tag:blogger.com,1999:blog-40236579114202046672024-02-07T20:49:56.261+01:00A.Y.U.D.A - to Aid Youngers Up to Date AlwaysÉtude de l'environnement;
Langues étrangères (Anglais, Castillan);
Informatique (Windows-Linux)
Écriture, ThéâtreLo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-4023657911420204667.post-30434643644786037382023-01-19T17:10:00.004+01:002023-01-25T09:52:21.613+01:00Chapitre cinq; amélioration du programme "quadrilatère"<p> <span style="color: #a64d79;">Comme je vous l'indiquais dans la page facebook dédiée, je vais vous donner ici en plus des images des trois programmations "blocs", les trois résultats.</span></p><p><span style="color: #a64d79;">Ensuite vous pourrez continuer à manipuler, peut-être ferez vous des d'couvertes.</span></p><p><span style="color: #a64d79;"><br /></span></p><p><span style="color: #a64d79;"><b>Le source "bloc", ainsi que le résultat "modification du nombre de cotés".</b></span></p><p><span style="color: #a64d79;"><b> </b></span></p><p><b></b></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYS3xmulxbp9KAQF2Yror-TNjhnkLa8oGM72lrLvy4ZWAVYjj31VEnTnHh7FMgQt0-DenR30Rp9vj74poI3fNcmazDktM-Ynh3LntulSeYzHtCqUd1Mtj5N3ULHx3XvYqK0mxReSTYYFHtsX4KUHGNJD5lhLEunGUJeje0KWfEfteH00XZYoXJ2EGj/s1150/quadriv1.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="962" data-original-width="1150" height="504" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYS3xmulxbp9KAQF2Yror-TNjhnkLa8oGM72lrLvy4ZWAVYjj31VEnTnHh7FMgQt0-DenR30Rp9vj74poI3fNcmazDktM-Ynh3LntulSeYzHtCqUd1Mtj5N3ULHx3XvYqK0mxReSTYYFHtsX4KUHGNJD5lhLEunGUJeje0KWfEfteH00XZYoXJ2EGj/w603-h504/quadriv1.jpg" width="603" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="color: #a64d79;"><b>Voici le source du bloc</b><br /></span></td></tr></tbody></table><span style="color: #a64d79;"><b><br /></b> Le but était de passer d'un seul quadrilatère régulier à une suite allant de 3 cotés à 9 cotés. Que fallait-il faire?</span><p><span style="color: #a64d79;">Une boucle, dans laquelle une variable "Nombcote" initialisée à "3" et jusqu'à ce que ce nombre soit égal à "10".</span></p><p><span style="color: #a64d79;">Une petite fonction calculant l'angle de rotation, puis on répète "Nombcote" un déplacement suivant un angle calculé en fonction du nombre de cotés.</span></p><p><span style="color: #a64d79;">Dit comme ça, on dirait que c'est difficile.</span></p><p><span style="color: #a64d79;">Ensuite on incrémente de "1" le nombre de cotés.</span></p><p><span style="color: #a64d79;">Ah, mais cela vous pouvez expérimenter : "oubliez de remettre la valeur du cercle à 360°"!</span></p><p><span style="color: #a64d79;"> </span></p><p><span style="color: #a64d79;">Voici donc le résultat, rien de surprenant.</span></p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeYf9pK2_DLzQEMxyDXvAtA-yG_KxQdW3Du_TZPYcqhLfsRjyGORiL4EiNlRDM4peK3_tzFwDaKcpMNWdeCD8hvYDg6v-DjiGmwadKvJVKiNqKfYHN-jtpq0dEVBxXYsurHaF9hsvpTPb-y9LiV9kRpWxpuRzJ62uUvCeqLXPISqbO6SigukwZyEWN/s897/ResulV1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="668" data-original-width="897" height="414" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeYf9pK2_DLzQEMxyDXvAtA-yG_KxQdW3Du_TZPYcqhLfsRjyGORiL4EiNlRDM4peK3_tzFwDaKcpMNWdeCD8hvYDg6v-DjiGmwadKvJVKiNqKfYHN-jtpq0dEVBxXYsurHaF9hsvpTPb-y9LiV9kRpWxpuRzJ62uUvCeqLXPISqbO6SigukwZyEWN/w530-h414/ResulV1.jpg" width="530" /></a></div><p><span style="color: #a64d79;"><b>Voici les résultats des Versions 2&3.</b></span></p><p><span style="color: #a64d79;">A vous donc en vous aidant de la page facebook dont je vous redonne l'adresse de reconstituer les sources blocs correspondants.</span></p><p><span style="color: #a64d79;"> </span></p><p><span style="color: #a64d79;"><i><b>https://www.facebook.com/groups/322841393132104 </b></i></span><br /></p><br /><p></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdbnWNgOJN0cCip4MAcflIUukzRYT7bP4YYBOODDMxMkpMrUmzfvRxdwiL6LYSLGnv0-n59WM5ZvkTiMjKYMVunMsD8Zo3QWCt_wU5VpX4NkrokOOUppXNxRSHCdY6g7c5jDkapT4FtULcV5zqtSLP1eHQDU81TwAapQBJKj06V5ycRzdPdhnp38lY/s871/ResulV2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="712" data-original-width="871" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdbnWNgOJN0cCip4MAcflIUukzRYT7bP4YYBOODDMxMkpMrUmzfvRxdwiL6LYSLGnv0-n59WM5ZvkTiMjKYMVunMsD8Zo3QWCt_wU5VpX4NkrokOOUppXNxRSHCdY6g7c5jDkapT4FtULcV5zqtSLP1eHQDU81TwAapQBJKj06V5ycRzdPdhnp38lY/w511-h418/ResulV2.jpg" width="511" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="color: #a64d79;"><b>c'est la version 2</b><br /></span></td></tr></tbody></table><span style="color: #a64d79;">Quelle différence essentielle d'avec la version 1. Regardez bien. Il semble que les cotés grossissent à chaque tour! Cela signifie que l'épaisseur de base du tracé, normalement à deux a été modifié. Comment?</span><p><span style="color: #a64d79;">On a créé une variable, épaisseur que l'on incrémente à chaque tour, comme le nombre de cotés.</span><br /></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsnF2HVstjjdhvMTv3LQgla_ycF9k_L7zWAgcIJ9NMyvKIbsZ-DCx9Ij6Xd-Kn9_mg_hm6Wo_Cc2juoQfO47oasxcsvVcON_81Fti3ASJR4abmqQj6CDEE-FJ_ZQ2RR06cQ1eHxztMPtrksRl-4wDBB0YgTCRz3Xnlk5lBldQoaKzULhyNLaR9cm10/s896/ResulV3.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="732" data-original-width="896" height="485" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsnF2HVstjjdhvMTv3LQgla_ycF9k_L7zWAgcIJ9NMyvKIbsZ-DCx9Ij6Xd-Kn9_mg_hm6Wo_Cc2juoQfO47oasxcsvVcON_81Fti3ASJR4abmqQj6CDEE-FJ_ZQ2RR06cQ1eHxztMPtrksRl-4wDBB0YgTCRz3Xnlk5lBldQoaKzULhyNLaR9cm10/w594-h485/ResulV3.jpg" width="594" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="color: #a64d79;"><b>Version 3, en couleur!</b></span></td><td class="tr-caption" style="text-align: center;"><span style="color: #a64d79;"><b> </b></span></td><td class="tr-caption" style="text-align: center;"><span style="color: #a64d79;"><b> </b></span></td><td class="tr-caption" style="text-align: center;"><span style="color: #a64d79;"><b> </b><br /></span></td></tr></tbody></table><span style="color: #a64d79;">Ici pour passer en couleurs, on a encore créé une variable replaçant l'ordre de base "couleur du crayon".</span><p><span style="color: #a64d79;">Ensuite on a créé dans la boucle deux petits tests pour changer la couleur du crayon si la condition est réalisée. Ici numéro du quadrilatère.</span></p><p><span style="color: #a64d79;">Vous remarquerez aussi, que lorsque l'on arrive à 5 cotés, comme prévu on prend la couleur rouge, mais quelle reste active jusqu'au test suivant.</span></p><p><span style="color: #a64d79;"><br /></span></p><p><span style="color: #a64d79;"><i><b>Expérimentez, travaillez, trompez vous, faites chauffer votre cerveau. Soyez décideur, actif, vous êtes des humains pas des pilotes de robots. Il n'y a pas d'intelligence artificielle, il n'y a que la notre dans nos machines.</b></i></span></p><p><span style="color: #a64d79;"><i><b> </b></i></span></p><p><span style="color: #a64d79;"><i><b> </b></i><br /></span></p><p><span style="color: #a64d79;"><b>peire.martinez@gmail.com</b><br /></span></p><p><span style="color: #a64d79;"><br /></span></p><p><span style="color: #a64d79;"><br /></span></p><p><span style="color: #a64d79;"><br /></span></p><p><br /><br /></p><br /><br />Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-65752107491865962732023-01-13T17:21:00.002+01:002023-01-13T17:31:23.046+01:00Chapitre 4, création d'un quadrilatère régulier<p><span style="color: #a64d79;"> Après le brillant essai des : "Trois cercles", nous allons réaliser un petit travail qui consiste à créer un quadrilatère régulier. C'est à dire, un triangle équilatéral (trois cotés égaux), un carré (quatre cotés égaux), ainsi de suite.</span></p><p><i><span style="font-size: medium;"><span style="color: #a64d79;">Nous verrons que pour réaliser cela il nous suffira de modifier la valeur "Nombre de cotés".</span></span></i></p><p><span style="color: #a64d79;">Je vous donne ici les programmations "blocs et script" qui seront presque identiques, mais je vais vous donner l'explication et vous pourrez manipuler pour expérimenter ce dont je vous parle.