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Old 2020-08-11, 10:22   #45
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... aged 55 or older.
Is that base-12 or some other base?

Wait, is base-12 in base-12? Aarrggh, I'm so confused by all this.
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Old 2020-08-11, 10:28   #46
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Originally Posted by retina View Post
Is that base-12 or some other base?

Wait, is base-12 in base-12? Aarrggh, I'm so confused by all this.
Yeah, it is confusing.

Especially so because the optimal base is actually trinary.
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Old 2020-08-11, 10:44   #47
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Originally Posted by xilman View Post
Yeah, it is confusing.

Especially so because the optimal base is actually trinary.
Optimal base is obviously base-10, where 10 is expressed in the optimal base.
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Old 2020-08-11, 10:45   #48
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Is that base-12 or some other base?
Makes no difference. The number of people under discussion is still greater than two (or three if you include me).
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Old 2020-08-11, 10:46   #49
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Originally Posted by xilman View Post
Why invent new ones used only by yourself when a standard and widely used set is readily available?
Your version is [decimal] base 60, my version is [dozenal] base 50. Same total quantity, but different superbases.

I wish I can type in the Babylonian numerical symbols, but I cannot.

Last fiddled with by tuckerkao on 2020-08-11 at 10:48
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Old 2020-08-11, 10:52   #50
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Originally Posted by xilman View Post
If you go to an American pub and ask for a pint you will be given short-measure.
My answer only covered the U.K. imperial units and like you no intention to visit USA.
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Old 2020-08-11, 10:55   #51
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Quote:
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Quote:
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Is that base-12 or some other base?
Makes no difference. The number of people under discussion is still greater than two (or three if you include me).
Okay, I choose base-999. Making it 55999.

Wow, you three are all very old!
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Old 2020-08-11, 10:58   #52
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Quote:
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Optimal base is obviously base-10, where 10 is expressed in the optimal base.
Agreed. That is why I used the term "trinary" so as to avoid most ambiguities.

One could argue over which trinary. I somewhat prefer balanced trinary, in which the digits are 1, 0 and 1. It has a number of nice properties, one of which is that negation consists of interchanging all 1 and 1 digits and that an additional symbol is not required to represent integers less than zero.

Counting goes

... 100 101 111 110 111 11 10 11 1 0 1 11 10 11 111 110 111 101 100 ...
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Old 2020-08-11, 11:01   #53
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Okay, I choose base-999. Making it 55999.

Wow, you three are all very old!
We were discussing the relative merits of duodecimal and decimal. After all, you were the one who brought Β£sd into the thread.
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Old 2020-08-11, 11:05   #54
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We were discussing the relative merits of duodecimal and decimal. After all, you were the one who brought Β£sd into the thread.
Oh. I was asking about the base of the age limit you posted, which the only part I quoted, and I emboldened the two digits 55.

ETA:
Quote:
Originally Posted by retina View Post
Quote:
Originally Posted by xilman View Post
... aged 55 or older.
Is that base-12 or some other base?

Wait, is base-12 in base-12? Aarrggh, I'm so confused by all this.

Last fiddled with by retina on 2020-08-11 at 11:07
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Old 2020-08-11, 11:10   #55
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Quote:
Originally Posted by tuckerkao View Post
I wish I can type in the Babylonian numerical symbols, but I cannot.
Can but won't.

I used an image purely to save typing. Here is the start of the table in cuneiform:

π’•π’–π’—π’˜π’™π’šπ’›π’œπ’
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