When to use size directives in x86 seems a bit ambiguous. This x86 assembly guide says the following:
In general, the intended size of the of the data item at a given memory
address can be inferred from the assembly code instruction in which it is
referenced. For example, in all of the above instructions, the size of
the memory regions could be inferred from the size of the register
operand. When we were loading a 32-bit register, the assembler could
infer that the region of memory we were referring to was 4 bytes wide.
When we were storing the value of a one byte register to memory, the
assembler could infer that we wanted the address to refer to a single
byte in memory.
The examples they give are pretty trivial, such as mov'ing an immediate value into a register.
But what about more complex situations, such as the following:
mov QWORD PTR [rip+0x21b520], 0x1
In this case, isn't the QWORD PTR size directive redundant since, according to the above guide, it can be assumed that we want to move 8 bytes into the destination register due to the fact that RIP is 8 bytes? What are the definitive rules for size directives on the x86 architecture? I couldn't find an answer for this anywhere, thanks.
Update: As Ross pointed out, the destination in the above example isn't a register. Here's a more relevant example:
mov esi, DWORD PTR [rax*4+0x419260]
In this case, can't it be assumed that we want to move 4 bytes because ESI is 4 bytes, making the DWORD PTR directive redundant?
You're right; it is rather ambiguous. Assuming we're talking about Intel syntax, it is true that you can often get away with not using size directives. Any time the assembler can figure it out automatically, they are optional. For example, in the instruction
mov esi, DWORD PTR [rax*4+0x419260]
the DWORD PTR specifier is optional for exactly the reason you suppose: the assembler can figure out that it is to move a DWORD-sized value, since the value is being moved into a DWORD-sized register.
Similarly, in
mov rsi, QWORD PTR [rax*4+0x419260]
the QWORD PTR specifier is optional for the exact same reason.
But it is not always optional. Consider your first example:
mov QWORD PTR [rip+0x21b520], 0x1
Here, the QWORD PTR specifier is not optional. Without it, the assembler has no idea what size value you want to store starting at the address rip+0x21b520. Should 0x1 be stored as a BYTE? Extended to a WORD? A DWORD? A QWORD? Some assemblers might guess, but you can't be assured of the correct result without explicitly specifying what you want.
In other words, when the value is in a register operand, the size specifier is optional because the assembler can figure out the size based on the size of the register. However, if you're dealing with an immediate value or a memory operand, the size specifier is probably required to ensure you get the results you want.
Personally, I prefer to always include the size when I write code. It's a couple of characters more typing, but it forces me to think about it and state explicitly what I want. If I screw up and code a mismatch, then the assembler will scream loudly at me, which has caught bugs more than once. I also think having it there enhances readability. So here I agree with old_timer, even though his perspective appears to be somewhat unpopular.
Disassemblers also tend to be verbose in their outputs, including the size specifiers even when they are optional. Hans Passant theorized in the comments this was to preserve backwards-compatibility with old-school assemblers that always needed these, but I'm not sure that's true. It might be part of it, but in my experience, disassemblers tend to be wordy in lots of different ways, and I think this is just to make it easier to analyze code with which you are unfamiliar.
Note that AT&T syntax uses a slightly different tact. Rather than writing the size as a prefix to the operand, it adds a suffix to the instruction mnemonic: b for byte, w for word, l for dword, and q for qword. So, the three previous examples become:
movl 0x419260(,%rax,4), %esi
movq 0x419260(,%rax,4), %rsi
movq $0x1, 0x21b520(%rip)
Again, on the first two instructions, the l and q prefixes are optional, because the assembler can deduce the appropriate size. On the last instruction, just like in Intel syntax, the prefix is non-optional. So, the same thing in AT&T syntax as Intel syntax, just a different format for the size specifiers.
RIP, or any other register in the address is only relevant to the addressing mode, not the width of data transfered. The memory reference [rip+0x21b520] could be used with a 1, 2, 4, or 8-byte access, and the constant value 0x01 could also be 1 to 8 bytes (0x01 is the same as 0x00000001 etc.) So in this case, the operand size has to be explicitly mentioned.
