Format Description and Conversion
Fill in the quantity of HAC in the input box below and click the "Convert" button to obtain the usual format:
HAC is a monetary asset that supports unlimited division. To achieve this, we have invented a set of unique accounting format specifications (such as 1:248), similar to the Scientific notation (such as 1 x 10 ^ 248). This document will explain the technical principles and conversion methods of this unit format.
The divisibility of BTC on the Bitcoin chain is 1/100 million, which is 1/100 million. And the separability of HAC is 1 / 10^248, That is to say, a HAC can be divided into a maximum of 100000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000 part (1 followed by 248 zeros, 10 ^ 248), This quantity is many orders of magnitude larger than the atoms in the universe (there are 10 ^ 78 to 10 ^ 82 atoms in the known and observable universe).
If such a large number of zeros are displayed directly in each location, it will cause serious readability and input issues. HAC adopts a simplified way to avoid the repeated display of 0, that is, it adopts a simplified form of Scientific notation, which shortens 1 x 10 ^ 248 to 1:248. Here are some conversion examples:
HAC | Abbr | Scientific notation |
---|---|---|
1 HAC | 1:248 | 1 x 10^248 |
10 HAC | 1:249 | 1 x 10^249 |
100 HAC | 1:250 | 1 x 10^250 |
1000 HAC | 1:251 | 1 x 10^251 |
10000 HAC | 1:252 | 1 x 10^252 |
HAC | Abbr | Scientific notation |
---|---|---|
0.1 HAC | 1:247 | 1 x 10^247 |
0.01 HAC | 1:246 | 1 x 10^246 |
0.001 HAC | 1:245 | 1 x 10^245 |
0.0001 HAC | 1:244 | 1 x 10^244 |
0.00001 HAC | 1:243 | 1 x 10^243 |
HAC | Abbr | Scientific notation |
---|---|---|
12 HAC | 12:248 | 12 x 10^248 |
6789 HAC | 6789:248 | 6789 x 10^248 |
1.456 HAC | 1456:245 | 1456 x 10^245 |
0.172 HAC | 172:245 | 172 x 10^245 |
35.94 HAC | 3594:246 | 3594 x 10^246 |
The unit format designed and displayed in this way allows HAC to achieve infinite segmentation while avoiding annoying readability and input issues. The cost is that it requires a certain learning, understanding, and adaptation process to quickly read the actual quantity of currency.