text stringlengths 0 234 |
|---|
z : Natural:= 0; -- number of entries in current table |
el : Integer; -- length of eob code=code 256 |
no_copy_length_array: constant Boolean:= d'Length=0 or e'Length=0; |
begin |
if full_trace then |
Ada.Text_IO.Put("[HufT_Build..."); |
end if; |
tl:= null; |
if b'Length > 256 then -- set length of EOB code, if any |
el := Natural(b(256)); |
else |
el := b_max; |
end if; |
-- Generate counts for each bit length |
for k in b'Range loop |
if b(k) > b_max then |
-- m := 0; -- GNAT 2005 doesn't like it (warning). |
raise huft_error; |
end if; |
count( Natural(b(k)) ):= count( Natural(b(k)) ) + 1; |
end loop; |
if count(0) = b'Length then |
m := 0; |
huft_incomplete:= False; -- spotted by Tucker Taft, 19-Aug-2004 |
return; -- complete |
end if; |
-- Find minimum and maximum length, bound m by those |
j := 1; |
while j <= b_max and then count(j) = 0 loop |
j:= j + 1; |
end loop; |
kcc := j; |
if m < j then |
m := j; |
end if; |
i := b_max; |
while i > 0 and then count(i) = 0 loop |
i:= i - 1; |
end loop; |
g := i; |
if m > i then |
m := i; |
end if; |
-- Adjust last length count to fill out codes, if needed |
y := Integer( Shift_Left(Unsigned_32'(1), j) ); -- y:= 2 ** j; |
while j < i loop |
y := y - count(j); |
if y < 0 then |
raise huft_error; |
end if; |
y:= y * 2; |
j:= j + 1; |
end loop; |
y:= y - count(i); |
if y < 0 then |
raise huft_error; |
end if; |
count(i):= count(i) + y; |
-- Generate starting offsets into the value table for each length |
offset(1) := 0; |
j:= 0; |
for idx in 2..i loop |
j:= j + count( idx-1 ); |
offset( idx ) := j; |
end loop; |
-- Make table of values in order of bit length |
for idx in b'Range loop |
j := Natural(b(idx)); |
if j /= 0 then |
v( offset(j) ) := idx-b'First; |
offset(j):= offset(j) + 1; |
end if; |
end loop; |
-- Generate huffman codes and for each, make the table entries |
code_stack(0) := 0; |
i := 0; |
v_idx:= v'First; |
bits(-1) := 0; |
-- go through the bit lengths (kcc already is bits in shortest code) |
for k in kcc .. g loop |
for am1 in reverse 0 .. count(k)-1 loop -- a counts codes of length k |
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