시간 제한 | 메모리 제한 | 제출 | 정답 | 맞힌 사람 | 정답 비율 |
---|---|---|---|---|---|
1 초 | 128 MB | 7 | 1 | 1 | 100.000% |
Even for a single architecture – or even a single processor – there may be multiple assembler (or assembly) languages with different syntax rules, different directives (or “pseudo-ops”), and different mnemonics for the operation codes. Even the definition of integer constants can differ!
For example, one assembler for the Intel IA-32 architecture (that is, the x86, Pentium, and Xeon), uses a letter following a number to indicate the base, while another uses C/C++/Java style constants:
1f34h = 0x1f34 (a hex constant; C/C++/Java uses a leading 0x) 11001100b = 0xc0 (binary, but no direct C equivalent, so use hex) 377o = 0377 (octal; C/C++/Java uses a leading zero) 925 = 925 (decimal; C/C++/Java decimals must NOT begin with 0) 925d = 925 (also decimal)
And if that wasn’t sufficient, the directives used to allocate and initialize storage for constants also differ:
db = .byte (one byte) dw = .word (two bytes) dd = .long (four bytes) dq = .quad (eight bytes)
So using the assembler “A” (Intel IA-32 Architecture) we might write
db 1fh, 377o, 99d
but for assembler “B” (C/C++/Java style) we'd have to write
.byte 0x1f, 0377, 99
Each line of input for this problem will contain a directive that allocates and initializes storage, written in the style of assembler "A". Translate each such to the style required by assembler "B" and display it.
Each input line contains, in order, the following items:
There will be no more than 100 characters in any input line. The last input line (line with data) is followed by a line that contains only whitespace followed by an end of line character.
For each input line you are to display one output line. The line is to contain the equivalent assembler “B” line for the input assembler “A” line. Specifically, it will contain, in order, the following items:
You are not to consider whether the given constant will fit in the storage allocated by the directive. Thus input like " db 99999 " is acceptable, even though that value will not fit in a byte.
dd 1,2 , 13h, 1010b , 12d, 377o dw each , 0001b, 999999999999d dq 1234h, 1200h
.long 1, 2, 0x13, 0xa, 12, 0377 .word 0xeac, 0x1, 999999999999 .quad 0x1234, 0x1200