IN102-10 Chaines - Malloc.ipynb

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    "<h1>Sommaire<span class=\"tocSkip\"></span></h1>\n",
    "<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Chaînes-de-caractères-(suite)\" data-toc-modified-id=\"Chaînes-de-caractères-(suite)-1\"><span class=\"toc-item-num\">1&nbsp;&nbsp;</span>Chaînes de caractères (suite)</a></span><ul class=\"toc-item\"><li><span><a href=\"#Modifier-les-chaînes\" data-toc-modified-id=\"Modifier-les-chaînes-1.1\"><span class=\"toc-item-num\">1.1&nbsp;&nbsp;</span>Modifier les chaînes</a></span></li><li><span><a href=\"#Opérations-sur-les-chaînes\" data-toc-modified-id=\"Opérations-sur-les-chaînes-1.2\"><span class=\"toc-item-num\">1.2&nbsp;&nbsp;</span>Opérations sur les chaînes</a></span><ul class=\"toc-item\"><li><span><a href=\"#Affectation\" data-toc-modified-id=\"Affectation-1.2.1\"><span class=\"toc-item-num\">1.2.1&nbsp;&nbsp;</span>Affectation</a></span></li><li><span><a href=\"#Copier-une-chaîne\" data-toc-modified-id=\"Copier-une-chaîne-1.2.2\"><span class=\"toc-item-num\">1.2.2&nbsp;&nbsp;</span>Copier une chaîne</a></span></li><li><span><a href=\"#Comparer-deux-chaînes\" data-toc-modified-id=\"Comparer-deux-chaînes-1.2.3\"><span class=\"toc-item-num\">1.2.3&nbsp;&nbsp;</span>Comparer deux chaînes</a></span></li><li><span><a href=\"#strcmp\" data-toc-modified-id=\"strcmp-1.2.4\"><span class=\"toc-item-num\">1.2.4&nbsp;&nbsp;</span>strcmp</a></span></li><li><span><a href=\"#Chercher-une-sous-chaîne-dans-une-chaîne\" data-toc-modified-id=\"Chercher-une-sous-chaîne-dans-une-chaîne-1.2.5\"><span class=\"toc-item-num\">1.2.5&nbsp;&nbsp;</span>Chercher une sous-chaîne dans une chaîne</a></span></li></ul></li></ul></li><li><span><a href=\"#La-Pile\" data-toc-modified-id=\"La-Pile-2\"><span class=\"toc-item-num\">2&nbsp;&nbsp;</span>La Pile</a></span></li><li><span><a href=\"#Le-Tas-(Heap)\" data-toc-modified-id=\"Le-Tas-(Heap)-3\"><span class=\"toc-item-num\">3&nbsp;&nbsp;</span>Le Tas (Heap)</a></span><ul class=\"toc-item\"><li><span><a href=\"#Principe-malloc-free\" data-toc-modified-id=\"Principe-malloc-free-3.1\"><span class=\"toc-item-num\">3.1&nbsp;&nbsp;</span>Principe malloc-free</a></span></li><li><span><a href=\"#Malloc\" data-toc-modified-id=\"Malloc-3.2\"><span class=\"toc-item-num\">3.2&nbsp;&nbsp;</span>Malloc</a></span></li><li><span><a href=\"#Free\" data-toc-modified-id=\"Free-3.3\"><span class=\"toc-item-num\">3.3&nbsp;&nbsp;</span>Free</a></span></li><li><span><a href=\"#Exercice:-Fonction-de-cryptage\" data-toc-modified-id=\"Exercice:-Fonction-de-cryptage-3.4\"><span class=\"toc-item-num\">3.4&nbsp;&nbsp;</span>Exercice: Fonction de cryptage</a></span></li></ul></li></ul></div>"
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      "Collecting git+git://github.com/frehseg/gcc4jupyter\n",
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      "  Running command git clone -q git://github.com/frehseg/gcc4jupyter /tmp/pip-req-build-w_271aar\n",
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      "  Building wheel for GCCPlugin (setup.py) ... \u001b[?25ldone\n",
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   "source": [
    "# Chaînes de caractères (suite)\n"
   ]
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   "source": [
    "## Modifier les chaînes\n",
    "\n",
    "Rappel : une chaîne déclaré avec `char* ` n'est pas modifiable si elle est initialisée avec une chaîne entre guillemets (`\"..blabla...\"`)."
