diff --git a/README.rst b/README.rst index 5871489..beaee1a 100644 --- a/README.rst +++ b/README.rst @@ -6,17 +6,26 @@ README / Changes ================ +.. image:: https://badge.fury.io/py/code_beatrix.svg + :target: http://badge.fury.io/py/code_beatrix + +.. image:: http://img.shields.io/pypi/dm/code_beatrix.png + :alt: PYPI Package + :target: https://pypi.python.org/pypi/code_beatrix **Links:** * `pypi/code_beatrix `_ * `GitHub/code_beatrix `_ - * `documentation `_ + * `site `_ * `Windows Setup `_ Description ----------- +Exercises to learn programming, algorithms for Coding Snacks. + +Language: French. @@ -30,5 +39,5 @@ Started in 2015/03. Versions -------- -* **0.1 - 2015/??/??** +* **0.1 - 2015/03/25** * **new:** first version diff --git a/_doc/notebooks/algorithmes/voyageur_de_commerce.ipynb b/_doc/notebooks/algorithmes/voyageur_de_commerce.ipynb index debd509..978891b 100644 --- a/_doc/notebooks/algorithmes/voyageur_de_commerce.ipynb +++ b/_doc/notebooks/algorithmes/voyageur_de_commerce.ipynb @@ -1,7 +1,7 @@ { "metadata": { "name": "", - "signature": "sha256:550d0b13e85833120d8e331f56678e8858dab18b701583851caefaa7e6da0cac" + "signature": "sha256:82552a77fc15508b0e6f61e35604f742f0efb3f3079f2209633faf225c544978" }, "nbformat": 3, "nbformat_minor": 0, @@ -97,27 +97,48 @@ { "metadata": {}, "output_type": "pyout", - "prompt_number": 7, + "prompt_number": 3, "text": [ "[]" ] } ], - "prompt_number": 7 + "prompt_number": 3 }, { "cell_type": "code", "collapsed": false, "input": [ "# ne pas ex\u00e9cuter cette commande, elle sert juste pour la documentation\n", - "points=[(82.61666870117188, -83.01666259765625), 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TFUjWIzYs1qSnHBqKg60Dngh/AklPJyG+Tzxe/ull9Pq4F745/g0qKitUl2cV2NpBRGQc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\nfB3+kuDnP0zJGx6gWc8oDkansDZlLWUKl3HVNbvrm+Nj4/9ynmCnGWn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VUl2CQG/9Lt9GziEhYSJeeWMiXPv/gPEhP2Dq1GexdCm/nbK3lj5pveGINDmN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\n", "text": [ - "" + "" ] } ], - "prompt_number": 15 + "prompt_number": 5 }, { "cell_type": "code", diff --git a/_doc/sphinxdoc/source/index.rst b/_doc/sphinxdoc/source/index.rst index 86c31ae..10cbbd1 100644 --- a/_doc/sphinxdoc/source/index.rst +++ b/_doc/sphinxdoc/source/index.rst @@ -131,6 +131,13 @@ pourront être réutilisés via +.. image:: https://badge.fury.io/py/code_beatrix.svg + :target: http://badge.fury.io/py/code_beatrix + +.. image:: http://img.shields.io/pypi/dm/code_beatrix.png + :alt: PYPI Package + :target: https://pypi.python.org/pypi/code_beatrix + diff --git a/_doc/sphinxdoc/source/sanso_algo/orange.rst b/_doc/sphinxdoc/source/sanso_algo/orange.rst index 805bf40..40b3669 100644 --- a/_doc/sphinxdoc/source/sanso_algo/orange.rst +++ b/_doc/sphinxdoc/source/sanso_algo/orange.rst @@ -5,8 +5,8 @@ .. _l-algo_orange: -Le jeu des oranages -=================== +Le jeu des oranges +================== A partir de 7-8 ans (mais ce n'est qu'une indication). @@ -14,6 +14,7 @@ A partir de 7-8 ans (mais ce n'est qu'une indication). C'est un petit jeu où il faut être inventif pour construire la méthode qui aboutit à la solution. +Il est préférable d'avoir compris ce qu'est un :ref:`tri ` au préalable. Mise en scène @@ -45,7 +46,12 @@ comme deux cercles d'oranges dont l'un est incomplet. .. image:: orange1.png +Comment faire tourner un cercle ? +Comment faire tourner l'autre cercle ? + +La première étape serait de faire tourner un cercle pour avoir +le plus de numéros qui correspondent. Solution diff --git a/_doc/sphinxdoc/source/sanso_algo/tri.rst b/_doc/sphinxdoc/source/sanso_algo/tri.rst index 48176c5..8f2d382 100644 --- a/_doc/sphinxdoc/source/sanso_algo/tri.rst +++ b/_doc/sphinxdoc/source/sanso_algo/tri.rst @@ -37,10 +37,30 @@ ou ça : **trier** Même exercice mais on trie d'abord le jeu de cartes. On enlève ensuite trois cartes. -Il faut de nouveau deviner les cartes qui manquent. +Il faut de nouveau deviner les cartes qui manquent. S'il y a deux groupes d'enfants, +l'un peut recevoir un jeu trié, l'autre non. **Comment trier ?