</span></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghw741haUFe-jT6zf18XgeN4nuW7C9OmKmGXOBGtmKf4XNDLDAOXAnzgUqUd8CBWEwV6623aVXcqGG2nfHV6JJG8p9JTQBa42MPqRFKJA2mluw6esF3TUagBk79b5OjaW0qo3LL6na41dlPLf027FtQ7gZ61v2SxKybUXz1cbDEsbeMmg5s8LzTZ5e/s1157/quadri.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="810" data-original-width="1157" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghw741haUFe-jT6zf18XgeN4nuW7C9OmKmGXOBGtmKf4XNDLDAOXAnzgUqUd8CBWEwV6623aVXcqGG2nfHV6JJG8p9JTQBa42MPqRFKJA2mluw6esF3TUagBk79b5OjaW0qo3LL6na41dlPLf027FtQ7gZ61v2SxKybUXz1cbDEsbeMmg5s8LzTZ5e/w550-h386/quadri.jpg" width="550" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><span style="color: #a64d79;">Ici nous avons la programmation "blocs"<br /></span></b></td></tr></tbody></table><b><span style="color: #a64d79;"> </span></b><p></p><p></p><p><span style="color: #a64d79;"><i><span style="font-size: medium;">Nous allons ici détailler la programmation "blocs"</span></i>. Vous constaterez que nous réalisons des actions "Pen UP", c'est à dire que le crayon étant levé nous ne dessinons rien.</span></p><p><span style="color: #a64d79;">Puis nous nous déplaçons vers le point X = 350; Y = 170 et rien ne se dessine. Essayer d'enlever cette ligne. Pour cela il faut pointer sur la "boite" et tirer vers la droite au maximum, elle va disparaitre! Vous verrez ce qui se passe lorsque vous exécuterez le programme (le système a été configuré avec une couleur par défaut!).</span></p><p><span style="color: #a64d79;">Puis on décide de dessiner, donc on abaisse le crayon "Pen Down" et on initialise la couleur à "bleue".</span></p><p><span style="color: #a64d79;">Ensuite on initialise la valeur du nombre de cotés, ici à huit. On initialise la valeur du cercle à 360°.</span></p><p><span style="color: #a64d79;">Maintenant on exécute un petit sous programme qui calcule l'angle de rotation. C'est à dire que les cotés du quadrilatère de "75 pas" tourneront selon un angle égal 360°/Nombre de cotés!</span></p><p><span style="color: #a64d79;">Quel intérêt d'avoir fait comme cela, alors que la fonction utilisateur en réalité ne contient qu'une ligne de code! Aucun, c'était pour vous montrer que l'on peut résoudre sous forme de fonction utilisateur une partie de la problématique du programme.</span></p><p><span style="color: #a64d79;">Puis le dessin du quadrilatère est finalement réalisé par une boucle "valeur du coté", qui fait tourner l'angle en fonction du résultat donné par la fonction utilisateur, déplaçant la tortue du nombre de pas initialement donné (ici 75 pas).</span></p><p><span style="color: #a64d79;">Vous pouvez pour manipuler et pour éviter de perdre des lignes dans la programmation "Blocs" utiliser plutôt (Gouffi) le Script!</span><br /></p><p></p><p></p><p></p><p></p><p></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihxW7fB36ZZq0NZdvrqfORkCV7gtTkvuVp9Y9_aY7T7tNwGEhpKUcufhCpvQWsJxy7kTqPgvXhEnAP4YtxEgV55o0tVVw2BrImAKlXTO-RWRD9bA6j8S54DJFunEIvzZcXvyhRlq6kISowhQQwiGG0gHhlHEm854WEop3a8dT1axSagq-wHNUFnupM/s792/quadri_script.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="587" data-original-width="792" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihxW7fB36ZZq0NZdvrqfORkCV7gtTkvuVp9Y9_aY7T7tNwGEhpKUcufhCpvQWsJxy7kTqPgvXhEnAP4YtxEgV55o0tVVw2BrImAKlXTO-RWRD9bA6j8S54DJFunEIvzZcXvyhRlq6kISowhQQwiGG0gHhlHEm854WEop3a8dT1axSagq-wHNUFnupM/w552-h426/quadri_script.jpg" width="552" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><span style="color: #a64d79;">Le Script est différent des "blocs", regardez bien</span></b><br /></td></tr></tbody></table><br /><p><span style="color: #a64d79;"><i><span style="font-size: medium;">Donc pour manipuler utilisez le script, tant que vous ne sauvez pas vos essais vous ne faites pas de bêtises!</span></i> Le mieux de de mettre en commentaires les lignes dont vous ne voulez pas l’exécution.</span></p><p><span style="font-size: medium;"><i><span style="color: #a64d79;">Pour ce faire c'est simple, il suffit de mettre deux tirets (--) devant la ligne. </span></i></span></p><p><span style="color: #a64d79;">Expérimentez avec la couleur bleue : - - Pen.Color = Colors.Blue, normalement le quadrilatère affichera une autre couleur, celle par défaut!</span></p><p><span style="font-size: medium;"><i><span style="color: #a64d79;">Ensuite amusez vous à modifier la valeur de "Fois" et relancez le programme, vous verrez que vous pourrez obtenir nombre de quadrilatères, il n'y a pas d'<b>Elisabeth</b> supérieures!</span><br />.</i></span><br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2_KA-bZyYzSQ1vyCqQ4TiV3aKXDNi5DSb5vCxBEq_WGEJHq74S2byNZibamKFh-Q08UJVdnutVdJnCofS6Pv-PuX1UjTRWaHHNY_CYUDkGdaHfcCAjFenIk-w4hry3I42wsBaqiXqpnlWBoKctEh7is6o2rVpzBWCJLGf3tEhOUyla7D0SBkdSVVx/s1116/quadri_term.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="725" data-original-width="1116" height="384" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2_KA-bZyYzSQ1vyCqQ4TiV3aKXDNi5DSb5vCxBEq_WGEJHq74S2byNZibamKFh-Q08UJVdnutVdJnCofS6Pv-PuX1UjTRWaHHNY_CYUDkGdaHfcCAjFenIk-w4hry3I42wsBaqiXqpnlWBoKctEh7is6o2rVpzBWCJLGf3tEhOUyla7D0SBkdSVVx/w590-h384/quadri_term.jpg" width="590" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><span style="color: #a64d79;">Ici c'est le résultat, 8 cotés, encre bleue</span></b><br /></td></tr></tbody></table><p><span style="color: #a64d79;"><br /> <span style="font-size: medium;"><i>Pour finir cette petite présentation, je vous indique de nouveau les adresses Web de la page Facebook et celle du Blog sur lequel nous sommes.</i></span></span></p><p><b><span style="font-size: large;"><span style="color: #a64d79;"><i>https://www.facebook.com/groups/322841393132104</i></span></span></b></p><p><b><span style="font-size: large;"><span style="color: #a64d79;"><i>https://mapa-ayuda.blogspot.com </i></span></span></b></p><p><b><span style="font-size: large;"><span style="color: #a64d79;"><i> </i></span></span></b></p><p><b><span style="font-size: large;"><span style="color: #a64d79;"><i>peire.martinez@gmail.com </i></span></span></b><br /></p><p></p><p><br /></p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-16249600679291531642022-12-22T17:18:00.004+01:002023-01-13T13:27:12.839+01:00Les trois cercles<p> <span style="color: #741b47;">Comme vous l'avez vu certainement sur la page facebook dédiée, je vous ai présenté un nouveau petit travail consistant en la création de trois cercles inclus les uns dans les autres.</span></p><p><span style="color: #741b47;">Je vais vous redonner quelques uns des écrans constituant la programmation bar "blocs".</span></p><p><span style="color: #741b47;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #741b47;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYSKSVhCp1q2HVAaSd2E5VfT6afZjSpzqNkBTEGjCWTKbRZquqMMSnUf-EIUbqmvl4q_FlW-USHeIfOanZc9CJjJr8NV2-ftbe4ddCpyKz3aUezxuRkctIg2i0B86MJiyYnKLdDW6GGx_1nCwxH8LkW4vQwTzod13DnNYT88YcBbhhQpaN-B8pmSqq/s706/3circosEcrn01.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="706" height="597" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYSKSVhCp1q2HVAaSd2E5VfT6afZjSpzqNkBTEGjCWTKbRZquqMMSnUf-EIUbqmvl4q_FlW-USHeIfOanZc9CJjJr8NV2-ftbe4ddCpyKz3aUezxuRkctIg2i0B86MJiyYnKLdDW6GGx_1nCwxH8LkW4vQwTzod13DnNYT88YcBbhhQpaN-B8pmSqq/w640-h597/3circosEcrn01.jpg" width="640" /></a></span></div><p><span style="color: #741b47;"><i><b>Au dessus c'est l'écran n° 1</b></i>. A gauche les blocs de couleur sont les ordres que l'on passe au lutin, ici une tortue. A droite c'est le code "bloc". Vous remarquerez que les blocs ne sont que des rectangles vous proposant une action. </span></p><p><span style="color: #741b47;">Certain comme "lapiz hacia arriba" (crayon levé) sont impératifs et n'admettent pas de paramètres.</span></p><p><span style="color: #741b47;">D'autres par contre, possèdent en leur milieu ou en fin du rectangle, un symbole (couleur par exemple), ou parfois valeur. En cliquant sur ces zones vous pourrez les modifier. <br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #741b47;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGHhK0L9BboejKtJfdeIMwq_uYrlgoliZIVuyG0LMV37Z73AGXgVh26_kA9gt990vZA34YZ2RtR5yfDf2EHpbHK5ewfdJaQC4HSENCfWtNVqLuxTEoAa5wFRvGdjEy7deWScCnkomoduo1sjUHG5WpZdagXG0Hal14-o5azNLFC6qK3SPJhkSHMGp0/s677/3circosEcrn06.