With a register as the source or destination, the operand size would be implicit: if, say, EAX is used, the data is 32 bits or 4 bytes:
mov [rip+0x21b520],eax
And of course, in the awfully beautiful AT&T syntax, the operand size is marked as a suffix to the instruction mnemonic (the l here).
movl $1, 0x21b520(%rip)
it gets worse than that, an assembly language is defined by the assembler, the program that reads/interprets/parses it. And x86 in particular but as a general rule there is no technical reason for any two assemblers for the same target to have the same assembly language, they tend to be similar, but dont have to be.
You have fallen into a couple of traps, first off the specific syntax used for the assembler you are using with respect to the size directive, then second, is there a default. My recommendation is ALWAYS use the size directive (or if there is a unique instruction mnemonic), then you never have to worry about it right?
Related
I can' t understand how this works.
Here's a part of main() program disassembled by objdump and written in intel notation
0000000000000530 <main>:
530: lea rdx,[rip+0x37d] # 8b4 <_IO_stdin_used+0x4>
537: mov DWORD PTR [rsp-0xc],0x0
53f: movabs r10,0xedd5a792ef95fa9e
549: mov r9d,0xffffffcc
54f: nop
550: mov eax,DWORD PTR [rsp-0xc]
554: cmp eax,0xd
557: ja 57c <main+0x4c>
559: movsxd rax,DWORD PTR [rdx+rax*4]
55d: add rax,rdx
560: jmp rax
The rodata section dump:
.rodata
08b0 01000200 ecfdffff d4fdffff bcfdffff ................
08c0 9cfdffff 7cfdffff 6cfdffff 4cfdffff ....|...l...L...
08d0 3cfdffff 2cfdffff 0cfdffff ecfcffff <...,...........
08e0 d4fcffff b4fcffff 0cfeffff ............
In 530, rip is [537] so [rdx] = [537 + 37d] = 8b4.
First question is the value of rdx is how large? Is the valueis ec, or ecfdffff or something else? If it has DWORD, I can understand that has 'ecfdffff' (even this is wrong too?:() but this program don't declare it. How can I judge the value?
Then the program continues.
In 559, rax is first appeared.
The second question is this rax can interpret as a part of eax and in this time is the rax = 0? If rax is 0, in 559 means rax = DWORD[rdx] and the value of rax become ecfdffff and next [55d] do rax += rdx, and I think this value can't jamp. There must be something wrong, so tell me where, or how i make any wrongs.
I think I'll diverge from what Peter discussed (he provides good information) and get to the heart of some issues I think are causing you problems. When I first glanced at this question I assumed that the code was likely compiler generated and the jmp rax was likely the result of some control flow statement. The most likely way to generate such a code sequence is via a C switch. It isn't uncommon for a switch statement to be made of a jump table to say what code should execute depending on the control variable. As an example: the control variable for switch(a) is a.
This all made sense to me, and I wrote up a number of comments (now deleted) that ultimately resulted in bizarre memory addresses that jmp rax would go to. I had errands to run but when I returned I had the aha moment that you may have had the same confusion I did. This output from objdump using the -s option appeared as:
.rodata
08b0 01000200 ecfdffff d4fdffff bcfdffff ................
08c0 9cfdffff 7cfdffff 6cfdffff 4cfdffff ....|...l...L...
08d0 3cfdffff 2cfdffff 0cfdffff ecfcffff <...,...........
08e0 d4fcffff b4fcffff 0cfeffff ............
One of your questions seems to be about what values get loaded here. I never used the -s option to look at data in the sections and was unaware that although the dump splits the data out in groups of 4 bytes (32-bit values) they are shown in byte order as it appears in memory. I had at first assumed the output was displaying these values from Most Significant Byte to Least significant byte and objdump -s had done the conversion. That is not the case.
You have to manually reverse the bytes of each group of 4 bytes to get the real value that would be read from memory into a register.
ecfdffff in the output actually means ec fd ff ff. As a DWORD value (32-bit) you need to reverse the bytes to get the HEX value as you would expect when loaded from memory. ec fd ff ff reversed would be ff ff fd ec or the 32-bit value 0xfffffdec. Once you realize that then this makes a lot more sense. If you make this same adjustment for all the data in that table you'd get:
.rodata
08b0: 0x00020001 0xfffffdec 0xfffffdd4 0xfffffdbc
08c0: 0xfffffd9c 0xfffffd7c 0xfffffd6c 0xfffffd4c
08d0: 0xfffffd3c 0xfffffd2c 0xfffffd0c 0xfffffcec
08e0: 0xfffffcd4 0xfffffcb4 0xfffffe0c
Now if we look at the code you have it starts with:
530: lea rdx,[rip+0x37d] # 8b4 <_IO_stdin_used+0x4>
This doesn't load data from memory, it is computing the effective address of some data and places the address in RDX. The disassembly from OBJDUMP is displaying the code and data with the view that it is loaded in memory starting at 0x000000000000. When it is loaded into memory it may be placed at some other address. GCC in this case is producing position independent code (PIC). It is generated in such a way that the first byte of the program can start at an arbitrary address in memory.
