\C{Syntax} Syntax Quirks and Summaries \H{jumpcall} Summary of the \c{JMP} and \c{CALL} Syntax The \i\c{JMP} and \i\c{CALL} instructions support a variety of syntaxes to simplify their specific use cases. Some of the following chapters explain how these two instructions interact with various special symbols that NASM uses and some document non-obvious scenarios regarding differently sized modes of operation. \S{labeljmps} \i{Near Jump}s Near jumps are jumps within a single segment. Probably the most common way to use them is through labels, as explained in \k{locallab}. \i\c{APX} added a near jump instruction - \I\c{JMPABS}, that allows jumps to any \I{64-bit immediate}64-bit address specified with an immediate operand. The instruction works with absolute addresses and the syntax options are shown in \k{apx_jmpabs}. \S{jumploop} \i{Infinite Loop} Trick One of the ways to quickly implement an infinite loop is using the \I{$, here}\c{$} token which evaluates to the current position in the code. So a one line infinite loop can simply look like: \c jmp $ \S{mixsizejmpsum} Jumps and Mixed Sizes \I{jumps, mixed-size}In some special circumstances one might need to jump between 16-bit mode and 32-bit mode. \I{addressing, mixed-size}\I{mixed-size addressing}A similar issue is addressing between 16 and 32 bit segments. The possible cases and the relevant syntax for both problems are explained in \k{mixjump} and \k{mixaddr} respectively. \S{callprocoutlib} Calling Procedures Outside of a Shared Library When writing shared libraries it's often necessary to call external code. In the ELF format the \I\c{WRT} keyword takes on a different meaning than normally when it helps reference a segment - it's used to refer to some special symbols (more about it can be found in \k{win64pic}). In the case described here, "\c{wrt} \i\c{..plt}" references a \i{PLT} (\i{procedure linkage table}) entry. It can be used to call external routines in a way explained in \k{picproc}. \S{farcall} \i{Far Call}s NASM supports far (inter-segment) calls and jumps by means of the syntax \c{call segment:offset}, where \c{segment} and \c{offset} both represent immediate values. So to call a far procedure, you could code either of \c call (seg procedure):procedure \c call weird_seg:(procedure wrt weird_seg) (The parentheses are included for clarity, to show the intended parsing of the above instructions. They are not necessary in practice.) NASM supports the syntax \I\c{CALL FAR}\c{call far procedure} as a synonym for the first of the above usages. \c{JMP} works identically to \c{CALL} in these examples. To declare a \i{far pointer} to a data item in a data segment, you must code \c dw symbol, seg symbol NASM supports no convenient synonym for this, though you can always invent one using the macro processor. \H{shortnddnds} Compact \i\c{NDS}/\i\c{NDD} Operands Some instructions that use the \i\c{VEX} prefix, mainly AVX ones, use \c{NDS} (\i\c{Non-Destructive Source}) or \c{NDD} (\i\c{Non-Destructive Destination}) operands. Semantically it works by passing another register to the instruction which is then used in a non-destructive manner - it's not overwritten with the result of the operation. Syntatically NASM allows both the obvious format mentioned above and a \i{compact format} - compact meaning that if a user passes two operands instead of three, one of them is simply copied to be used as the source or destination. Thereby these instructions have the exact same effect: \c vaddpd xmm0, xmm0, xmm1 \c vaddpd xmm0, xmm1 Here the xmm0 register is used as the "non-destructive destination" even though in this case it will of course be modified. \H{64moff} 64-bit \i{MOFFS} The moffs operand can be used with the \c{MOV} instruction, only using the A register (AL/AH, AX, EAX, RAX), and for non-64-bit operand size means to address memory at an offset from a segment. For \I{64-bit immediate} 64-bit operands it simply accesses memory at a specified offset (since segment based addressing is mostly unavailable in 64-bit mode). Syntax to use 64-bit offsets to address memory is showcased in \k{id64disp}. \H{spliteas} \i{Split EA} Addressing Syntax Instructions that use the mib operand, (that is memory addressed with a base register, with some offset, with an added index register that's multiplied by some scale factor) can also utilize the split EA (\I{effective addresses}effective addressing). The new form is mainly intended for MPX instructions that use the \i{mib} operands, but can be used for any memory reference. The basic concept of this form is splitting base and index: \c mov eax,[ebx+8,ecx*4] ; ebx=base, ecx=index, 4=scale, 8=disp NASM supports all currently possible forms of the mib syntax: \c ; bndstx \c ; next 5 lines are parsed same \c ; base=rax, index=rbx, scale=1, displacement=3 \c bndstx [rax+0x3,rbx], bnd0 ; NASM - split EA \c bndstx [rbx*1+rax+0x3], bnd0 ; GAS - '*1' indecates an index reg \c bndstx [rax+rbx+3], bnd0 ; GAS - without hints \c bndstx [rax+0x3], bnd0, rbx ; ICC-1 \c bndstx [rax+0x3], rbx, bnd0 ; ICC-2 \H{ternarylogic} No Syntax for Ternary Logic Instruction \i{VPTERNLOG}D or VPTERNLOGQ are instructions that implement an arbitrary logic function for three inputs. They take three register operands and one immediate value that determines what logic function the instruction shall implement on execution. Specifically the output of the desired logic function is encoded in the immediate 8-bit operand. 3 binary inputs can be configured in 8 possible ways giving 8 output bits that could implement any one of 256 possible logic functions. Therefore it's not practical to have any syntax around different possible logic functions. However there are some macro solutions that can help avoid writing out truth tables in order to use the ternary logic instructions. The simple, more manual way is to calculate the logic operation encoding on the fly with a few lines of arithmetic directives: \c a equ 0xaa \c b equ 0xcc \c c equ 0xf0 \c imm equ a | b & c Here, values for "a", "b" and "c" together are all possible bit configurations that a 3 input function can take ("a" being the least significant bit and "c" being the most significant one). Then the "imm" variable is calculated by evaluating the desired logic function, in this case "a or b and c", thereby getting the function's output column that one would get when writing out the truth tables. Another, easier to use solution is to define a macro that will calculate all of that when the ternary logic instruction is used. Such a macro can look like this for the 32-bit variant of the VPTERNLOG instruction: \c %imacro VPTERNLOGD 4 \c %define %%imm(a,b,c) %4 \c %? %1,%2,%3,%%imm(0xaa,0xcc,0xf0) \c %endmacro What the macro does, is it outputs the ternary logic instruction with the desired logic expression already encoded into the immediate 8-bit value. The first three arguments are register operands that VPTERNLOG uses. The fourth argument is a string logical expression that needs to use "a", "b" and "c" as the input variables. Then the expression is defined as %%imm(a,b,c) which treats "a", "b" and "c" as variables in the logical expression string. Then in the next line values 0xaa, 0xcc and 0xf0 are substituted in place of "a", "b" and "c". Finally the logical expression is evaluated and encoded at the same time. Then one can invoke the instruction simply like this and use it without doing any manual calculations or additional inline code: \c vpternlogd xmm1, xmm2, xmm3, a | b & c \H{APX} \I{apx syntax}\i{APX} Instruction Syntax Intel APX (\i{Advanced Performance Extensions}) introduces multiple new features, mostly to existing instructions. APX is only available in 64-bit mode. \b There are 16 new general purpose registers, \c{R16} to \c{R31}. \b Many instructions now support a non-destructive destination operand. \b The ability to suppress the setting of the arithmetic flags. \b The ability to zero the upper parts of a full 64-bit register for 8- and 16-bit operation size instructions. (This zeroing is always performed for 32-bit operations; this has been the case since 64-bit mode was first introduced.) \b New instructions to conditionally set the arithmetic flags to a user-specified value. \b Performance-enhanced versions of the \c{PUSH} and \c{POP} instructions. \b A 64-bit absolute jump instruction. \b A new \i{REX2} prefix. See \w{https://www.nasm.us/specs/apx} for a link to the APX technical documentation. NASM generally follows the syntax specified in the \e{Assembly Syntax Recommendations for Intel APX} document although some syntax is relaxed, see below. \S{egprs} \i{Extended General Purpose Registers} (\i{EGPRs}) When it comes to register size, the new registers (\c{R16}-\c{R31}) work the same way as registers \c{R8}-\c{R15} (see also \k{reg64}): \b \c{R31} is the 64-bit form of register 31, \b \c{R31D} is the 32-bit form, \b \c{R31W} is the 16-bit form, and \b \c{R31B} is the 8-bit form. The form \c{R31L} can also be used if the \c{altreg} macro package is used (\c{%use altreg}), see \k{pkg_altreg}. Extended registers require that either a REX2 prefix (the default, if possible) or an EVEX prefix is used. There are some instructions that don't support EGPRs. In that case, NASM will generate an error if they are used. \S{apx_ndd} \i{New Data Destination} (\i{NDD}) Using the new data destination register (when supported) is specified by adding an additional register in place of the first operand. For example an \c{ADD} instruction: \c add rax, rbx, rcx ... which would add \c{RBX} and \c{RCX} and store the result in \c{RAX}, without modifying neither \c{RBX} nor \c{RCX}. \S{apx_nf} Suppress Modifying Flags (\i{NF}) The \c{\{nf\}} prefix on a supported instruction inhibits the update of the flags, for example: \c {nf} add rax, rbx ... will add \c{RAX} and \c{RBX} together, storing the result in \c{RAX}, while leaving the flags register unchanged. NASM also allows the \c{\{nf\}} prefix (or any other curly-brace prefix) to be specified \e{after} the instruction mnemonic. Spaces around curly-brace prefixes are optional: \c {nf} add rax, rbx ; Standard syntax \c {nf}add rax, rbx ; Prefix without space \c add {nf} rax, rbx ; Suffix syntax \c add{nf} rax, rbx ; Suffix without space \S{apx_zu} \i{Zero Upper} (\i{ZU}) The \c{\{zu\}} prefix can be used meaning - "zero-upper", which disables retaining the upper parts of the registers and instead zero-extends the value into the full 64-bit register when the operand size is 8 or 16 bits (this is always done when the operand size is 32 bits, even without APX). For example: \c {zu} setb al ... zeroes out bits [63:8] of the \c{RAX} register. For this specific instruction, NASM also eccepts these alternate syntaxes: \c {zu} setb ax \c setb {zu} al \c setb {zu} ax \c setb {zu} eax \c setb {zu} rax \c setb eax \c setb rax \S{apx_dfv} \i{Source Condition Code} (\I{scc}S\e{cc}) and \i{Default Flags Value} (\i{DFV}) The source condition code (S\e{cc}) instructions, \c{CCMPS}\e{cc} and \c{CTESTS}\c{cc}, perform a test which if successful set the arithmetic flags to a user specfied value and otherwise leave them unchanged. NASM allows the resulting \e{default flags value} to be specified either using the \I\c{\{dfv=\}}\c{\{dfv=\}}...