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Every time you touch the screen, the role will change, in addition to the absence of other additional actions, and in the main menu interface you can select a management role and . There may be some work in this area in the future, but no scripting is required for now. A simple example of this problem is that when you play mahjong, you can choose multiple roles. You can act as a player that influences the dice and play as a player of your own free will, which means that you have the ability to redirect the dice and move game pieces as long as you can stay on the playing field. These control scenarios are executed if you find an effective way to achieve the end goal in any of them.
Similarly, in Tango, it is possible to explore the games in King of Trivia, trying to find the best possible way to complete each scenario. This is done during the stages of the Exploration Games, which are divided into four stages. First, fulfill all the conditions, if any. If not, then back off. If it fails, return the progress back. Repeat to find the correct way to complete each stage. How the player provides for his life by exploring games in an endless loop is the essence of the conceptual design of this ideology. The possibilities are many and it is difficult to cover them all in one chapter. However, if you have a classic business plan in your hands, the principle of classifying and dividing games into stages in the Tangos methodology will be useful to you.
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Chapter 5
Proper decision space
When designing an architecture, any game must be able to be optimized for the majority of players, so generating functional requirements, or overall quality requirements, is an inseparable part of the architecture. This applies, for example, to requirements such as the playing field and the number of moves for each player.
Consider, for example, a hexagonal board drawn on 3x3x3 squares. Its side (alley) is in feet (0.8 m). On opposite sides (field) there are 18 cells (see picture).
What is the overall difficulty level for each stage for the game? How many tries for each move? What is the number of different moves required to achieve victory? What is the average payoff for each player under different outcomes? And much more. This simple example shows that the architectural requirements in real games must meet certain numbers.
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