From e6ef3d327d25241bd23a0f03ae9a20b2ec042862 Mon Sep 17 00:00:00 2001 From: Florian Mathieu Date: Fri, 1 Apr 2022 11:50:49 +0200 Subject: [PATCH] suppression dossier os --- architecture/os/README.md | 74 -- architecture/os/assets/cartes.png | Bin 233508 -> 0 bytes architecture/os/assets/cartes_perforées.png | Bin 553242 -> 0 bytes .../os/assets/manipulation_cartes.png | Bin 405394 -> 0 bytes architecture/os/assets/programme.png | Bin 49845 -> 0 bytes architecture/os/terminus.ipynb | 749 ------------------ 6 files changed, 823 deletions(-) delete mode 100644 architecture/os/README.md delete mode 100644 architecture/os/assets/cartes.png delete mode 100644 architecture/os/assets/cartes_perforées.png delete mode 100644 architecture/os/assets/manipulation_cartes.png delete mode 100644 architecture/os/assets/programme.png delete mode 100644 architecture/os/terminus.ipynb diff --git a/architecture/os/README.md b/architecture/os/README.md deleted file mode 100644 index a504386..0000000 --- a/architecture/os/README.md +++ /dev/null @@ -1,74 +0,0 @@ -## Les Systèmes D'exploitation - -> Dans ce chapitre, nous allons découvrir les grandes familles de systèmes d'exploitation et devenir capable de les classer, tout en acquérant une vie d'ensemble sur leur histoire. - -### Le programme - -![programme](assets/programme.png) - ------------ - -### Qu'est ce qu'un système d'exploitation ? - -Un système d'exploitation est perçu comme un ensemble de programmes constituant une interface entre le matériel et la personne qui utilise la machine. - -Il a deux objectifs : - -- fournir une machine virtuelle au dessus du matériel -- partager et gérer des ressources de plus en plus complexes - -Le système d'exploitation relie la machine composée d'éléments physiques comme le processeur, la mémoire, avec l'utilisateur - utilisatrice souhaitant effectuer des calculs (car tout n'est que calcul !) - -Sans le contrôle de l'OS, les utilisateurs pourraient détruire irrémédiablement certaines données, voir détruire certains périphériques en programmant des opération illicites. - ----------------- - -### Historique des OS - -Dans les premiers ordinateurs à base de tubes à vide, il n'existait aucun OS pour les gérer. - -C'est en 1956 que furent mis au points les premiers systèmes d'exploitation, comme **Input Output System** de chez [Général Motors](https://fr.wikipedia.org/wiki/GM-NAA_I/O) pour le pc IBM 704. - -À cette époque, un même ensemble de personnes était en charge de concevoir, de construire, de programmer et d'éffectuer la maintenance des machines. On programmait alors en langage machine, en câblant des cartes electroniques, en perçant des trous dans des cartes ou en manipulant des interrupteurs. - -![cartes perforées](assets/cartes_perforées.png) - -Les opératrices prenaient les cartes contenant les programmes et éventuellement la carte contenant le compilateur **FORTRAN** (FORmula TRANslator) afin de faire des calculs qui étaient fournis sous forme de listes. - -Puis l'opératrice prenait un nouveau jeu de cartes et lancer une nouvelle execution. - -![manipulation cartes](assets/manipulation_cartes.png) - - - -![cartes](assets/cartes.png) - -Le système est automatisé désormais mais le fonctionnement était toujours le même : traitement par lot. - -Pendant ce temps, quelques nouveaux OS faisaient leur apparition, mais ils restaient mono-tâche et mono-utilisateur. - -Ce n'est qu'en 1961, Corbato et Fano, du MIT, font la démonstration du [CTSS](https://fr.wikipedia.org/wiki/Compatible_Time_Sharing_System) (Compatible Time Sharing System) qui permet pour la première fois à plusieurs personnes de travailler en même temps sur un même système : 3 utilisateurs sont ainsi connectés dans le cadre de la démo. - -En 1964, le projet [MULTICS](https://fr.wikipedia.org/wiki/Multics) est lancé par le MIT, la société General Electric ainsi que les laboratoires Bell. - -L'objectif ? Pouvoir connecter des centaines d'utilisateurs à une énorme machine qui fournirait de la puissance de calcul comme on obtient de la puissance electrique en étant connecté au réseau... - -Cela se rapproche beaucoup du système de machine virtuelle que l'on connait aujourd'hui. - -### Unix - - - - - -### Les micros - - - - - - - - - -### DOS / Windows \ No newline at end of file diff --git a/architecture/os/assets/cartes.png b/architecture/os/assets/cartes.png deleted file mode 100644 index 86489eb15461b43bcbb103d72f4342f9ae168237..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 233508 zcmeFYRahHc7x&$k7VZ{np+$-mr?^}2;@;vOD8a1+f=ek@iiQv<-WDju-K|Km0D<7{ z?!o;F_x;$xd-9#UNAGnFB$K&j&&=LyuUYH=TRZ%%x&r=_mrw59yN9o&D64tz-b0>y z_Z~q0!p8jao7lb&^Ksu*Q{m0MqJGK^%+5n=X*KD4_ex`Mugo7|_8)&xG;qClkD%@D z?|!HAFVMYvx7kXv(%PP;+t>JSP4p7ha5;^z185MjRqrO}3FFljr(W;0C*i|IUYBR} zI*6pc2Vkk`Ko1|hw;GUDdH3SARl98UXa5c!!bP3TUqpKlMH5;kySE-MuJdHIC5Ndu 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\n", - "Niveau des connaissances : Première
\n", - "Pré requis :

  • Savoir lire\n", - "
  • Être curieux\n", - " \n", - " \n", - "Systèmes mis en œuvre : PC / Machines personnelle / Téléphones connectés au réseau
    \n", - " \n", - "Logiciels utilisés : Navigateur Web.
    \n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Type de document\n", - "\n", - "Document d'accompagnement de l'activité" - ] - }, - { - "attachments": { - "bo.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Programme\n", - "\n", - "Découverte des commandes d'un système d'exploitation libre (via une activité ludique ici)\n", - "\n", - "![bo.png](attachment:bo.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Contexte\n", - "\n", - "
    \n", - "\n", - "
  • Activité personnelle\n", - "
  • 1H à 1h30 de travail necessaire pour terminer le jeu.\n", - "
  • TP à compléter sur ce support afin que les élèves puissent donner leur ressenti, et également dans un cadre d'évaluation de leur connaissances\n", - "
  • L'utilisation d'un suppport MarkDown permet aux élèves de tester les commandes ici même\n", - "
  • Possibilité de transmettre le support version papier car cette activité est jouable à la maison ou dans les transports grâce aux téléphones et autres appareils mobiles disposant d'un navigateur web acceptant le JavaScript.\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Approche de l'activité\n", - "\n", - "
    \n", - "\n", - "
  • Dans un premier temps, montrer l'activité au tableau et faire les premières minutes avec la classe\n", - "