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="611" data-original-width="677" height="578" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGHhK0L9BboejKtJfdeIMwq_uYrlgoliZIVuyG0LMV37Z73AGXgVh26_kA9gt990vZA34YZ2RtR5yfDf2EHpbHK5ewfdJaQC4HSENCfWtNVqLuxTEoAa5wFRvGdjEy7deWScCnkomoduo1sjUHG5WpZdagXG0Hal14-o5azNLFC6qK3SPJhkSHMGp0/w640-h578/3circosEcrn06.jpg" width="640" /></a></span></div><p><span style="color: #741b47;"><i><b>Au dessus c'est l'écran n° 6</b></i>. A gauche les blocs de couleur sont les ordres que l'on passe au lutin. A droite c'est le code. Cela nous venons de le voir avec l'écran précédent. </span></p><p><span style="color: #741b47;">Dans cet écran nous voyons qu'il y a des ordres que nous pouvons "empiler" dans un autre ordre. Ici le "repetir 72 veces", contient une valeur d'angle de 5° et un déplacement de 3 px.</span></p><p><span style="color: #741b47;">En réalité nous réalisons ici un quadrilatère de 72 cotés de 5 px. Comme l'angle est de 5°, répéter 72 fois l'opération nous donne comme résultat un CERCLE!</span></p><p><span style="color: #741b47;"><i><b>Manipulations. </b></i><br /></span></p><p><span style="color: #741b47;">Dans un premier temps vous pouvez vous amuser à modifier les valeurs du "repetir" et le "girar angulo" de telle sorte que le produit de l'un par l'autre donne toujours 360.</span></p><p><span style="color: #741b47;">Exemple :<i> 36 et 10</i>, ce qui donne toujours<i> 360</i>, vous verrez le résultat!</span></p><p><span style="color: #741b47;"><i><b>Maintenant le script.</b></i></span></p><p><span style="color: #741b47;">Ci-joint le script en Lua, correspondant à notre source "blocs". <br /></span></p><p><span style="color: #741b47;"> </span><span style="color: #741b47;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAJZLH-R007ul6WUmKzavbtyqcKXJscYnKein1qXY_cT-YgyMhns6v2cITcLX7JuA2pD2NeyFeHJJpMKqO5zUR2C8NySHy1a_vhDhnSPa-H0Gmpd5hGneyuwKgaAqXFhGz1PA6lV8UPocPfhcM3cSaJRrp6F6L43lHr8kgnkzEia7czawQSgH_DfvH/s657/circo_script_pgm.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="563" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAJZLH-R007ul6WUmKzavbtyqcKXJscYnKein1qXY_cT-YgyMhns6v2cITcLX7JuA2pD2NeyFeHJJpMKqO5zUR2C8NySHy1a_vhDhnSPa-H0Gmpd5hGneyuwKgaAqXFhGz1PA6lV8UPocPfhcM3cSaJRrp6F6L43lHr8kgnkzEia7czawQSgH_DfvH/w549-h640/circo_script_pgm.jpg" width="549" /></a></span></p><span style="color: #741b47;"><i><b>Quelques remarques.</b></i></span><p></p><p><span style="color: #741b47;">Les tirets devant "Turtle.Speak("On trce . . . ) représentent la mise de cet ordre en commentaire. En effet, si j'ai créé les "blocs" avec le logiciel "espagnol", j'ai sauvegardé le script avec "l'anglais". C'était voulu. En effet lorsque vous récupérerez le logiciel dans le "store" de Windows, il se peut que ce soit l'une ou l'autre des versions et elles ne sont pas tout à fait au même niveau!</span></p><p><span style="color: #741b47;">Si vous regardez de près les blocs et le script, ici ils sont identiques.</span></p><p><span style="color: #741b47;">La lecture de ce script Lua est particulièrement facilité par la propreté de son écriture.</span></p><p><span style="color: #741b47;"><i><b>Le résultat.</b></i></span></p><p><span style="color: #741b47;">Il n'y aura aucune surprise, les trois cercles sont parfaitement dessinés. </span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #741b47;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqShaE6Z9llhrs451o_F2J5GACwIpsZp7LZmUefMVVgLQHVViWkxodfy_b4V4DOa8uExYDrPkTnFnL8AkzFoZtquf9ksAo-goDevs-XgisGXCHuODqSZ-zm5lak9FeLQPSD1GHfjyLCPDCDnzvtrrEJJS1nMYmvVRFxXb80XZR2-4kEvJzlvgpmBzO/s914/circo3_resultat.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="642" data-original-width="914" height="450" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqShaE6Z9llhrs451o_F2J5GACwIpsZp7LZmUefMVVgLQHVViWkxodfy_b4V4DOa8uExYDrPkTnFnL8AkzFoZtquf9ksAo-goDevs-XgisGXCHuODqSZ-zm5lak9FeLQPSD1GHfjyLCPDCDnzvtrrEJJS1nMYmvVRFxXb80XZR2-4kEvJzlvgpmBzO/w640-h450/circo3_resultat.jpg" width="640" /></a></span></div><p><span style="color: #741b47;"><i><b>Et maintenant.</b></i></span></p><p><span style="color: #741b47;">Il vous faudra commencer en travaillant sur cet exemple et sur celui du carré précédemment étudié. Vous pouvez aussi commencez par modifier les éléments variables de ce petit travail.</span></p><p><span style="color: #741b47;">Puis ensuite, se souvenir que dans ce petit exemple je fais trois fois la même chose, dessiner un cercle. Ne serait-il pas plus judicieux :</span></p><ul style="text-align: left;"><li><span style="color: #741b47;">de créer une "fonction" cercle et la gérer pour chacun d'entre eux</span></li><li><span style="color: #741b47;">ou de gérer des boucles imbriquées</span></li></ul><p><span style="color: #741b47;"><i><b>Remarques importantes.</b></i></span></p><p><span style="color: #741b47;">Si vous modifiez un source bloc qui fonctionne, sauvez votre travail sous un nom différent de celui de départ.</span></p><p><span style="color: #741b47;"><b>Exemple<i>.circo1_bloc</i></b>. Si votre pgm fonctionne et si vous le modifiez encore, modifiez son nom sauvegardé en incrémentant (d'Alsace ou d'ailleurs), circo2_bloc.</span></p><p><span style="color: #741b47;">Quand vous le transformez en script gardez la même organisation. <i><b>circo1_script</b></i>, ainsi de suite. Gardez en tête de conserver le même niveau entre le Pgm "bloc" et le Script.</span></p><p><span style="color: #741b47;">Voila, donc amusez vous bien et passez de belles et douces fêtes de famille en cette fin d'année un peu angoissante pour beaucoup d'entre nous. </span></p><p><span style="color: #741b47;"><br /></span></p><p style="text-align: center;"><span style="color: #741b47;"><span style="font-family: georgia;"><b><span style="font-size: large;">Bon Nadal e bona annada per tots</span></b></span></span></p><p style="text-align: center;"><span style="color: #741b47;"><span style="font-family: georgia;"><b><span style="font-size: large;"> </span></b></span></span></p><p style="text-align: left;"><span style="color: #741b47;"><span style="font-family: georgia;"><b><span style="font-size: large;">Retenir :<br /></span></b></span></span></p><p style="text-align: center;"></p><p style="text-align: left;"><i><span style="color: #741b47; font-size: medium;"><span style="font-family: georgia;"><b><span>Le même petit cours sur la page facebook dédiée : </span></b></span></span></i></p><p style="text-align: left;"><span style="color: #741b47; font-size: medium;"><span style="font-family: georgia;"><b><span>https://www.facebook.com/groups/322841393132104<br /></span></b></span></span></p><p style="text-align: center;"><span style="color: #741b47; font-size: medium;"><span style="font-family: georgia;"><b><span> </span></b></span></span></p><p style="text-align: center;"><span style="color: #741b47;"><span style="font-family: georgia;"><b><span style="font-size: large;"> </span></b></span></span></p><p style="text-align: left;"><span style="color: #741b47; font-size: small;"><span style="font-family: georgia;"><b><span>Peire.martinez@gmail.com <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span></span></b></span></span><br /></p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-69973033564479304782022-12-20T18:49:00.001+01:002022-12-20T18:52:27.301+01:00On continue sur le "carré"<p> </p><p align="center" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span><b>Turtle ! Programmation
en « briques » pour les enfants</b></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="center" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span><b>chapitre troisième</b></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: medium;">
</span><span style="color: #741b47;"><br /></span>
</p><span style="color: #741b47;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Préambule.</b></i></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"></span>
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;">
Dans le chapitre 3 nous allons commencer un petit projet que nous
améliorerons au fur et à mesure de nos idées et de nos envies.
