# Reading and Writing x86 Assembly

Now that we have an idea of the basics of what goes into assembly code, let’s try actually reading and writing assembly ourselves! For our reference, here’s a link to the list of common instructions that we talked about last time.

As with all programming languages, the best way to familiarize ourselves with assembly code is to read a bunch of assembly code! In this way, we’ll be able to more easily identify common assembly function structures and decode what the assembly code is doing.

To go over some practice examples, let’s go over the following set of functions, which are currently written in C. We’ll discuss each of them one by one. Feel free to follow along using the following code sample.

### Converting from C Code to Assembly

On Linux systems, assembly code is written in .s files. This will be important when we eventually begin writing our own assembly code from scratch. If we’re starting from a .c C program file, there are two common ways to convert the C code in assembly code:

1. After compiling the .c program using gcc compiler, run the terminal command objdump -d xxxxx, where xxxxx is what the name of the original .c is. In our case, we will run the command objdump -d main. We haven’t formally talked about compile C code just yet, so don’t worry if you don’t know what gcc is just yet. Effectively, we’ll be running the two lines gcc main.c and then objdump -d main in terminal. (If you are using the repl.it plugin from above, pressing the green “Run” button does the same thing as running the gcc main.c command.)
2. After compiling the .c program (using the same method as described above), we can instead use the standard C debugger gdb to print out the relevant assembly code. The benefit of using this method is that we avoid printing out the C program initialization functions like __libc_csu_init, _start, and deregister_tm_clones, among others, that we have no interest in actually parsing through. To do this, instead of running objdump -d main, we’ll run the command gdb main first to boot up the gdb debugger, and then run the command disassemble xxxxx, where x is the name of the function we want to disassemble. For example, if we want to disassemble the function simpleInt() using this method, we’d run the following set of commands.
$gcc main.c$ gdb main
$(gdb) disassemble simpleInt  There are other ways of converting from C code to assembly (and also vice versa), but for our discussion right now, this will prove sufficient. ### Starting Easy: Returning an Integer Let’s first start by taking a look at the simpleInt function, which simply returns the integer 6. Let’s run simpleInt in the main() function: int simpleInt(void) { return 6; } int main(void) { return simpleInt(); }  After compiling and disassembling, the relevant segments of assembly code that correspond to this C code are here: 00000000004004f0 <simpleInt>: 4004f0: 55 push %rbp 4004f1: 48 89 e5 mov %rsp,%rbp 4004f4: b8 06 00 00 00 mov$0x6,%eax
4004f9:   5d                      pop    %rbp
4004fa:   c3                      retq
4004fb:   0f 1f 44 00 00          nopl   0x0(%rax,%rax,1)

0000000000400640 <main>:
400640:   55                      push   %rbp
400641:   48 89 e5                mov    %rsp,%rbp
400644:   48 83 ec 10             sub    $0x10,%rsp 400648: c7 45 fc 00 00 00 00 movl$0x0,-0x4(%rbp)
40064f:   e8 9c fe ff ff          callq  4004f0 <simpleInt>
400654:   48 83 c4 10             add    $0x10,%rsp 400658: 5d pop %rbp 400659: c3 retq 40065a: 66 0f 1f 44 00 00 nopw 0x0(%rax,%rax,1)  The six-digit numbers before every instruction can be thought of as the “numbering” for each of the instructions and functions to be able to easily reference them. The pairwise hexadecimal numbers are the machine code associated with each instruction, which are the actual bytes that the computer will use to execute the corresponding instruction. Of course, to us as programmers, machine code is just a bunch of illegible bytes. The things that we are most interested in are the commands at the end of each of line. As we can see in the <simpleInt> function, the first two pair of instructions involve setting up the stack pointers in the primary memory. The first interesting instruction is mov$0x6, %eax, which moves the hexadecimal number $0x6 into the return 32-bit register %eax. After this single step of our function, we can see that the function restores the state of the stack, and then retq returns the 64-bit result stored in the register %rax. The command nopl essentially is just filler machine code and literally tells the computer to “do nothing” at that instruction. In the the <main> function, the first four instructions again involve something to do with setting up the stack that we don’t particularly care about. After that, the command callq <simpleInt> calls the function <simpleInt>, whose result we know is stored in %rax. After this instruction, the next two instructions at 400654 and 400658 restore something about the stack, and then we return from the <main> function using the retq command. Pretty straightforward! Problem 1: Try doing a similar analysis with the simpleChar() and arithmetic() operations functions to understand what they look like in assembly code. ### Local Variables and Function Arguments By studying the function variable() in C, which creates a local variable$x$, we can try to understand how local variables are handled in x86 assembly and by our computers. int variable(void) { int x = 6; return x; } int main(void) { return variable(); }  Disassembling the above code gives the following x86 assembly code output: 0000000000400520 <variable>: 400520: 55 push %rbp 400521: 48 89 e5 mov %rsp,%rbp 400524: c7 45 fc 06 00 00 00 movl$0x6,-0x4(%rbp)
40052b:   8b 45 fc                mov    -0x4(%rbp),%eax
40052e:   5d                      pop    %rbp
40052f:   c3                      retq