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    "%%c\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "   char* chaine = \"ENSTA\";\n",
    "   *chaine = 'I';             // erreur : non modifiable \n",
    "   printf(\"%s\\n\", chaine );\n",
    "}"
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   "source": [
    "La cellule ci-dessous n'affiche rien parce que le programme se plante.\n",
    "\n",
    "Dans le programme suivant tout va bien, parce qu'on déclare la chaîne \n",
    "avec `[]`:"
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   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "   char chaine[] = \"ENSTA\";\n",
    "   chaine[0] = 'I';              // ok\n",
    "   printf(\"%s\\n\", chaine );\n",
    "}"
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    "## Opérations sur les chaînes\n",
    "### Affectation\n",
    "\n",
    "__Attention:__ ```\n",
    "chaine2 = chaine1;```\n",
    "\n",
    "ne fait pas de copie! On fait juste pointer `chaine2` vers la même adresse que `chaine1`.\n",
    "\n",
    "Voici un exemple pour montrer que les deux pointent vers les mêmes lettres. Dans l'exemple suivant, une modification de `chaine1` change également `chaine2`."
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   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "   char chaine1[] = \"ENSTA\";\n",
    "   char* chaine2;\n",
    "   chaine2 = chaine1;\n",
    "   chaine1[0] = 'I';\n",
    "   printf(\"%s\\n\", chaine1 );\n",
    "   printf(\"%s\\n\", chaine2 );\n",
    "}"
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   "source": [
    "### Copier une chaîne\n",
    "\n",
    "Pour faire une copie d'une chaîne, il y la commande `strcpy`, fournie par la bilbiothèque `string.h`."
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    "`char* strcpy (dest, source)`\n",
    "\n",
    "copie à partir de l'adresse `source` lettre par lettre toute la chaîne vers l'adresse `dest`. La valeur de retour est ici inutile, c'est simplement l'adresse `dest`. Attention: il faut prévoir assez de place à la destination, sinon il peut y avoir des erreurs graves."
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   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <string.h>\n",
    "int main() {\n",
    "   char chaine1[] = \"ENSTA\";\n",
    "   char chaine2[100];\n",
    "   strcpy(chaine2,chaine1); // on fait une copie\n",
    "   *chaine1 = 'I';          // une modification ne touche pas l'original\n",
    "   printf(\"%s\\n\", chaine1 );\n",
    "   printf(\"%s\\n\", chaine2 );\n",
    "}"
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   "source": [
    "### Comparer deux chaînes\n",
    "\n",
    "Pour comparer deux chaines, on ne peut pas utiliser un comparaison de la forme `chaine1 == chaine2`. Cela compare les adresses de `chaine1` et `chaine2` au lieu des lettre de la chaîne."
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   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "   char chaine1[] = \"ENSTA\";\n",
    "   char chaine2[] = \"ENSTA\";\n",
    "   printf(\"%d\\n\", chaine1 == chaine2 );\n",
    "   printf(\"%p\\n\", chaine1 );\n",
    "   printf(\"%p\\n\", chaine2 );\n",
    "}"
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   "source": [
    "On compare ici les adresses au lieux des lettres et ces adresses ne sont pas les mêmes!"
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   "source": [
    "### strcmp\n",
    "\n",
    "`int strcmp(chaine1,chaine2)`\n",
    "donne la __différence__ entre les chaînes\n",
    "- 0 si égales\n",
    "- <0 si chaine1 < chaine2 dans l'ordre lexicographique\n",
    "- '>0' si chaine1 > chaine2"
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   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <string.h>\n",
    "int main() {\n",
    "   char chaine1[] = \"ENSTA\";\n",
    "   char chaine2[] = \"ENSTA\";\n",
    "   printf(\"%d\\n\", strcmp(chaine1,chaine2));\n",
    "}"
   ]
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   "source": [
    "Ci-dessus, les chaînes sont égaux, donc `strcmp` donne `0` (pas de différence)."
