in my head, or on paper if you come up with shortcut

drawings and dots...

By putting the zero and five at the

center points, some very

nice symmetry occurs in adding

pairs of numbers together.

There are 55 adding problems we

remember as children, 36 that are

not trivial (without 1 or 0 in them).

Try them all on this for fun in

geometric groups such as diagonals,

poles, longest diagonals, doubles,

horizontal beams, 5 added to any number,

etc.

Like 1 - 8 = 11 - 8 = 3]]>

We only have one problem here. If you take the tour 1 - 8 - 5 - 2 - 9 ? Only works if we are using modular arithmetic.

]]>moves in chess, you might

enjoy this little matrix I

just came up with that has

to do with adding and

subtracting the number 3.

]]>