What does this number correspond to? Which one is it?

Elwood

Blues
Alright guys, get out the dummy darts (thanks George :) ).

When I am in the Lounge, and I see something like this...


How does a person know which attachment is #19394?

I have wondered for far too long. Have fun, please don't be too mean, and please tell me, other than using contextual process of elimination, how to identify ol # 19394.

I just grabbed your post # as an example Mark.

:unsure:
 

CaptainMoto

Blues Voyager
This is simple:
The square root of any algorithm's basis is derived by the sequential reduction of it's core.
Usually, two competeing elements will be opossed in lateral sequence.
In the case of the above example: 19394
The 9 is reduced by a factor of 3, producing a non linear reduction which can result in a post lateral subversion.

1698104408100.png
 
Last edited:

sdbrit68

Student Of The Blues
This is simple:
The square root of any algorithm's basis is derived by the sequential reduction of it's core.
Usually, two competeing elements will be opossed in lateral sequence.
In the case of the above example: 19394
The 9 is reduced by a factor of 3, producing a non linear reduction which can result in a post lateral subversion.

View attachment 19438
The only issue, you forgot to multiple by the co-efficient, then reduce by the square root of the sine
 

MikeS

Student Of The Blues
Staff member
You guys are a hoot!!!!! Reading this thread made my morning. I'm sitting here with a big smile on my face, wondering how the thread became so extended, considering it was answered in the first reply.:ROFLMAO::ROFLMAO: More please.:)
Simple
First put together a bunch of old clowns with too much time on their hands.

then...

well it pretty much doesn't matter after that because chaos will ensue.
 
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