   ]
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   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <string.h>\n",
    "int main() {\n",
    "   char chaine1[] = \"ENSTA\";\n",
    "   char chaine2[] = \"FNSTA\";\n",
    "   char chaine3[] = \"GNSTA\";\n",
    "   printf(\"%d\\n\", strcmp(chaine1,chaine2));\n",
    "   printf(\"%d\\n\", strcmp(chaine1,chaine3));\n",
    "}"
   ]
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   "source": [
    "Ci-dessus, `strcmp` donne `-1` car la première lettre de  `chaine1` qui est différente de celles de `chaine2` est `E`, ce qui dans l'alphabet est 1 place avant `F`.\n",
    "\n",
    "Ensuite `strcmp` donne `-2` car la première lettre de  `chaine1` qui est différente de celles de `chaine3` est `E`, ce qui dans l'alphabet est 2 places avant `G`."
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   "source": [
    "### Chercher une sous-chaîne dans une chaîne\n",
    "\n",
    "`char* strstr (botte_de_foin, aiguille)`\n",
    "\n",
    "si trouvé, donne le pointeur où `aiguille` commence dans `botte_de_foin`\n",
    "\n",
    "si pas trouvé, donne 0.\n"
   ]
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   "source": [
    "%%c\n",
    "#include <string.h>\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "   char botte_de_foin[] = \"J'adore l'ENSTA, c'est top.\";\n",
    "   char aiguille[] = \"ENSTA\";\n",
    "   char* trouve = strstr(botte_de_foin,aiguille);\n",
    "   printf(\"%p\\n\",trouve);\n",
    "   printf(\"%s\\n\",trouve);\n",
    "   trouve = strstr(botte_de_foin,\"toto\");\n",
    "   printf(\"%p\\n\",trouve); // nil = 0\n",
    "}"
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   "source": [
    "# La Pile\n",
    "\n",
    "Les variables locales sont stockés dans une zone mémoire appelée *la pile* (*stack*).\n",
    "\n",
    "Sa fin est indiqué par le pointeur de pile."
   ]
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "- mémoire est libre au dessus de pointeur de pile, occupé en-dessous\n",
    "- simplifie la gestion de mémoire\n",
    "- rapide\n",
    "- taille limitée par l'OS:  *stack overflow error*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "On peut regarder la taille de la pile avec la commande shell: \n",
    "```ulimit -a```\n",
    "\n",
    "Cela affiche:\n",
    "    \n",
    "``stack size              (kbytes, -s) 8192``\n",
    "\n",
    "La pile peut stocker 8192 kilo-octets, donc 8192*1024 octets.\n",
    "Si on essaie de faire un tableau statique de cette taille, le programme se plante, parce qu'il n'y aura pas assez de place (la pile est déjà un peu rempli avec quelques d'autres données)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "    char grandtableau[1024*8192]; // aussi grand que la pile\n",
    "    // le programme s'arrête ici parce que le tableau est trop grand\n",
    "    printf(\"%p\",grandtableau);    \n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "En diminuant un peu la taille du tableau, ça passe:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "int main() {\n",
    "    char grandtableau[1024*8172]; // plus petit que la pile\n",
    "    printf(\"%p\",grandtableau);    \n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "# Le Tas (Heap)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "Des zones de mémoire arbitrairement grandes peuvent être réservés sur *le tas* (heap).\n",
    "\n",
    "réservation \"manuelle\" avec \n",
    "- `malloc` : réserver X octets et obtenir l'adresse d'une zone\n",
    "- `free` : libérer la zone"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Principe malloc-free\n",
    "\n",
    "1. Réserver la mémoire et obtenir le pointeur :<br>\n",
    "   type`*` mon_pointeur `= malloc(`taille`);`\n",
    "2. Travailler avec mon_pointeur...\n",
    "3. A la fin, libérer la mémoire :<br>\n",
    "   `free(`mon_pointeur`);`\n"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "- il peut y avoir des \"trous\" de mémoire libre\n",
    "- liste de blocs libres gérée par malloc/free\n",
    "- gestion plus compliqué, plus lente"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Malloc\n",
    "\n",
    "``void* malloc(size_t nombre_d_octets)``\n",
    "- réserve une zone de `nombre_d_octets` octets dans le tas (plus un peu de place pour une en-tête)\n",
    "- stocke le nombre d'octets réservés dans une en-tête de la zone\n",
    "- retourne un pointeur vers le premier octet réservé\n",
    "- si nécessaire, le tas du processus est agrandi; **si impossible retourne 0**\n",
