- Fri Jan 21, 2011 12:00 am
#26378
Setup and Rule Diagram Explanation
This is a Basic Linear: Balanced, Identify the Templates game.
This game is primarily a Sequencing game, but the last rule moves it into a Linear classification (which is not that significant of a change—all Sequencing games are Linear; Sequencing games just have Sequencing rules only).
The first two rules can be diagrammed as follows:
First rule:
Second rule:
Combined, they appear as follows:
These two rules jointly establish that M, L, and P cannot be last, and that H and J cannot be first. The combination of the two rules is also unique, because 5 of the 6 variables are addressed; only G is not included.
The third rule is more complex, and, as has been occurring more frequently in recent years, produces two mutually exclusive scenarios. Conditionally, the rule can initially be diagrammed as:
The fourth and final rule establishes a G Not Law on the sixth position:
Note that, because the first two rules establish that M, L, and P cannot be last, and because the fourth rule establishes that G cannot be last, only two actors could be last: H or J.
With the basic rules in place, let us examine the templates created by the third rule.
Template #1
This template occurs under the M P H G aspect of the third rule. With H appearing earlier than G, only J can be last under this template. With J appearing last, the second rule is automatically satisfied and can be disregarded at this point. M and L must still appear earlier than H (from the first rule), and P is required to appear later than M (from the third rule). Thus, the full diagram appears as:
Template #2
This template occurs under the G H P M aspect of the third rule, and is the more challenging of the two templates to diagram. Starting from the base diagram of the first and second rules combined, to account for G H, we can add a line from H up to G; similarly, we can do the same between P and M, although this is not the most elegant of solutions from a visual standpoint:
With the two conditions added, only G, L or P can appear first, and only H or J can appear last:
This is a Basic Linear: Balanced, Identify the Templates game.
This game is primarily a Sequencing game, but the last rule moves it into a Linear classification (which is not that significant of a change—all Sequencing games are Linear; Sequencing games just have Sequencing rules only).
The first two rules can be diagrammed as follows:
First rule:
Second rule:
Combined, they appear as follows:
These two rules jointly establish that M, L, and P cannot be last, and that H and J cannot be first. The combination of the two rules is also unique, because 5 of the 6 variables are addressed; only G is not included.
The third rule is more complex, and, as has been occurring more frequently in recent years, produces two mutually exclusive scenarios. Conditionally, the rule can initially be diagrammed as:
- M P H G
- G H P M
The fourth and final rule establishes a G Not Law on the sixth position:
Note that, because the first two rules establish that M, L, and P cannot be last, and because the fourth rule establishes that G cannot be last, only two actors could be last: H or J.
With the basic rules in place, let us examine the templates created by the third rule.
Template #1
This template occurs under the M P H G aspect of the third rule. With H appearing earlier than G, only J can be last under this template. With J appearing last, the second rule is automatically satisfied and can be disregarded at this point. M and L must still appear earlier than H (from the first rule), and P is required to appear later than M (from the third rule). Thus, the full diagram appears as:
Template #2
This template occurs under the G H P M aspect of the third rule, and is the more challenging of the two templates to diagram. Starting from the base diagram of the first and second rules combined, to account for G H, we can add a line from H up to G; similarly, we can do the same between P and M, although this is not the most elegant of solutions from a visual standpoint:
With the two conditions added, only G, L or P can appear first, and only H or J can appear last:
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