toy Actualization: Bring Toy Summons' original character design and skills to existence when they are animated based on their individuality stats. Addition Effect: Toy Physiology. Seamanship: Expertise in navigation, sailing, and ship handling alongside wilderness survival, first aid, and emergency procedures. Armed Security: Proficiency in the use of small arms and other naval weaponry with training in close quarters combat, surveillance, and counterintelligence. Adult Gratification: Creatively addressing emotional, mental, and physical needs of Toymancer till gratification.] "Cursed armies, Curselings, and Curse slaves are nothing—I've got a Toy legion of overpowered action figures and unrealistically beautiful silicone goddess." ~Toymancer Join the saga of the Toymancer's rise to become the Strongest Curse Master.

IGotStones · Fantasy

The Sun and The Curse

Awas!! Ntar ketagihan. Area 21++!!!  Sinopsis.   Siapa yang menyangka kalau progeria mengubah nasib seseorang? Memiliki penyakit langka memang sangat menakutkan. Huang Zhi Yang harus mengalaminya selama bertahun-tahun dengan kutukan iblis. Namun, keajaiban membuka dunia pararel menuju kejayaan dinasti Tang (730 masehi). Mengubah dirinya menjadi Tabib cantik dan hebat. Bertemu dan mencintai seorang pria bangsawan Li Zhao Yang. Sayangnya, Li Zhao Yang harus menikahi wanita pilihan ayahnya. Sementara takdir menuntut yin dan yang untuk menyatukan mereka. Mampukah Huang Zhi Yang dan Li Zhao Yang bersatu kembali? Lalu, bagaimana dengan misteri kutukan penyakitnya di masa depan? Cover by : @Jieundesign NOTE !!! Sangat meminta perhatian dari pembaca semua. Saya hanya penulis yang remahan, semoga ceritanya tidak remahan ya. Tiada kata harap maupun angan. Semua sama. *Mohon bantuan dari pembaca semua supaya bisa menambahkan buku ke rak jika sudah melihat cerita ini! *Bisa tinggalkan review agar jadi kenangan indah. *Berharap kalian bisa membantu saya untuk menemukan kesalahan atau typo di setiap bab cerita karena manusia tak lepas dari kekhilafan. *Semoga kalian betah sama cerita ini. *Jika jatuh cinta kepada cerita ini, nggak ada salahnya beri dukungan lewat batu kuasa serta hadiahnya. *Saya nggak berharap banyak, cuma bisa menebar karya saya agar bisa menjadi penghibur dan penambah ilmu pembaca semua. *Saya selalu berharap agar bisa selamanya menulis di sini. Kenyamanan pembaca dan penulis selalu diharapkan. Terima kasih jika kalian telah perhatian kepada cerita ini. Semoga sehat selalu dan berlimpah atas rezekinya! Aamiin. Temukan saya di IG : @ochy_redrose

Rossystories · Fantasy
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Related Questions
Body curves online reading
1 answer
2026-01-13 22:07
In today's Internet age, there were several ways to read novels about body curves online. First, he could visit some well-known novel platforms, such as Qidian Chinese Network, Xiaoxiang Academy, etc. These platforms usually had a large number of novel resources, including works with body curves as the theme. Secondly, social media and online forums were also good places to find such novels. Users could search for related topics on these platforms, check other readers 'recommendations and reviews, and find novels that suited their tastes. In addition, some e-book stores also provided novel download services, where one could search for books related to body curves. It should be noted that when reading, you must abide by relevant laws, regulations, and ethics to avoid spreading bad content. At the same time, they should also pay attention to protecting personal information and network security to avoid revealing personal privacy and causing unnecessary losses. I hope these suggestions will help you find and enjoy reading. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
How does the concept of 'love curves' relate to the plot in 'love curves and heartbreak novel'?
1 answer
2024-11-16 21:17
The 'love curves' might represent the ups and downs of the characters' relationships in the novel. For example, a rising curve could signify the growth of love between two characters, while a falling curve could indicate the start of heartbreak.
The protagonist is the Son of Light, wearing the curves
1 answer
2026-06-20 16:16
In the reference materials, there were plots where the main character transmigrated to the bumpy world as the Son of Light. For example, the ordinary Thunderous Lion Pirates pushed people, and when the villain of the Seven Creations Society was stabbed to vent his anger, he accidentally transmigrated to the bumpy world as the Son of Light. There were also many interesting plots when " I " transmigrated into the bumpy world as the Son of Light. There were awkward social plots, wardrobe changes, and the little fox's back decoration turned into a real fox. Watching " Son of Light " wasn't enough. Everyone, please click to read the novel!
curves Women's Fitness Franchise
1 answer
2025-01-15 22:22
The cost of joining the curves women's gym was about 500,000 to 1 million yuan. Curved was one of the largest women's fitness chains in the world. It was founded in 1992 in Texas, USA. Currently, there were more than 5000 affiliated chain clubs around the world, serving more than 10 million female members. In the Chinese market, the company already had seven stores. Joining the Curved Women's Gym was relatively low. The initial investment in rent, renovation, and fitness equipment would be much lower than that of a large-scale comprehensive gym. The head office provided a comprehensive training system and support services. However, Curved recently announced its withdrawal from the Chinese market for unknown reasons.
focal ratio theorem for conical curves
1 answer
2025-01-10 12:26
The focal ratio theorem of the conical curve was a theorem related to the polar coordinate equation of the conical curve. According to the given polar coordinate equation of the conical curve, p =ep/(1-e* cos0), and the straight line, 0 =c or 0 = Pi +c, where c is a constant, the focal ratio theorem can be derived as:| 1-e*cosc)/(1+e*cosc)|.The specific derivation process is as follows: Consider the intersection of the conical curve and the straight line. The coordinates of the intersection are (ep/(1-e*cosc), c) and (ep/(1+e*cosc), Pi +c). According to the definition of focal radius, the focal radius length was the distance from the focal point to the intersection point. Therefore, the ratio of focal radius to length is| 1-e*cosc)/(1+e*cosc)|.This was the derivation process of the focal ratio theorem for conical curves.
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