x86 Flashcards
EAX
The Accumulator Register - It’s called the accumulator register because it’s the primary register used for common calculations (such as ADD and SUB). While other registers can be used for calculations, EAX has been given preferential status by assigning it more efficient, one-byte opcodes. Such efficiency can be important when it comes to writing exploit shellcode for a limited available buffer space (more on that in future tutorials!). In addition to its use in calculations, EAX is also used to store the return value of a function.
This general purpose register can be referenced in whole or in part as follows: EAX refers to the 32-bit register in its entirety. AX refers to the least significant 16 bits which can be further broken down into AH (the 8 most significant bits of AX) and AL (the 8 least significant bits).
EBX
The Base Register - In 32-bit architecture, EBX doesn’t really have a special purpose so just think of it as a catch-all for available storage. Like EAX, it can be referenced in whole (EBX) or in part (BX, BH, BL).
ECX
The Counter Register - As its name implies, the counter (or count) register is frequently used as a loop and function repetition counter, though it can also be used to store any data. Like EAX, it can be referenced in whole (ECX) or in part (CX, CH, CL).
EDX
The Data Register - EDX is kind of like a partner register to EAX. It’s often used in mathematical operations like division and multiplication to deal with overflow where the most significant bits would be stored in EDX and the least significant in EAX. It is also commonly used for storing function variables. Like EAX, it can be referenced in whole (EDX) or in part (DX, DH, DL).
ESI
The Source Index - The counterpart to EDI, ESI is often used to store the pointer to a read location. For example, if a function is designed to read a string, ESI would hold the pointer to the location of that string.
EDI
The Destination Index - Though it can be (and is) used for general data storage, EDI was primarily designed to store the storage pointers of functions, such as the write address of a string operation.
EBP
The Base Pointer - EBP is used to keep track of the base/bottom of the stack. It is often used to reference variables located on the stack by using an offset to the current value of EBP, though if parameters are only referenced by register, you may choose to use EBP for general use purposes.
ESP
The Stack Pointer - ESP is used to track the top of the stack. As items are moved to and from the stack ESP increments/decrements accordingly. Of all of the general purpose registers, ESP is rarely/never used for anything other than it’s intended purpose.
EIP
Not a general purpose register, but fitting to cover here, EIP points to the memory address of the next instruction to be executed by the CPU. As you’ll see in the coming tutorials, control the value of EIP and you can control the execution flow of the application (to execute code of your choosing).
x86 Intel Syntax
MOV [DST] [SRC]
ADD/SUB op1, op2
add or subtract two operands, storing the result in the first operand. These can be registers, memory locations (limit of one) or constants. For example, ADD EAX, 10 means add 10 to the value of EAX and store the result in EAX
XOR EAX, EAX
Performing an ‘exclusive or’ of a register with itself sets its value to zero; an easy way of clearing the contents of a register
INC/DEC op1
increment or decrement the value of the operand by one
CMP op1, op2
compare the value of two operands (register/memory address/constant) and set the appropriate EFLAGS value.
Jump (JMP) and conditional jump (je, jz, etc)
as the name implies these instructions allow you to jump to another location in the execution flow/instruction set. The JMP instruction simply jumps to a location whereas the conditional jumps (je, jz, etc) are taken only if certain criteria are met (using the EFLAGS register values mentioned earlier). For example, you might compare the values of two registers and jump to a location if they are both equal (uses je instruction and zero flag (zf) = 1).