Introducing a encoding method
A interesting method that may helpful to us.
This concept was entered to my mind on the year 2012.
I used this code for writing a name secretly that I liked so much.
This is the history of my code.
I named it ATM law .
So Introducing The ATM law.
So the arrangement are like this
When I type (A) on message I will press the button 2 for once.
So the code for (A) is 12 (it means press button 2 for once).
Similarly (B) is 22 (press the button 2 twice )
.
.
.
.
.
Similarly (Z) is 49(press the button 9 for 4 times)
A interesting method that may helpful to us.
This concept was entered to my mind on the year 2012.
I used this code for writing a name secretly that I liked so much.
This is the history of my code.
I named it ATM law .
So Introducing The ATM law.
We are very much familiar with keypad phones. In keypad phones the alphabets are arrange in a particular manner and it is same for all keypad phone .
My law follows the letter arrangement of this so we have 26 alphabets and 0-9 numbers.
So the code for (A) is 12 (it means press button 2 for once).
Similarly (B) is 22 (press the button 2 twice )
.
.
.
.
.
Similarly (Z) is 49(press the button 9 for 4 times)
When we arrange the codes for Alphabets
A=12 B=22 C=32
D=13 E=23 F=33
G=14 H=24 I=34
J=15 K=25 L=35
M=16 N=26 O=36
P=17 Q=27 R=37 S=47 (NO. 7 HAS FOUR ALPHABETS)
T=18 U=28 V=38
W=19 X=29 Y=39 Z=49 (NO. 9 HAS FOUR ALPHABETS)
* 0 HAS THE USE FOR SPACE.
Examples
ASHUTOSH MAHAPATRA = 12472428183647240161224121712183712
I AM A GOOD BOY = 34012160120143636130223639
Thank you...
