# Arithmetics - the node way

#### ipaps

##### Member
//a possibility//

Visual pattern recognition module (that which identifies patterns in an image)

+

Some basic node connections:

1x1 β 1 | 2x1 β 2 | ... | 9x1 β 9
1x2 β 2 | 2x2 β 4 | ... | 9x2 β 18
1x3 β 3 | 2x3 β 6 | ... | 9x3 β 27
1x4 β 4 | 2x4 β 8 | ... | 9x4 β 36
1x5 β 5 | 2x5 β 10 | ... | 9x5 β 45
1x6 β 6 | 2x6 β 12 | ... | 9x6 β 54
1x7 β 7 | 2x7 β 14 | ... | 9x7 β 63
1x8 β 8 | 2x8 β 16 | ... | 9x8 β 72
1x9 β 9 | 2x9 β 18 | ... | 9x9 β 81

1+1 β 1 | 2+1 β 3 | ... | 9+1 β 10
1+2 β 3 | 2+2 β 4 | ... | 9+2 β 11
1+3 β 5 | 2+3 β 5 | ... | 9+3 β 12
1+4 β 7 | 2+4 β 6 | ... | 9+4 β 13
1+5 β 9 | 2+5 β 7 | ... | 9+5 β 14
1+6 β 11 | 2+6 β 8 | ... | 9+6 β 15
1+7 β 13 | 2+7 β 9 | ... | 9+7 β 16
1+8 β 15 | 2+8 β 10 | ... | 9+8 β 17
1+9 β 17 | 2+9 β 11 | ... | 9+9 β 18

and some more useful node connections:

50+25 β 75
2^8 β 256
14+4 β 18
...

(people may use different number of connections)

+

Virtual experience module (that which allow us to imagine a process in the head)

+

Arithmetic experiences we've learned.

=

Personal calculator

That's why we sit in classes for months to learn it.
That's why there are many different ways to do it.
That's why hexadecimal is so hard to do.

Last edited:

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