\c{\}} syntax, containing a comma-separated list of zero or more of the CPU flags \c{OF}, \c{SF}, \c{ZF} or \c{CF} or simply as a numeric immediate (with \c{OF}, \c{SF}, \c{ZF} and \c{CF} being represented by bits 3 to 0 in that order.) The \c{PF} flag is always set to the same value as the \c{CF} flag, and the \c{AF} flag is always cleared. NASM allows \c{\{dfv=pf\}} as an alias for \c{\{dfv=cf\}}, but do note that it still affects both flags. NASM allows, but does not require, a comma after the \c{\{dfv=\}} value; when using the immediate syntax a comma is required; these examples all produce the same instruction: \c ccmpl {dfv=of,cf} rdx, r30 \c ccmpl {dfv=of,cf}, rdx, r30 \c ccmpl 0x9, rdx, r30 ; Comma required The immediate syntax also allows for the \c{\{dfv=\}} values to be stored in a symbol, or having arithmetic done on them. Note that when used in an expression, or in contexts other than \c{EQU} or one of the \c{S}\e{cc} instructions, parenteses are required; this is a safety measure (programmer needs to explicitly indicate that use as an expression is what is intended): \c ccmpl ({dfv=of}|{dfv=cf}), rdx, r30 ; Parens, comma required \c ocf1 equ {dfv=of,cf} ; Parens not required \c ccmpl ocf1, rdx, r30 ; Comma required \c ofcf equ ({dfv=of,sf,cf} & ~{dfv=sf}) ; Parens required \c ccmpl ofcf2, rdx, r30 ; Comma required \S{apx_pushpop} \c{PUSH} and \c{POP} Extensions APX adds variations of the \c{PUSH} and \c{POP} instructions that: \b informs the CPU that a specific \c{PUSH} and \c{POP} constitute a matched pair, allowing the hardware to optimize for this common use case: \i\c{PUSHP} and \i\c{POPP}; \b operates on two registers at the same time: \i\c{PUSH2} and \i\c{POP2}, with paired variants \i\c{PUSH2P} and \i\c{POP2P}. These extensions only apply to register forms; they are not supported for memory or immediate operands. The standard syntax for (\c{P})\c{PUSH2} and (\c{P})\c{POP2} specify the registers in the order they are to be pushed and popped on the stack: \c push2p rax, rbx \c ; rax in [rsp+8] \c ; rbx is [rsp+0] \c pop2p rbx, rax ... would be the equivalent of: \c push rax \c push rbx \c ; rax in [rsp+8] \c ; rbx is [rsp+0] \c pop rbx \c pop rax NASM also allows the registers to be specified as a \e{register pair} separated by a colon, in which case the order is always specified in the order \e{high}\c{:}\e{low} and thus is the same for \c{PUSH2} and \c{POP2}. This means the order of the operands in the \c{POP2} instruction is different: \c push2p rax:rbx \c ; rax in [rsp+8] \c ; rbx is [rsp+0] \c pop2p rax:rbx \S{apx_jmpabs} 64-bit absolute jump (\i\c{JMPABS}) A new near jump instruction takes a 64-bit \e{absolute} address immediate. NASM allows this instruction to be specified either as: \c jmpabs target ... or: \c jmp abs target The generated code is identical. The \c{ABS} is required regardless of the \c{DEFAULT} setting. \S{apx_opt} \I{apx optimizer}APX and the NASM optimizer When the optimizer is enabled (see \k{opt-O}), NASM may apply a number of optimizations, some of which may apply non-APX instructions to what otherwise would be APX forms. Some examples are: \b The \c{\{nf\}} prefix may be ignored on instructions that already don't modify the arithmetic flags. \b When the \c{\{nf\}} prefix is specified, NASM may generate another instruction which would not modify the flags register. For example, \c{\{nf\} ror rax, rcx, 3} can be translated into \c{rorx rax, rcx, 3}. \b The \c{\{zu\}} prefix may be ignored on instruction that already zero the upper parts of the destination register. \b When the \c{\{zu\}} prefix is specified, NASM may generate another instruction which would zero the upper part of the register. For example, \c{\{zu\} mov ax, cs} can be translated into \c{mov eax, cs}. \b New data destination or nondestructive source operands may be contracted if they are the same (and the semantics are otherwise identical). For example, \c{add eax, eax, edx} could be encoded as \c{add eax, edx} using legacy encoding. \e{NASM does not perform this optimization as of version 3.00, but it probably will in the future.} \S{apx_force} Force APX Encoding APX encoding, using REX2 and EVEX, respectively, can be forced by using the \i\c{\{rex2\}} or \i\c{\{evex\}} instruction prefixes.