Aujourd’hui nous reprenons notre petit carré de départ, que nous
agrémenterons de carrés latéraux.</span></p>
<p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVonz7qVcSI-DPXhnPz2LxM-J-VvQyM4hhsa4Vw4ymKFcIp5C_hOShFbgmU18T3E4bCEX9e5H_LQdC-zyyO4ULhcWbarYempr0rD1yK8CN6CxyD__kCRvcVwGhxDdeHSfudwC9Wab_zSrQTJaZyEB87gFyS_9YALBoA_G2gXyDpREX7ddC9vVQXEF3/s1073/Projet01Box.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1073" data-original-width="857" height="607" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVonz7qVcSI-DPXhnPz2LxM-J-VvQyM4hhsa4Vw4ymKFcIp5C_hOShFbgmU18T3E4bCEX9e5H_LQdC-zyyO4ULhcWbarYempr0rD1yK8CN6CxyD__kCRvcVwGhxDdeHSfudwC9Wab_zSrQTJaZyEB87gFyS_9YALBoA_G2gXyDpREX7ddC9vVQXEF3/w579-h607/Projet01Box.jpg" width="579" /></a></div><p></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;">Perspicaces, aussi vous avez vu qu’ici j’utilisais une version
anglaise du logiciel et qu’il y avait une petite différence. En
effet on voit apparaître « <b>Action</b> » qui permet au
logiciel de parler ! On peut donc pendant son exécution donner
des explications durant le déroulement du programme.</span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Ceci étant, que devons nous faire ?</b></i></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">D’abord
nous lançons le logiciel en double cliquant sur la Tortue.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Ensuite
nous allons dans la colonne de droite rechercher ce dont nous avons
besoin pour construire notre premier carré.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Pen Up</b></i><span style="font-style: normal;"><span style="font-weight: normal;">,
nous positionnons le crayon « levé » pour pouvoir nous
déplacer sans rien tracer.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Move X to 250 Y to 250</b></i><span style="font-style: normal;"><span style="font-weight: normal;">,
nous positionnons la Tortue à cette adresse sur la page </span></span></span>
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Pen Down</b></i><span style="font-style: normal;"><span style="font-weight: normal;">,
ayant atteint l’adresse initiale de notre travail, nous baissons
notre crayon.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Set Pen Color to</b></i><span style="font-style: normal;"><span style="font-weight: normal;">,
ici une boite verte, c’est la couleur de notre carré de base.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Set pen size to (3 )</b></i><span style="font-style: normal;"><span style="font-weight: normal;">,
ce sera la taille de notre crayon et des autres si cette valeur n’est
pas modifiée.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Ensuite
vous verrez une boite « jaune » contenant des ordres
« bleu », c’est la boucle qui créée le carré !
Elle indique : répète 4 fois (le déplacement de 150px et
tourne à droite). Ensuite on répète deux fois presque la même
chose au déplacement près.</span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Vous
vous souvenez sans doute, au chapitre précédent je vous expliquais
que l’on pouvait transformer ce travail en « boites »
en un script, hélas non pas Python, mais Lua.</span></span></span></p><span style="font-size: medium;">
</span><p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p><span style="font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Dans
notre étude les résultats sont presque identiques et on peut donc
facilement « bricoler » le script pour affiner le
résultat souhaité sans revenir au source « boites ».
Mais du point de vue de l’informaticien d’entreprise, il fallait
toujours revenir au source de base, puis le transformer avant de
l’exécuter de nouveau. Ceci pour garder une cohésion de la chaîne
logique.</span></span></span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p><span style="color: #741b47; font-size: medium;">
</span><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;"><i><b>Ci-dessous le script.</b></i></span></p>
<p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" class="western" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZeF8Cb7HYUAa3w5yXQIBQm8OpIpVhF9SZ2olLO3AVgCDHOKYRrPV2qn92KSOnRJdLF6P9yJDC0froLSazQQbhWNNTKbATw3lohRG0ZMdbdRbKn70SlVOAMXmor85ILHrpNdB5crIzaRF19HMu5bxyfXZ3zK6c64v7cCddOt72Hh-2D-GWJoUTACAa/s1048/Projet01Script.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1048" data-original-width="767" height="690" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZeF8Cb7HYUAa3w5yXQIBQm8OpIpVhF9SZ2olLO3AVgCDHOKYRrPV2qn92KSOnRJdLF6P9yJDC0froLSazQQbhWNNTKbATw3lohRG0ZMdbdRbKn70SlVOAMXmor85ILHrpNdB5crIzaRF19HMu5bxyfXZ3zK6c64v7cCddOt72Hh-2D-GWJoUTACAa/w549-h690/Projet01Script.jpg" width="549" /></a></div><br />
<span style="font-size: medium;"><br />
</span><p></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #741b47; font-size: medium;">Mais où est donc le résultat? Eh bien c'est à vous de le réaliser.</span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;"><br /></span>
</p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;">Rappels. Le logiciel utilisé ici Turtle! se trouve dans le store de Windows, il vous suffit donc de le télécharger, ensuite il s'installe tout seul! Merveilleux.</span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;">Vous pouvez si vous le voulez mettre l'icône, une petite tortue verte dans la barre des tâches.</span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;">Vous cliquez ensuite sur l’icône et vous reproduisez ce qui est présenté ici, boite par boite. Comme je suis malicieux, la dernière boite n'est pas bien visible, il doit manquer un ordre. mais comme vous êtes malin, il vous suffira de comparer avec le script pour trouver la ligne manquante.</span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;">Ensuite vous sauvez votre travail sous un nom, puis vous le transformez en script en utilisant le même nom, mais prolongé de script pour bien différencier les deux choses.</span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: medium;">Si vous vous trompiez, n'ayez crainte, l'ordinateur vous signifiera que le nom que vous voulez créer, existe déjà! Alors attention car c'est une des erreurs que font souvent les débutants . . . et les autres!</span></p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47;"><br /></span>
</p><p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #741b47; font-size: large;"><span><b>Bonnes fêtes de Noël à toutes et tous.</b></span></span><span style="font-size: large;"><br /></span>
</p><span style="font-size: large;">
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</p>
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</p>
<p align="left" class="western" style="line-height: 100%; margin-bottom: 0cm;">
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<span style="color: #741b47; font-size: medium;"><i><b>Vous pouvez suivre cette petite initiation à la fois sur une
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<span style="font-size: medium;">Facebook : <span style="color: navy;"><span lang="zxx"><u>Https://www.facebook.com/groups/322841393132104</u></span></span></span></p><span style="font-size: medium;">
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Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-81269142890153362062022-12-01T21:03:00.006+01:002022-12-01T21:03:53.568+01:00Premier exercice : dessine moi un carré<p> La première image, ci-dessous représente : Colonne de gauche l'outil, celle droite la programmation en "briques". Dans le fichier Turtle!cpt2 je vous expliquais succinctement comment positionner les briques.</p><p>Donc pour faire un carré de façon basique, on positionne la Tortue à une adresse X, Y et ensuite on déplace la Tortue, on tourne à gauche ou à droite, ici à droite et on répète l'opération 3 fois. Bien sur nous verrons dans un chapitre prochain que nous pouvons bien sur optimiser tout ceci.<br /></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH-3aFTSl1dzuj9gyRuUTdf8iPxotFOhNKQZm2fJOfkYRymXV83UjPhF48X7hr7BNBc09vhCQIbWcdu6Mbbb8w4VFJN-2VGKuwolQpRYjnBHaT9N7R67H7Sc74O1E_h_qjaa9y-MOov5PaUvkERuemHIUrDg-Ia7EuHATqrsUztp8OCv5W_2tk0Ety/s668/Carr%C3%A9B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="668" height="629" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH-3aFTSl1dzuj9gyRuUTdf8iPxotFOhNKQZm2fJOfkYRymXV83UjPhF48X7hr7BNBc09vhCQIbWcdu6Mbbb8w4VFJN-2VGKuwolQpRYjnBHaT9N7R67H7Sc74O1E_h_qjaa9y-MOov5PaUvkERuemHIUrDg-Ia7EuHATqrsUztp8OCv5W_2tk0Ety/w640-h629/Carr%C3%A9B.jpg" width="640" /></a></div><p></p><p>Ici vous voyez le résultat après avoir "exécuté" le PGM en cliquant sur Reproducir.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBR0Cc54FFNFxMnlnVxBV6dagwkf1avvMVuLoAjTYAy4GZsXelxjWIhDhpAueM48k6buSVjW7qO4ljy2unrm1bczbjx4xJe86T5jxFIMFvD6fxNNAYgYEANAKjfAbbQFhJn7nODJS2uSUSv1zb9ebDUbKVpRrhx2jYJPlX1BpDLgqqla5ffwQz9KVt/s839/Carr%C3%A9B_rsul.