0000000000400640 <main>:
400640:   55                      push   %rbp
400641:   48 89 e5                mov    %rsp,%rbp
400644:   48 83 ec 10             sub    $0x10,%rsp 400648: c7 45 fc 00 00 00 00 movl$0x0,-0x4(%rbp)
40064f:   e8 cc fe ff ff          callq  400520 <variable>
400654:   48 83 c4 10             add    $0x10,%rsp 400658: 5d pop %rbp 400659: c3 retq 40065a: 66 0f 1f 44 00 00 nopw 0x0(%rax,%rax,1)  The <main> code looks more or less the same as the previous example, so let’s focus our attention on the <variable> function. As we can see in the movl$0x6,-0x4(%rbp) command, the number 0x6 is pushed onto the stack 4 bytes lower than the base stack address stored in the register -0x4(%rbp). This result agrees with our understanding that local variables are stored on the stack. In this case, the variable x will now correspond to the integer stored in the stack location -0x4(%rbp). In the next line, this value of x is moved from the stack to the return register %eax, and after restoring the stack state, we return the value of x in the retq command.

Problem 2: The function argument() also involves the use of two local variables: x and y. We know that the first argument of a function (which in this case is x) is stored in the register %rdi, and the second argument of a function (which in this case is y) is stored in the register %rsi. After analyzing the assembly code for argument(), is this the case?

### Recursion and Iteration

To take a look at how assembly code implements iterative algorithms like for loops or recursion, we can disassemble the recursion() and forLoop() functions, which both sum the positive integers up to the positive integer x. Let’s take a look at the recursion() disassembly first.

0000000000400550 <recursion>:
400550:   55                      push   %rbp
400551:   48 89 e5                mov    %rsp,%rbp
400554:   48 83 ec 10             sub    $0x10,%rsp 400558: 89 7d f8 mov %edi,-0x8(%rbp) 40055b: 83 7d f8 01 cmpl$0x1,-0x8(%rbp)
40055f:   0f 8f 0c 00 00 00       jg     400571 <recursion+0x21>
400565:   c7 45 fc 01 00 00 00    movl   $0x1,-0x4(%rbp) 40056c: e9 1b 00 00 00 jmpq 40058c <recursion+0x3c> 400571: 8b 45 f8 mov -0x8(%rbp),%eax 400574: 8b 4d f8 mov -0x8(%rbp),%ecx 400577: 83 e9 01 sub$0x1,%ecx
40057a:   89 cf                   mov    %ecx,%edi
40057c:   89 45 f4                mov    %eax,-0xc(%rbp)
40057f:   e8 cc ff ff ff          callq  400550 <recursion>
400584:   8b 4d f4                mov    -0xc(%rbp),%ecx
400589:   89 4d fc                mov    %ecx,-0x4(%rbp)
40058c:   8b 45 fc                mov    -0x4(%rbp),%eax
40058f:   48 83 c4 10             add    $0x10,%rsp 400593: 5d pop %rbp 400594: c3 retq 400595: 66 2e 0f 1f 84 00 00 nopw %cs:0x0(%rax,%rax,1) 40059c: 00 00 00 40059f: 90 nop  At first glance, this assembly code looks much more complicated! It might be a bit more difficult to understand this code especially if we didn’t know the purpose of this code or the C source code beforehand, but nonetheless, we can still try to decode it piece by piece. Once again, the first three instructions have something to do with the stack, followed by moving the integer argument x (stored in %edi) onto the stack, as expected. Now, we have something interesting going on between the next four lines! We can break them down one by one: cmpl$0x1, -0x8(%rbp)


