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Reflowed problems and added solutions

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Brian Buller
2018-03-15 11:24:23 -05:00
parent 986d17f104
commit 2a37946673
50 changed files with 2124 additions and 1464 deletions
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2016/day19/problem
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@@ -5,10 +5,10 @@ Advent of Code
The Elves contact you over a highly secure emergency channel. Back at the
North Pole, the Elves are busy misunderstanding White Elephant parties.
Each Elf brings a present. They all sit in a circle, numbered starting
with position 1. Then, starting with the first Elf, they take turns
stealing all the presents from the Elf to their left. An Elf with no
presents is removed from the circle and does not take turns.
Each Elf brings a present. They all sit in a circle, numbered starting with
position 1. Then, starting with the first Elf, they take turns stealing all
the presents from the Elf to their left. An Elf with no presents is removed
from the circle and does not take turns.
For example, with five Elves (numbered 1 to 5):
@@ -27,21 +27,21 @@ Advent of Code
So, with five Elves, the Elf that sits starting in position 3 gets all the
presents.
With the number of Elves given in your puzzle input, which Elf gets all
the presents?
With the number of Elves given in your puzzle input, which Elf gets all the
presents?
Your puzzle input was 3014387.
Your puzzle answer was __________.
Your puzzle answer was 1834471.
--- Part Two ---
Realizing the folly of their present-exchange rules, the Elves agree to
instead steal presents from the Elf directly across the circle. If two
Elves are across the circle, the one on the left (from the perspective of
the stealer) is stolen from. The other rules remain unchanged: Elves with
no presents are removed from the circle entirely, and the other elves move
in slightly to keep the circle evenly spaced.
instead steal presents from the Elf directly across the circle. If two Elves
are across the circle, the one on the left (from the perspective of the
stealer) is stolen from. The other rules remain unchanged: Elves with no
presents are removed from the circle entirely, and the other elves move in
slightly to keep the circle evenly spaced.
For example, with five Elves (again numbered 1 to 5):
@@ -52,8 +52,8 @@ Advent of Code
4 3
• Elves 3 and 4 are across the circle; Elf 3's present is stolen, being
the one to the left. Elf 3 leaves the circle, and the rest of the
Elves move in:
the one to the left. Elf 3 leaves the circle, and the rest of the Elves
move in:
1 1
5 2 --> 5 2
@@ -80,12 +80,12 @@ Advent of Code
So, with five Elves, the Elf that sits starting in position 2 gets all the
presents.
With the number of Elves given in your puzzle input, which Elf now gets
all the presents?
With the number of Elves given in your puzzle input, which Elf now gets all
the presents?
Your puzzle input was 3014387.
Your puzzle answer was __________.
Your puzzle answer was 1420064.
References