Desktop Dinosaurs Free Download (v1.5.4)

Posted on June 15, 2023 | Casual, Management, Simulation.

Desktop Dinosaurs Free Download PC Game Cracked in Direct Link and Torrent. Desktop Dinosaurs – Enjoy watching cute hand animated dinosaurs inspired by 90’s Tamagotchi live directly on your desktop. Manage your environment, resources to raise and evolve…

CRACKED – FREE DOWNLOAD – TORRENT

Game Overview

Developer: Harmonie Games

Publisher: Harmonie Games

Release Date: 23 Jun, 2023

Genre: Casual, Simulation, Management

Enjoy watching cute hand animated dinosaurs inspired by 90’s Tamagotchi live directly on your desktop. Manage your environment, resources to raise and evolve your dinosaurs during their entire life. But don’t forget to show them love! Dinosaurs need love!

Features 🦕

Key Fetures:

Watch your dinosaurs live (eat, sleep, die…)
2 game modes:
Overlay: play directly on your windows desktop (available only on Windows)
Fullscreen: play with an animated background, dynamics lighning reflecting the current time of the day.
5 species currently available : Stegosaurus, Triceratops, Tyranosaurus, Pachycephalosaurus, Parasaurolophus, Ankylosaurus (more to come)
Pet dinosaurs
Name your dinosaurs
Randomly generated dinosaur colors amoung 27 color sets
A shop where you can buy new dinosaurs eggs, food, decorations, toys

DOWNLOAD LINKS

All links are interchangeable, you can download different parts on different hosts
Request a game or request re-upload, visit Game Request
If you need help a problem, visit F.A.Q

Link MegaUp.net:
Download HERE

Link Mega.nz:
Download HERE

Link 1Fichier:
Download HERE

Link GoFile:
Download HERE

Link AnonFiles:
Download HERE

Link Rapidgator:
Download HERE

Link Uptobox:
Download HERE

Link SendCM:
Download HERE

Link Clicknupload:
Download HERE

(See instructions if you don't know how to install: Instructions on how to install)

1.  Extract/Install.
2.  Crack if needed.
3.  Play game.
4.  Have fun ^^.
5.  (OPTION) Install the update version if they have the future in the link below: