Puzzle 201
Starting with any C, using the move of a chess knight, can you find the letters of Christmas in the correct order?

The moves of a knight are:
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Hint
A knight moves in the shape of an L, two squares one way, one square the other.
Answer
Puzzle 202
What is the smallest positive integer which …
… when multiplied by 3 gives a number consisting of only 4's?
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Hint
Try working backwards.
Answer
148.
Reasoning
A number that is divisible by 3 has digits that add up to a number that is also divisible by 3 (for example, 123 is divisible by 3).
So we can look for the first number where 4 + 4 + 4 + 4 + 4 + … is divisible by 3, which is 4 + 4 + 4, and 444 ÷ 3 = 148.
Alternative Reasoning
Let's try the possible answers in order:
4 ÷ 3 = 1.3333
44 ÷ 3 = 14.6666
444 ÷ 3 = 148
Double-Checking
148 x 3 = 444.
Puzzle 203
What comes next in this sequence:
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Answer

Reasoning
Each letter appears as many times as there are straight lines in that letter.
The letter H has three straight lines, so three H's are shown.
Puzzle 204
If 7 ingots of IRON weigh 112 tonnes, 4 ingots of COBALT weigh 104 tonnes and 3 ingots of GOLD weigh 54 tonnes.
How heavy are 5 ingots of TIN?
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Hint
Start by looking at the consonants and vowels (AEIOU).
Answer
65 tonnes.
Vowels (AEIOU) are worth 3 and consonants are worth 5, added together and then multiplied by the number of ingots.
So TIN has 1 vowel (worth 3) and 2 consonants (worth 10).
Added gives 13, then multiplied by 5 ingots = 65.