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="570" data-original-width="839" height="434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBR0Cc54FFNFxMnlnVxBV6dagwkf1avvMVuLoAjTYAy4GZsXelxjWIhDhpAueM48k6buSVjW7qO4ljy2unrm1bczbjx4xJe86T5jxFIMFvD6fxNNAYgYEANAKjfAbbQFhJn7nODJS2uSUSv1zb9ebDUbKVpRrhx2jYJPlX1BpDLgqqla5ffwQz9KVt/w640-h434/Carr%C3%A9B_rsul.jpg" width="640" /></a></div><p></p><p>Maintenant nous allons transformer ce joli puzzle en un petit script Lua, vous verrez pour celles et ceux qui connaissent Python, c'est assez ressemblant à ce niveau. </p><p>Sauvegardes. dans un premier temps vous sauvegardez le programme "briques". Vous lui donnez un nom du genre Chpt2_Bq.</p><p>Vous le transformez en script Lua en cliquant sur la zone "script" en bas de la colonne de gauche. Vous verrez à l'écran un script comme celui que je vous montre dessous et qui correspond à un carré. Vous lui donnez pour nom quelque chose comme Chpt2_script pour être cohérent avec le nom du même programme sous forme de briques.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuBU3clXuQ3k43UXC_UVC3fRbZI8dOksqSwp2qBgipCifIUxzzN5iN5MDBzcT3GgQHsVxDlpyoTe55sTrNbTFaWbZ92z5c8qsAXjCl46XStp8zdEXFTkSfs5XEW1J8_nWFhwRr6A6YmPcvOwQFDkn9nK9lVp1Hy72l7D0BjaK85DgWTAyKA_rA_yM7/s612/Turtle!Carr%C3%A9_spt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="612" data-original-width="582" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuBU3clXuQ3k43UXC_UVC3fRbZI8dOksqSwp2qBgipCifIUxzzN5iN5MDBzcT3GgQHsVxDlpyoTe55sTrNbTFaWbZ92z5c8qsAXjCl46XStp8zdEXFTkSfs5XEW1J8_nWFhwRr6A6YmPcvOwQFDkn9nK9lVp1Hy72l7D0BjaK85DgWTAyKA_rA_yM7/w608-h640/Turtle!Carr%C3%A9_spt.jpg" width="608" /></a></div><br /><p>Voila le résultat qui est bien plus clair pour un programmeur.</p><p>La ligne 3 c'est le choix de la couleur pour le crayon.</p><p>Les lignes 4&5 positionnent la Tortue à l'adresse X = 200px, Y = 200px</p><p>Les lignes 6 à 12 déplacent la Tortue et tournent à droite</p><p>La ligne 13 répond à la ligne 2, début et fin du PGM principal</p><p>Maintenant à partir du script qu'il vous sera facile de modifier, vous pouvez expérimenter.</p><p> </p><p>peire.martinez@gmail.com <br /></p><p><br /></p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-66586409254547117282022-11-30T09:25:00.013+01:002022-11-30T13:16:52.156+01:00Version anglaise de Turtle!<p> Rien de bien nouveau d'avec la version précédente, qui elle présentait les ordres en castillan. Une seule modification, un petit outil pour faire parler la bête!</p><p>Voici donc les écrans, que je vous commenterais dans un prochain post, écran par écran.</p><p style="text-align: center;"><b><span style="color: #3d85c6;"><span style="font-size: large;"> dans l'écran "Motion", nous ferons bouger la Tortue en utilisant les boites "bleues".<br /></span></span></b></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnjp-SdIwBSM9YE1yA8wutBzA6g1F5rMLL4NrpNFBDbiMUw_VeBIMGhNgunLALhUhqxsrSGGVamQLUaVhu39LfmCEFpX_1iKYtLidrxzavyBYPw8jURscCQERkStspg6VlA29TPTqTu8vfCYY_szgpRE5wxYfmG5yapS4NwdrbBzvgCDkNh9zn-cl0/s868/move.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="868" data-original-width="832" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnjp-SdIwBSM9YE1yA8wutBzA6g1F5rMLL4NrpNFBDbiMUw_VeBIMGhNgunLALhUhqxsrSGGVamQLUaVhu39LfmCEFpX_1iKYtLidrxzavyBYPw8jURscCQERkStspg6VlA29TPTqTu8vfCYY_szgpRE5wxYfmG5yapS4NwdrbBzvgCDkNh9zn-cl0/w614-h640/move.jpg" width="614" /></a><br /></div><p></p><p style="text-align: center;"><b><span style="color: #6aa84f;"><span style="font-size: large;">Nous dessinons avec les boites "vertes"</span></span></b><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPZaLOPtJzkc5v9n_P0QB9eSToGF9Xpnhatlef4oP4hj4JpJneS8Ryi_WIWCCOLPdABJPoaj3lgsY5-9prvgpigKs5TOKbDLNmF0dEfvPYzKX1D4LaqnD-NgIm_l2D2HhdCxIp_1AgxE2qX8V7xpiVw_eZTg3_pITMuJ5NcaUFbzvgK2v-0vfLBLci/s846/drawing.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="566" data-original-width="846" height="429" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPZaLOPtJzkc5v9n_P0QB9eSToGF9Xpnhatlef4oP4hj4JpJneS8Ryi_WIWCCOLPdABJPoaj3lgsY5-9prvgpigKs5TOKbDLNmF0dEfvPYzKX1D4LaqnD-NgIm_l2D2HhdCxIp_1AgxE2qX8V7xpiVw_eZTg3_pITMuJ5NcaUFbzvgK2v-0vfLBLci/w640-h429/drawing.jpg" width="640" /></a></div><p></p><p></p><p style="text-align: center;"><span style="color: #ffd966;"><span style="font-size: large;"><span><span style="font-family: verdana;"><b>Nous contrôlons la Tortue avec les boites "jaunes"</b> </span></span></span></span></p><p><br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKucliasxKRZvGgngNnlOS2_jvfaO6PzAa3EJyXyiXoU9Yuf50IomdZKAEuzD2pRQCDt9em7sYGjMFS6wtf9A6HHo1yc7A3Bo6CyCUkNy25AhCGNtCp4vVACUNEXVvn3ZgXa_1d49F8byJWTshYSuEzZiL7VtrmWIMegiu7DFtGHOgXecXKjg9NHkB/s861/control.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="861" data-original-width="827" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKucliasxKRZvGgngNnlOS2_jvfaO6PzAa3EJyXyiXoU9Yuf50IomdZKAEuzD2pRQCDt9em7sYGjMFS6wtf9A6HHo1yc7A3Bo6CyCUkNy25AhCGNtCp4vVACUNEXVvn3ZgXa_1d49F8byJWTshYSuEzZiL7VtrmWIMegiu7DFtGHOgXecXKjg9NHkB/w614-h640/control.jpg" width="614" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td></tr></tbody></table><p><span style="color: #cc0000;"><b><span style="font-size: large;"> Nous traiterons des variables avec les boites "rouges"</span></b></span><br /></p><p></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4HOr9ufNNs3XACqMYZvNGMV7_N5i-B42lmodRkABO69MljfzssLpp1LfuNajjOww1HOaHCjiGiGhtmtMkh1CSrRUps4VjlB66xMrMImMMtn6ix5dTYR2haTd_c05dQMSX_M5zVB1_mAsCCG_h3uhAwxmskycZiOZSztRWybyJDdAniRL_foGJoiQN/s911/variable.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="911" data-original-width="837" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4HOr9ufNNs3XACqMYZvNGMV7_N5i-B42lmodRkABO69MljfzssLpp1LfuNajjOww1HOaHCjiGiGhtmtMkh1CSrRUps4VjlB66xMrMImMMtn6ix5dTYR2haTd_c05dQMSX_M5zVB1_mAsCCG_h3uhAwxmskycZiOZSztRWybyJDdAniRL_foGJoiQN/w589-h640/variable.jpg" width="589" /></a></div><br />Vous pouvez déjà, grâce à la partie droite, essayez de comprendre le fonctionnement du PGM. Nous reprendrons pas à pas tout cela avant de passer au premier petit programme qui consistera en la construction d'un carré.<p></p><p>Il sera d'abord mono color, puis multi color et enfin nous le transformeront en script Lua après l'avoir sauvegardé sous la forme de boites.</p><p><span style="font-size: medium;"><b>Résumé</b></span>. Tout exercice sera sauvegardé deux fois, la première en boites, la seconde en mode script Lua.</p><p>Nous irons aussi lentement que possible.</p><p>Si de jeunes parents sont intéressés, me contacter sous :<span style="color: #0b5394;"><b><span style="font-family: verdana;"> peire.martinez@gmail.com</span></b></span></p><p>Je vous rappelle aussi la page facebook associée :</p><p style="text-align: left;"><span style="color: #3d85c6;"><b>Https://www.facebook.com/groups/322841393132104</b></span></p><p style="text-align: center;"><br /></p><p style="text-align: left;"><span style="color: #351c75;"><b>Peire</b></span><br /></p><p><br /></p><p> <br /></p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-34829814766595573682022-11-29T21:08:00.002+01:002023-01-23T17:06:11.777+01:00Chapitre un, présentation du logiciel<p> Voici le lien vers facebook qui vous donnera des informations sur le logiciel lui même.</p><p><br /></p><p>Https://www.facebook.com/groups/322841393132104</p><p><br /></p><p>Dorénavant vous aurez ici des exemples commentés des petits programmes créés.</p><p><br /></p><p>Peire<br /></p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-8317422047310595472022-11-28T14:48:00.001+01:002023-01-23T17:07:02.084+01:00Un Scratch sous Windows, gratuit : Turtle!<p>Nous avons étiudié au ours de l'an passé (2022) un petit logiciel que l'on trouve dans les distributions Linux et qui se nomme Kturtle.
Comme son nom l'indique, dans ce logiciel on pilote une tortue que l'on peut déplacer sur un "canevas", c'est à dire une aire de travail dont on peut au départ, définir la taille (Hauteur, largeur).</p><p> Vous l'avez vu, ce petit logiciel possède toutes las bases de la programmation moderne, on peut même faire un peu de mathématiques.
Je voulais continuer vers un logiciel moderne, utilisé pour ses scripts : Python. </p><p>Bien sur on commence par la tortue sous python. En effet tout ce qui a été vu avec Kturtle, existe sous le module Turtle de Python, avec bien sur la puissance de Python en plus. </p><p> Pourtant devant les difficultés rencontrées par beaucoup, j'ai décidé, la majorité des personnes ayant des machines sous OS Windows10, de vous faire découvrir en premier lieu, un petit programma qui se nomme Turtle! et qui est dans le store de Windows. il est de plus gratuit!</p><p> Je vous montre tout d'abord comment allez le chercher, c'est tout simple, vous aller dans le module Windows STORE, là vous tapez Turtle! dans la fenêtre de recherche, ensuite vous téléchargez le module et l'installez comme toutes les applications Windows. </p><p>Une image pour vous aider.
