To answer "​There's got to be an easier way to list the interim values of
insert"

   g/\.19 29 59 79 89 109 119 139 149 179 199
4 5 6 12 12 7 4 2 6 1 199

To see what \. does we can use <

   <\.i.5
┌─────────┬───────┬─────┬───┬─┐
│0 1 2 3 4│1 2 3 4│2 3 4│3 4│4│
└─────────┴───────┴─────┴───┴─┘

\ is usefull too:

   +/\i.5
0 1 3 6 10

   <\i.5
┌─┬───┬─────┬───────┬─────────┐
│0│0 1│0 1 2│0 1 2 3│0 1 2 3 4│
└─┴───┴─────┴───────┴─────────┘



On Mon, Sep 18, 2017 at 4:48 PM, Skip Cave <s...@caveconsulting.com> wrote:

>
> Roger does g/ which puts g between each integer. Let's see what is going on
> In the short case:
>
>      19 g 29 g 59 g 79 g 89 g 109 g 119 g 139 g 149 g 179 g 199
>
> 4
>
> Step-by-step...
>
>     179 g 199
> 1
>     149 g 1
> 6
>   ​

​o
o
o​

>     19 g 5
> 4
>
> So the secret is that Roger's scheme keeps the interim calculation values
> small enough to avoid precision errors.
> ​​
> (There's got to be an easier way to
> list the interim values of insert). My scheme generated large interim
> values which exceeded the precision limit.
>
> Skip>
>
>
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