Randy & Manilla

Details

Description

Eng: Randy & Manilla is a game in which we discover a mysterious quantum cyber-universe hosted by Net-Cubes that contain virtual worlds with several game genres. A strange kind of virtual environment with the inspiration of Wreck-It Ralph in a later post-apocalyptic era to Ready Player One.

Esp: Randy y Manilla es un juego en el que descubriremos un misterioso ciber-universo cuántico repleto de Net-Cubes que contienen mundos virtuales con varios géneros de juegos. Una extraña especie de entorno virtual con inspiración a Rompe-Ralph en una época post-apocalíptica posterior a Ready Player One.



In the year 2142, among the mysteries of the quantum supercomputer created by Lambert Wilson, there is a cyber-universe packed with brightly colored cubes called Net-Cubes. Within them, fantastic virtual worlds of pixelated and abstract structures await. It is free from threats like hackers, cyber-spies and corporate and government organizations. But that doesn't mean that they don’t hold their own dangers; such as the villain of the red Net-Cube: Cracksom Virus. This dominant virus is putting all Net-Cubes in danger of being permanently deleted, so he can expand his empire of computing corruption to the real world, abandoned by humans.

Meanwhile, a messaging algorithm called E-Mailer arrives at the world of Bloxland Qubitown, Randy and Manilla’s home, giving them an urgent warning: the entire cyber-universe is in grave danger of being destroyed by Cracksom. He knows that they are the only ones who can stop his great threat. Moreover, according to the mayor Blue Quantáramo, our heroes hold a hidden programming and power that prevents them from being corrupted by Cracksom himself. And so, they accept the mission to embark on a great adventure through all the different Net-Cubes. E-Mailer will also come along and open portals so our heroes can access the new worlds.

Features:

  • Play levels of several game genres (platformer, arcade, racing, etc.)
  • Play as Randy or Manilla to travelling of the Net-Cubes


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