The # 8b4 comment is the part we are concerned about (you can ignore the information after that). The disassembly is saying if the program was loaded at 0x0000000000000000 then the value loaded into RDX would be 0x8b4. How was that arrived at? This instruction starts at 0x530 but with RIP relative addressing the RIP (instruction pointer) is relative to the address just after the current instruction. The address the disassembler used was 0x537 (the byte after the current instruction is the address of the first byte of the next instruction). The instruction adds 0x37d to RIP and gets 0x537+0x37d=0x8b4. The address 0x8b4 happens to be in the .rodata section which you are given a dump of (as discussed above).
We now know that RDX contains the base of some data. The jmp rax suggests this is likely going to be a table of 32-bit values that are used to determine what memory location to jump to depending on the value in the control variable of a switch statement.
This statement appears to be storing the value 0 as a 32-bit value on the stack.
537: mov DWORD PTR [rsp-0xc],0x0
These appear to be variables that the compiler chose to store in registers (rather than memory).
53f: movabs r10,0xedd5a792ef95fa9e
549: mov r9d,0xffffffcc
R10 is being loaded with the 64-bit value 0xedd5a792ef95fa9e. R9D is the lower 32-bits of the 64-bit R9 register.The value 0xffffffcc is being loaded into the lower 32-bits of R9 but there is something else occurring. In 64-bit mode if the destination of an instruction is a 32-bit register the CPU automatically zero extends the value into the upper 32-bits of the register. The CPU is guaranteeing us that the upper 32-bits are zeroed.
This is a NOP and doesn't do anything except align the next instruction to memory address 0x550. 0x550 is a value that is 16-byte aligned. This has some value and may hint that the instruction at 0x550 may be the first instruction at the top of a loop. An optimizer may place NOPs into the code to align the first instruction at the top of a loop to a 16-byte aligned address in memory for performance reasons:
54f: nop
Earlier the 32-bit stack based variable at rsp-0xc was set to zero. This reads the value 0 from memory as a 32-bit value and stores it in EAX. Since EAX is a 32-bit register being used as the destination for the instruction the CPU automatically filled the upper 32-bits of RAX to 0. So all of RAX is zero.
550: mov eax,DWORD PTR [rsp-0xc]
EAX is now being compared to 0xd. If it is above (ja) it goes to the instruction at 0x57c.
554: cmp eax,0xd
557: ja 57c <main+0x4c>
We then have this instruction:
559: movsxd rax,DWORD PTR [rdx+rax*4]
The movsxd is an instruction that will take a 32-bit source operand (in this case the 32-bit value at memory address RDX+RAX*4) load it into the bottom 32-bits of RAX and then sign extend the value into the upper 32-bits of RAX. Effectively if the 32-bit value is negative (the most significant bit is 1) the upper 32-bits of RAX will be set to 1. If the 32-bit value is not negative the upper 32-bits of RAX will be set to 0.
When this code is first encountered RDX contains the base of some table at 0x8b4 from the beginning of the program loaded in memory. RAX is set to 0. Effectively the first 32-bits in the table are copied to RAX and sign extended. As seen earlier the value at offset 0xb84 is 0xfffffdec. That 32-bit value is negative so RAX contains 0xfffffffffffffdec.
Now to the meat of the situation:
55d: add rax,rdx
560: jmp rax
RDX still holds the address to the beginning of a table in memory. RAX is being added to that value and stored back in RAX (RAX = RAX+RDX). We then JMP to the address stored in RAX. So this code all seems to suggest we have a JUMP table with 32-bit values that we are using to determine where we should go. So then the obvious question. What are the 32-bit values in the table? The 32-bit values are the difference between the beginning of the table and the address of the instruction we want to jump to.