  • Passage dans la classe, être proche des élèves mais leur laisser une liberté de découverte\n", - "
  • Des questions sont présentes sur le support, afin de proposer des recherches et rapprochement avec les \"vraies\" commandes.\n", - "
  • Celles ci permettent également de s'assurer de la compréhension du résultat de l'activité\n", - "
  • Introduction du prochain TP avec des commandes à réutiliser dans un environnement système Linux cette fois ci.\n", - "
  • Expliquer aux élèves qu'ils et elles peuvent jouer à Terminus depuis leurs machines personnelles ou même leurs téléphones.\n", - "
  • Permettre aux élèves de donner leur ressenti vis à vis de l'activité et agir en conséquence.\n", - " " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Table des matières\n", - "\n", - "1. Les logiciels libres\n", - "2.\tTerminus\t\n", - "3.\tDébut de l'activité\n", - "4.\tLancez vous !\n", - "5.\tRetours sur l'activité\n", - " " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - " ## 1. Les logiciels libres\n", - "\n", - "Dans le cadre de votre spécialité NSI, nous allons nous interesser à un type de logiciels et de système d'exploitation : le monde du logiciel libre.\n", - "
    \n", - "\n", - "Comme nous l'avons vu dans le cours associé, il existe un pan de l'informatique qui tente de promouvoir un marché parralèle aux logiciels propriétaire : c'est le monde du libre, voir de l'open source.\n", - "\n", - "On parle de logiciels libre car ceux ci ne sont pas soumis aux règles du droit à la propriété mais à d'autres principes :\n", - "\n", - "
  • Le logiciel doit être utilisable par tout le monde\n", - "
  • Il doit être étudiable par n'importe qui\n", - "
  • On doit pouvoir le modifier\n", - "
  • Voir même le dupliquer\n", - "
  • Et enfin le partager, le diffuser
    \n", - "
    \n", - "Beaucoup de ces logiciels sont nés du projet GNU lequel est aujourd'hui couplé au noyau Linux dans une famille de système d'exploitation.\n", - " \n", - "Parmis les logiciels et systèmes d'exploitation libres, on peut citer Ubuntu, Gimp, LibreOffice, VLC, Mozilla Firefox...\n", - " \n", - "Ici, nous nous concentrerons sur une activité visant à vous faire découvrir les commandes de base de ces sytèmes GNU / Linux, à travers un jeu.\n", - "\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "-------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 2.\tTerminus" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Avant de passer à l'utilisation des commandes en environnement Linux pur et dur, nous allons découvrir celles-ci en vous donnant l'occasion de jouer à Terminus.\n", - "\n", - "**Qu'est ce que Terminus ?**\n", - "\n", - "Et bien il s'agit d'un jeu d'aventure textuel, un peu à la façon des premiers jeux sur ordinateurs développés dans les années 80.\n", - "\n", - "Il vous sera demandé de naviguer dans l'aventure en utilisant les commandes Linux associées aux actions du jeu.\n", - "\n", - "Nous progresserons pas à pas dans un premier temps, histoire de ne pas se perdre tout de suite, puis vous pourrez tenter de parcourir l'aventure par vous mêmes par la suite.\n", - "\n", - "Après certaines étapes, vous trouverez des questions auxquelles il vous faudra répondre sur ce document en changeant la couleur du texte ( rappel : pour mettre en couleur, utilisez la balise html _< span style=\"color:red\">texte coloré en rouge < /span>_ en veillant bien sûr à retirer l'espace entre < et span )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "----------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 3. Début de l'activité" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Ouvrez donc votre navigateur et rendez vous à cette adresse \n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Le jeu se présente sous forme de textes vous racontant une histoire, dans laquelle vous avez la possibilité d'intéragir avec votre environnement." - ] - }, - { - "attachments": { - "intro.png": { - "image/png": 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- } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "\n", - "![intro.png](attachment:intro.png)\n", - "\n", - "\n", - "--------------------" - ] - }, - { - "attachments": { - "prenom.png": { - "image/png": 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3dI4CVxEmu5RbfFrZRHObVEk1Nqkalmwy6V6i106OOLRfsy8jSw40PfRt0uK8SNedrj9qY3LEuLskd2gtac991z4o5tovZV7g3GbN2I7G5t7Xt2DJXFpqTVFySYvrTetr9Zrri+bw3tcDhwmTXcodEFrZRG1SL1qy+ad7iV47USzGeujbpMV5seSAq1hcL7dW7z0o5tovJc2rNL+ia5hbM7ajsbn39S1YMpeWWrqm3KbF9ab1tXpvsbf39cBhwmSXcgeEVjbRl1566eaPzx8+fHjz3VnRte6R/pj98ePHN+2/+eab4TWcW/P9R0s9f/789PTp05s2c98NtmTzT/0XvXZyxKF9zfefrZHaSm2W+J7FHvo2aXFeLDngtlQs/uhHP7q5v+Tjjz8Or3ePzz777KbPkzfeeCO8hiVya/Xeg+L9+/dvnsGjR49Oz549C99jjzSP0jNI8yrNr+gaLskV9FuKxSXrwNHu3bt3evLkyc1zS2tHWkOie7kkrYNpPUyvT+2k9qL3Wco+/KI1RfiWOZwrFte8P3BVYbJLvRSLczX+JWDvwSH3HJea/1/33H32WizOlezL6V5KHxJb7dtzJZ/lZMu86K1YnMvNly1KraFbDppbLOm/LfZcXytj+0hr/oVpUvMeW+yT1tfqUtc3t2WvAK4iTHYpt3gpFpdpdZNSLL5obV+3fgCZlHyWky3zYkmxcfS4u0SxqFhslWIxr/W1utT1zW3ZK4CrCJNdyi1eLRaLkbTBpI0muodzNe5p769wpV8VSq9/8ODB6ZVXXrlps8Qm1XqxGNnbl7nXrz2QtNq3SxwxL5YUGy2Ou0tyfTVX875ya/WeYmyJpQfd+UG7htyaltPT2JtrrViMHLHezPWyVi9ZI29Te44BRYTJLikWy9q6CUQHvRKbVO5g1eLBaW9f5l6/9QDVWt8uccS8WPKcejqw5/pqruZ95dbqaJyVlHv/iWKxDsXicq2v1Vuvb6JYhC6EyS7lDgA1F/SSbFKx3MGqxYPT3r7MvX7rAar1A0jkiHmx5Dn1dGDP9dVczfvKrdXROCsp9/4TxWIdisXlWl+rt17fRLEIXQiTQANqFYsAALBAmAQaoFgEAOBAYRJogGIRAIADhUmgAYpFAAAOFCaBBigWAQA4UJgEGqBYBADgQGESaIBiEQCAA4VJoAGKRQAADhQmgQYoFgEAOFCYBBqgWAQA4EBhEmiAYhEAgAOFSaABikUAAA4UJoEGKBYBADhQmAQaoFgEAOBAYRJogGIRAIADhUmgAYpFAAAOFCYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuY5GB/9Ed/dPrhD394evXVV0N/9+/+3dPf+Tt/J3wtAABAAWGSHX75y1+evv7664t+9atfha+bSwXh559/Hr4++e1vf3v6yU9+Er6Wu8mYAKjrF7/4Rbi+Tm7bv6PXpjU7rd3RzwN0Ikyyg2KRGowJgLoUiwAvCJPsoFikBmMCoC7FIsALwiQ7KBapwZigNbkx6aDchtyelP579LoRKRYBXhAm2UGxSA3GBK1RLPZBsbicYhHgBWGSHRSL1GBM0BrFYh8Ui8spFgFeECbZQbFIDcYErVEs9kGxuJxiEeAFYZIdFIvUYEzQGsViHxSLyykWAV4QJjmYwgBonWKxD4rF5RSLAC8IkxxMsQi0TrHYB8XicopFgBeESQ6mWARap1jsg2JxOcUiwAvCJAdTLAKtUyz2QbG4nGIR4AVhkoMpFoHWKRb7oFhcTrEI8IIweSd8//vfP3300UcvLN5LbS3I/tW/+lc3G8Ql/+7f/bvwdXPXLBZz7zV320a5xpZDZq4/jyigr/nsfvjDH54++eSTm/eL/OY3vzn9+Mc/Dl+71pq5k34u/XzUzl1y6ZnUOGincZzG8/x9jv4fRLlD9F5bnuMRa1fL9u55OelZn6/LrVkzTtPPrn39COMoEq1Jc9E+sGWfB5oUJu+EvRvn1sNZ7v/iLtlscotsyYPjEQeuLZtIrj+POExf89ldc0ysmTvRIWGL2v279/lduj7FYhm9FIu1i4k9+8eaebtFtC63ptdiMbUbvd8kutalloyLXPvRmjQX7QO5+dnDeAJuhMmuvfXWW6f33nvv9P7775+++OKLcJFa4vnz56enT5/etPXkyZPTvXv3wvc7p1jM27KJ1C4mtrjms7vmmFhz6IwOCVvU7t+9z+/S9SkWy1AsfkOxuM+acRoVSLX795LUbvR+k+hal1oyLnLtR2vSXLQP5OZnD+MJuBEmu5bbbLeIFsJLWi4W12ykS21Z8NdsInuvudRh/uhnV2tM5A4BW2y5ltyBZuv9TfY+vxIHrtvUvv+9aoz/udw8bWXtyl2HYvF6cgXWUvP7qt2/l+TupebakuTaz+0Tqf30Puln957B9twrUEWY7NrehSoyXwhz9mz2k1qFQW4j3GLLASJ3f2s275zcIXSpo59drTGROwRsseVaahdLe59fiQPXbWrf/141xv9cbp62snblrmNvMbFn/1gyRvfY8rxqyhVYS83vq3b/XpK7l5prS5JrP7dPpPbT+6Sf3XsG23OvQBVhsju5hWwuOpSsWQhz9mz2k5KFwUsvvXTzq7kPHz48vfPOO2F7e6Rf9X38+PFN+2+++WZ4Dedy9/fll1+ePvjgg5tfAf7www/Dn1nq008/vWnn3XffPb322mvh9VzS0rMrOSa++93vnn7605/evG8ar1999VXY5lapvdRuaj+9T3q/6DrmahdLe59fiQPXbWrf/165Q/Re0brc4tqVew57i4k9+8eSMbrHvKg6yo9+9KOb/ko+/vjj8DrXmo+D3DhTLMavT88w/elP2mvTnhv9zFJpz0/tpL54+eWXw+sBripMdie3kM1Fh5Lc69NCmxbc89dF9mz2k5KFQa6tkpZupNe8psmWw3ZLz67kmKh9qJxbOndy17Sl/+b2Pr81z6zkejHZe/97HVEstrh2KRaPLRZrj8Ocvf17SWo3er9J68ViDS2MN+BGmOzOmoVMsVjP0o30mtc02XLYbunZlRwTtQ+Vc0vnTu6atvTf3N7nt+aZlVwvJnvvfy/F4jcUi4rF6Lr2Su1G7zdRLAIHCpPdyS1kew9vJQ9/SzabkoVBrq01C3Kpg1Lumi65bUPLbYhbDtstPbvctay5v5LPqtTcq9F/cyWfX66tkutFVES1ouT8iJRsv9TaVaqdS0rsH+d6HmPnSj7/9LNRG7fZ27+X5K7ltr0vJ7e2Jrn2c+t8JLem1l4/gGLCZHdKHViTaGMtefhbstnkFtGSB9sjDly5a7rktg2tRrHR0rPLXcua+yv5rErNvRr9N1fy+a0Zv9FBPPfM5lo+yJecH5GS7Zdau0q1c0mJ/eNcrs2Wx9i5ks8//WzUxm329u8luWu5be/Lya2tSa79NWvWJLem1l4/gGLCZHdyC9mzZ89Ojx49uvkD9vv374dtlFJis88toiUPtkccuHLXdMltG5picfn9KRb3tb9m/EYH8dwzm2v5IF9yfkRKtl9q7SrVziUl9o9zuTZbHmPnSj7/9LNRG7fZ27+X5K7ltr0vR7EI7BQmu9PS4avEZp9bRJccbGtuPsme9nP3N7dlc86Nh1wBc8Szy91niTFR+9C4p/2eisW5Lfe8d3y2IvdM039LPxO99jZHzL+529pP/y16zSQ3j3Ny42lL+3vmZQtqjbNJrv25vf17Sc0xf+1icct4qj2vgF3CZHdqL2RrlNjsc5vXkoNtzc0n2dN+7c1572H8iGeXu88SY6L2oXFP+4rFbykW21270n+LXjPJzeOc3Hja0v6eedmCWuNskmt/bm//XlJzzCsWgZ3CZHdeeeWV04MHD25+zTR9P1+02Ez++q//+mZj+M1vfnP68Y9/HLa3R4nNPrd5LTnY1tx8kj3t5+5v/j2Lb7/9dtjGbfYexms/uy1KjInah8Y97SsWv6VYbHftSv8tes0ktR29bqnceNrS/p552YJa42ySvssvfaffku/13du/l9Qc89coFuffs5i+GzVq4za15xWwS5jsWm5jnOw9fF5SYrMvcbCtufkke9qvvfnvPYzXfnZblBgTtQ+Ne9rvtVicXLr+9AXV6QA19/Tp09Pz58//4Of2vv8Ras3jlteu9N+i10xS29Hrliqxf5yrPe9rqzXOIrX795KaY/4axWJuT8056rkDi4TJruU2xkla+H7+85/fbDJzexa8pMRmn65j78G25uaT7Gk/d397N/+9G1vtZ7dFiTFR+9C4p/3cgWbJ/d2mxPO7zZID2W32vv8Ras3jlteu9N+i10xS29Hrliqxf5yrPe9rqzXOIrX795KaY37J2pRrf++emnPUcwcWCZN3wtbD296Ns8RmX+Jgm9t8artt86m9+e/d2Gpu3FuVGBO5sVnbbXMrN1/3FlMlnt9ttq43k73vf4Ra87j2/NvTfu1DbYn941yuzdvmZQtqjbNI7f69pOaYX7I25drfu6fmHPXcgUXC5J2w9fC2d+MssdmXONjmNp/abtt8am/+eze2mhv3ViXGRG5s1nbb3MrN173FVInnt1TuveZaP6jfptY8rj3/9rRf+1BbYv84l2uz9TFYa5xFavfvJTXHvGIR2ClM3gn37t07PXny5OLfCF0y/Y3Ru+++e3rttdfCtm9TYrPPbY5LDra5zae22zaf2pv/3o2t5sa9VYkxkRubtd12KFUs9qfWPK49//a0X/tQW2L/OJdrs/UxWGucRWr37yU1x7xiEdgpTN45uYUusvXwWGKzz22OS64tt/nUdtvmU3vz37ux1dy4tyoxJnJjs7bbDqWKxf7Umse159+e9msfakvsH+dybbY+BmuNs0jt/r2k5phXLAI7hck7J7fQRbYeHkts9rnNccm15Taf2m7bfGpv/ns3tpob91YlxkRubNZ226FUsdifWvO49vzb037tQ22J/eNcrs3Wx2CtcRap3b+X1BzzikVgpzB558y/h3Hy6NGj07Nnz8KF6dyahbDEZp/bHJccbGtuPnvV3vz3bmwtPrsSY6LlQ6NisT+15nHt+ben/dqH2hL7x7mW5/0StcZZpHb/XlJzzCsWgZ3C5BCWLKCTNQthic0+tzkuOdjW3Hz2qr35793YWnx2JcZEy4fG3HzcW8yVeH5L5d5rrvWD+m1qzePa829P+7UPtSX2j3Mtz/slao2zSO3+vaTmmF9y1sm1v3dPzTnquQOLhMkhLFlAJ+lfINO/RKZ/kbx//37Y3qTEZp/bHJccbGtuPnvV3vz3bmwtPrsSY6LlQ2PvxeKa9SSy9/2PUGse155/e9qvfagtsX+ca3neL1FrnEVq9+8lNcf8krUp1/7ePTXnqOcOLBImh5NbCOdyG2uJzb7Ewbbm5rNX7c1/78bW4rMrMSZaPjQqFhWLk9rzb0/7tQ+1JfaPcy3P+yVqjbNI7f69pOaYVywCO4XJ4eQWwrncxlpisy9xsK25+exVe/Pfu7G1+OxKjImWD42KRcXipPb829N+7UNtif3jXMvzfola4yxSu38vqTnmFYvATmFyOOn7FNP3KqbvV0zfsxgtVpPcxlpisy9xsK25+exVe/Pfu7G1+OxKjImWD421isXUbnp2f//v//3Tf/kv/yVsO9na/pZnund8tqLWPK49//a0X+NQ+0d/9EenH/7whzfP6t/+238btjvZ0n7L836JWuNs8vLLL5/eeeedm/3/ww8/DN9jsuX5L1FjzKfvmk7P5fXXXz998sknYbuTXPu116wa8wooJkx2bdoYr3n4m8u9fsmil9scl9xbjc1nbk/7tTf/vRvbEc8uNy5KjIm9YztnT/u1isXcNU2uuV7sHZ+tqDWPW1670n+LXjPJzeNI7jnObWl/z7xsQa1xNqn9/JeoMeZzY3Uu137tNavGvAKKCZNdmzbGax7+5nKvX7Lo5TavJfdWY/OZ29N+7c1/78Z2xLPLjYsSY2Lv2M7Z075i8VuKxXbXrvTfotdMcvM4knuOc1va3zMvW1BrnE1qP/8laoz53Fidy7Vfe82qMa+AYsJkd0ouZHs31tzrlyx6uc1rzcG25EZbavMpeU2RUuPhms8uNy5y17JmTJQszHLPeu62uZO7pufPn5+ePn1686tiT548ufkVq6idZM2vlU9Kzqm56J5LPbOjlZwfkZLtlzqM5tr57LPPbsZd8sYbb4RtTN5+++2bn/vggw9OX375ZdjeuS2H5tye1PIYO1eqH5P0s1Ebt9ny/JfIXUv69dg0VtKvy6Zfm43aSNb8Su3cbft1kluzFItwp4XJ7pRcyPZurLnXL1n0coekkgfbkgeuuds2n5LXFCk1Hq757HLjIncta8ZEj8XiXK7/1lzTZM095/piLrrnUs/saCXnR6Rk+6UOo6XWwCRXIES2HJpze1LLY+xcqX5MrvX8l1h6Lbkxn5szl+TGam7NWnPGipTsV6C4MNmdkgvZ3o019/oli15uwS95sC154Jq7bfMpeU2RUuPhms8uNy5y17JmTOQKszVt5Z713G1zJ3dNc7n+W3NNkzX3nOuLa643Ryo5PyIl2y91GC21BiZLC4S5LYfmnsfYuVL9mFzr+S+x9FpyYz43Zy7JjdXcmrpmzYuU7FeguDDZnb0H1lIH3iS3MS9Z9HILfsmDbUlLF/TcNeU2xJxSG1tLz67kmFhTmO219Flf85oiuee35vqW3nOSWy8ma/r3WmrP45bm32RNsVjDlkNzbozl9rSW9Pj8l0jtRu93LYpF4BZhsju5hWwu2hj3vn4utzEvWfRKFgYtHrhqHzJLbWwtPbuSY+KahdnSZ33Na4rknt+a61t6z0luvZis6d9rqT2PW5p/E8XisRSLdSgWgVuEya5t2RhLLoS591+y6JUsDF566aXTW2+9dXr48OHNH75H7e2RPpghfUBD+oP69IEN0TWcq33ILNWftZ/dF198cXr8+PFN+2+++WZ4DZOSY+K73/3u6ac//enN+6bx+tVXX4VtbrXmw2gm6WfSz6bXpNemNqK210ofcJPazH2ISO75LSkWcweu2+TaX9O/11J7Hrc0/ybpQ2vSeErSh9lE7a41X0NzH8g0erH4ox/96Ka/ko8//ji8n7Xm4yA3zmoVLVs+7Chn+rCl999//+Yeo5+ZKBaBW4TJruU2xi16LhbncgvyFlsOhLUPmTU2tqOfXa0xkXtWW2y9lknJa5oOwnufn2LxRbXn8Vwra9dcWsujdteaX0eJ/eNcrs1pjvSmxvM/umjJzak1pmstsXbl1uQte+rc0c8duFWY7FpuY9xizUJYYrPPbRhbD46tHLhy97elzbkaG9vRz67WmMg9qy22Xsuk5DVNB+G9z6/Eges2ufb3PtMaas/juVbWrrkaxUqJ/eNcrs1pjvSmxvM/umjJzak1pmstsXbl1uQte+rc0c8duFWYvBOWLJC32Xo4a7lYjKzZnEot2Ln3nG/eW9Te2CbXfHbXHBNr5k6pZzn3yiuvnB48eHDza2Hp17Ki973Ns2fPTo8ePbp5/f3792/a3Pv8Lj2TGgftaPyW7N9Sas/jnGvOv0j61dU0xtKvMOZ+zS+SfuUxvT79qm36ldvUpmJxnzX/UyEqkI4uWvb+6nX0q9VL1nPFInCLMHknrDnwRrYezhSLebUPmbU3tsk1n901x8SauVPqWV6Sm0+R6Jr2Pr9Lz6TGQTsavyX7t5Ta8zjnmvPvNmuuYy46oJfYP87l2qwxho+SKzrmouffUtGy5l4m0Zxbsp5Hz2Ku9p7a0nMHXhAm74QlC+Rtth7OSmz2ucNHyYPjEQeu3HtGG94atTe2yTWf3TXHxJq5U+pZXpKbT5HomvY+v0vPpMZBOxq/Jfu3lNrzOOea8+82a65jLjqgl9g/zuXarDGGj7KmwIqef0tFy5p7mURzbsl6Hj2Ludp7akvPHXhBmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSaAD3//+908fffTR6euvv97kt7/97eknP/lJ2DYAAMMLk0AHFIsAAFQUJoGG3b9///Tw4cPTo0ePTs+ePQsLwSW++uqr0y9/+cubtuZS+9H7AgAwlDAJNCwVeFHxV0pqP3pfAACGEiaBhikWAQC4gjAJNOa11147vfvuu6f33nvv9Omnn4ZFXimp/fQ+6f3S+0bXAwDAnRcmgcakD6JJH0gTFXe1+AAcAIChhUmgMYpFAACuLEwCDVjz1Rjp59LPR+1cUrt9AAC6FiaBBigWAQA4UJgEGpAr5p4/f356+vTpzYfRPHny5HTv3r2wnUvSz6fXpdendlJ70fskikUAgOGESaABuWKx5N8U5v4mUrEIADCcMAk0QLEIAMCBwuSd9eqrr54+//zz8DB87le/+lXYRmlLv2B9pE+m3FK4tNi3W+XGRI0vzVcsAgBwJkzeWYrFb6R7i95j8otf/CJ83RK5fw1Lcu0rFhWLAAAcLkzeWYrFbygWFYvnFIsAAJwJk3dCKkiiQ+8eqRhJRUn0fjlLiqgtthQOd6lYzN3LUnv6tjTFIgAADQiTd4Ji8TLF4osUi4pFAAD+QJjs1ksvvXR66623Tg8fPjy988474aF3jy+++OL0+PHjm/bffPPN8BrO3b9//+bnHz16dHr27FnY7h4ffPDBTfsPHjw4vfLKK+E1nOu9WEzPMT3PdN8ff/xx+DNrbenb3q35HxiKRQCA4YTJbq35u7W9UsEVXcO53L8SlZKKq1RkRddwrvdisbalfds7xSIAALcIk91SLCoWS7jrxWLqozRXXn/99dMnn3wSPoPkv/23/3b6r//1v97MqV//+ten733ve2F7AADcSWGyW7licc3fpaWCJmpjUqpYXPr3Z7kibPRicc39l+rbXi39HxhrnikAAHdOmOyWYlGxGLV3TrGoWAQAICtMdkuxqFiM2js3YrH42muvnd59993Te++9d/r000/D+55s+dAkAADunDDZnZrFTxK1f1tBkSt2UjGViqrotUvsbf8uFYs1+nZub/utWPNMl/4PDAAA7rQw2R3F4rr2FYvfUiy+SLEIAMD/Eya709qBX7FYt1hM34n4/vvv3/xK5RtvvBG2sdRdLhbTp5emTzFNv36dPtU0fbppdI9J+lTU9Omo6de094xNAADujDDZHcXiuvZ7Lxb3Pr+5u1wsLumLSclnCgDAnRAmu6NYXNe+YvFbd7FYTM8m/Quh71EEAGCHMNkdxeK69hWL37qLxaKvxgAAoIAw2R3F4rr2FYvfUiwqFgEACIXJ7igW17WvWPzWiMVi+p7F9OFA6XsX0/cvRm0AADC8MNkdxeK69hWL3xqxWPTVGAAALBAmu6NYXNe+YvFbikUAAAiFye4oFte1r1j8lmIRAABCYbI7isV17SsWv6VYBACAUJjsjmJxXfuKxW8pFgEAIBQmu6NYXNe+YvFbd7FYBACAAsJkdxSL69pXLH5LsQgAAKEw2R3F4rr2azyve/funV599dXT66+/fvrkk0/Cdid7i8Uvvvji9P777998V+Abb7wRtrGUYhEAAEJhsju1D/xR+ykX/WwyYrGYXhO1FdlbLM7V6Nu5ve0DAECnwmR3FIvr2lcsfkuxCAAAoTDZrfRrkJ9//nl46E/Sf0s/E732XK74ua1YnCv1yZSp+EtFYNRGkoqrVGRFrz2XK5A+/PDDm1/xfOedd04vv/xy2EaS/lv6mfSz6TVRW5GSxeJkzf2X6lsAALjDwmS3FItlisVJ7nnlnvclikUAAGhemOyWYlGxGLV3TrEIAABZYbJbW4uXLUoVi6XUKBZrqVEsltR7sVjqf1AAADC0MNktxaJisQTFIgAAxMluvfTSS6e33nrr9PDhw5sPXokOynuk7/d7/PjxTftvvvlmeA3n7t+/f/Pzjx49Oj179ixsd48PPvjgpv0HDx6cXnnllfAazr399ts3H0qTXvvll1+G7a712Wef3bSZvv8wPafoZyZ7i8X59yym941+Zq30HNLzSG2m5xNdVy8UiwAAFBAm74Tc36VtseZvHs/l/uZwqz0H/5L/Ejv9a9yS+9xbLKb20/ukny31r6R7+rY1ikUAAAoIk3eCYjFPsfgtxSIAAPyBMHlnrSmOrvV3a7mD/WTN3yQutffXdqNfy712sThpsW+PolgEAKCAMHlnKRYv2/IvsdG/xikWj6dYBACggDB5ZykWL1Ms3h2KRQAACgiTcKgtxSIAAFBUmIRDKRYBAOBwYRIOpVgEAIDDhUk4lGIRAAAOFybhUIpFAAA4XJiEQykWAQDgcGESDqVYBACAw4VJOJRiEQAADhcm4VCKRQAAOFyYhEMpFgEA4HBhEg6lWAQAgMOFSTiUYhEAAA4XJuFQikUAADhcmIRDKRYBAOBwYRIOpVgEAIDDhUk4lGIRAAAOFyYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhsku//OUvT19//XU1qf3ofQE4zve///3TRx99FK7bk1/84hfhawGAW4XJLikWAcajWASAasJkl2oXix988MHp4cOHF92/fz+8LgDqUSwCQDVhsku1i8Uc//IIcH2KxfHk+vy3v/3t6Sc/+Un4WgBWCZNdUiwCjEexOB7FIsDVhMkuHV0sfvrpp6f33nvv9O67755ee+218BoBKEuxOB7FIsDVhMkuHV0sTmxSANejWByPYhHgasJklxSLAONRLI5HsQhwNWGyS7li8Ve/+lX4utukzSZtOlF7S6TNLG1qUdsAwHqKRYCrCZNdUiwCwN2nWAS4mjDZpRrFYvqgmvSBNemDaybvv//+6Ysvvgjf49yzZ89Ojx498j2MAFCIYhHgasJkl2oUi5HcJnVJur6oPQBgOcUiwNWEyS4pFgHg7lMsAlxNmOzStYrF73znO6cf/OAHp1dfffX085//fPHfNJYuFtP7f/755+F7nSt177m/4Uybd9rE56/JXWf6b+ln5q/Zast7tXjoOKJv06dFRu1fW2+HvNy6E837LfPoktT/URvnSs6z2xwxdr/3ve+dfv3rX9+87yU/+9nPwtdewzXXmJJj65Jr93HunvaKrnHLczxi7Ce58TVXov+vJbe2RZ9wvGU9rumIvsmNw/Tfor1gy/OOrJmv1+4PNguTXcotEiUX58mRk+KIjanGBnpp4dpiy3vlFvN0v+m+56+p7Yi+VSxus+VwsmUeXZLb4Ccl59ltjhi7Sw5kR351xjXXmJJj65Jr93HunvaKrnHLczxi7CdLxv+kRP9fS25tUyzGcuPw0l6w5XlH1szXa/cHm4XJLuUWiZKL8+TISXHExlRjA720cG2x5b1yi3m633Tf89fUdkTfKha32XI42TKPLslt8JOS8+w2R4zdJQcyxeI31oytS67dx7l72iu6xi3P8YixnywZ/5MS/X8tubVNsRjLjcNLe8GW5x1ZM1+v3R9sFia7lFskSi7Okdz7T7YcDGoc5C8tGLdZs4EufR6XbDncrVkk9z7TUotcK31b4zq22DI/jpQb59M4WXNomIvG2d6+KrUWtjJ2lzzbdK3Ra68hd30lx/yaNXqJFvo4d097RfOh1b2uxrMoOf5KWlq85Pb9nLVz4pJW+ib3PObzb8v8jubvkjX4Nq2OQX4vTHYpt2ArFv/Q2g07yS2GR22gk9qL5Fx0iN+ilb6tcR1b9LZp5Mb5NE62bqbRONvbV4rF68pdX8kxv2aNXqKFPs7d016KxTbXXMXitr7JPY/5/Nsyv6P5u2QNvk2rY5DfC5Ndyi3YvRWLL7300umtt966+Y7Gd955J2xrj/RdkY8fP75p/8033wyv4VxuMUxtpu+hTN9H+emnn4Y/s9SHH354006695dffjm8nnO5RfLLL788ffDBBzftpvajn1kq3V9qJ30PZ/o+zuh6Lmmxb2scCrfobdPIzftpnKz5fta56fVze8fuZ5999vu23njjjfC+Lmlx7C45qKw5kJeWu77nz5+fnj59etMfT548Od27dy9s55L08+l16fWpndRe9D7JkoNxa32c23f2ar1Y/O53v3v66U9/evO80nt99dVXYTtbpfZSu6n99D7p/aLruLZcsTidEdKenvb26GeWmJ9b0riPruWSFvum9jlo/vrJ1v1tsncNpLow2aXcgt1bsZib8CUtfTa1N+1I9H+xLrnmM5tsKW5a7FvF4jZL532r1hZRLY7d3ovFuSXF3LnS7bfWx7X3negaWtrr1vTvXlvGXy2pX6JrrCmt59G1XNJi3xxxDiqppTHI74XJLikWt1v6bFraQCNHLJJbipsW+1axuI1isZ6lY3fJgU2x+I0l7bfWx7X3negaWtrr1vTvXlvGXy2pX6JrrEmxeLyWxiC/Fya7dHSxmAZ3mqSvv/766ZNPPgmvIVl6GM5N+EsbSyRXCCx9Nls20Nz9lrzPXFuX3HaQzG0GS/tzrsW+rS03P9du0q3YUixGm2FunF2SK4JyB661RVSLY3fJs1t7n7Xk1tAtB6XSa1QP61Ppez6X66dI7j23PteS95q7ry3jr5bc2hXJjafS+1CLfZMbZ5dEa2Ru/kZy19nTGOT3wmSXcovA1k1prVKLR4sbdm6SR3L3W/I+Sy6Sk5KbwaTFvq2t9Cbditx9RaLNMDfOLrlt7Ca5A1fu9edaHLtLnt3a+6ylxkGp9BrVw/pU+p7P5fopknvPrc+15L3m7mvL+Kslt3ZFcuOp9D7UYt/kxtkl0RqZm7+R3HX2NAb5vTDZpdwisHVTWqvU4tHihp2b5JHc/Za8z5KL5KTkZjBpsW9reOWVV04PHjy4+eP89Afx59e254MFWqFY/ENHjN0lz27tfdZS46BUeo3qYX0qfc/ncv0Uyb3n1uda8l5z97Vl/NWSW7siufGkWLwsWiNz8zeSu86exiC/Fya7dFeKxdwCuffQs6f93CSfW7voJnsPFmsWyS3jYe8i13Lf1jDCprC0WMzN+7ncPNjy3LYeVCctj93cmptce+xfUmNO5O5/6djraX0qdc+X5Pppbu9ed+m+c2vLlvedq93+XrnxMsmtXZG946flvqlxDqq1xtZ+jhQTJruUG3RLJ8Veexehljfsa26gkVwfKhbrtr/W3ufVg9y6M8nN+7ncPNjy3BSL1x37l9SYE7n7Xzr2elqfSt3zJbl+mtu7112679zasuV952q3v1duvEwUi39IsUgFYbJLuUG3dFLstXcRannDzm2ge3+tcL6BRnJ9mFsk598P9Pbbb4dt3CZ3/6nfU/9Hr01a7ttSct/5tuc7vZZsWDXctmHl1p0t38eZmwe5cRZRLNYf+0vsXUMiufvP7TmTntanUvd8SY1+Wiu3tty2Li1Ru/29cuNly3cxT/aOn5b7psY5KPe8ki3rQ+3nSDFhsku5QZcWnuh1pe1dhFresGtvoOm9o3YnuT7ceyDO2Xv/LfdtKXvH/22WbFg13LZh1djscvNgyzxTLNYf+0vUWENLzbme1qdS93xJjX5aq8baMle7/b1qjse946flvqlxDso9r2RLf9R+jhQTJruUG3Rp4YleV9reRajlDbv2BpreO2p3kuvDGovk3N77b7lvS9k7/m+zZMOq4bYNq8Zml5sHW+bZ3rnR8thdMi6uMfaXqLGGlppzPa1Ppe75khr9tFaNtWWudvt71RyPe8dPy31T4xyUe17Jlv6o/RwpJkx2KTfo0sITva60vYtQyxt27Q00vXfU7iTXhzUWybm995979rXtHTu3yfVdiUV/yYZVw23XXmOzyz3LLfNs79xoeV1aMi5qjv2t9o6d0mOv5T4+l+vz3D6bU3uvWyLXv7WtHT+l1RyPe8dP6bl3bk/7Nc5BtdbY2s+RYsJkl3KDLi080etK27sItbxh195A03tH7U5yfVhjkZzbe/+5Z1/b3rFzm1zflVj0l2xYNdx27TU2u9yz3DLP9s6NltelJeOi5tjfau/YKT32Wu7jc7k+z+2zObX3uiVy/Vvb2vFTWs3xuHf8lJ575/a0X+McVGuNrf0cKSZMdik36NLCE72ulDSZ0gR8/fXXT5988kl4DUluEWp5w669gab3jtqd5PqwxiI5t/f+c8++tr1j59xLL71080FG6cNq0ocMnL9f6e9RXLJh1XDbhlVjs8vNgy3zbO/caHldWjIuSo/9EvaOndJjr+U+Ppfr89w+m1N7r1si17+1rR0/pdUcj3vHT+m5d25P+zXOQbXW2NrPkWLCZJdygy4tPNHrSsm9/yS3CLW8YdfeQNN7R+1Ocn1YY5Gc23v/uWdf296xcy73vEsfqJZsWDXctmHV2Oxy82DLc907N1pel5aMi9Jjv4S9Y6f02Gu5j8/l+jy3z+bU3uuWyPVvbWvHT2k1x+Pe8VN67p3b036Nc1CtNbb2c6SYMNml3KBLC0/0ulJy7z/JLUItb9i1N9D03lG7k1wf1lgk5/bef+7Z17Z37JzLPe/SB6olG1YNt21YNTa73DzY8lz3zo2W16Ul46L02C9h79gpPfZa7uNzuT7P7bM5tfe6JXL9W9va8VNazfG4d/yUnnvn9rRf4xxUa42t/RwpJkx2KTfo0sITva6U3PtPcotQyxt27Q00vXfU7iTXhzUWybm991+7b68lfTdT+tXS9F1N6Tubzu8j/Urqlu9R7FGNzS43D7bMs71zo+V1qdZBpra9Y6f02Gu5j8/l+jy3z+bU3uuWKN2/vak5HveOn9p9s6f9GuegWmts7edIMWGyS7lBlxae6HWl5N5/kluEWt6wa2+g6b2jdie5PqyxSM7tvf/afXstd+U+Sqix2eXmwZZ5tndutLwu1TrI1LZ37JQeey338blcn+f22Zzae90Spfu3NzXH497xU7tv9rRf4xxUa42t/RwpJkx2KTfo0sITva6U3PtPcotQyxt27Q00vXfU7iTXhzUWybm991