</p><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFcEwgudF7Zoad-nD8WNunw9uQMzPbN95zKZk2nBOTjp6atRUR46iq1Px4EC3sYafDN9j01Ln-0AMZFuu9GW8v7l7qKKCMY-pz9sSmY7vBBI1wM6yEiQdFxtuL-ElZaaEKSO1GOoX947NzK1A2FRgmkutUTw2SZZxIhvdKpcMmbl6_Vu6sF1eWQ-vw/s774/Turtle.jpg.png" style="display: block; padding: 1em 0px; text-align: center;"><img alt="" border="0" data-original-height="555" data-original-width="774" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFcEwgudF7Zoad-nD8WNunw9uQMzPbN95zKZk2nBOTjp6atRUR46iq1Px4EC3sYafDN9j01Ln-0AMZFuu9GW8v7l7qKKCMY-pz9sSmY7vBBI1wM6yEiQdFxtuL-ElZaaEKSO1GOoX947NzK1A2FRgmkutUTw2SZZxIhvdKpcMmbl6_Vu6sF1eWQ-vw/s400/Turtle.jpg.png" width="400" /></a></div><p>
Au prochain numéro je détaillerais les menus, ainsi que les diverses différences entre les versions.</p><p> Peire
</p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-20867575684454643712022-02-28T14:54:00.002+01:002023-01-23T17:05:45.471+01:00Automatisation du code, notions de variables et de fonctions<p> </p><p class="P15"><b><span class="T1">Chapitre N° 4, Titre : On commande la Tortue.</span></b></p><p class="P1"> <i><b><span class="T3">Le Canvas et la Tortue, commandes d’exécution.</span></b></i></p><p class="P5"> <img alt="" 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style="height: 11.044cm; width: 19.634cm;" /></p><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"></div><p class="P1"><span class="T5">Nous allons étudier en détail les commandes que l’on peut donner à la Tortue sur le Canvas.</span></p><p class="P6"></p><p class="P1"><span class="T5">Avant ce faire, terminons rapidement notre découverte du Canvas. Oui on peut en modifier la taille avec l’ordre </span><i><b><span class="T6">CANVASSIZE (X, Y)</span></b></i><span class="T5">. </span></p><p class="P6"></p><p class="P1"><span class="T5">Comme on peut aussi lui donner une couleur de fond avec</span><i><b><span class="T6"> CANVASCOLOR (R,V, B)</span></b></i><span class="T5"> pour la couleur ; on se souvient d’un ordre similaire pour le crayon </span><i><b><span class="T6">PENCOLOR (R, V, B).</span></b></i></p><p class="P1"> <span class="T7">Nous verrons bientôt l’usage de l’outil (TOOLS </span><span class="T8">COLORPICKER</span><span class="T7">), qui permet d’ajuster la couleur désirée, puis de retourner sa valeur dans le source.</span></p><p class="P7"></p><p class="P1"><span class="T7">N.B.
Toutes les commandes possèdent une abréviation, je vous les donnerais
plus tard dans un tableau qui les récapitulera toutes, mais aujourd’hui
pour une meilleure compréhension nous travaillerons avec les commandes
« natives ».</span></p><p class="P7"></p><p class="P1"><span class="T7">Il
faut donc donner des « ordres » à notre serviteur Tortue pour que
celle-ci fasse la moindre action. Comme toujours en informatique la
Tortue ne fera que ce que vous </span><span class="T7">lui demanderez. Si le résultat vous surprend ou déçoit, vous avez du commettre une « mistake ».</span></p><p class="P7"></p><p class="P1"><i><b><span class="T8">La Tortue peut bouger</span></b></i><span class="T7">, cela nous l’avons vu avec la création de notre petit carré de 75 pixels de coté.</span></p><ul><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">forward nb</span><span class="T7">, la Tortue avance du nb de px </span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">backward nb</span><span class="T7">, la Tortue recule de nb px</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">turnleft nb</span><span class="T7">, la Tortue tourne à gauche de nb degrés</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">turnright nb</span><span class="T7">, la Tortue à droite de nb degrés</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">direction nb</span><span class="T7">, la Tortue se déplace dans la direction active de nb dégrés</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">getdirection</span><span class="T7">, retourne l’angle actif que fait la Tortue par rapport à 0°</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">center</span><span class="T7">, la Tortue va au centre du Canvas</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">go X, Y</span><span class="T7"> la Tortue se positionne dans son repère orthonormé</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">gox</span><span class="T7">, la Tortue ne se déplace que sur l’axe des X, de X px</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">goy</span><span class="T7">, la Tortue fait de même sur l’axe des ordonnées de Y px</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">getx</span><span class="T7"> retourne la position de la Tortue par rapport à l’axe des abscisses</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8">gety</span><span class="T7"> fait la même chose pour le haut du Canvas (ordonnée)</span><span class="odfLiEnd"> </span></p></li><li><p class="P8" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T8"><i><b>N.b.</b></i>
Center et les ordres go, gox, goy, n’entraînent aucun traçage sur le
Canvas. Ils agissent comme si l’attribut du pinceau était positionné à
« UP »</span><span class="odfLiEnd"> </span></p></li></ul><p class="P7"></p><p class="P1"><span class="T10"><i><b>Exercice n°1</b></i>.</span></p><p class="P7"></p><p class="P1"><span class="T7">Nous allons reprendre notre exemple de carré et essayer d’en construire un second au milieu du premier.</span></p><p class="P7"></p><ul><li><p class="P3" style="margin-left: 0cm;"><span class="ListLabel_20_10" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T7">Pour
ce faire il faudra se positionner (x, y) avec des valeurs supérieures à
x0, y0, valeurs de l’abscisse et de l’ordonnée de départ. </span><span class="odfLiEnd"> </span></p></li><li><p class="P3" style="margin-left: 0cm;"><span class="ListLabel_20_10" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T7">Il
faudra en second faire des déplacements inférieur à 75 px et si on veut
être symétrique des deux cotés il faudra donc réduire le nombre de px
de 2 fois la distance entre x et x0, idem pour y et y0.</span><span class="odfLiEnd"> </span></p></li></ul><p class="P7"></p><p class="P1"><span class="T7">Ce n’est peut-être pas clair. Il faut réfléchir et faire une bonne analyse du problème avant de se jeter sur l’écriture du code.</span></p><p class="P7"></p><p class="P1"><span class="T7">Je vous joins le code de départ actuel, éventuellement mettre à jour le votre (canvassize 300, 300 et cavascolor 220, 220, 220)</span></p><p class="P7"></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">reset # remise à zéro du Canvas</span></b></i></span></p><p class="P9"></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">canvassize 300, 300 # nouvelle taille du Canvas</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">canvascolor 220, 220, 220 </span></b></i></span></p><p class="P7"></p><p class="P1"><span class="T9"><span style="color: #741b47;"><i><b>go 100, 180 </b></i></span> # On positionne la tortue sur le Canvas</span></p><p class="P9"></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">penwidth 2 # Epaisseur du pinceau</span></b></i></span></p><p class="P1"><span class="T9"><span style="color: #741b47;"><i><b>pencolor 100, 200, 130</b></i></span> # couleur du pinceau</span></p><p class="P1"><span style="color: #741b47;"><i><b> <span class="T9">spritehide</span></b></i></span></p><p class="P1"> <span style="color: #741b47;"><i><b><span class="T9">forward 75 # On avance de 75 pixels</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">turnright 90 # On tourne à droite de 90°</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">pencolor 100, 200, 200 # couleur du pinceau</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">forward 75</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">turnright 90</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">pencolor 100, 20, 230 # couleur du pinceau</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">forward 75</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">turnright 90</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">pencolor 100, 100, 100 # couleur du pinceau</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">forward 75</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T9">turnright 90</span></b></i></span></p><p class="P7"> </p><p class="P1"><i><b><span class="T6">Solution de l’Exo1.</span></b></i></p><p class="P7"></p><p class="P1"><span class="T7">En