We know the table is 0x8b4 from the location our program is loaded in memory. The C compiler told the linker to compute the difference between 0x8b4 and the address where the instruction we want to execute resides. If the program had been loaded into memory at 0x0000000000000000 (hypothetically), RAX = RAX+RDX would have resulted in RAX being 0xfffffffffffffdec + 0x8b4 = 0x00000000000006a0. We then use jmp rax to jump to 0x6a0. You didn't show the entire dump of memory but there is going to be code at 0x6a0 that will execute when the value passed to the switch statement is 0. Each 32-bit value in the JUMP table will be a similar offset to the code that will execute depending on the control variable in the switch statement. If we add 0x8b4 to all the entries in the table we get:
08b0: 0x000006a0 0x00000688 0x00000670
08c0: 0x00000650 0x00000630 0x00000620 0x00000600
08d0: 0x000005F0 0x000005e0 0x000005c0 0x000005a0
08e0: 0x00000588 0x00000568 0x000006c0
You should find that in the code you haven't provided us that these addresses coincide with code that appears after the jmp rax.
Given that the memory address 0x550 was aligned, I have a hunch that this switch statement is inside a loop that keeps executing as some kind of state machine until the proper conditions are met for it to exit. Likely the value of the control variable used for the switch statement is changed by the code in the switch statement itself. Each time the switch statement is run the control variable has a different value and will do something different.
The control variable for the switch statement was originally checked for the value being above 0x0d (13). The table starting at 0x8b4 in the .rodata section has 14 entries. One can assume the switch statement probably has 14 different states (cases).
but this program don't declare it
You're looking at disassembly of machine code + data. It's all just bytes in memory. Any labels the disassembler does manage to show are ones that got left in the executable's symbol table. They're irrelevant to how the CPU runs the machine code.
(The ELF program headers tell the OS's program loader how to map it into memory, and where to jump to as an entry point. This has nothing to do with symbols, unless a shared library references some globals or functions defined in the executable.)
You can single-step the code in GDB and watch register values change.
In 559, rax is first appeared.
EAX is the low 32 bits of RAX. Writing to EAX zero-extends into RAX implicitly. From mov DWORD PTR [rsp-0xc],0x0 and the later reload, we know that RAX=0.
This must have been un-optimized compiler output (or volatile int idx = 0; to defeat constant propagation), otherwise it would know at compile time that RAX=0 and could optimize away everything else.
lea rdx,[rip+0x37d] # 8b4
A RIP-relative LEA puts the address of static into a register. It's not a load from memory. (That happens later when movsxd with an indexed addressing mode uses RDX as the base address.)
The disassembler worked out the address for you; it's RDX = 0x8b4. (Relative to the start of the file; when actually running the program would be mapped at a virtual address like 0x55555...000)
554: cmp eax,0xd
557: ja 57c <main+0x4c>
559: movsxd rax,DWORD PTR [rdx+rax*4]
55d: add rax,rdx
560: jmp rax
This is a jump table. First it checks for an out-of-bounds index with cmp eax,0xd, then it indexes a table of 32-bit signed offsets using EAX (movsxd with an addressing mode that scales RAX by 4), and adds that to the base address of the table to get a jump target.
GCC could just make a jump table of 64-bit absolute pointers, but chooses not to so that .rodata is position-independent as well and doesn't need load-time fixups in a PIE executable. (Even though Linux does support doing that.) See https://gcc.gnu.org/bugzilla/show_bug.cgi?id=84011 where this is discussed (although the main focus of that bug is that gcc -fPIE can't turn a switch into a table lookup of string addresses, and actually still uses a jump table)
The jump-offset table address is in RDX, this is what was set up with the earlier LEA.
I am using NASM assembler on linux 64 bit.
There is something with variables and registers I can't understand.
I create a variable named "msg":
msg db "hello, world"
Now when I want to write to the stdout I move the msg to rsi register, however I don't understand the mov instruction bitwise ... the rsi register consists of 64 bit , while the msg variable has 12 symbols which is 8 bits each , which means the msg variable has a size of 12 * 8 bits , which is greater than 64 bits obviously.
So how is this even possible to make an instruction like:
mov rsi, msg , without overflowing the memory allocated for rsi.
Or does the rsi register contain the memory location of the first symbol of the string and after writing 1 symbol it changes to the memory location of the next symbol?
