Solinexta: Unlocking Maryam Mirzakhani's Mathematical Universe, authored by Vikram Singh Sankhala, is designed to cultivate a deep, intuitive understanding of the mathematical landscape explored by the brilliant Fields Medalist Maryam Mirzakhani. This twelve-book delves into the interconnected realms of geometry, topology, dynamics, and combinatorics, offering a visual and conceptual journey through complex mathematical objects like hyperbolic surfaces, geodesics, and moduli spaces. Sankhala’s unique approach, inspired by his background in Vedic astrology and AI, translates the rigor of Mirzakhani's work into accessible, progressively challenging problems that encourage creative exploration and generalization. The book prioritizes visualization and conceptualization over rote computation, aiming to build a strong foundation for engaging with advanced mathematical ideas. By focusing on how to approach problems with Mirzakhani's depth and creativity, readers will learn to see relationships between disparate mathematical fields and develop their own inquisitive approach to mathematics. The book's core mission is to empower readers to develop a visual, intuitive, and conceptually rich understanding of mathematics, mirroring Mirzakhani's celebrated innovative spirit. It addresses the motivation to develop a deep level of understanding of Mirzakhani’s approach and thinking, with the desired impact of providing a solid foundation for further mathematical exploration. Through exercises focusing on classifying surfaces, exploring geodesic flows, understanding curve combinatorics, and conceptualizing moduli spaces, readers are encouraged to visualize, reason, and connect multiple mathematical domains. The branding term 'Solinexta' signifies this forward-looking, analytical approach to mathematical discovery, echoing Mirzakhani's pioneering work. Sankhala’s expertise ensures that complex topics are presented with clarity, making this an invaluable resource for anyone seeking to grasp the essence of Mirzakhani's groundbreaking contributions and foster their own creative problem-solving skills in mathematics.