


The latest version of Lemonade Tycoon Deluxe is currently unknown. Lemonade Tycoon Deluxe is a Shareware software in the category Miscellaneous developed by Lemonade Tycoon Deluxe. Lemonade Tycoon Deluxe is a fun and engaging game that challenges players to use their business skills and make strategic decisions to succeed in the competitive world of lemonade stands. Additionally, players can invest in upgrades such as better advertising or a larger stand to increase their profits. The game also includes elements of strategy, as players must monitor the weather and adjust their prices and inventory accordingly. The goal is to sell as many cups of lemonade as possible and make a profit. As customers approach, players must decide how much to charge for each glass and how many glasses to sell. Players begin by choosing their location, setting the price of their lemonade, and managing their inventory. In this game, players are tasked with running a lemonade stand and trying to make as much profit as possible. First title in the series.Lemonade Tycoon Deluxe is a classic simulation game that was developed by Lemonade Tycoon Deluxe. Play as a dictator running a small tropical island nation.īuild and manage a zoo. Pizza Syndicate)įast Food Tycoon 2 (a.k.a. A development version is available for download.įast Food Tycoon (a.k.a. Open source Transport Tycoon Deluxe clone.

Re-release of Sid Meier's Railroad Tycoon.ģDO, AMI, DOS, DS, GEN, MAC, JAG, PS1, SAT, SCD, SNESįirst title in the series. Ĭreated in 1973, ported to Apple II in 1979

Text-based economic simulation game based on the ancient Sumerian city-state of Lagash. The table can be sorted by clicking on the small boxes next to the column headings. Information regarding date of release, developer, platform, setting and notability is provided when available. This is a comprehensive index of business simulation games, sorted chronologically. See Lists of video games for related lists. You can help by adding missing items with reliable sources. This is a dynamic list and may never be able to satisfy particular standards for completeness.