Sorry if I wrote complete nonsense, I'm new to assembly and i just can't get the grasp of it for a while.
In NASM syntax (unlike MASM syntax) mov rsi, symbol puts the address of the symbol into RSI. (Inefficiently with a 64-bit absolute immediate; use a RIP-relative LEA or mov esi, symbol instead. How to load address of function or label into register in GNU Assembler)
mov rsi, [symbol] would load 8 bytes starting at symbol. It's up to you to choose a useful place to load 8 bytes from when you write an instruction like that.
mov rsi, msg ; rsi = address of msg. Use lea rsi, [rel msg] instead
movzx eax, byte [rsi+1] ; rax = 'e' (upper 7 bytes zeroed)
mov edx, [msg+6] ; rdx = ' wor' (upper 4 bytes zeroed)
Note that you can use mov esi, msg because symbol addresses always fit in 32 bits (in the default "small" code model, where all static code/data goes in the low 2GB of virtual address space). NASM makes this optimization for you with assemble-time constants (like mov rax, 1), but probably it can't with link-time constants. Why do x86-64 instructions on 32-bit registers zero the upper part of the full 64-bit register?
and after writing 1 symbol it changes to the memory location of the next symbol?
No, if you want that you have to inc rsi. There is no magic. Pointers are just integers that you manipulate like any other integers, and strings are just bytes in memory.
Accessing registers doesn't magically modify them.
There are instructions like lodsb and pop that load from memory and increment a pointer (rsi or rsp respectively), but x86 doesn't have any pre/post-increment/decrement addressing modes, so you can't get that behaviour with mov even if you want it. Use add/sub or inc/dec.
Disclaimer: I'm not familiar with the flavor of assembly that you're dealing with, so the following is more general. The particular flavor may have more features than what I'm used to. In general, assembly deals with single byte/word entities where the size depends on the processor. I've done quite a bit of work on 8 and 16-bit processors, so that is where my answer is coming from.
General statements about Assembly:
Assembly is just like a high level language, except you have to handle a lot more of the details. So if you're used to some operation in say C, you can start there and then break the operation down even further.
For instance, if you have declared two variables that you want to add, that's pretty easy in C:
x = a + b;
In assembly, you have to break that down further:
mov R1, a * get value from a into register R1
mov R2, b * get value from b into register R2
add R1,R2 * perform the addition (typically goes into a particular location I'll call it the accumulator
mov x, acc * store the result of the addition from the accumulator into x
Depending on the flavor of assembly and the processor, you may be able to directly refer to variables in the addition instruction, but like I said I would have to look at the specific flavor you're working with.
Comments on your specific question:
If you have a string of characters, then you would have to move each one individually using a loop of some sort. I would set up a register to contain the starting address of your string, and then increment that register after each character is moved. It acts like a pointer in C. You will need to have some sort of indication for the termination of the string or another value that tells the size of the string, so you know when to stop.
In x86, I understand multi-byte objects are stored in memory little endian style.
Now generally speaking, when it comes to CPU instructions, the OPCODE determines the purpose of the instruction and data/memory addresses may follow the opcode in it's encoded format. My understanding is the Opcode portion of the instruction should be the most significant byte and thus appear at the highest address of any given instruction encoding representation.
Can someone explain the memory layout on this x86 linux gdb example? I would imagine that the opcode 0xb8 would appear at a higher address due to it being the most significant byte.
(gdb) disassemble _start
Dump of assembler code for function _start:
0x08048080 <+0>: mov eax,0x11223344
(gdb) x/1xb _start+0
0x8048080 <_start>: 0xb8
(gdb) x/1xb _start+1
0x8048081 <_start+1>: 0x44
(gdb) x/1xb _start+2
0x8048082 <_start+2>: 0x33
(gdb) x/1xb _start+3
0x8048083 <_start+3>: 0x22
(gdb) x/1xb _start+4
0x8048084 <_start+4>: 0x11
It appears the instruction mov eax, 0x11223344 is encoding as 0x11 0x22 0x33 0x44 0xb8.
Questions.
1.) How does the CPU know how many bytes the instruction will take up if the first byte it see's is not an opcode?
2.) I'm wondering if perhaps x86 cpu instructions do not even have endian-ness and are considering some type of string? (probably way off here)
x86 is a variable length instruction set, you start with a single byte which has no endianness, it is wherever it is.
