Step 2. Along with your table, use the
following clues and the process of elimination to find D Hut which is
situated between two landmarks.
-
Find the difference between the shortest and the longest distances and
divide that number by 2. Cross off all numbers from zero including that number.
- The shortest distance is 2 and the longest distance is 14. The difference is 12, 1/2 of 12 is 6. Cross off all boxes
with numbers 2 to 6.
- Count how many times each of the remaining numbers appear in the table.
Find the highest amount of times a number appears and add "1" to it.
Divide the sum by 2 and that is how many times our number appears in the
table. Cross off all other numbers that appear any other number of times than 8.
- The numbers appear in the table as follows:
7=8; 8=8; 8=10; 10=15; 11=10; 12=6; 13=12; 14=2. The number that appears the
most amount of times 10 at 15 times; 1 more than 15 is 16, 1/2 of 16 is 8.
- Cross off any distance number that is the same as the amount of times it
appears in the table.
You should know the distance number for the location of D Hut by now.
- Both 7 and 8 appear in the table 8 times, so the number cannot be 8, it must be 7.
- D Hut is between one landmark that has one vowel and one landmark that has two vowels.
- It cannot be between the Lake and the Flatlands as they both have 2 vowels.
- The first letter of these two landmarks are even numbers when counted in the alphabet.
- It cannot be between the Cove or the Marsh as Cove starts with the 3rd number in the
alphablet, while Marsh starts with the 13th letter of the alphabet.
- The two remaining boxes on your table-graph will have the right answer
I hope you enjoyed D Game.
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