    "\n",
    "`size_t` : type entier non-signé assez grand"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "outputs": [],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <stdlib.h>\n",
    "int main() {\n",
    "    char* grandtableau = malloc(1024*8182);\n",
    "    grandtableau[0] = 13;\n",
    "    printf(\"%d\\n\",grandtableau[0]);\n",
    "    printf(\"%p\\n\",grandtableau);    \n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Free\n",
    "\n",
    "``void free(void* ptr)``\n",
    "- libère la zone associé avec `ptr`\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "Si accès à une adresse libérée (ou autrement interdite): **segmentation fault**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "#include <stdio.h>\n",
    "#include <stdlib.h>\n",
    "int main() {\n",
    "    char* grandtableau = malloc(1024*8182);\n",
    "    grandtableau[0] = 13;\n",
    "    printf(\"%p\\n\",grandtableau);    \n",
    "    printf(\"%d\\n\",grandtableau[0]);\n",
    "    free(grandtableau);\n",
    "    printf(\"%p\",grandtableau);    \n",
    "    printf(\"%d\\n\",grandtableau[0]);\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "Pour réutiliser la mémoire après `free`: de nouveau un `malloc`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <stdlib.h>\n",
    "int main() {\n",
    "    int* grandtableau = malloc(sizeof(int)*1024);\n",
    "    grandtableau[0] = 13;\n",
    "    printf(\"%p\\n\",grandtableau);    \n",
    "    printf(\"%d\\n\",grandtableau[0]);\n",
    "    free(grandtableau);\n",
    "    int* autretableau = malloc(sizeof(int)*2048);\n",
    "    printf(\"%p\\n\",autretableau);    \n",
    "    printf(\"%d\\n\",autretableau[0]);\n",
    "    free(autretableau);\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Exercice: Fonction de cryptage\n",
    "\n",
    "Ecrire une fonction `crypter` qui prend en argument une chaîne et une clé `c`, et qui donne\n",
    "en valeur de retour la chaîne crypté (sans détruire l'original). Les caractères sont cryptés en additionnant `c`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "outputs": [],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <stdlib.h>\n",
    "#include <string.h>\n",
    "char* crypter(char* chaine,int cle){\n",
    "    // 1. réserver la mémoire pour la chaine cryptée\n",
    "    // 2. pour chaque lettre x dans chaine,\n",
    "    //    écrire x+cle dans la chaine cryptée\n",
    "    // 3. retourner le pointeur vers la chaine cryptée\n",
    "}\n",
    "int main() {\n",
    "    char* orig = \"ENSTA\";\n",
    "    char* cryp = crypter(orig,3);\n",
    "    printf(\"%s\\n\",cryp);\n",
    "    free(cryp); // libérer la mémoire!\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Solution:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "HQVWD\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <stdlib.h>\n",
    "#include <string.h>\n",
    "char* crypter(char* chaine,int cle){\n",
    "    int longueur = strlen(chaine);\n",
    "    char* chaine_cryptee = malloc(sizeof(char)*longueur);\n",
    "    for (int i=0; chaine[i]!=0; ++i) {\n",
    "        chaine_cryptee[i] = chaine[i]+cle;\n",
    "    }\n",
    "    return chaine_cryptee;\n",
    "}\n",
    "int main() {\n",
    "    char* orig = \"ENSTA\";\n",
    "    char* cryp = crypter(orig,3);\n",
    "    printf(\"%s\\n\",cryp);\n",
    "    free(cryp); // libérer la mémoire!\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Utiliser la même fonction pour décrypter:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "HQVWD\n",
      "ENSTA\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%%c\n",
    "#include <stdio.h>\n",
    "#include <stdlib.h>\n",
    "#include <string.h>\n",
    "char* crypter(char* chaine,int cle){\n",
    "    int longueur = strlen(chaine);\n",
    "    char* chaine_cryptee = malloc(sizeof(char)*longueur);\n",
    "    for (int i=0; chaine[i]!=0; ++i) {\n",
    "        chaine_cryptee[i] = chaine[i]+cle;\n",
    "    }\n",
    "    return chaine_cryptee;\n",
    "}\n",
    "int main() {\n",
    "    char* orig = \"ENSTA\";\n",
    "    char* cryp = crypter(orig,3);\n",
    "    printf(\"%s\\n\",cryp);\n",
    "    char* decryp = crypter(cryp,-3);\n",
    "    printf(\"%s\\n\",decryp);\n",
    "    free(cryp); // libérer la mémoire!\n",
    "    free(decryp); // libérer la mémoire!\n",
    "}"
   ]
  },
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   "source": []
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