Then depending on the opcode there may be more bytes and those might for example be a 32 bit immediate, and (if that group of bytes is an immediate or address of some sort) THOSE bytes will be little endian. Say you have the five bytes ABCDE (no endianess, think array or string). The A byte is the opcode, the B byte would then be the lower 8 bits of the immediate and the E the upper 8 bits of the immediate.
Opcode is a hard to use term, in these older 8/16 bit CISC processors like x86 the entire byte was an opcode that you basically looked up in a table to see what it meant (and inside the processor they did use a table to figure out how to execute it). When you look at MIPS or ARM or other (certainly RISC) instruction sets like those, only a portion of the 32 bits are the "opcode" and in neither of those cases is it the same set of bits from one instruction to another, you have to look at various places in the instruction (yes there is overlap to make the decoding sane), MIPS is a lot more consistent you have one blob in one place you look at but one of those patterns requires you to look at another blob of bits to fully decode. ARM you start at a common bit and as you work your way across you are further decoding the instruction, then you may have to grab some random looking spots to fully decode. The rest of the bits are operands, what register to use or immediate or whatever the kind of thing that in a CISC you needed a look up table for (are implied by the opcode but not defined by bits in the opcode).
1) the next byte after the prior instruction will be interpreted as an opcode even if not intended to be one (if execution continues to that byte and doesnt branch). I dont remember my x86 table off hand to know if there are any undefined instructions or not, if undefined then it will hit a handler, otherwise it will decode what it finds as machine code and if it is not properly formed instructions will likely crash, sometimes you get lucky and it just messes something up and keeps going, or even more lucky and you cant tell that it almost crashed.
2) you are right for these 8/16 bit CISC or similar instruction sets they are treated more like strings that you parse through linearly.
lea 0x1c(%ebp),%eax
So, I understand vaguely what the lea instruction does, and I know those are registers, but what is this structure: 0x1c(%ebp)? I got this code out of objdump.
It is one of the many x86 addressing modes. Specifically, this is referred to as "displacement" addressing.
Since you said you used objdump and didn't specify that you used the -M flag, I'm going to assume this in the GAS syntax (as opposed to Intel syntax). This means that the first operand is the source, and the second operand is the destination.
The lea 0x1C(%ebp),%eax instruction means, "Take the value in %ebp, add 0x1C (28 in decimal), then store that value in %eax".
I was wondering what are "semantic NOPs" in assembly?
Code that isn't an actual nop but doesn't affect the behavior of the program.
In C, the following sequence could be thought of as a semantic NOP:
{
// Since none of these have side affects, they are effectively no-ops
int x = 5;
int y = x * x;
int z = y / x;
}
They are instructions that have no effect, like a NOP, but take more bytes. Useful to get code aligned to a cache line boundary. An instruction like lea edi,[edi+0] is an example, it would take 7 NOPs to fill the same number of bytes but takes only 1 cycle instead of 7.
A semantic NOP is a collection of machine language instructions that have no effect at all or almost no effect (most instructions change condition codes) whose only purpose is obfuscation of what the program is actually doing.
Code that executes but doesn't do anything meaningful. These are also called "opaque predicates," and are used most often by obfuscators.
A true "semantic nop" is an instruction which has no effect other than taking some time and advancing the program counter. Many machines where register-to-register moves do not affect flags, for example, have numerous instructions that will move a register to itself. On the 8088, for example, any of the following would be semantic NOPs:
mov al,al
mov bl,bl
mov cl,cl
...
mov ax,ax
mob bx,bx
mov cx,cx
...
xchg ax,ax
xchg bx,bx
xchg cx,cx
...
Note that all of the above except for "xchg ax,ax" are two-byte instructions. Intel has therefore declared that "xchg ax,ax" should be used when a one-byte NOP is required. Indeed, if one assembles "mov ax,ax" and disassembles it, it will disassemble as "NOP".
Note that in some cases an instruction or instruction sequence may have potential side-effects, but nonetheless be more desirable than the usual "nop". On the 6502, for example, if one needs a 7-cycle delay and the stack pointer is valid but the top-of-stack value is irrelevant, a PHP followed by a PLP will kill seven cycles using only two bytes of code. If the top-of-stack value isn't a spare byte of RAM, though, the sequence would fail.