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Hexdecimal

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Hexadecimal numbers are primarily utilised in computing by computer system designers, software engineers, and programmers as a handy representation of the underlying binary systems. People in such jobs are more likely to require a hex calculator or hex converter.

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Q: Hexdecimal
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48 bits expressed as a hexdecimal number. Answered by TC44, South Africa.


What is an action replay code for Pokemon soul silver and how does it work?

First thing to know is that the action replay codes are programmed in Hexdecimal code. if you don't know, hexdecimal is a different counting system. For example, we count up to nine and then go to ten. In hexdecimal, you go to F, then go to ten. so it is 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F, 10. It is pretty complex, even i don't fully understand it. Anyway, the action replay codes use the hexdecimal codes to modify the save file (or your DS's RAM file) of the game. lets use this code as an example: (it is for Pokemon heartgold; it gives 90 of all TMs) 94000130 FFBB0000 - this line designates the code to be for Pokemon HH. it is similar in Pokemon platinum, which happens to be FCFF0000 62111880 00000000 -These two lines tell the action replay to edit the save file, B2111880 00000000 -and this half shows which file to edit D5000000 005A0148 -This line edits the save file to unlock it C0000000 00000063 -This one actually edits it D6000000 000009B0 -same with this one D4000000 00000001 -this chunck of code tells the action replay to activate the code only when <select> and <up> are pressed simultaneously D2000000 00000000 -this filal script tells the action replay to stop looking for more codes, and gives the 'thumbs up' to the game to go ahead and be hacked hope this helped! oh btw: i am not 100% sure of this information. it is based solely on patterns i have seen and my experience with making codes, and hacking the Pokemon save file also: i did not make this code. it came from: http://www.neoseeker.com/Games/Products/DS/pokemon_heart_gold/action_replay.HTML


What is a hexdecimal system?

That is "hexadecimal". The decimal system we often used is based on powers of 10 (each place-value is worth 10 times as much as the one to the right); the hexadecimal system is based on powers of 16, and therefore needs 16 different digits. The "digits" commonly used are the digits 0-9, the "A" for 10, "B" for 11, ... "F" for 15.This is commonly used in computers, as a sort of shorthand for writing binary (base-2) numbers.