760 and 476

Expand Messages
• Hi Ya, I converted the 1080 and the 666 from base ten into base twelve and got 760 and 476 -I think it s interesting that these two numbers (1080 and 666) have
Message 1 of 1 , Aug 21 11:20 AM
Hi Ya,

I converted the 1080 and the 666 from base ten into base twelve and got 760
and 476 -I think it's interesting that these two numbers (1080 and 666) have
two of their three possible numerical digits in common in base twelve -AND-
I think the 76 is very interesting cuz, well, yeah, 7 and then, here, in
base twelve, the 6 is really like the 5 in that it middles in base twelve
-so- it's like 7 and 1/2 like a wacky example of a 5/8th masculine/feminine
expression which can in turn be compared to the 2 and the 3
relationship/ratios expressing in base ten.

So, I looked again at the two bases: (1+2)X3X4X5X6X7X8X9X10(+10). I like to
add the one, in the beginning of a base multiplication series/set like this
because if you mulitply the one it's like right back at ya babe -but- adding
involves the one. I like to both multiply and add the 10 (whatever base
value) at/as the ends because it reflects/respects the one's
position/process and by mathematical process it kind of thereby ties/links
(and, signifies) both beginnings and ends:

Base Ten Base Twelve (t=10/e=11/10=12)

(1+2)= 3
(1+2)= 3 X3= 9
X3= 9 X4= 30
X4= 36 X5= 130
X5= 180 X6= 760
X6= 1080 X7= 4460
X7= 7560 X8= 2e000
X8= 60480 X9= 223000
X9= 544320 Xt= 19t6000
X10= 5443200 Xe= 18076000
(+10)= 5443210 X10= 180760000
(+10)= 180760010

5443210 divided by (1+2+3+4+5+6+7+8+9=) 45= 12.096022, divided by
(1+2+3+4+5+6+7+8+9+10=) 55= 98967.454 -I haven't done base 12 yet.

So far, it's looking something like that, of course, mathematical figuring
in base twelve can take some getting used to, but, I give it a try....
-anyway, I think that the individual root strands (ones/tens -so on-)are
interesting to look at, lots of series/patterns going on in both bases -and-
especially, in base twelve, where there's clear progression of the zero,
from X3 (30) to X10 (180760010) where zero in a ones place-value position
moves over to include, in all, 4 place value positions, by the time it gets
to the finish of its series/set, the 10, that's quite a mathematical span.
Ooh, and, look at that, in base twelve, X5=760 -there are actually three
numerical representations of 76! Fascinating!

Have a BEAUTIFUL day,

Terrie

_________________________________________________________________