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Searched refs:bits (Results 1 – 7 of 7) sorted by relevance

/potrace-1.14/src/
H A Dbitmap_io.c490 TRY(bmp_readint(f, 2, &bmpinfo.bits)); in bm_readbody_bmp()
521 TRY(bmp_readint(f, 2, &bmpinfo.bits)); in bm_readbody_bmp()
534 if (bmpinfo.comp > 3 || bmpinfo.bits > 32) { in bm_readbody_bmp()
546 if (bmpinfo.ncolors == 0 && bmpinfo.bits <= 8) { in bm_readbody_bmp()
547 bmpinfo.ncolors = 1 << bmpinfo.bits; in bm_readbody_bmp()
551 if (bmpinfo.bits <= 8) { in bm_readbody_bmp()
581 switch (bmpinfo.bits + 0x100*bmpinfo.comp) { in bm_readbody_bmp()
620 if (n < bmpinfo.bits) { in bm_readbody_bmp()
625 b = bitbuf >> (INTBITS - bmpinfo.bits); in bm_readbody_bmp()
626 bitbuf <<= bmpinfo.bits; in bm_readbody_bmp()
[all …]
H A Dgreymap.c658 TRY(bmp_readint(f, 2, &bmpinfo.bits)); in gm_readbody_bmp()
689 TRY(bmp_readint(f, 2, &bmpinfo.bits)); in gm_readbody_bmp()
702 if (bmpinfo.comp > 3 || bmpinfo.bits > 32) { in gm_readbody_bmp()
714 if (bmpinfo.ncolors == 0 && bmpinfo.bits <= 8) { in gm_readbody_bmp()
715 bmpinfo.ncolors = 1 << bmpinfo.bits; in gm_readbody_bmp()
719 if (bmpinfo.bits <= 8) { in gm_readbody_bmp()
746 switch (bmpinfo.bits + 0x100*bmpinfo.comp) { in gm_readbody_bmp()
781 if (n < bmpinfo.bits) { in gm_readbody_bmp()
786 b = bitbuf >> (INTBITS - bmpinfo.bits); in gm_readbody_bmp()
787 bitbuf <<= bmpinfo.bits; in gm_readbody_bmp()
[all …]
H A Dlzw.c148 int bits = hibit(st->n); in lzw_emit() local
151 mask = (1 << bits) - 1; in lzw_emit()
154 st->buf |= code << (8*sizeof(BITBUF_TYPE) - st->bufsize - bits); in lzw_emit()
155 st->bufsize += bits; in lzw_emit()
/potrace-1.14/
H A DChangeLog222 (2004/09/14) PS1 - removed bits.c, renamed bits.h to bitops.h, and
235 program. Removed ztops.c, added lzw.c, bits.c.
H A Dconfig.guess663 long bits = sysconf(_SC_KERNEL_BITS);
673 switch (bits)
H A Daclocal.m41056 # There is notably a 21 bits limit for the UID and the GID. In fact,
/potrace-1.14/doc/
H A Dpotracelib.tex91 bits on a 32-bit architecture). In the following explanation, we
92 assume that the type \verb!potrace_word! holds $N$ bits.
106 If the number of bits in a scanline is not divisible by $N$, then the