Based on the instruction immediately above, -0x8(%rbp) refers to the value of x passed into the function. This instruction compares the number 1 to x, and if they are equal, the ZF flag is set. In the next instruction, which is a jump instruction,

jg 400571 <recursion+0x21>


The function will jump to instruction 400571 (the mov instruction) only if 1<x. We can see that this is the base case. The commands at 400571 and 400574 seem to restore x into the registers %eax and %ecx, along with some addition register manipulations. Critically, we see that at instruction 400577, the instruction subtracts 1 from x and moves it into the argument register %edi, preparing for the recursive function call at 40057f. This is the essence of the recursive call. The value of x is also stored in the return register %eax from line 400571 to be added to with each recursive call, executed at instruction 40587.

Eventually, we’ll reach the base case where instruction 40055b will show that 1 == 1, such that the jump command at 40055f is not executed and we continue with 400565 and 40056c:

movl $0x1,-0x4(%rbp) jmpq 40058c <recursion+0x3c>  This moves the number 1 onto the stack, which then jumps to instruction 40058f that moves the same number 1 at -0x4(%rbp) to the return register %eax at instruction 40058c that we jump to. After that, we return. As we can see, the critical instructions at 40055b through 40056c, and also at 40057f, are indications that we have a recursive function on our hands. Through walking through the function step by step, we’re able to see what the function does and how it works. What about for loop iterations? Let’s disassemble the forLoop() function: 00000000004005a0 <forLoop>: 4005a0: 55 push %rbp 4005a1: 48 89 e5 mov %rsp,%rbp 4005a4: 89 7d fc mov %edi,-0x4(%rbp) 4005a7: c7 45 f8 00 00 00 00 movl$0x0,-0x8(%rbp)
4005ae:   c7 45 f4 00 00 00 00    movl   $0x0,-0xc(%rbp) 4005b5: 8b 45 f4 mov -0xc(%rbp),%eax 4005b8: 3b 45 fc cmp -0x4(%rbp),%eax 4005bb: 0f 8d 17 00 00 00 jge 4005d8 <forLoop+0x38> 4005c1: 8b 45 f4 mov -0xc(%rbp),%eax 4005c4: 03 45 f8 add -0x8(%rbp),%eax 4005c7: 89 45 f8 mov %eax,-0x8(%rbp) 4005ca: 8b 45 f4 mov -0xc(%rbp),%eax 4005cd: 83 c0 01 add$0x1,%eax
4005d0:   89 45 f4                mov    %eax,-0xc(%rbp)
4005d3:   e9 dd ff ff ff          jmpq   4005b5 <forLoop+0x15>
4005d8:   8b 45 f8                mov    -0x8(%rbp),%eax
4005db:   5d                      pop    %rbp
4005dc:   c3                      retq
4005dd:   0f 1f 00                nopl   (%rax)


According to 4005a4, we moved the argument x onto the stack at the location -0x4(%rbp), so that at the cap compare instruction at 4005b8, we compare x to the value stored at %eax, which is 0 according to 4005ae at first pass. The incrementing variable stored at -0xc(%rbp) is incremented in the register %eax at 4005cd before being moved back to -0xc(%rbp), and continuing with the loop at the jump instruction at 4005d3. From instruction 4005c4, we can hypothesize that the result is being stored at -0x8(%rbp). This function to continues to iterate until the cmp command at 4005b8 returns equality, such that we jump to 4005d8 at the instruction 4005bb. At this point, we move the result being stored at -0x8(%rbp) to the return register %eax and return.

