To create and check Bitcoin addresses manually
When it comes to securing cryptocurrency transactions, it is important to create a unique label known as a bitcoin address. However, manually calculating Bitcoin Key from a private key can be a terrifying task, especially for those who are new in encryption technology. In this article, we will learn the steps to create a Bitcoin address on paper with a private key and manually confirmed it.
Understanding Bitcoin Address
The Bitcoin address consists of 34 characters separated by space, bytes or points. The shape is as follows: M/0/m/1 /.../ 42/. We use this example of a simple public key: 3ea9k5dfp1j8knnf2mq2x9UEkpjgqen7.
Step 1: Manually count public key from a private key
To manually create a bitcoin address, you need to calculate the public key with the help of a private key. The process involves converting a private key into a hexadecimal string and then a mapping of each brand into an appropriate public key value.
Here's an example of how this is done for a simple public key3ea9k5dfp1j8knnf2mq2xeekpjgqen7 ‘:
1 Convert a private key into a hexadecimal string: 3ea9k5dfp1j8knnf2mq2xeekpjgqen7
- To mapping each sign to the appropriate public key value:
*3Tickets 3 (Ts. 00000101)
*E ‘CARDS ON 6 (TS.10001110)
* A card at 1 (Ts.00001011)
* 9 Map at 15 (Ts.11111011)
* K Card on 19 (Ts.10100101)
* 5 Map at 25 (Ts.10001110)
* D drops at 23 (Ts.10101001)
* F cards at 21 (Ts.1010111)
* P Ticket 17 (Ts.110101)
* 1 CARDS 9 (Ts.11100101)
* J drops at 15 (Ts.11111011)
* 8 Map on 13 (Ts.1000111 ')
*Kcards at 21 (Ts. 10101011)
*NFolders to 5 (Ts. 10100101)
*NN CARDS ON 7 (Ts.1110111)
* F cards on 9 (Ts.11100101)
* 2 map up to 14 (ie 10011010)
*MMu card at 19 (Ts. 10101001)
* Q CARDS 1 (Ts.00001011)
* 2 Map at 12 (Ts.11100111)
* X cards at 23 (Ts.10101011)
* 9 Map at 25 (Ts.10001110)
* E 'CARDS ON 4 (Ts. 0001011)
*KCard on 19 (Ts. 10101001)
* P Ticket 17 (Ts.110101)
* J drops at 15 (Ts.11111011)
* A card at 1 (Ts.00001011)
* G MAPS 3 (Ts.00000101)
* Q drops at 23 (Ts.10101011)
*E ‘CARDS ON 4 (Ts.0001011)
* N Folders to 5 (Ts.10100101)
* 7 Map on 13 (Ts.10001111)
* D Maps 19 (Ts.10101001)
* F cards at 21 (Ts.1010111)
* 1 CARDS 9 (Ts.11100101)
* J drops at 15 (Ts.11111011)
* 8 Map on 13 (Ts.1000111 ')
*Kcards at 21 (Ts. 10101011)
*NFolders to 5 (Ts. 10100101)
*NN CARDS ON 7 (Ts.1110111)
* F cards on 9 (Ts.11100101)
* 2 map up to 14 (ie » 10011010)
*MMu card at 19 (Ts. 10101001)
* Q CARDS 1 (Ts.00001011)
* 2 Map at 12 (Ts.11100111)
* X cards at 23 (Ts.10101011)
* 9 Map at 25 (Ts.10001110)
* E 'CARDS ON 4 (Ts. 0001011)
*KCard on 19 (Ts. 10101001)
* P Ticket 17 (Ts.110101)
* J drops at 15 (Ts.11111011)
* A card at 1 (Ts.00001011)
* G MAPS 3 (Ts.00000101)
* Q drops at 23 (Ts.10101011)
- Kostate hexadecimal string:003e9k5dfp1j8knnf2m2x9UEkpjgqen7
Step 2: To ensure an address that is fixed with hand
To confirm your manually produced address, you can use online bitcoin wallets or tools that support the certificate. Alternatively, you can manually turn a series of hexadecimal into a private key and bring it back to a private key.
Suppose you have created a new public key in this example using the original private key:3ea9k5dfp1j8knnf2mq2x9UEkpjgqen7. You can check your hand produced by hand by returning the hexadecimal layer to a private key.