réalité à cet instant de nos travaux il suffit de dupliquer le carré du
début, de modifier l’abscisse (x) par rapport à celle initialement
posée, idem pour (y) ; puis de modifier la longueur du déplacement en
px.</span></p><p class="P7"></p><p class="P1"><span class="T7">Si on
augmente x de 5px, il faudra modifier le déplacement (forward) de 2x5 =
10px. Soit poser la commande : forward 75px – 10 (65px).</span></p><p class="P7"></p><p class="P1"><span class="T7">Bon je vous laisse voir pour l’adresse de y, le déplacement restera forcément de 65px puisque nous traçons un carré.</span></p><p class="P7"></p><p class="P1"><span class="T7">Si vous avez un décalage, réfléchissez ; peut-être que le point (x=0, y=0) n’est pas à l’endroit que vous croyez.</span></p><p class="P7"></p><p class="P1"><span class="T7">Vous pouvez interroger la Tortue avec getx et gety pour savoir où elle se trouve à un instant, notamment à la fin du script.</span></p><p class="P10"></p><p class="P1"><i><b><span class="T6">Voici ma copie.</span></b></i></p><p class="P7"></p><div class="P7"><div class="fr1" id="Image2" style="float: left; height: 9.185cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 17cm;"><img alt="" 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style="height: 9.185cm; width: 17cm;" /></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T7">Amusez vous.</span></p><p class="P7"></p><p class="P1"><span class="T7"><i><b>Le chapitre 5 </b></i>consistera à utiliser le petit outil qui nous donnera les couleurs, que ce soit pour le fond que pour le pinceau.</span></p><p class="P7"></p><p class="P1"><i><b><span class="T1">Chapitre N° 5, Titre : On complexifie le travail de la Tortue.</span></b></i></p><p class="P1"></p><p class="P1"><b><span class="T3">Le Canvas et la Tortue, exemples simples.</span></b></p><p class="P5"></p><div class="P1"><div class="fr1" id="Image3" style="float: left; height: 9.342cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 17cm;"><img alt="" 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4j1O+edLP7DFI/lfuo8gjaojC5BUckH3zxT9L8JtpOn3VpFrOous8jzCRxCHid5GkdlxGByzHhgR2AFb9Z+vaOniDR7rTpLq8skuE2NcWFw0E6DPVJF5U+45roPHVr6lO18LCxsbmGDU72K5ubj7TNfL5XmvJtVckbNmNqqMbccevNRR+CbWCxtobe7u7e5t5pJ0vo2Tzt8hJkJBUoQxY8bcdMAYFfO1r4n8RSfs6/C+yh1PWb671zXpNMu7mPU3j1C5hj+2yrCLt23o0htoofM3ggP94dayrXxZ4s1qHRPBb3HiC+gh8Sa1ZtFa60bXUryG1hWSG0a+Dq2UadgzhwXFryxy2eb267HtLK5O/vrRv7lfX8P+CfUV14US8+xu+o3wubeKWE3SsgkljkKl1b5MYJVfugEbRjFS6f4XtdN/sbypJm/su0azh3MPmQiMZbjk/u16Y6niuP8A2d/EGpeJfhHpN1q15JqV7BcX1gb2bBkuUtrya3jlYjqzpErE9ySe9ekV0RlzJM8mtTdGpKm94tr7grnW8E2ralDdC7u0ihvDfpaKyeUJmDBm+7u53McbsZJNdFXlEnjXV9W8fJaWtrMlr9pSIITdxqUi3F3YfZ8LkzRBs8DaAThg1UjI7ay8F2tjqVtdpd3bLayzTQWzMnlRmXJcDC5IyxIyTjtxxVzxXZTal4X1iztk8y4uLOaKJMgbmZCAMngcnvWpXH2fivUh4SufFF0tq2nGwe+hs4Y2EqgLuVWkLEEleuFGD60AX9J8Jf2dDLINRvjfSwR24uZGjd4Y0yQiZTbjJPLBie5PFJp/gmGx022sH1G9u4La4juYvO8oFWR9+MrGuQT1zz6EVmXvizWNFTULe9WxnvILe3uo5LeN1j2ySmNlYFicjHDZ5z0GKPFl0utaL40sLu2t54NPtS0O+Pcdxty+45zyCeCMYoA2bjwfaTxTgTXEMsl79vS4jZQ8M20LlMjGNuRgg5DHNLceF/tCWb/2pfR39qsiLqCmLzmVyCysChQglV428bRjFUNe8ST6Hp+iW9qmbi+IjEptpLgRqsZYt5cfzMeAMAjrnPFLovii/vr3SLe6tPszXUd2ZfMhkiYmJ0VGVXwVVgxbDDPI9OQCXU/AtvqiXKyajfxtdWYsbl43j3TRjdjJKHB+dvu4BzyKdqXge01KSZjeXkEcwhE0MLIFkMTAoxypIPABwQCByKzLHxVrOsW/hUWosYJtWsZLueWWJ3WMqIj8qhwSCXIwW9DnjB7KDzBDGJmVpto3tGCFLY5IBJwM+9AElFee61q+o6tf2b4tk0yDXorRY9recWRuXLZxgtkbdvTBz2rX0/xZd3TaMHjhH2zVL2yk2qeEhNxtI56nyVz25PA4wAdXRVLWrx9N0e/u4grSW8EkqhhwSqkjPtxWDoWv6rfXEdndtZi5utNW+glghfZESQCrKX+cAspyCueenWkB1dFcRZ69eWPga1uraCzS8k1FbTYsbLDl73ymbbuJGdxbqeTUv/CV6mqtYbbR9UOq/wBmLceWywf6jz95TcT9zI27uT3FMDsqK4/XPEmqaPcaZppML39xFNPLdQ6fPPGFRlAAijYsCd68lsDB65Aqpq/jjULTR7a7RIrS8+xG7n06axuJpcjPBKY8pSQQHcfhwaAO7orjb/xrdQ2et3EMMIWzs7W5hWQE5Mu7IbB56DpiuypAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcbrH/I4Xf8A14W3/oyeuyrjdY/5HC7/AOvC2/8ARk9TLYqO5Cn/ACMGgf8AX2//AKTTV3FcOn/IwaB/19v/AOk01dxSjsEtwoooqyQooooAKKKKACiiigAooooAKKKKAPzO8Zf8ph5P+xcX/wBIq+06+LPGX/KYeT/sXF/9Iq+06ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDjfix/wAim3/XdP61jfBf/V6v9Yv/AGetn4sf8im3/XdP61jfBf8A1er/AFi/9nrzJf75H0/zPj63/I9p/wCH9JFv4sfd0v8A7a/+yVg/Dv8A5Gq2/wB1/wD0E1vfFj7ul/8AbX/2SsH4d/8AI1W3+6//AKCa+RxX/I6X+KP5I/acN/yKX6S/Nnr1FFFfoJ8MFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBQ8Qf8gHUv+vaT/wBANeGV7n4g/wCQDqX/AF7Sf+gGvDK+E4j/AItP0Z9pkP8ADn6nuuif8gWw/wCveP8A9BFfmJ4k/wCTltU/7G6X/wBLDX6d6J/yBbD/AK94/wD0EV+YniT/AJOW1T/sbpf/AEsNf0z4Z/8AMX/17R5GC/i1T9SKKKK/ITwgooooAKKKKACiiigAooooAKKKKACiiigDm/CfwPk8HePdZ8T2vj3xRc/2xfvf32l3iadJbzEqVSIyfYxcCKJcBFE3yhQOctnT8L/CW30HxlL4p1DxFrninWFtpLKyk1mSApp9vI6PJFCkMUY+YxxZdwzkRqC2BXmni6x8SfD/APaA8KanbX17a+F9av7qC4e88TXl8uoztZXE0dnHp8iGG1w8ZdZY26Q7T98A8X+zf4w8VzeLPhdf6pqOt30fjvwzc6rqP9pap9rtriYQWNyLi1g3H7IkUl1NbGNQgIVSQThjian1D8cvhfF8UIfBq3s8MGkaFry6zqDyXctpIIUs7qMNFLFhkkWSaNwwZNuwkMCBmt4f+GHwt8deB9EXwzJDqOhafNcPp+seHNenWZZZHJuSL63mErNI+4yZkJduWyRVD9sewur79l/4nm11e80hrfw7qE8hs1hJuEFrLugfzI3wjZ5KbX44ZaoeMrnxNonjTwT8Prb4halpFvfaXq2q3Hie6s9Pa7ma1e1Edsq/Z1t1ULcu7YiDFIOGHzNXv0VVqUIKFS2srK7VrK7ei31/rpzO19j0T/hUnhVoZo302SUTaM3h+Vpbyd3exJYmJmLkkksx3538/eqrrnwT8H+ILrTLq50+6gutOtE0+GfT9TurOR7VDlYJWhlQzRA5OyTcuSeOTnybSPiR44+Jmk/Af7L4hbwo/i/Srq91m402ygkeXy7eN0e3E6SLGGZtwyrDa5BBOCMLx7+0r4g+Ct/438I6pLc+J9Xs4JrjTNZnSCFoYjpsH2QyxxxqjtPqBlhXAUZPoMDSGExkp8kKnva6Xd9Hyvy3XcXNG2x7xffBPwZqXjZfFlzpDPrX2iK8Yi8nW2luIkCRXElsHEMkyKFCyshdQq4IwMadz8O9CuvHNv4wMF1Br8NuLU3Frf3EEc8S+ZsSeFJBHOFMshXzVbaXJXB5r598WfF/xV4U8caR9h1/xBrljb+KNG8JaoJ7HSodHNxcG2iuFBJS8ab9+Zg0QMYJ27dqsR6F4VuPF/jD40fEOGXxnead4c8NatYW9no9nZWhWZX0+1nmSaSSFpChaQ42MjAs3zEbQuU8PiIw5pVdOXu9tFy7ea02HddjovDfwr+H3w+8aQ3umWsOn6/ex3X2K1n1GaQRxu6yXItLaSQpCpcoziFFBJXd2rrfC/hXS/BeixaTo1r9j0+OSWZIfMeTDSytLIcsSeXdj14zgYGBXy98LPEniLxp8U/gh4p8Q+J/7TufEmga3qR0NraCJdJY/ZcwRGNA5VNwjbzS7b0zkZK17d+0lrOqeHvgH4/1LRnmh1K10a5kjlt3KSRgIdzqw+6yruIbsRntXPj41MPZVJuTtd6vo5Lr2s/xNsPT9tUjTjpdpfedR488A6J8TPDcug+Ibee60uWSOZ47e8mtX3xuHQiSF0cYZVPB6gVzmpfAPwhrHhu10O//AOEgvbK11FdWt5LjxPqb3MVyqbFdbg3HmgAZwgfaCSwGea8Rsvhnaa1oXjL4TRWfgbTGUeHte/tDTdNc6deg3rSi3u4XmZp3IsmBYyAypMpIWvW/2c9QtW8L69olrofh/Qx4e1u40qRfC1sLfTrl1SKUzRRj7hPnBWXLYdHG44rxk1OXvR3/AKsezUp1MNSbpVn7rvbbRpWlv1vbvpqbuo/BXwpq/h3TtFvodUvLfTpnuLS6n1y+e+hdwyvtvDN5+CrspXzMFTtxjiofFXwfsde0vwLo+m3TeHtC8LavaamthYIVE8dsj+TbghhsQSGJjw25YypHzZHoFFbqKWqR5Mq1Sa5ZybXqFcP4o+DXhjxh4u07xNqa6w2sad/x6SWuv39rFD2O2GKdY/mHDfL8w4bIruKKbipaNCp1J0nzU5NPy0OLHwd8Ijxl/wAJR/ZTf2t9p+2/8fc/2b7T5fl/aPs2/wAnztny+bs3470ugfB7wj4X8V3HiPTdJNvqsxnYM11NJDC0zh52hhZzHCZGAZzGqljyc12dFTyR7Gn1is1ZzdrW3e3b0ON+Gnw7Pw9i8TNLqs+r3eva7ea3NLKCqxecwEcKKWbascSRJwfmKs2F3YHS61pEGv6TdaddPcx29yhjdrO6ltZgD/cliZXQ+6sD71doqzBNxd0edaV+z/4I0bwbN4Vt7DUH0N7hLtILnWr6d7eZH3rJBLJM0kDBvmzEynJJ6k1buPgj4MuPCmn+Hf7Klh07T7l721ktr+4huorh9/mTC5SQTeY/mSbn37m3tuJya7qio5I9joeKrt3dR733e/f18zO8O+HdN8JaHY6No9nHp+l2MSwW9tCMLGijAA9fqeSeTWjRRVnO25O73CqFrodjZXjXcMG24bzMvvY/fYM/U9yB+QHSr9FAgrItPCel2LXBht2Ec6PG8DTO0O1jlgsZYooJ64ArXooAxLbwbpFrZ3dqlqzw3SCKbzppJWZADtXczEgDJwAQBnjFWLHw3p2mpeLDAzfbMfaDNK8plwu35i5JPy8Vp0UAY/8Awiem/wBmxWBjna3hfzIi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style="height: 9.342cm; width: 17cm;" /></div><div style="left: 0cm; position: relative;"><i><b><span class="T17">Fin du Pgm Chapitre n° 4</span></b></i></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T5">Nous
