My autobiography is definitely not a tragedy! - Chapter 990 - 575: Thrifty and Diligent (2)

You had taken up the Student profession

You had now reached level 7.

Acquired skills: elementary school knowledge, junior school knowledge, and senior high school knowledge.

You took the university entrance exam and scored full marks.

Your have been upgraded to level 9, and you have activated the profession-change interface.

You became a scientist and gained R&D skills.

You used R&D skills and gained space fortress-building technology.

You used R&D skills and gained starship technology.

You are now invincible.

“Ding! Soulbinding has been successfully completed; you will now head to the Heaven Awaken World.” After hearing this, Zhao Fu’s vision darkened as he fell to the ground.

Mochizuki Touya, a 15-year-old boy, who got zapped by a flash of lightning due to a freak accident caused by God, wakes up and finds himself face-to-face with God.

Shaurya, a terminally ill young man from India, breathes his last while chanting Lord Vishnu’s name. But death isn’t the end — it’s his divine beginning.Chosen by Lord Narayan Himself, Shaurya awakens in a mystical cultivation world, reborn with a perfect immortal body and a unique Divine Sect System. In this world where immortals rule and ancient clans dominate, Shaurya stands out — a Hindu soul in a Chinese fantasy realm.While others struggle for years in seclusion to cultivate, Shaurya levels up by completing divine missions — from mantra meditation to purifying evil. Each task earns him Dharma Points, unlocking divine weapons, cultivation techniques, sect structures, and powerful allies. He establishes the Sanatan Flame Sect, a holy force born of faith, flame, and fate.Armed with blessings from a real god and a system no one else can comprehend, Shaurya sets out to build the greatest sect the world has ever seen.---Tags:Cultivation · System · Sect Building · Reincarnation · Hindu Mythology · Overpowered MC · Indian MC · Fantasy World · Divine Weapons · Light Humor · Serious Power Progression