+7b6/lrtxHCTU2u9w82DLP9s6NltelWgeZ2vaOndJjr+U+Ppfr89w+m1N7r1uidP/2puZ43Dt+avfNnvZrnINqrbG1nyPFhMku5QZdWnii1+2R21Dmlg76ljfs2htoeu+o3UmuD2ssknN7779239a0t2/uqhqbXe5Zb5lne+dGy+tSrYNMbbmxM5kfXHNjY27t2Gu5j8/l+jx32M+pvdctUWNt6UnN8bh3/NTumz3t1zgH1Vpjaz9HigmTXcoNurTwRK/bI7ehzC0d9C1v2LU30PTeUbuTXB/WWCTn9t5/7b6taW/f3FU1Nrvcs94yz/bOjZbXpVoHmdpyY2cyP7jmxsbc2rHXch+fy/V57rCfU3uvW6LG2tKTmuNx7/ip3Td72q9xDqq1xtZ+jhQTJruUG3Rp4Ylet9Z3vvOd0w9+8IObyfbzn//81g1lbumgb3nDrr2BpveO2p3k+rDGIjm39/5r921pue9RTB9ukz7kJn3YTfrQm6iNu67GZpebB1vm2d650fK6VOsgU1uaW2nupO8iTd9JGl13Mj+45sbGnu82bbmPz+X6PHfYz6m91y1RY23pSc3xuHf81O6bPe3XOAfVWmNrP0eKCZNdyg26tPBEr1tryaSJLB30LW/YtTfQ9N5Ru5NcH9ZYJOf23n/LfRup/TzvghqbXW4ebJlne/uy5bFb6yBzLbnrnx9ca4yNSU/r05pntkXtvW6JGmvLXO3296o5HveOn5b7psa+nXteyZb+qP0cKSZMdik36NLCE71urSWTJrJ00Le8YdfeQNN7R+1Ocn1YY5Gc23v/LfdtpPbzvAtqbHa5ebBlnu3ty5bHbq2DzLXkrn9+cK0xNiY9rU9rntkWtfe6JWqsLXO129+r5njcO35a7psa+3bueSVb+qP2c6SYMNml3KBLC0/0utu89tprp3fffffmV3omuV8Zmnv27Nnp0aNHN7/Gd//+/fA9Lik54XMHjKXPpvYGuvc6ayySc6Xu/5p9O7d0MV/6PYrp19zSr6pGbYyixmaX69Mt86zUmLvm2F26LtU6yFxL7vrnB9caY+Nci318bs0z26L2XrdGyXvN3dfc0Qf1NDai65rsmdOlnuk1+2bpmCs5fye5+0y29EeN/ZMqwmSXcoNuy6a0ZmGNLJ3ckRY37FKL2SV7r7PGIjnX4mKee2ZzSxfzmpv0XVNjs8v16ZZ5VmrMXXPsLl2Xah1kriV3/fMDZ42xca7FPj635pltUXuvW6Pkvebua+7og3rNfajUM71m3ywdcyXn7yR3n8mW/qixf1JFmOxSbtBt2ZTWLKyRpZM70uKGXWoxu2TvddZYJOdaXMxzz2xu6WJec5O+a2psdrk+3TLPSo25a47dpetSrYPMteSuf37grDE2zrXYx+fWPLMtau91a5S819x9zR19UK+5D5V6ptfsm6VjruT8neTuM9nSHzX2T6oIk13KDbprWbM43CY34UtaumGXWswu2XuwqLFIzl1rMS9pad/mnv21lJo/11Jjs8v1xZZ5VmputDh2ax1krmXJ9S+1dw1OWuzjc7lntncdqb3XrVFyfORc875y0tiIrnGyZ06XGj8t9k2ptX5uyX1u6Q/FYjfCZJcUi9st3bBrb6C5Q3LuOmssknOl7r/Fvs09+2spNX+uRbFYz9KxW+sgcy1Lrn+pvWtw0mIfn8s9s73rSO29bo2S4yPnmveVk8ZGdI2TPXO61PhpsW9KrfVzS+5zS38oFrsRJrt0dLH46aef3nwoSPpAnPTBONE1rpH7jru90of0PH78+Kb9N998M7yGc7U30Nwh+a4Ui7X7dsv3H+ae/bXsPeRd22jFYovrUq2DzLXcu3fv9OTJk5v5+vTp09Pz58/De7hkPt9TO6m96H2WarGPz+X6fO86UnuvW+O73/3u6ac//enN80rryVdffRVe01ZpvKVxV2r8lNJDsVi7b1J7qd3Ufnqf9H7RdczVOAfVWmNr7J9UESa7lBt0tdUc1DUO8lsWjNobaO4+70qxONdK39a4ji32HvKurcZml+uLLeOsxtxoZezWOsgcIbfGRPaua7dppY/P5fp87zpSe6/basv4yGl1ze2hWJxrpW9qrPW11tga+ydVhMku5QZdbTUHdSsbdm4x3LuB5u5TsbjMlvuscR1bbNkcj1Rjs8v1xZZxVmNutDJ2ax1kjrDlwLl3XbtNK318Ltfne9eR2nvdVlvGR06ra65iUbFY81zNKmGyS7lBt1f6NZ/0qwCXrP0exb1yC8JcrshaKrcY7t1AcweTu1gsRo7o2xqHwi22bI5HGrlYjBwxdmsdZI6w5cBZqu+WOqKPz+X6fO86cq21voQl43/S0nXnpLET3cNkz5yuPX4mR/RNjbV+yX1s6Q/FYjfCZJdqF4utDdojNuzaG2jukJy7jxqL5Ny1DhBH9G3u2V9LqU36Wmpsdrm+2DLOas+NyRFjt9ZB5gi5NSZSqu+WOqKPz+X6fO86cq21voQl43/S0nXnpLET3cNkz5yuPX4mR/RNjbV+yX1s6Y8a+ydVhMku5QbdXq0N2iM27NobaO6QnLuPGovk3LUOEEf0be7ZX0upTfpaamx2ub7YMs5qz43JEWO31kHmCLk1JlKq75Y6oo/P5fp87zpyrbW+hCXjf9LSdeeksRPdw2TPnK49fiZH9E2NtX7JfWzpjxr7J1WESQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhcnuvPrqq6fPP//89PXXX4fSf0s/E70WAACAF4TJ7igWAQAAigqT3VEsAgAAFBUmu6NYBAAAKCpMdkexCAAAUFSY7I5iEQAAoKgw2R3FIgAAQFFhsjuKRQAAgKLCJAAAAGMLkwAAAIwtTAIAADC2MAkAAMDYwiQAAABjC5MAAACMLUwCAAAwtjAJAADA2MIkAAAAYwuTAAAAjC1MAgAAMLYwCQAAwNjCJAAAAGMLkwAAAIwtTAIAADC2MAkAAMDYwmR3Xn311dPnn39++vrrr0Ppv6WfiV4LAADAC8JkdxSLAAAARYXJ7igWAQAAigqT3VEsAgAAFBUmu6NYBAAAKCpMdkexCAAAUFSY7I5iEQAAoKgw2R3FIgAAQFFhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmuyCEEEIIIYQQrURUs3QuTHZBCCGEEEIIIVqJqGbpXJjsghBCCCGEEEK0ElHN0rkw2QUhhBBCCCGEaCWimqVzYbILQgghhBBCCNFKRDVL58JkF4QQQgghhBCilYhqls6FyS4IIYQQQgghRCsR1SydC5NdEEIIIYQQQohWIqpZOhcmuyCEEEIIIYQQrURUs3QuTHZBCCGEEEIIIVqJqGbpXJjsghBCCCGEEEK0ElHN0rkw2QUhhBBCCCGEaCWimqVzYbILQgghhBBCCNFKRDVL58JkF4QQQgghhBCilYhqls6FyS4IIYQQQgghRCsR1SydC5NdEEIIIYQQQohWIqpZOhcmuyCEEEIIIYQQrURUs3QuTHZhS/yv//W/Tv/iX/yL09/7e39vt9ROak8IIYQQQgghopqlc2GyC1tCsSiEEEIIIYSoEVHN0rkw2YUtoVgUQgghhBBC1IioZulcmOzCmvjLv/zLsOArJbUvhBBCCCGEGDeimqVzYbILa0KxKIQQQgghhKgZUc3SuTDZhTWhWBRCCCGEEELUjKhm6VyY7EIu/vN//s+nf/SP/lFY3NWS3i+9rxBCCCGEEGKsiGqWzoXJLuRCsSiEEEIIIYS4VkQ1S+fCZBei+N3vfnf6q7/6q9Of//mfn/7kT/7k9Md//MdhUZds+TTT3KepKhaFEEIIIYQYM6KapXNhsgtRrPlqDMWiEEIIIYQQolRENUvnwmQXolAsCiGEEEIIIY6IqGbpXJjsQhSKOSGEEEIIIcQREdUsnQuTXYhCsSiEEEIIIYQ4IqKapXNhsgtRKBbLxuPHj8PnOPmP//E//u1PfhtLv9OydF+ka4neJxJdtxBCCCGEEHsiqlk6Fya7EEVPxWKuuEmF2p7IFW1L2lcsCiGEEEIIsSyimqVzYbILUSgWvw3F4mWKRSGEEEIIUTqimqVzYbILUSgWv41rFov//b//99M/+2f/LPyZJVKfpb5bGrnr2mLv8xZCCCGEEGNHVLN0Lkx2IQrF4rehWFxHsSiEEEIIIfZEVLN0Lkx2IYpcsXhJKqyuHYrFby0pFr/++uvT06dPbzx48CBsZ4/U5tR+ei8hhBBCCCHWRFSzdC5MdiEKxeK3cY1isYZLfZF7XiVNRbAQQgghhBBLI6pZOhcmuxCFYvHbUCxup1gUQgghhBBrI6pZOhcmu5CL9LeJ6W8Uo2JgrRrF5F0tFnPt5q5ra7G45nnl7kuxKIQQQggh1kZUs3QuTHYhF4pFxeKlyN2XYlEIIYQQQqyNqGbpXJjsQi7+5m/+5vQXf/EXpz//8z8/vfXWW2FRsNSf/dmf/f7DTyb/6T/9p9P//t//+2/fbX0oFmOKRSGEEEII0WNENUvnwmQX1kSuQNli7dc9nMddKhbTJ6GmT0RdE/O/L730LHOfsrrlfedRu30hhBBCCDFORDVL58JkF9aEYvFFikXFohBCCCGEKBdRzdK5MNmFkrGlmPwn/+SfnP7lv/yXN7/mOkm/9pp+/XVJ3IVisfavayoWhRBCCCFELxHVLJ0Lk10oGaX+5TF9oE76YJ0loVjMh2JRCCGEEEL0ElHN0rkw2YWSoViMQ7GoWBRCCCGEEMsiqlk6Fya7cM1YWkwqFstGrpirTbEohBBCCCGWRlSzdC5MduGaoViMKRaFEEIIIYT4JqKapXNhsgvXjH//7//9TeHwT//pPz39g3/wD8LCIknF4kcffXRTYPzP//k/T//3//7fv23hxVAs5kOxKIQQQggheomoZulcmOzCETH/uoec3FdrKBbzoVgUQgghhBC9RFSzdC5MduGIUCz+IcWiEEIIIYQQ30RUs3QuTHbhiPjd7353+qu/+qub71T8kz/5k9Mf//Efh0VGoljcH7liUTEnhBBCCCFaiahm6VyY7MLRkT7IJv2NYlTEJIrF/aFYFEIIIYQQvURUs3QuTHbh6FAsKhaFEEIIIYSYIqpZOhcmu3B0KBYVi0IIIYQQQkwR1SydC5NdODoUi4pFIYQQQgghpohqls6FyS4cHS0Wi//n//yf0//4H//jpoD6N//m34TtThSLQgghhBBClIuoZulcmOxCFKk4S0VaVFgkqbhLRV6JaLFYzBVXc4pFxagQQgghhCgXUc3SuTDZhSgUi4rFNaFYFEIIIYQQpSKqWToXJrsQRa5YnMsVc1GUbD9XLP7zf/7Pb77PMfn888//9lVx/If/8B9ufu7P/uzPTv/wH/7DsL1zPRSL8yhZXOfua6JYFEIIIYQQSyOqWToXJrsQxV0qFudyRdnS4mdOsRi3M6dYFEIIIYQQSyOqWToXJrsQhWJxOcVi3M6cYlEIIYQQQiyNqGbpXJjsQi5yf1NYw5q/iVxTLNZw14rFkq55X0IIIYQQ4m5EVLN0Lkx2IReKxdspFi9TLAohhBBCiLUR1SydC5NdyMXf/M3fnP7iL/7i5oNf3nrrrbAoKCW1n94nvV963yWRPrRm+gCb9GE2UbtrpQ+3SR9ys+SeeysWv/7669PTp09vPHjwILyePdZ8oJAQQgghhBDnEdUsnQuTXVgTf/mXfxkWCKWk9vdErihbav43drl77q1YnEep5zW35HkIIYQQQghxKaKapXNhsgtrQrH4IsXiH1IsCiGEEEKIPRHVLJ0Lk13YG1v+pnHN3ySuiWfPnt38euV77713+sf/+B+H732bf/2v//XN6z/88MPT7373u5s273KxGEW6lugaIy1dtxBCCCGEuBsR1SydC5Nd2BstFYtTpH8VTP86GL33baLiR7F4mWJRCCGEEEKUjqhm6VyY7MLeUCwqFoUQQgghhCgVUc3SuTDZBSGEEEIIIYRoJaKapXNhsgtCCCGEEEII0UpENUvnwmQXhBBCCCGEEKKViGqWzoXJLgghhBBCCCFEKxHVLJ0Lk10QQgghhBBCiFYiqlk6Fya7IIQQQgghhBCtRFSzdC5MdkEIIYQQQgghWomoZulcmOyCEEIIIYQQQrQSUc3SuTDZBSGEEEIIIYRoJaKapXNhsgtCCCGEEEII0UpENUvnwmQXhBBCCCGEEKKViGqWzoXJLgghhBBCCCFEKxHVLJ0Lk10QQgghhBBCiFYiqlk6Fya7IIQQQgghhBCtRFSzdC5MdkEIIYQQQgghWomoZulcmOyCEEIIIYQQQrQSUc3SuTDZBSGEEEIIIYRoJaKapXNhsgtCCCGEEEII0UpENUvnwmQXhBBCCCGEEKKViGqWzoVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABhbmAQAAGBsYRIAAICxhUkAAADGFiYBAAAYW5gEAABgbGESAACAsYVJAAAAxhYmAQAAGFuYBAAAYGxhEgAAgLGFSQAAAMYWJgEAABjW/3f6/wFeAvGqeTkUZwAAAABJRU5ErkJggg==" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Le jeu commence par vous demander votre prénom : il vous sera plus facile de vous identifier au personnage de cette manière. Vous pouvez, évidemment, utiliser un pseudonyme.\n", - "\n", - "![prenom.png](attachment:prenom.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Début de l'aventure" - ] - }, - { - "attachments": { - "linux.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "D'entrée, le jeu vous donne quelques commandes avec lesquelles vous allez pouvoir avancer :\n", - "\n", - "![linux.png](attachment:linux.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Nous avons donc :
