The problem provides a series of clues to determine the order in which the horses finished a race. Let's break down each clue to find the solution.
1. Penn Fe finished before Night Marvel and after Wish Bones.
This implies the order relation: Wish Bones < Penn Fe < Night Marvel.
2. If Hallelujah is not tied with Sundae, then Wish Bones is tied with Penn Fe.
This means that the order dependency is conditional:
- Case A: Hallelujah ties with Sundae, then Wish Bones and Penn Fe do not tie.
- Case B: Hallelujah does not tie with Sundae, Wish Bones ties with Penn Fe.
3. Penn Fe finished as many places after Sundae as Sundae finished after Wish Bones if and only if Wish Bones finished before Night Marvel.
This infers a symmetric place difference and confirms: Wish Bones < Night Marvel.
Now, let's consider the options. We seek the arrangement meeting all conditions:
1st | Wish Bones |
2nd | Sundae & Hallelujah |
4th | Penn Fe |
5th | Night Marvel |
By analyzing:
- Wish Bones is first, satisfying "Penn Fe after Wish Bones."
- Sundae and Hallelujah are tied for second.
- Penn Fe is in fourth, which places Night Marvel in fifth, satisfying "Penn Fe before Night Marvel."
The arrangements adhere to all clues provided, confirming the solution as:
1st | Wish Bones |
2nd | Sundae & Hallelujah |
4th | Penn Fe |
5th | Night Marvel |
Find the missing code:
L1#1O2~2, J2#2Q3~3, _______, F4#4U5~5, D5#5W6~6