### More Complex Examples

Eventually, we will also learn about how to read assembly code dealing with manipulating arrays and objects in C, but this requires us to understand how to manipulate pointers in C and use dynamic memory management functions like malloc() and free() in stdlib.h. Since we haven’t talked about any of these features yet, we’ll hold up on reading more complex assembly code later.

As you can tell especially from the last two examples, reading and dissecting assembly code takes a lot of practice. When we learn more about the gdb debugging tool, we’ll learn about how to “step through” each individual assembly instruction line by line. If you also have 7 bucks to spare and some free time, there’s also a cool game based on decoding assembly language called TIS-100 that you can download from Steam.

## Writing Assembly Code

Now that we have an idea of what assembly code looks like, we can use our skills to begin directly programming in assembly.

## The Basics

First, let’s go over the basics of how to compile, execute, and analyze assembly code that we write.

### Assembly Code Format

All assembly code for x86 64-bit are written in files with the .s extension, and largely follows the same basic format:

.globl main

main:
# Write code here!

.data


The main section is where we actually write our instructions line by line. If we have any global static variables, we would include it in the .data section (of course, if there aren’t any global static variables, you can just leave the .data section out. The .globl main statement at the top allows this main function to be executed by other programs. It is important that we title this function main.

Of course, you can get more complicated if you’d like, but this is the simplest structure.

### Compiling Assembly Using gcc

Compile your .s file (we’ll refer to it as test.s) into an executable file using gcc. Here is the appropriate Linux command:

$gcc test.s -o test  In the very off-chance that you want to compile as a 32-bit executable instead of a 64-bit executable, use the bash commands $ as --32 -o test.o test.s
$ld -o test test.o -m elf_i386  This is very rare nowadays and I don’t really expect 32-bit executables to come up in most contexts, but if it does, now you know how to compile them. ### Running Executable Objects After compiling, run your executable using the bash command $ ./test


Let’s say that your executable function had three arguments: arg1, arg2, and arg3. You can run your executable with the the three arguments using the bash command

