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#59621
Setup and Rule Diagram Explanation
This is a Grouping Game: Defined-Fixed, Balanced.
This game has a Linear structure paired with four Grouping rules. Because there are two dogs placed each day, our diagram will feature the days as the base, with two spaces per day:
The first two rules include one block and one not-block:
Since these two rules address four of the six dogs in the game, what is the relationship between the two dogs—S and K—not included in these two rules? To determine this relationship, first analyze what happens when the blocks are placed (in this analysis, disregard the linear aspect of the game and just consider the groups).
1. L and P must occupy one entire day:
2. G and H cannot be placed on the same day, and since there are only two days open, G and H must form a dual- option that occupies one space on each day:
3. By Hurdling the Uncertainty, we can infer that the two remaining variables, K and S, can never be placed on the same day:
Consequently, we can infer that S and K form a not-block:
This inference is directly tested in question #8.
There are also two powerful conditional rules in the game:
Because these rules involve two separate days and they both involve the second rule, they ultimately result in a single solution to the game:
The basis for the templates is the placement of the LP block. Since the LP block can go on any of the three days, there are three basic avenues that lead to the templates:
LP on Monday:
When the LP block is placed on Monday, H and G must be split between Tuesday and Wednesday. However, the placement of S and K has an impact on G and H because of the action of the fourth rule. This ultimately creates two templates:
Template #1 contains two solutions; template #2 contains only one solution.
LP on Tuesday:
When the LP block is placed on Tuesday, both the third and fourth rules are affected: K cannot be placed on Monday, and S cannot be placed on Wednesday. Consequently, K must be placed on Wednesday and S must be placed on Monday. G and H form a dual-option that rotates between Monday and Wednesday:
This template contains two solutions.
LP on Wednesday:
When the LP block is placed on Wednesday, H and G must be split between Monday and Tuesday. However, the placement of S and K has an impact on G and H because of the action of the third rule. This ultimately creates two templates:
Template #4 contains two solutions; template #5 contains only one solution.
Either a regular setup or the template approach will effectively solve this game. In our explanations of the questions we will use the regular setup because more people attack the game using that method, and the template method still leaves several possible solutions undefined.
This is a Grouping Game: Defined-Fixed, Balanced.
This game has a Linear structure paired with four Grouping rules. Because there are two dogs placed each day, our diagram will feature the days as the base, with two spaces per day:
The first two rules include one block and one not-block:
Since these two rules address four of the six dogs in the game, what is the relationship between the two dogs—S and K—not included in these two rules? To determine this relationship, first analyze what happens when the blocks are placed (in this analysis, disregard the linear aspect of the game and just consider the groups).
1. L and P must occupy one entire day:
2. G and H cannot be placed on the same day, and since there are only two days open, G and H must form a dual- option that occupies one space on each day:
3. By Hurdling the Uncertainty, we can infer that the two remaining variables, K and S, can never be placed on the same day:
Consequently, we can infer that S and K form a not-block:
This inference is directly tested in question #8.
There are also two powerful conditional rules in the game:
Because these rules involve two separate days and they both involve the second rule, they ultimately result in a single solution to the game:
- The third rule. When K is placed on Monday, then G must be placed on Tuesday. The LP block must then be placed on Wednesday. Consequently, because G is on Tuesday, H must be placed on Monday. The last remaining dog, S, must then be placed on Tuesday. Thus, when K is placed on Monday, there is only one solution to the game:
The fourth rule. When S is placed on Wednesday, then H must be placed on Tuesday. The LP block must then be placed on Monday. Consequently, because H is on Tuesday, G must be placed on Wednesday. The last remaining dog, K, must then be placed on Tuesday. Thus, when S is placed on Wednesday, there is only one solution to the game:
The basis for the templates is the placement of the LP block. Since the LP block can go on any of the three days, there are three basic avenues that lead to the templates:
LP on Monday:
When the LP block is placed on Monday, H and G must be split between Tuesday and Wednesday. However, the placement of S and K has an impact on G and H because of the action of the fourth rule. This ultimately creates two templates:
Template #1 contains two solutions; template #2 contains only one solution.
LP on Tuesday:
When the LP block is placed on Tuesday, both the third and fourth rules are affected: K cannot be placed on Monday, and S cannot be placed on Wednesday. Consequently, K must be placed on Wednesday and S must be placed on Monday. G and H form a dual-option that rotates between Monday and Wednesday:
This template contains two solutions.
LP on Wednesday:
When the LP block is placed on Wednesday, H and G must be split between Monday and Tuesday. However, the placement of S and K has an impact on G and H because of the action of the third rule. This ultimately creates two templates:
Template #4 contains two solutions; template #5 contains only one solution.
Either a regular setup or the template approach will effectively solve this game. In our explanations of the questions we will use the regular setup because more people attack the game using that method, and the template method still leaves several possible solutions undefined.
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Dave Killoran
PowerScore Test Preparation
Follow me on X/Twitter at http://twitter.com/DaveKilloran
My LSAT Articles: http://blog.powerscore.com/lsat/author/dave-killoran
PowerScore Podcast: http://www.powerscore.com/lsat/podcast/
PowerScore Test Preparation
Follow me on X/Twitter at http://twitter.com/DaveKilloran
My LSAT Articles: http://blog.powerscore.com/lsat/author/dave-killoran
PowerScore Podcast: http://www.powerscore.com/lsat/podcast/