** +Dans un premier temps, on va chercher à trier le plus rapidement possible sans indication. + +**Et si on est plusieurs ?** + +Un jeu de cartes comprend généralement des couleurs et des numéros. +Est-ce cela peut aider à aller plus vite ? + + +Méthode systématique de tri +--------------------------- + +Et si maintenant, il faut trier cinquante mille cartes ? +Comment faudrait-il faire ? +Les exercices suivant peuvent être fait à plusieurs ou seul en +plaçant les cartes à plat sur une table. + + +**remettre de l'ordre** + On distribue aux enfants une ou deux cartes (selon le nombre d'enfants ou et de cartes). On suppose qu'on sait dire si deux cartes sont dans le bon ordre ou pas si on les présente de gauche à droite. @@ -55,7 +75,9 @@ cartes avec ses voisins si elles ne sont pas dans le bon ordre. Ce tri correspond au `tri à bulles `_. -**Autre façon de trier** + + +**construire un arbre pour trier** On remet à tous les enfants sauf un une carte et deux fils de laine : un rouge, un bleu. @@ -69,7 +91,6 @@ On remet à tous les enfants sauf un une carte et deux fils de laine : un rouge .. image:: tri2.png -**Q1 :** Il existe une façon pour le dernier enfant de ramasser simplement toutes les cartes dans le bon ordre. Saurez-vous la trouver ? @@ -77,10 +98,27 @@ toutes les cartes dans le bon ordre. Saurez-vous la trouver ? Il s'agit dans ce dernier cas du `tri par arbre `_. -**Q2 :** +**couper, trier, fusionner** + +Lorsqu'on est plusieurs ou qu'on doit trier un grand nombre de carte, +il est plus simple de trier des petits bouts puis de les assembler. + +Comment regrouper deux jeux de cartes triés pour ne former qu'un seul +paquet qui soit trié également ? Il faut trouver la méthode la plus efficace. + + +Ordre alphabétique +------------------ + +Connaissez-vous l'ordre alphabétique ? + +Comment cherche-t-on un mot dans un dictionnaire ? + +Est-ce que cela serait plus simple si les mots n'étaient pas triés ? + +Combien ouvre-t-on de pages avant de trouver son mot ? + -Comment cherche-t-on un mot dans un dictionnaire ? Combien ouvre-t-on de pages avant -de trouver son mot ? Solution -------- @@ -98,3 +136,17 @@ sont triés par notes, les mots du dictionnaire sont triés sinon il serait quasiment impossible de les retrouver. Le tri sert à retrouver facilement les choses triées. +Citez autour de vous des *choses* qui sont triées. On a vu le dictionnaire. Y en a-t-il d'autres ? + +Dans une gare ? + +Dans des livres ? + +Dans votre téléphone ? + +Dans votre cuisine ? + +Et le linge ? + +Connaissez-vous le tableau de Mendeleïev ? + diff --git a/setup.py b/setup.py index c363b40..cdb2f70 100644 --- a/setup.py +++ b/setup.py @@ -1,5 +1,5 @@ # -*- coding: utf-8 -*- -# Copyright (C) 2013 --------------- +# Copyright (C) 201% --------------- # All rights reserved. # # Redistribution and use in source and binary forms, with or without @@ -60,7 +60,7 @@ project_var_name + ', coding goûter' DESCRIPTION = \ - """Helpers for teaching purposes (includes sqllite helpers)""" + """Exercices pour apprendre la programmation, les algorithmes, et faire des coding goûters.""" CLASSIFIERS = \ [ @@ -199,7 +199,7 @@ def import_pyquickhelper(): subversion), author='Xavier Dupré', author_email='', - url="http://www.xavierdupre.fr/app/code_beatrix/helpsphinx/index.html", + url="http://lesenfantscodaient.fr/", download_url="https://github.com/sdpython/code_beatrix/", description=DESCRIPTION, long_description=long_description,