Mercurial > hgrepos > Python > libs > pygments-lexer-pseudocode2

comparison docs/details-frpseudocode.rst @ 131:0455294e20c4

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First and basic documentation of FrPseudocodeLeser
author Franz Glasner <fzglas.hg@dom66.de>
date Wed, 06 May 2026 21:35:06 +0200
parents 2a653897f31e
children c4f6f5e771b0
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130:10212741b98f 131:0455294e20c4
1 .. -*- coding: utf-8; indent-tabs-mode: nil; -*- 1 .. -*- coding: utf-8; indent-tabs-mode: nil; -*-
2 2
3 ************** 3 **************
4 FrPseudocode 4 FrPseudocode
5 ************** 5 **************
6 6
7 .. todo:: Docs for FrPseudocode need to be done. 7 This is the pseudocode lexer from the original `pygments-lexer-pseudocode`
8 package.
9
10 It has been changed somewhat:
11
12 - renamed from ``Pseudocode`` to ``FrPseudocode``
13 - changed aliases to ``fr-pseudocode``, ``fr-pseudo``, ``fr-algorithm``
14 and ``fr-algo``
15 - changed file extension to ``.fr-algo`` and ``.fr-pseudocode``
16 - changed some exististing arrows and added some more
17 - numbers parsing is more flexible by following the Python lexer
18 - also allow ``!=`` as inequality operator (in addition to ``<>``)
19
20 It mostly just recognizes some (french) keywords and highlights them.
21
22 Comments are supported (``//`` and ``/* ... */`` (single-line only))-
23 "Directives" in "special" comments are to be enclosed in curly braces ``{ ... }``.
24
25 It also implements some symbol replacements/conversions like
26 ``<=`` to ``≤``, ``>=`` to ``≥`` or ``<>`` to ``≠``.
27
28
29 .. rubric:: Example:
30
31 The follwing example
32
33 .. code-block:: none
34
35 /* foo bar */
36
37 fonction fonc-1({passage par valeur}param1)
38 début
39 si param1 <= 0 alors
40 b = 0
41 sinon
42 b = 1
43 a = param1
44 répéter
45 a = a - 1
46 b = b * 2
47 tantque a <> 0
48 fin si
49 retourner b
50 fin fonction
51
52 will be highlighted as
53
54 .. code-block:: fr-algorithm
55
56 /* foo bar */
57
58 fonction fonc-1({passage par valeur}param1)
59 début
60 si param1 <= 0 alors
61 b = 0
62 sinon
63 b = 1
64 a = param1
65 répéter
66 a = a - 1
67 b = b * 2
68 tantque a <> 0
69 fin si
70 retourner b
71 fin fonction