CollegeStudent
10-05-2004, 03:06 PM
Heres an
"Accessory Mix" :) which contains 3 things that are probably good to wear with anything. Maybe call it the CS
Accessory Mix? :)
The following post is my brainstorm of creating this mix. I had a little trouble with
the math at first, which is still not completely accurate, but its pretty darn close. This mix is not really
designed to be used by itself, but as an addon to your favorite "main" mone like Chikara or SOE... etc. It gives
the benefits of TE secret ingredients, WAGGs "edge taker off-er" :) and EW's enticing
power.
Brainstorm:
Anyway, I typically apply 2 drops of WAGG, 1 drop of TE, and *roughly* 1/8 drop
of the new EW. It would be really nice if all this was premixed in some solution that I could apply about 4 to 6
drops of, and it equal out to the totals above.
The limitations are: drops that I put into the mix need to
be whole (I cant effectively measure 1/2 drop). Drops that I apply of the application need to be whole (same
reason). Example:
Lets say I wanted: 2 drops Wagg, 1 drop TE, 1 drop EW (thats alotta EW, I know, but just
an example). That means that its 50%:25%:25% respectively of each type. So 4 drops of this solution (with N * 2
drops wagg + N * 1 drop TE + N * 1 drop EW where N is any integer (bigger N means more of the solution I have
available to me)) would be the same as applying 2 drops WAGG... etc.
But I want 1/8 drop EW, and this makes
it tricky. If I make 8 sets (N = 8) of the above mix (without the EW in it) then I would have a total of 16 drops
WAGG and 8 drops TE. Of 24 drops, Wagg would be 66% and TE would be 33%. So each drop would be 2/3 Wagg and 1/3
TE.
2 Drops of this would be about 1.3 drops Wagg and .6 drops TE.
3 Drops would be around 2 drops of
WAGG (woo) and 1 drop TE (woo again) :)
But, throwing in one drop of EW into this mix (to get the 1/8 drop
deal) messes stuff up.
Then I would have 25 drops total, with Wagg being 64%, TE 32%, and EW being 4%.
2
Drops of this would be about 1.28 drops Wagg and .64 drops TE and 0.08 drops EW.
3 Drops would be around 1.92
drops of WAGG and 0.96 drop TE and 0.12 drop of EW (roughly 1/8 drop).
So multiplying this mix out gives any
amount of the final solution you want, and the ratios are pretty close to what I originally wanted. It ends up with
slightly less than 2 drops of WAGG, slightly less than one drop of TE, and slightly less than 1/8 drop of EW (which
is probably a good thing, less is better on that stuff).
Final mix: 16:8:1 of WAGG:TE:EW and apply 3 drops of
that solution to give a typical dosage of those three. Enjoy. :)
"Accessory Mix" :) which contains 3 things that are probably good to wear with anything. Maybe call it the CS
Accessory Mix? :)
The following post is my brainstorm of creating this mix. I had a little trouble with
the math at first, which is still not completely accurate, but its pretty darn close. This mix is not really
designed to be used by itself, but as an addon to your favorite "main" mone like Chikara or SOE... etc. It gives
the benefits of TE secret ingredients, WAGGs "edge taker off-er" :) and EW's enticing
power.
Brainstorm:
Anyway, I typically apply 2 drops of WAGG, 1 drop of TE, and *roughly* 1/8 drop
of the new EW. It would be really nice if all this was premixed in some solution that I could apply about 4 to 6
drops of, and it equal out to the totals above.
The limitations are: drops that I put into the mix need to
be whole (I cant effectively measure 1/2 drop). Drops that I apply of the application need to be whole (same
reason). Example:
Lets say I wanted: 2 drops Wagg, 1 drop TE, 1 drop EW (thats alotta EW, I know, but just
an example). That means that its 50%:25%:25% respectively of each type. So 4 drops of this solution (with N * 2
drops wagg + N * 1 drop TE + N * 1 drop EW where N is any integer (bigger N means more of the solution I have
available to me)) would be the same as applying 2 drops WAGG... etc.
But I want 1/8 drop EW, and this makes
it tricky. If I make 8 sets (N = 8) of the above mix (without the EW in it) then I would have a total of 16 drops
WAGG and 8 drops TE. Of 24 drops, Wagg would be 66% and TE would be 33%. So each drop would be 2/3 Wagg and 1/3
TE.
2 Drops of this would be about 1.3 drops Wagg and .6 drops TE.
3 Drops would be around 2 drops of
WAGG (woo) and 1 drop TE (woo again) :)
But, throwing in one drop of EW into this mix (to get the 1/8 drop
deal) messes stuff up.
Then I would have 25 drops total, with Wagg being 64%, TE 32%, and EW being 4%.
2
Drops of this would be about 1.28 drops Wagg and .64 drops TE and 0.08 drops EW.
3 Drops would be around 1.92
drops of WAGG and 0.96 drop TE and 0.12 drop of EW (roughly 1/8 drop).
So multiplying this mix out gives any
amount of the final solution you want, and the ratios are pretty close to what I originally wanted. It ends up with
slightly less than 2 drops of WAGG, slightly less than one drop of TE, and slightly less than 1/8 drop of EW (which
is probably a good thing, less is better on that stuff).
Final mix: 16:8:1 of WAGG:TE:EW and apply 3 drops of
that solution to give a typical dosage of those three. Enjoy. :)