hurley4456 wrote:
synchromystic wrote:
hurley4456 wrote:
Can you complete the following pattern (next row in the sequence)....?
1
11
21
1211
111221
.................
312211
13112221
1113213211
31131211131221
13211311123213112211
1113122113311213121113212221
311311222123211211131112311312113211
Very good!
For those interested in the recurcive pattern, you use the following rules:
- The successive row is derived from preceeding row (a given)
- By progessing from left to right, consider each number set as an individual element ( i.e. Row 5: 111, 22, and 1 are individual sets
- Count the number of elements per set and arrange left to right numerically ( i.e. Row 5: There exists three (3) 1's, two (2) 2's, and one (1) 1.
(312211) = row 6
I might have been able to see this pattern had I been shown maybe three or four more rows.
hurley4456 wrote:
I have another one, but this is derived from vedic mathematics, and I spent my some time working on it....Note: This is a visual pattern based on the shifting on numerical elements. Also, row N is supposed to be shifted to the right N-1 times (hint-space bar). So, if you write it out again by shifting row 2 one time, row 3 two times and so forth, it may help. This is is how you convert a square into an inverted triangle... You can explain verbally or visually based on preferree method..Consider the following term written as ABCD^(2)
3568^(2) =
09253664
306096
3680
48
The way you can preserve visual patterns in text, here on this message board, is by using the "code" tag, which among other things uses a monospaced font and preserves indentation. For example:
Code:
3568^(2) =
09253664
306096
3680
48
(Quote this message to see how to use the "code" tag.)
Anyhow, could you provide a few more examples of the pattern you are trying to show here?
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