retxx,
Very good question. Very interesting.
I do not use sums and roots in picking numbers. I - due to request - implemented the necessary calculations not (partically) reduction options in my worksheets...
I assume though that you are trying (in the case of sums) try to pick some from the most likely area which are the ones in the middle of the chart (Sums between 0 and 36 possible, Roots 0 to 9)
Sums (Roots) |
Numbers |
0 (0) |
1 |
1 (1) |
4 |
2 (2) |
10 |
3 (3) |
20 |
4 (4) |
35 |
5 (5) |
56 |
6 (6) |
84 |
7 (7) |
120 |
8 (8) |
165 |
9 (9) |
220 |
10 (1) |
282 |
11 (2) |
348 |
12 (3) |
415 |
13 (4) |
480 |
14 (5) |
540 |
15 (6) |
592 |
16 (7) |
633 |
17 (8) |
660 |
18 (9) |
670 |
19 (1) |
660 |
20 (2) |
633 |
21 (3) |
592 |
22 (4) |
540 |
23 (5) |
480 |
24 (6) |
415 |
25 (7) |
348 |
26 (8) |
282 |
27 (9) |
220 |
28 (1) |
165 |
29 (2) |
120 |
30 (3) |
84 |
31 (4) |
56 |
32 (5) |
35 |
33 (6) |
20 |
34 (7) |
10 |
35 (8) |
4 |
36 (9) |
1 |
Total |
10000 |
When you look at roots alone then other than 0 there is no difference between the numbers per root:
Roots |
|
0 |
1 |
1 |
1111 |
2 |
1111 |
3 |
1111 |
4 |
1111 |
5 |
1111 |
6 |
1111 |
7 |
1111 |
8 |
1111 |
9 |
1111 |
Total |
10000 |
This is why I do not really know what the significance of the root is. These are the stats. Now I am curious though to see the answers.