    \n", - "\n", - "
  • CAT (pour conCATener) qui vous permettra de d'examiner les objets, d'interroger les personnages présents sur le lieu où vous vous situez\n", - "
  • LS (pour LiSter) qui vous indiquera ce qui se trouve dans un lieu précis\n", - "
  • CD (pour Changer de Destination) qui vous permettra de vous déplacer d'un lieu à l'autre\n", - " \n", - "Ces trois commandes existent sous Linux et utilisent la même syntaxe que celle que vous rencontrerez ici." - ] - }, - { - "attachments": { - "ls.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
    \n", - "\n", - "Si vous arrivez dans un endroit que vous ne connaissez pas, que faites vous en premier ? Vous observez. Et bien la commande **LS** est parfaite pour cela, allons-y.\n", - "\n", - "![ls.png](attachment:ls.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Ici, on peut donc voir qu'il y a une Palourde avec laquelle on peut **interagir** ainsi que deux chemins menant à de nouvelles places." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Question n°1\n", - "\n", - "À votre avis, que fait la commande LS dans un système d'exploitation Linux ?\n", - "Vous pouvez tester la commande vous même dans la cellule juste en dessous !\n", - "\n", - "Remarquez vous quelque chose au niveau des noms ?" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "------------------------------------------------------" - ] - }, - { - "attachments": { - "cat.png": { - "image/png": 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Z8JnJVXNM8NnZCredwK9fjWnu4bl/R6GxbMZ083nkCXNyYD5l8bZW6OPUmPlV+7houxXfuv1aXawam3tL3Gt1/Mt71XMxv1c1HtY8LrQ/YfWpVl9vz4rXVt5+qy+z8uq4KV2/VlqHMTeseZCVi/Ot+6lkj+OIa2V9F+rr0Y/b7PmRx1M+l60Yz1l9kNfZMmJ59BimcbXr2JbW/nrVa5J1v4nhdULc99aDT5+4Z1/67zs03jZjGX3vZZiVwLe+f3Hk/nq7Z7faV+P999QOTBZOZHdgZscgDd8amRakBmMBGQ6eAdb9jvkITabv77l/hCZXvyjW2HmxSO5jeAx0rLf33/+tv2RW4/Y+QtNo7r0fv2N3/nK7+XR9NmFOJv3dv63e1OG/2Pfu2r2KPoah+1gqxPK0j9AEbycHdVrx7ctrxrmYIHbXMjb3lrjX6viX96rnYn6vajyseVxof6J+zWjV19vr2334j9CouNHzZZx4Hp77eEt/IWRgfcvbNHQ/9axxrP8IjZ5znu9/ry5eNqwx3e0jNDmrD/I6W0Ysjx7D+PydcqPmuL7tau2vV70mDdyvP394nVDrU1sWjNtnF92X9wfblZAJfLM/h98/+w+/O3K/UHvy4cjCiVQH2vIBUQHZ19ktvmGCGV5rxwVozdeRBaxomw+8Rs1iYt/vVtDuPPiDY7MJvKHqVeeHYzOmTWoC2e0c6qf6RbGOqM8Yn6r7GIwl0Z9qIdohJm/3S6yiH0XcVc/J0nzyCbx5TByzljGxHPFtDD7uFP0KVNAuFTthed041/SxsbnLY1uiTn9fjXJci3Mbpf7sx0OfW2x/JoiFwbV1TL1eHAfl+2kV+jLst+q4Efc3RTDuPoFP47Blj1t4fXHvMjbGENcJxlFeq2LO9fWk9Y7pz8KYrvV1ybks+sbvGWGd49YHO5bHjuF+ciPRR0HMReNRpVBfI+wj1W/pnmz1bS+P6Zp6a6kEvmaPPjBZOJFYFAqsnw6KfyopeBYYCn6maVyQDvB1ZAFr/dRZMHkGyPs1fubu8efB2z0h+TOSTRvkT82p3+6Ox8Zq0/5/RjLtJzG5U91kLxzTCV69SaTjU3Ufg7Gk+zNeqO0Fusbt/IxkI5oD6j4nzMlsPuV15PNoD+uJMb8iwasyveBnEYO2W5tIPO59uWbFqvoZSRE7clO164y+XCrjWs/F/F7VeFjzeEzsj1lbp8ypvt3D62TL6svkZySr48Zff9o60EmSM+vzydb6NuZnJMP66o34GckRc85MuEa1V4/pzj8jmXzHadz6YMdy3RgeIDeK1us8RvazzuXzumZPtvq2p9anpCy6P39MHesV+HXZNmEv/ozkTk+GTLJwItWBw7qgsBa48Nc9Wutfszk7wALUGBzg/h6nDkR/v0lQiXb3z/JV3/i2bB7L6pXH6rFJx6D7W7RpcLzWhvrJ2vgDoxJ4z9drXbdXvI/BWLL7sx8z/fhY3W/NFpLxbnHxi4dfWKYk8I0wllrZojl2TqqxCF6NKcf3uD4M274+r2JdSJ8wLy/P3GPRdl/3bgm8F8Rqdl4hUS1uBKU6G7Iv9FzM71WNhz632H7T0JrR2qXezTlZfMhzWgN92aiLm/j6qp5aYdvtPtroj1XXFWNZMU/qpOMortWonXPr9dS41/Vjo9qbjmkeT8W57NvXULGTz5m4PK5zOJbLY9g4QG7UX3MjvJdi35iCPt8hZv1j2V7U0XEWXX9tTD7Rkwl8WL4VvhsemX8Cj5u1v41hzs4X0yYcANyXdRK4GU1CPCqBxwHJQtwJH/jGtH3Gql7pAIA6JPDAPmxeBecFtRmRhbgT2JgAoIx1EsAHSRbiTmBjAoAy1kkAHyRZCAAAAGCeZCEAAACAeZKFAAAAAOZJFgIAAACYJ1kIAAAAYJ5k4Y78t/5Dc/vtUP+vc+3Srifu6u3Krd6+cs//m3ocmJ9p/5oebs/wv9hY9MVVs0Y169QfnrtP1OP3EHPgkHaM1wz7bGzf/Ys7TBbupP/ncBM3uFgW/9ndvf2T0fdlIu3jyc79NMdE4XbbtHlyb/9z2MiJdUb8k/OmMcfeEyTwh7TvffEW99lZzp37kneggiyc6Nidv9wujFHA96/I39S/qllM4Pfmvkwkf58k8GORKKQOn8Dfiz4ngb9RzOPbRAIPGGThRPP5BzNI4PeJBH6qOW78x08v3eK7hVt8fSofPywS+PFO3UU7Xt9duvNH2zIS+J2MnQMk8GOIeN0JCXxs3/2LO0wWTjQ1gfcTdPoCeb7Ynr+9tpnA/+yFuy5dy0/Y9WNBu+QELi0s/bsOm3P7v/N3IdJj08e9gX4a1faCrI98XSKB99dsrO8rW/DimBh6YtVurMu3m/q81euahcqKPdHvsp+mPjkpj1288Q+MX2coHuI2+9jv46o89nkyMm6MtD3UkcZSdkyzcf1+23bv3bV71SVhQb8ldH2BSXNnaJzq4nn4GN+eILajeTbQjmxOhmpj0tbFUzL2Vnz15/btVuOT1ps+bhuKE9VGy0BMRXETnFfsc8twPG0MjJmMZbW+xeNSO2eHx1vEa/vu/LdLt1qXeyu3/PbcHQd1a6o+r7bPCnx/NbI4jMZxxLVKdTaivvb7bVBn38fqfNEf1WOOD4wsnChe7IY378fu7HLZHd9busvPH4vjc48/bza/9PzlpXu+WK3/u2vDo3N39SY5bq1ZRMJXYfxEaOq4XKbHNu364sQ98MfKheWBO/lqkSxUzYa8uHSL7SbdT0h9bGt5eeYed9ep7KdgEvdPaDaqEqmHJ+5i22+9lVv8xvdxsCB8fKb7x7ezW4z6mLh+3S9KG0nfm08c1MKdijejvDzod99Pb5dZ4vT+zVXlqxp1Y9ctxOpa6f2bdTZj8JWKu+b81+F4NX9/txi8p3zDHTFGph3qkLHUaObg2cf9cdaTdHUfKbWJRkbN+8pxqonnqpgXZV0ML9ylmrNhO/yxUdKx+9r74NOLbk3rhO3JxqViblr1NlaLC3fyMDxfG44TXaYNxFSw5kbnyT63HGgfGFzfxs3Z+vHO47Xr70bUb1X9o+ZE7VpZYK07zT1dfPpgc4xvZ/MEcCnyh+uXyROQyrWs6483S3f9LjjuzSu3SJ98ZmNRWg922dNwB8nC6USivFo8d8++DBcizwdikBj6QBxcWDeKrz42usRVPMuV1/Jla6Jd0YKjFhaxWYWbdKNvq9rYRJ/U9pNse98fg0m86KNw4R26fvSkoasj3gB9G+QG6q/fLKDP/Ya0vk7YPxbVl2F50O/Ffqq5Vqtu7Mb0n6xTxW0wpq1oQ1zz5+s+yfu+76NWcYxMO9RRiKV+rvRly8sn20Rue82k7nHt3pIxEZRH/V85TjXxXBXzIjaj9g60Q95DHqvdcZX95vu5X1fiGOjrEf2VHB+Os11ver5WEydjY8Q83uoz2ecWdX9ifGrHzJdFx4oYCvq/NTRn68c7v5Y/t80FfCK7Hqeq/im1PSiTa2WB6LvsHqO+rLiWqFOtZV0fd3UYfanGV/VH9ZjjAyML9yIK0vZZ5HfNM9vP+sdVYJfKMzK4G59duFfbJxGbiagWyI3sWr7O5pls2NZWvoDZC1V/zMbx06vumba/lnXsprxfpKv7KZjE0bFNeXqNnNVH4Vuf6cIQbCRrp+7CvyLcLWz9whS/WtGXd20N3wF4t3KLL4/d8U9/uD1+iNV+cR1rjH15xQZQO3b+OBVP6fiV6wzLff/Hr8zIOBEbTdembt6MGCPT1DqsWMrLo3fbli/c2aO/dQ/+MjxnI7+/CiPmffU41cRzVczn60zX3nfX7urpcXR81g4R19VrisVKYMIXcLL4qpibVr0jkrOaOBkbI+bxvm+t8or2luOpj//qMbNiOWvTiDk7arzzeI1evV8t3LNHx+4nPwrqKcrrK/dZXp4rrzvZ3KmZZwN1huX+3OjVcaOP83HP+6N+zPGBkYV79cmv+7f9Xn31E/fDbbkPTEu6UGV8cIpFOJ5c/YJkyRa/wTrbsnwi2QtIvijax8aq+6nQ9mG+fekm20oXIGuhamQLhlWv2CS2Tn+7XdxaIqHSRlzH6qes7bbasfPHqTFJF+buWEMed3H/5wt9Q2wKeZvGj1Fuah3+XixJjDUJQ/g2fvYWdqPU56YR8z792zrOq4nn8jG+j4K+LcRq1g5x7M5rbyGhzvt/RGz4ei0Vc3NtIE7yNpaZx9/gWiLntyqvbtOEcakabxGva6fuRfDu/Or1hTvtHivJ6+uuaRjqS2sNzRTGMR83X6elv5Yc830k8DvEIe4kWbhn6lVce0GqZgVtI54g1kIlVNfZltkLS76A5IuifWysup8KbR9W6qN0sSssftmCMWKT8B6euCdfPgs+S7hqjhn6XO6I61j9lLXdVjt2/jg1Jum41tZp9b+MkzuTwItYMjz+/Jl79pvg86/L5t6Cz0aX+tw0Yt5b42SOX008F4/J15lSrGbtEMfuvPYeOoGvmINDSnGSt7HMPP4G1xJrzLLy6jbtZ1zyvhHxuvXg0yfu2ZfBOyRvm3kffDZcy+ur7TNb5bpTGMe8DfVrmWw/CTzGk4UHkAf3zpuIFbQjPkKT8XWKV8rsCTu8sBziIzQZqz+qWH20r4/QpPWKTaLR3nv/d1Df4D3p64Rv3Xb17mGxqx07f5xqfzquVp053f8yTj6oBL45NriPfk7F1yz1uWnEvLfGSZW3Zf1963gePiZfZ7r27vkjNNWshG7ER2jk3NxLAj8cJ76PamPEPF6uJcGXTSvuIxuvqLyfF9aYZeWyTUF516YRc3bUeIt4XdcZzPFmj/ZfthyOwbw+q8/q+TrTdWdTXpo7Xt4Gq86cbD8JPMaThRP1Ez8OmKA8Cm4R8D7gGsMTuxTcG90EUZNDXSsok+2K7ktMJLUo+mtv9W0Vx8pFoLKffFk6iWuJPvILzYa4fnAtPxZrXR3qHsPyoP2lMRq8p76+7u3ycHMJr2PV6cujMbbUjV3Xf6L9eeyKOoPYGdoo8voapTHt2jRijEw71FGMpf4eq/qrUepzk29Dck0dE+K6KnZr4rkq5sU6E7V3oB3yHirXlII8CenHei2Lr4q5OVRvdA9aTZyMjRHzeN9nwRO/06+Dn0usaK+MJznHC2MWtkuVheVdm9R1w/IR4xJdL4/X/FxjvZJE/Ku2+9hPrmMS/ZS1M+uznronVaday+S5au428n4S/VE95vjAyMLpkoU5kr26Zf0s1sDPzgWqf0Yy/LJYJLmWD/imrfJn/6LfrVULi/55q8P8jKTR9nQS15J9tNrTz0iGfRSW601icw+qfy3BvwIcCn6mq7vOXha7urGL7yeuI1+Y7Trjz/D6fgk3d2NDFJtC3qZxY6TtUIf5c27lz4JbfVvqc9OoeV//E3Y18Tx8jCjr2rvvn5GsX3vDdxU74c/tdf0/Ym42rJ+RrP85vOE4GRsj5vHBK8m9pg+zdyJLdt0HjJ+RTNuaxcG4ObvLz0hmdcqYtKj6atfKgjE/Iyna6WMiSsIr1zJ57g0k8PK6uMtk4e6CZ8P5ApHyASkCsFL/LHdzLTNQw3apa0UTIWiXXGjUwuL1C9bm3FIikx6bPu4N9JM1icfK+shfN04Y1/w1G3ph9veW9pHdH/1Y6sdN6ROQ9UJ8ll/H6qes7TXKY2du/A2ZcK8NxYMejzubwHtpLKljonWlMbLPTVFMDM17b2icNmriuXyMWGeiWB1oRzGuB9aUCl1/b9sn+792bgbSetPHiwbiZGyMlI5PX0RaJ90HWEt6A2MWxbIo7+qeNmeHx1vEa1Tuif1Esupr1fZZge+XRna/hXH09y2T4VKdDXmuWKtb+bou+qNyzIttxl0kC+8vayIA+HAx7/cmT+gAAAcgC+8vNnLg/mHe7w0JPADcCFl4f7GRA/cP835vSOAB4EbIwvuLjRy4f5j3e0MCDwA3QhYCAAAAmCdZCAAAAGCeZCEAAACAeZKFAAAAAOZJFgIAAACYJ1k40Sfu+R9WbvV25a6+2JZ9cbX+e/WH5+6T7HjgvrD+1cN9Kf/riTfmn47c6R8b//fI/bl6HDN06NgEAByALJxIJBH+59mm/jPHe3fqXrzZtHGj9p9z3qe7tGH2YzqfMbxjjH8ie79uK4Hf/LPe3TX/5cj90jXeH7m/yI61JHXgVvDPrAPAnSILJ9pDAn/QhL9v3+r1hTuVx9yEu5DAb5KqfiyCRP5WnvTcHn7XuuS+JfB+XtzQ3J3dCyDKbT15BIB7TRZOdHcS+NvdaO5CAg/vbiTwx+7824VbfLdwF5+pxw+FBP6gSOABAJosnGi3BP58sTk3Fb+l219j1KbmP8aQSDecLlnbbtB58mYl36VNzG/6jXWbVR3+mM2r231f6ERhuJ0lp+7i9/78rXfX7tXXp90xvr707fT8Oru1O3487pe8DcHYF98FCI6TMaLbnI9beL1YfaKSjr06ZqPYN34erftd1dm3tW/bmLEZ6rNKRgL/V//nyP2iLff+dOT+7rfBeVV8G+P4iO9Z8H3njxNrUhRr4VoRzqegnkjSX2NiPC/v76VuPSzbV1tMxrrqYy7q1+C8rl0V61XV2GT6e9iMj7qn9knv0q18fWsrt/z23B139dQc46XXTB8/csdPL93ybVhX+27wpTt/lB8LAANk4URikdxbAv/AnXy1SBbS1sotvjpxD0R9kYEE/sGnF26RLKzv3y7c5WK1+e9us/D3WLPpPXZnl8u+vq3l5fPttcI6gmQrTRSCvqtvpy1N5NRmWr/x7tDuxmpx4U4e+vr7Prx+vb3O1vXvF+5V9N2Fxttl8mpzbYz4Njcb8ettv3nNE5mrp8fb44INOTGY2LRPktK6t65fxpu/1Tfvl5fu7OPtcb5vm35P58lmjFT81YzNjvMqJRL4H/xbn7j/+B+b8pfbv5vy7Pwif49N2y7zNq8Wz/v+an185i6X8THv3y/dpZ+TQXz28X6ejXm2lqW29YyL8eH1Y5cEft9tMd1gAr9aXMq17/nnj4PjdTyH5/p76trgy/z4irgoHVM9h7InH35+pv0PAFVk4URi4ZcLXoF5vNhs/IJYW3dhY8o3mv7YtW6jEe1Iju/rDhIof1yUBIR1+GPjOrpNfHuP9e20+TqXl0+2m/m2juDc/DpxeX/sru0O+yC+l/WxSYKQ1h+Po6hTxki5zcP3XEOMvRGvqq+z+4vixtfZ38f1N7/u+q7vk5qxqe2zSoUE/u//tSn7yabsx83j0xP4jTyWknjwfRaMW3fvreD+ujEOy4PYy/s0nf9jYzw9f+AeRo7FQdpiso9XsR2W18wpOTZheVSHuCdjDfHnh0/81vEhrlE6pnjN8DhfFj7pWI9v2v8AUEUWTiQW8rEbkHG8X0itjSAt14yNxkpYHp27K/+qb7dJiMU6Ku/rzpKwrdOvX7nrd2kdQbIVbUhNuW/XqHbaHn9+6Zb+WssX7uzR37oHfxkfM9Tf/XV2aHdW3vdh+Cq1bou/bp8g18eIP3fllsHHhvryeGzzex5mjX3WloG+yeZRWmdTvqlLxfbw2NT3WSWRwP/Z/2qS97as8T9WR+77j4/c9/59cl4VHR8baTykf3vBOyNBn3djLMY+HkMdI+NjfHj9WBu7frYO1RaTffxQfNXMqe7YN1fZR03SeWZd7/jp1XbN7Y+N3qVYLdyzR8fuJz/qz6k9Zugeu/KHJ+7Cv1P6buUWXx6745/+MDoHAEaQhROJhXzPCbylLtEwNhprw2t01+02mvpNz0ridB1WwhEY1c4BTdIfvh2dJkRDm1J/nRHttgwkFLot+XW7thn68602+3J9/eq+bfixt3RtKYxpxM8Lsw0qtofHpr7PKllfYm2S9v/yx+1jjX/4XZPYh49XseZeK73Xwr2LNUbHmKJjxBzHrNy6BzV+DRL44tjUJvB2G+OfFda/TlY+prsXQ9qW098Gx2cfAwSAarJwIrFI7jmBH95gS4xFvJBE5RuNr2N405t1At94/Pkz9+w3wWc3l02928/HWv2dX2e3dsd03+q25Ne12pyz2qyTsyl9a499orZvDpzA7zavAlYC32hfif+P/7tJYLZJ/C9X/Udq6lhzr5Xea+HeSeCntcVkH2/165g5VRqb3RP49lX2J+7Zl8G7km+bmAm/SzFwTH3sbD08cU++fBZ8P2PVtCn8HD8AVJGFE4lF8i4n8CM+QhO+1errtpK48kdo7GRrXDtLmmsFdfRvL/ftkf0dvgXcXWeHdmd03+qxz69bHyNWm325vn5d327snMBvy7N5ZLZBxfbw2OxnXgWMBP6j8CM1/3zk/uFPm+PaL7V25w7q7/FQH6Gpj504RobGsS+vXz/WbiGBN9tiUrG3IftVriO2bv7t+SM0m3YH8fHZRfcLMWOOGTOH2mP7uoNYHLG2AMCWLJxILOR7SuDlZuM3pEZdAjJmo+mPXesW2L68SyLCBLrR1y2SCH9/a+HGOZxsterbacuTy7xv/XX6TfPYnb/clkXX2UO7BxKK/NyWuq44X8aI1WZfrq8/bpMV1zDiVd1fNkYHSuDr+6xS4UusHzWP+ePWX2LdIYGP26buvSH6zPfrWrDG6BhTdIy07BgPj+3bOrx+NMaun1sHaYvJ6P9GN3cG1xFbV0dLjFlch7jPIJ5bvo15H9U9IahZP+Uc8mXhWA7OawAwycKJxEI+dgMyj7d+qivYfAbZG030ZSVP/jxjsgF5b5biFZ6JPyO5bZNS386SOAlRG+HxU9HX767dMnulf4d2t6JX1cRG2FCbqL5ubYxYbY77xZfrRGGIHvtWGq9m3xg/I9lfI6Riu2Zs9jGvAtYr8G3ZNmHf/Wckm7YlPzO69uZV/HniST8jGcaYomOkZY1j/NONY9aPxsQE/iBtMdnravjKd0euI7Zu/gXtCusK//2KMT8jmbVb9nXNMfVzKF5L8ljKnxwAgEkWTiQW8rEb0ODx/TXGbmqljcbrFthCchu9BdxqEuiLT88KdfuFurFus29HmATUJFu9qnaWJK9K5X3ZJKDh5+O3v2l8ll1nt3bHj6t+6c8ZTuC9oRixzvXl+vrVfRvxdVpt6RX7xs8Lsw0qtseMzVCfVbI+A98k7j/fJvHy8SpxfPT9NZDw+L7zx4k1RseYomMkVBzH1pj1Y+z6mRjdluvmSeOPVSyVlI5Pk1trHbFFYxOuW8Vz03i22hjMzzU1V2qOaaXXVMck7wI1wvaQwAMYQRYCwMz4BMlOnvHhqX9yBQD3iiwEgJkhgb+PSOABQJKFADAzJPD3EQk8AEiyEABmhgT+PiKBBwBJFgIAAACYJ1kIAAAAYJ5kIQAAAIB5koUAAAAA5kkWAgAAAJgnWQgAAABgnmQhAAAAgHmShQAAAADmSRYCAAAAmCdZCAAAAGCeZCEAAACAeZKFAAAAAOZJFgIAAACYJ1kIAAAAYJ5kIQAAAIB5koUAAAAA5kkWAgAAAJgnWQgAAABgnmQhAAAAgHmShQAAAABm58j9f77w8HNZ+FCgAAAAAElFTkSuQmCC" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Une fois cela fait, retournons à notre jeu : On peut commencer par parler avec la Palourde.\n", - "\n", - "\n", - "![cat.png](attachment:cat.png)\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Celle ci nous donne de plus amples informations sur les commandes dont l'on dispose.\n", - "\n", - "À retenir : Pour utiliser la commande **cd** il est necessaire de connaitre la destination souhaitée, car vous allez devoir l'indiquer!" - ] - }, - { - "attachments": { - "cd.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Ainsi, pour parvenir au **BoisDeslutins/** il vous faut taper :
