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- Numbers & Logic I - III
-
-
- There are ten logic puzzles in the Numbers & Logic Series, and
- they all contain a number in their title that is related to how they
- are solved.
-
-
- Numbers & Logic I
-
- Dial 10 - The object of this puzzle is to rotate 4 concentric rings so
- the numbers 1 - 10 are in each quadrant.
-
- Find 9 - Numbers are randomly distributed in a grid pattern. The
- object is to highlight all squares that are in the center
- of a 3 x 3 grid containing the set of numbers 1 - 9.
-
- Maze 8 - This puzzle uses hexagons to cover a portion of the screen.
- Each hexagon has a number from 1 - 8. The puzzle is
- solved when you highlight a path across the screen that
- has the lowest sum of numbers in the hexagons.
-
-
- Numbers & Logic II
-
- Tri 7 - The objective of this puzzle is to rotate each of the triangles
- (with the numbers 1 - 7) so the numbers in adjacent corners
- match.
-
- Equals 6 - Nine numbers are added, subtracted, and/or multiplied to form
- 6 sums. The objective is to find out what the numbers are.
- This puzzle features a built-in calculator.
-
- Slide 5 - A 5 x 5 grid of numbers must be slid row or column at a time
- until the sums of all columns and rows are equal. This is
- kind of a cross between Rubick's cube and the slide picture
- puzzles.
-
-
- Numbers & Logic III
-
- Zap 4 - Four sets of the numbers 1 - 16 are displayed. Numbers are
- moved one at a time into four center boxes. When these four
- boxes contain the same number, the number is 'zapped' and
- removed from the screen. When all numbers are gone, the puzzle
- is completed.
-
- Rotate 3 - Three interlocking circles containing the numbers 1 - 8
- must be rotated until the numbers are in order and each
- circle contains a set of eight different numbers.
-
- Sum 2 - The object of Sum 2 is to get both halves of four different
- equations to equal each other. The numbers are defined
- at the start of the game, and must be dragged and dropped
- to the correct location.
-
- Series 1 - Six numbers in a series are given, and from them the last
- number can be determined.