$./test arg1 arg2 arg3  ### Printing the Return Value to stdout There are a number of different ways to accomplish this task, but perhaps the easiest is to run this single-line bash command after running an executable is complete: $ echo $?  ### Using syscalls At this point, we’re going to take a (fairly lengthy) tangent and discuss something called system calls. syscall stands for a system call, and is used when a program wants the kernel of a computer to perform some task. The kernel can be thought of as the “king” or “brain” computer program that is at the core of a computer’s operating system with complete control over everything in the system. It tells other programs when they can run, how much memory and computer resources they get, and whatnot. It can be thought of as the bridge between computer applications/programs and the CPU, memory, and other resources. Generally, we as programmers don’t particularly work with syscalls since they deal with such a secure and important component of the computer. However, in some special cases, syscalls can be used in our programs to make certain “elementary” operations easy. There are a number of syscalls that are available to programs when interacting with the kernel. We’ll list them here, although note that many of these terms/functions will be new and we won’t be able to understand what each of them does just yet (many of these will come back to us throughout the course). Type of syscall Linux Function Process Control fork() exit() wait() File Management open() read() write() close() Device Management ioctl() read() write() Information Maintanence getpid() alarm() sleep() Communication pipe() shmget() mmap() (This table was taken from this link. Official syscall documentation is linked here.) Each of these functions has an important use, and can be invoked at the assembly level. In x86 64-bit assembly, the syscall calling convention is largely standardized. We move the appropriate arguments to each of the registers, and then invoke the syscall instruction. Each of the syscall functions has their own system call number associated with the function. The register designations are Register Function for Setting Up syscalls %rax system call number %rcx return address (often we don't care about) %r11 saved flags (again, often we don't care about) %rdi arg0 %rsi arg1 %rdx arg2 %r10 arg3 %r8 arg4 %r9 arg5 Note that invoking a syscall will never change the state of the stack (this is useful oftentimes). #### Legacy System Interruption On older systems and in older textbooks, you may see the commands int 0x80 instead. This instruction is the “legacy” version of syscall on older systems, and runs by triggering a software interrupt that interrupts the kernel’s attention on the currently executing program to handle the interrupt instead. Because of the interrupt nature of the int 0x80 command, it is considered to be computationally costly and slower than the more modern syscall command. It also uses an entirely different calling convention with different system call numberings, so in general it’s just a bad idea to mix the two with each other. However, note that because of backwards compatibility of Intel processors, int 0x80 still works on modern computers. We will just choose not to use it. ### Printing Going back to writing assembly code, we can use the write() syscall that we discussed above to write to stdout and basically output things in terminal. For example, let’s say that we wanted to print the string Hello, World!. When dealing with strings, it is often most convenient to store it in a static data region (analogous to global variables) in x86. For example, .globl main main: movq$1, %rax       # System call 1 is write()
movq    $1, %rdi # File handle 1 is stdout mov$message, %rsi # Address of string to output
mov     $14, %rdx # Number of bytes (length of string) syscall # Invoke write() operation movq$60, %rax      # System call 60 is exit()
movq    $0, %rdi # Return code 0 syscall .data message: .ascii "Hello, World!\n"  As you can see from above, we used syscall to both write to stdout and also exit() from the function (which is essentially the same as returning). We created one message that is a string (as indicated by the .ascii designation), and we can refer to this message in our assembly instruction as $message. Note that %rsi needs to store an address to the thing to be printed, not the actual thing being printed!

Of course, can store more than just strings in the static data region. For example,

.data
var:
.byte 7       # Declare a byte at location var with value 7
.byte 11      # Declare a byte at location var+1 with value 11
x:
.short 42     # Declare a 2-byte at location x with value 42
y:
.long 500     # Declare a 4-byte at location y with value 500
z:
.quad 256     # Declare a 8-byte at location z with value 256
arr:
.long 1, 2, 3 # Declare 3 4-byte values as an array with values
# 1, 2, and 3. 1 is at location arr, 2 is at
# location arr+4 (since a long is 4 bytes), and
# 3 is at location arr+8


## Examples

Now, it’s your turn! Try to write assembly code for the following tasks.

### deadbeef

Using the write() syscall, print the characters deadbeef\n to stdout without using any global static variables.

.globl main

main:
# Print deadbeef\n to stdout here


### Factorials

Write an x86 assembly program to compute the factorial of a number initially stored in %rdi.

.globl main

main:
movq    $5, %rdi # Argument n (replace 5 with n) # Return n!  ### Fibonacci Numbers Write an x86 assembly program to compute the$n$th Fibonacci number, where$n$is initially stored in %rdi. .globl main main: movq$9, %rdi    # Argument n (replace 9 with n)
# Return the nth Fibonacci number


### Greatest Common Divisor

Using Euclid's Algorithm, calculate the greatest common divisor (GCD) of two numbers $x$ and $y$ initially stored in the registers %rdi and %rsi, respectively. Here is an implementation in Java so you can understand the algorithm:

public static int gcd(int x, int y) {
if (x == 0) { return y; }
return gcd(y % x, x);
}


Here is a template for the assembly implementation:

.globl main

main:
movq    $9, %rdi # Argument x (replace 9 with x) movq$6, %rsi    # Argument y (replace 6 with y)
# Return the gcd of x and y