User:Skizzerz/Puzzle Archive

This is an archive of my weekly puzzles. Click here to view their answers here to view the puzzles.

Week 1
There is one mention of five, ten, and fifty in the word search below, can you find them?

T E F I  V   T Y E N E                  N E I F I T N E N T                  E N F T F I E I Y I                    X   E E I N E N T E F                  F E Y E E F I N I E  I T E T F N I N E N  N Y Y N I   L   E T I N  E T Y N I F T F T I

The mentions of five, ten, and fifty in the word search are in roman numerals and there is only one "V", one "X", and one "L" in the search.

Puzzle 1
There are ten numbered statements listed below. How many statements in this puzzle are true and which ones?

The first sentence is a statement that is true and the ninth numbered statement.
 * 1) The number of false statements is one.
 * 2) The number of false statements is two.
 * 3) The number of false statements is three.
 * 4) The number of false statements is four.
 * 5) The number of false statements is five.
 * 6) The number of false statements is six.
 * 7) The number of false statements is seven.
 * 8) The number of false statements is eight.
 * 9)   The number of false statements is nine.
 * 10) The number of false statements is ten.

Puzzle 2
What are the elusive characters? Missing two letters or numbers?

W A T E ? C M ? T L O N

If you look at the question, you will see that the large letters each match up with the beginning of a word. The C is for Characters and the T for Two.

Puzzle 1
Alphametic puzzles are series of numbers and letters that represent a well-known phrase or saying. For example: 52 C in a D (52 Cards in a Deck) 7 D a W (7 Days a Week) 13 in a BD (13 in a Baker's Dozen) So what do you think this one stands for? 5 W in the A 5 Words in the Answer

Puzzle 2
Not including the words in this question, or the hall of fame section, there are six words below, what are they?

RED BOLD ITALIC UNDERLINE lowercase The six words in the puzzle are: Red, Bold, Italic, Underline, Lowercase, and Invisible

Week 4
Here are nine sticks which have been arranged on a flat surface to form a figure that looks like a cube.

Suppose two of the sticks were removed. How could you rearrange the sticks that remained so that they still formed the figure of a cube?