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Topic: Quick, answer! Is BTC 0.000152 big or small? - page 3. (Read 4744 times)

legendary
Activity: 1232
Merit: 1001
0.000152 BTC = 0.152 mBTC or 152 uBTC.  The reference client already supports this.

Then we should refer to the mBTC as THE BTC coin and the wallet should list the mBTC as the coins contained. Meaning if you have 0.5 BTC you see 500 in your wallet.

But this is missing my point. Do not think about this issue from a pure technical or mathematical solution. Yes, I am aware we can go down to 8 digits.

Think about it from a Bitcoin mass-adoption perspective. Businesses, merchants, "regular" buyers and sellers are not used in calculating and dealing with 0.00xxx prices. I strongly believe that it would help Bitcoin adoption if most of the transactions will be priced in that sweet spot range of 10-2-104.

If you are using the standard client, you can already set it to display mBTC or even μBTC. So just set it in the way that you are the most comfortable with.

Solved!
sr. member
Activity: 560
Merit: 256
0.000152 BTC = 0.152 mBTC or 152 uBTC.  The reference client already supports this.

Then we should refer to the mBTC as THE BTC coin and the wallet should list the mBTC as the coins contained. Meaning if you have 0.5 BTC you see 500 in your wallet.

But this is missing my point. Do not think about this issue from a pure technical or mathematical solution. Yes, I am aware we can go down to 8 digits.

Think about it from a Bitcoin mass-adoption perspective. Businesses, merchants, "regular" buyers and sellers are not used in calculating and dealing with 0.00xxx prices. I strongly believe that it would help Bitcoin adoption if most of the transactions will be priced in that sweet spot range of 10-2-104.
donator
Activity: 1218
Merit: 1079
Gerald Davis
The human mind is accustomed with the powers of 10 system for quick daily calculations:
 - distance 1mm, 1cm, 1m, 1 km

Well you just pointed out the solution (and no it isn't something as dubious as a 100:1 split).

mBTC. ("millibits")  & uBTC. ("microbits")

0.000152 BTC = 0.152 mBTC or 152 uBTC.  The reference client already supports this.


kjj
legendary
Activity: 1302
Merit: 1026
152 uBTC.  Very small.
legendary
Activity: 1246
Merit: 1077
The human mind is accustomed with the powers of 10 system for quick daily calculations:
 - money 1 cent, $1, $1k
 - distance 1mm, 1cm, 1m, 1 km
 - weight 1g, 1kg, 1t
 - math (1%, 100%, easy to divide, multiply, add by 10 or 100, etc.)
 - human behaviour (on a scale of 1 to 10, how would rate ...)

... sorry for imperial folks :p

The common ground of all the examples above is that we can easily "visualize" and calculate values between 10-3 and 103 for things.

How is this related to Bitcoin?

The same way as Zimbabwe dollars (they had a 100 trillion dollar note) distorted the concept we have about $1k or $1mil as money, the deflationary BTC will make it harder for people to comprehend the meaning of a 0.000152 BTC transaction fee for example. When you start counting the zeros no matter in which direction, something is not right.

Assuming that BTC eventually gains in value because is a limited quantity, why use the BTC 100-10-8 range and not the 104-10-4 BTC range for what is expected to be the bulk of the transactions made.

Solution: implement a 1:100 split.

The real problem here is that splitting is impractical and not forcible. It will cause too much confusion. What we need to do is, add on as many decimal points as possible ASAP, so people can get accustomed to using whatever is the unit that creates integer values. Widespread usage of "Satoshi" as the unit for 10 nBTC is a horrible thing due to the inevitable confusion.
sr. member
Activity: 560
Merit: 256
The human mind is accustomed with the powers of 10 system for quick daily calculations:
 - money 1 cent, $1, $1k
 - distance 1mm, 1cm, 1m, 1 km
 - weight 1g, 1kg, 1t
 - math (1%, 100%, easy to divide, multiply, add by 10 or 100, etc.)
 - human behaviour (on a scale of 1 to 10, how would rate ...)

... sorry for imperial folks :p

The common ground of all the examples above is that we can easily "visualize" and calculate values between 10-3 and 103 for things.

How is this related to Bitcoin?

The same way as Zimbabwe dollars (they had a 100 trillion dollar note) distorted the concept we have about $1k or $1mil as money, the deflationary BTC will make it harder for people to comprehend the meaning of a 0.000152 BTC transaction fee for example. When you start counting the zeros no matter in which direction, something is not right.

Assuming that BTC eventually gains in value because is a limited quantity, why use the BTC 100-10-8 range and not the 104-10-4 BTC range for what is expected to be the bulk of the transactions made.

Solution: implement a 1:100 split.
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