Sequence Types
--------------
There are six sequence types: strings, Unicode strings, lists, tuples,
buffers, and xrange objects.
Strings literals are written in single or double quotes: `'xyzzy'',
`"frobozz"'. See chapter 2 of the for more about string literals.
Unicode strings are much like strings, but are specified in the syntax
using a preceeding `u' character: `u'abc'', `u"def"'. Lists are
constructed with square brackets, separating items with commas: `[a, b,
c]'. Tuples are constructed by the comma operator (not within square
brackets), with or without enclosing parentheses, but an empty tuple
must have the enclosing parentheses, e.g., `a, b, c' or `()'. A single
item tuple must have a trailing comma, e.g., `(d,)'. Buffers are not
directly supported by Python syntax, but can be created by calling the
builtin function `buffer()'. XRanges objects are similar to buffers
in that there is no specific syntax to create them, but they are
created using the `xrange()' function.
Sequence types support the following operations. The `in' and `not in'
operations have the same priorities as the comparison operations. The
`+' and `*' operations have the same priority as the corresponding
numeric operations.(1)
This table lists the sequence operations sorted in ascending priority
(operations in the same box have the same priority). In the table, S
and T are sequences of the same type; N, I and J are integers:
Operation Result Notes
------ ----- -----
X in S `1' if an item of S is
equal to X, else `0'
X not in S `0' if an item of S is
equal to X, else `1'
S + T the concatenation of S
and T
S * N, N * S N copies of S (1)
concatenated
S[I] I'th item of S, origin (2)
0
S[I:J] slice of S from I to J (2), (3)
len(S) length of S
min(S) smallest item of S
max(S) largest item of S
Notes:
`(1)'
Values of N less than `0' are treated as `0' (which yields an
empty sequence of the same type as S).
`(2)'
If I or J is negative, the index is relative to the end of the
string, i.e., `len(S) + I' or `len(S) + J' is substituted. But
note that `-0' is still `0'.
`(3)'
The slice of S from I to J is defined as the sequence of items
with index K such that `I <= K < J'. If I or J is greater than
`len(S)', use `len(S)'. If I is omitted, use `0'. If J is
omitted, use `len(S)'. If I is greater than or equal to J, the
slice is empty.