Assuming you don’t have a no-skip obsession – or even if you do – there may be a better way to go about this than making each spanner have two closely similar sizes.
For example, Toptul makes its AAEI range (75° deep-offset double-ended ring spanners) in the following sizes from 10–17 mm:
…
8×10
10×11
10×12
10×13
12×13
12×14
13×16
13×17
14×15
14×17
16×17
16×18
17×19
…
To cover the sizes 10, 12, 13, 14, 16, and 17 mm you could go with three spanners I’ll call Set A:
10×12
13×16
14×17
Or Set B:
10×13
12×14
16×17
And if these sets were incorporated into a larger set extending below 10 mm and above 17 mm, there would be additional permutations covering those six sizes.
Why would you choose Set A over Set B or vice-versa?
Are there any general rules for optimising the size progression, aside from application-specific reasons?
•••
Bonus question:
Eight of the spanners on this Toptul page have their model name preceded by •. For example, the AAEI1317 but not the AAEI1415. What does this bullet point mean?
For example, Toptul makes its AAEI range (75° deep-offset double-ended ring spanners) in the following sizes from 10–17 mm:
…
8×10
10×11
10×12
10×13
12×13
12×14
13×16
13×17
14×15
14×17
16×17
16×18
17×19
…
To cover the sizes 10, 12, 13, 14, 16, and 17 mm you could go with three spanners I’ll call Set A:
10×12
13×16
14×17
Or Set B:
10×13
12×14
16×17
And if these sets were incorporated into a larger set extending below 10 mm and above 17 mm, there would be additional permutations covering those six sizes.
Why would you choose Set A over Set B or vice-versa?
Are there any general rules for optimising the size progression, aside from application-specific reasons?
•••
Bonus question:
Eight of the spanners on this Toptul page have their model name preceded by •. For example, the AAEI1317 but not the AAEI1415. What does this bullet point mean?

