I'm looking for a word--if one exists--that is used to describe coincidences in number and equation sets. I get that there is nothing mystical about what I'm finding, I'm just looking for a term for such things. As an example without going into the why, I have a condition where the first group of numbers are sums generated by a particular shape subdivided 9 times (each section numbered, then added, excluding one section), and then 3 common modifiers:
I suppose I might as well add the subdivided+modifier shape:
Sum: +1, +2, +3
44 : 45 - 46 - 47
43 : 44 - 45 - 46
42 : 43 - 44 - 45
41 : 42 - 43 - 44
40 : 41 - 42 - 43
39 : 40 - 41 - 42
38 : 39 - 40 - 41
37 : 38 - 39 - 40
36 : 37 - 38 - 39
As you can see the groupings result in diagonal lines of common numbers. If I then take the first column and add rows 1+9, then 2+8, then 3+7, etc. they each equal 80. If I then take corner to corner of the 1+9 row, middle, opposite corner...then do the same with rows 2+8, 3+7, etc. in each case I get 84.
44+36+80 / 45+39=84, 46+38=84, 47+37=84
43+37=80 / 44+40=84, 45+39=84, 46+38=84
42+38=80 / 43+41=84, 44+40=84, 45+39=84
41+39=80 / 42+42=84, 43+41=84, 44+40=84
40+40=80 / 41+43=84, 42+42=84, 43+41=84
That's enough to describe the condition, simply know with numerous base variables based off this one shape subdivided and then with three modifiers used, I get all sorts of coincidental results like this. They actually mean nothing--which is somewhat the point--but I'm wondering if there is a term to describe (or class) such outcomes. Besides kooky, nutty, off your meds, whacko, deranged, de-foiled, etc.
Thanks for your help!
K2
I suppose I might as well add the subdivided+modifier shape:
Sum: +1, +2, +3
44 : 45 - 46 - 47
43 : 44 - 45 - 46
42 : 43 - 44 - 45
41 : 42 - 43 - 44
40 : 41 - 42 - 43
39 : 40 - 41 - 42
38 : 39 - 40 - 41
37 : 38 - 39 - 40
36 : 37 - 38 - 39
As you can see the groupings result in diagonal lines of common numbers. If I then take the first column and add rows 1+9, then 2+8, then 3+7, etc. they each equal 80. If I then take corner to corner of the 1+9 row, middle, opposite corner...then do the same with rows 2+8, 3+7, etc. in each case I get 84.
44+36+80 / 45+39=84, 46+38=84, 47+37=84
43+37=80 / 44+40=84, 45+39=84, 46+38=84
42+38=80 / 43+41=84, 44+40=84, 45+39=84
41+39=80 / 42+42=84, 43+41=84, 44+40=84
40+40=80 / 41+43=84, 42+42=84, 43+41=84
That's enough to describe the condition, simply know with numerous base variables based off this one shape subdivided and then with three modifiers used, I get all sorts of coincidental results like this. They actually mean nothing--which is somewhat the point--but I'm wondering if there is a term to describe (or class) such outcomes. Besides kooky, nutty, off your meds, whacko, deranged, de-foiled, etc.
Thanks for your help!
K2
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