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📄 makefile.sas

📁 GNU 系统开发的基于Iz77语法的压缩 学习lz77压缩算法 
💻 SAS
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# Makefile for gzip (GNU zip)    -*- Indented-Text -*-# This Makefile is for SAS/C 6.2 on the Amiga# Made by Carsten Steger (carsten.steger@informatik.tu-muenchen.de)# Some notes on gzip for the Amiga:# Due to a broken implementation of readdir() in the SAS/C 6.2 library# you should not use gzip -r on a directory in the RAM-Disk. To zip all# files in a directory 'dir' in the RAM-Disk use something like# gzip ram:dir/#? ram:dir/#?/#? ...# where the number of '#?'s reflects the depth of the directory 'dir'.## Alas, the program has it's full functionality only if you have# Kickstart 2.0 or higher installed. This affects the expansion of# wildcards and the preservation of file access times. You should use# a shell that does wildcard expansion under Kickstart 1.3.CC = sc# If you have a 68020 or more you can define UNALIGNED_OK belowDEFS = DEF=AMIGALIBS = LIB LIB:scnb.libCFLAGS = DATA=FAR NOSTKCHK IDIR=OPTFLAGS = OPT OPTGO OPTPEEP OPTCOMP=3 OPTDEP=3 OPTRDEP=3# PARM=R not yet supported in CFLAGSLDFLAGS = FROM LIB:c.oOBJS = gzip.o zip.o deflate.o trees.o bits.o unzip.o inflate.o util.o \       crypt.o lzw.o unlzw.o unpack.o getopt.o alloca.o tailor.o match.o.c.o:	$(CC) $(DEFS) $(CFLAGS) $(OPTFLAGS) $<.a.o:	$(CC) $(DEFS) $(CFLAGS) $<all: gzipgzip: $(OBJS)	slink $(LDFLAGS) $(OBJS) TO $@ $(LIBS)gzip.o: gzip.c gzip.h tailor.h revision.h lzw.h getopt.hzip.o: zip.c gzip.h tailor.h crypt.hdeflate.o: deflate.c gzip.h tailor.hbits.o: bits.c gzip.h tailor.h crypt.hunzip.o: unzip.c gzip.h tailor.h crypt.hinflate.o: inflate.c gzip.h tailor.hutil.o: util.c gzip.h tailor.h crypt.hlzw.o: lzw.c lzw.h gzip.h tailor.hunlzw.o: unlzw.c gzip.h tailor.h revision.h lzw.hunpack.o: unpack.c gzip.h tailor.hcrypt.o: crypt.c gzip.h tailor.hgetopt.o: getopt.c getopt.htailor.o: tailor.calloca.o: alloca.c	$(CC) $(DEFS) DEF=STACK_DIRECTION=-1 $(CFLAGS) $(OPTFLAGS) $<match.o: match.a# Compile trees.c without optimization (produces incorrect code)trees.o: trees.c gzip.h tailor.h	$(CC) $(DEFS) $(CFLAGS) $<

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