    \n", - "\n", - "![cd.png](attachment:cd.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Question n°2" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Si vous refaites un coup de **ls** dans la cellule en dessous, puis que vous faites **cd** *Dossier*, que se passe t-il ?\n", - "\n", - "Executez les deux commandes, puis refaites un **ls** pour confirmer." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Astuce** Pour revenir dans le repertoire d'avant, tapez **_cd .._**\n", - "Allez y essayez !" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "-------------------------------------------------------" - ] - }, - { - "attachments": { - "tab.png": { - "image/png": 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- } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "_Mais du coup, ça va être hyper long de tout taper !_\n", - "\n", - "Et bien pas forcément, car il se trouve que les personnes qui ont développé ces commandes ont pensé à vous aider : regardez en dessous, il y a une incone qui ressemble à la touche **_tabulation_** de votre clavier\n", - "\n", - "\n", - "![tab.png](attachment:tab.png)\n" - ] - }, - { - "attachments": { - "tab_2.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Si vous cliquez sur cette icone, la machine va tenter de remplir le texte par elle même !\n", - "\n", - "![tab_2.png](attachment:tab_2.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "En realité, vous pouvez même vous passer de cliquer : votre touche **tab** du clavier effectue la même manipulation." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Question N°3\n", - "\n", - "
    \n", - "\n", - "Que se passe t-il si vous appuyez plusieurs fois sur tab ?
    \n", - "Réponse :" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "----------------------------------------------------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Revenons donc en arrière, et choisissez d'entrer dans la **Prairie/**" - ] - }, - { - "attachments": { - "ls_prairie.png": { - "image/png": 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- } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Comme à chaque fois que l'on entre dans un nouveau lieu, que fait - on ?\n", - "\n", - "\n", - "![ls_prairie.png](attachment:ls_prairie.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Comme vous pouvez le voir, ce Poney a l'air tout content de pouvoir vous aider.\n", - "Parlez lui donc à l'aide de la commande **cat** et prenez la direction des Montagnes/" - ] - }, - { - "attachments": { - "montagnes.png": { - "image/png": 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- } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "![montagnes.png](attachment:montagnes.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Question n°4\n", - "\n", - "
    \n", - "\n", - "Que signifie le \"/\" à la fin de certains noms ?
    \n", - "Réponse :" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---------------------------------------------------" - ] - }, - { - "attachments": { - "cd_montagnes.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Suivez donc le conseil du jeu, et faites un **ls** afin de faire apparaître votre prochaine destination\n", - "\n", - "
    \n", - "Puis prenez en la direction
    \n", - "\n", - "\n", - "\n", - "![cd_montagnes.png](attachment:cd_montagnes.png)" - ] - }, - { - "attachments": { - "exit.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Si vous parlez au **Vieil Homme** qui se trouve là, vous débloquerez une nouvelle commande : **exit**\n", - "\n", - "
    \n", - "\n", - "![exit.png](attachment:exit.png)" - ] - }, - { - "attachments": { - "vieil_homme.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "N'oubliez pas qu'il fait également mention d'un manuscrit, que vous pouvez lire grâce à la commande **cat**\n", - "\n", - "
    \n", - "\n", - "![vieil_homme.png](attachment:vieil_homme.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Question n° 5" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Que fait la commande **exit** dans un terminal de commande linux ?
    \n", - "Attention, ici, on ne testera pas la commande dans le document : faites des recherches sur Internet et indiquez votre réponse :" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "--------------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Comme vous avez pu le remarquez en analysant le manuscrit, il existe deux commandes susceptibles de vous aider sur un système GNU / Linux : **help** et **man**" - ] - }, - { - "attachments": { - "help_man.png": { - "image/png": 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- } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Executez donc la commande indiqué afin d'en savoir plus sur la commande **mv**\n", - "\n", - "\n", - "![man_mv.png](attachment:man_mv.png)\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plus loin un rocher vous bloque la route, essayez donc de le déplacer avec **mv** + lieu...\n", - "\n", - "
    \n", - "\n", - "Horreur ! Nous n'avons pas débloquer la commande mv, même si nous en connaissons le principe!\n", - "Peut-être serait il necessaire de revenir au départ et d'emprunter un chemin non bloqué cette fois ci, en direction, du **BoisDesLutins**..." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "------------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 4. Lancez-vous !" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
    \n", - "\n", - "Desormais, vous voilà aux manettes de cette aventure, et il vous reste beaucoup de choses à voir.\n", - "\n", - "Explorez, essayez, manipulez, bref, jouez, afin d'en apprendre davantage sur les commandes linux.\n", - "\n", - "Evidemment, si vous êtes en difficulté, n'hésitez pas à m'appeler (dans la limite du raisonnable !)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "-----------------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 5. Retours sur l'activité" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
    \n", - "\n", - "Une fois la séance terminée, revenez à votre place devant le tableau, afin que nous puissions échanger à propos de cette activité.\n", - "\n", - "Préparez donc des notes sur :\n", - "\n", - "
  • Votre ressenti : Avez-vous aimé, préféré le jeu à d'autres séances ?\n", - "
  • La difficulté : Etait-ce trop dur ? Pas assez ?\n", - "
  • Le résultat : Qu'avez vous retenu de la séance ?\n", - "
  • La poursuite : Comptez-vous terminer le jeu chez vous, dans le bus, sur votre téléphone ou ordinateur ?\n", - "Pourquoi ?" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---------------" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.8" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -}
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