continuons avec notre petit PGM du chapitre 4. Là nous avons fait
réapparaître la Tortue, évidement elle se trouve à la fin du 4eme coté
du second carré ! </span></p><p class="P1"><b> <span class="T6">Exercice.</span></b></p><p class="P11"></p><p class="P1"><span class="T7">Maintenant
nous allons continuer à mettre des carrés inscrits derrière celui qui a
les cotés « Oronge », mais nous ferons en sorte que l’épaisseur du
pinceau soit de 5px, c’est à dire qu’elle sera égale à l’augmentation de
l’abscisse à la diminution de l’ordonnée.</span></p><p class="P7"></p><p class="P1"><span class="T7">Ensuite nous inscrirons un 4eme carré pour lequel nous modifierons sa « direction ».</span></p><p class="P7"></p><p class="P1"><span class="T7">Cela ne vous paraît pas très clair, faites sans trop vous occuper des termes, bonne découverte.</span></p><p class="P7"></p><p class="P1"><span class="T7">Amusez vous.</span></p><p class="P7"></p><p class="P1"><i><b><span class="T6">Voici mon exemple.</span></b></i></p><p class="P7"> <img alt="" 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style="height: 11.141cm; width: 17cm;" /></p><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><i><span class="T6">Reprenons nos esprits.</span></i></p><p class="P7"></p><p class="P1"><span class="T7">Le second carré vous vous en souvenez, celui de couleur Orange, nous lui avons donné une épaisseur identique au premier (2px).</span></p><p class="P7"></p><p class="P1"><span class="T7">Pour cela nous avons du recalculer la longueur du coté et dupliquer le carré n°1.</span></p><p class="P7"></p><p class="P1"><span class="T7">Pour
le troisième rien de nouveau, si ce n’est que l’épaisseur du trait est
passé à 5px. Donc nouveau petits calculs et duplication des lignes du
carré après recalcul de l’abscisse et de l’ordonnée du départ.</span></p><p class="P7"></p><p class="P1"><span class="T7">Pour
la quatrième et dernier, là une petite nouveauté. En effet le carré a
une direction imposée (45°), la couleur aussi à changé,mais ça vous
connaissez maintenant, </span><span class="T8">attention</span><span class="T7"> la </span><span class="T8">direction a changé</span><span class="T7"> et maintenant tous</span><span class="T8"> les ordres seront exécutés</span><span class="T7"> avec cette </span><span class="T8">valeur de 45° !</span></p><p class="P7"></p><p class="P1"><span class="T7">Voilà je vous laisse quelques temps expérimenter.</span></p><p class="P7"></p><p class="P1"><b><span class="T1">Chapitre N° 6, Titre : Optimisation du travail du chapitre N°5.</span></b></p><p class="P1"><i><b><span class="T3">Optimisation du code.</span></b></i></p><p class="P12"> <img alt="" 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style="height: 9.89cm; width: 17cm;" /></p><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"></div><p class="P13"><span style="font-size: x-small;"><i><b><span class="T17">Résultat à la fin de l’exécution du Pgm Chapitre n° 5</span></b></i></span></p><p class="P1"><i><b><span class="T6">Qu’appelle t-on « Optimisation ». et pourquoi ?</span></b></i></p><p class="P6"></p><p class="P6"><span class="T5">De
tout temps les hommes ont essayé de créer des outils, puis des façons
de les utiliser, pour être toujours plus efficaces, améliorant sans
cesse à la fois l’outil et son utilisation, c’est pareil en
informatique..</span> <br /></p><p class="P1"><span class="T5">Optimiser
du code informatique a pour but principal de rendre ce code
« efficace », c’est à dire d’en avoir une bonne « lisibilité », ainsi
qu’une logique plus rigoureuse. Le but étant de gagner du temps
« machine » et de ne pas trop gaspiller de ressources. </span></p><p class="P6"></p><p class="P1"><span class="T5">Comme pour le reste, ici aussi apprendre aux enfants à être économes.</span></p><p class="P6"></p><p class="P1"><span class="T6">Le programme du KT- CHP5 est très perfectible. De quoi s’agit-il ? </span></p><p class="P6"></p><p class="P1"><span class="T5">De construire 4 rectangles inscrits (les uns dans le autres, dont le dernier a une « direction » de 45°).</span></p><p class="P6"></p><p class="P1"><span class="T5">Pour
ce faire nous avons dupliqué les commandes de traçage de ligne, la
rotation angulaire et procédé ainsi en pivotant 4 fois de revenir au
point de départ. Ainsi nous avions un carré.</span></p><p class="P6"></p><p class="P1"><span class="T6">Peut-on optimiser ces commandes en une seule ?</span></p><p class="P11"></p><p class="P1"><span class="T5">Presque ! Nous allons ici découvrir ce que plus part dans les « grands outils de programmation » on nomme « fonction ».</span></p><p class="P6"></p><p class="P1"><span class="T5">Nous allons tout simplement indiquer à l’ordinateur sous Kturtle, ce que nous appelons : « carré ».</span></p><p class="P6"></p><p class="P1"><span class="T5">Ici
nous ferons un « carré » simple, juste avec les commandes de base de
création du carré. Une fois positionné à l’endroit voulu, nous
exécuterons la fonction « carré », dont l’appel sera simple. Nous allons
y aller tout doucement.</span></p><p class="P6"></p><p class="P1"><i><b><span class="T6">Petits rappels</span></b></i><span class="T7"><i><b>.</b></i>
On appelle « carré » un polygone régulier de 4 cotés, dont la longueur
est unique (les 4 cotés étant égaux, les angles aussi de 90°, car on se
souvient que la somme des angles d’un quadrilatère est de 360°).</span></p><p class="P7"></p><p class="P1"><b><span class="T6">Analyse du problème.</span></b></p><p class="P7"></p><p class="P1"><span class="T7">Cela
signifie que pour dessiner le premier carré nous n’aurons besoin que de
son adresse de départ sur le Canvas (x=px ; y=px), l’épaisseur du
pinceau, sa couleur.</span></p><p class="P7"></p><p class="P1"><span class="T7">Pour
le second, il nous faudra calculer son point de départ (modifs des x et
y), l’épaisseur du pinceau et surtout calculer la nouvelle valeur du
coté.</span></p><p class="P7"></p><p class="P1"><span class="T7">Pour le troisième c’est pareil, pensez à l’épaisseur du pinceau.</span></p><p class="P7"></p><p class="P1"><span class="T7">Pour le quatrième la difficulté vient du fait qu’il faut penser à modifier la direction.</span></p><p class="P7"></p><p class="P1"><i><b><span class="T6">Que faut-il faire ?</span></b></i></p><p class="P7"></p><p class="P1"><span class="T7">Dans
cette exemple nous allons apprendre beaucoup de choses, aussi nous
allons avancer pas à pas et nous modifierons le code au fur et à mesure
de notre étude ; n’ayez pas peur, cela pourra vous apparaître compliqué
pour obtenir le même résultat.</span></p><p class="P7"></p><p class="P1"><span class="T7">Pourtant ce que vous apprendrez ici est fondamental.</span></p><p class="P7"></p><p class="P1"><i><b><span class="T6">Voici le résultat avec un début d’optimisation.</span></b></i></p><p class="P7"></p><div class="P7"><div class="fr1" id="Image6" style="float: left; height: 12.164cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 17cm;"><img alt="" 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A1Ld1F4q/wCRX1j/AK85v/QDUt3SY0cp4g/4/dG/6/D/AOk81VfE3/It6r/16S/+gGrXiD/j90b/AK/D/wCk81VfE3/It6r/ANekv/oBrHqaI9FooorcyCiiigAooooAKKKKACiiigAooooAK/M7xl/ymHk/7Fxf/SKv0xr8zvGX/KYeT/sXF/8ASKgD7TooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8j/a6/5Ng+KP/YvXn/oo165Xkf7XX/JsHxR/7F68/wDRRoA/Nr/glL/yc/c/9i9d/wDo2Cv1X+JX/Isn/rsn9a/Kj/glL/yc/c/9i9d/+jYK/Uj4za5Z+HvBMt5fSiKJZkAH8Ttg4VR3JxXJi6NXE0J0aMXKUlZJatt7JHVhasKNeFSo7RTu29kjzKXxBZeF2h1LUJfJtbeVHY9WbBzhR3PHSvAfid44f4jeNL7XXtxarNtjihByVjUYUE9z3Puap+LvF134u1Ezzny7dMiG3B+VB/Unuawq/euAuCVw1h/rGMfNiJ79oeS7vu/ktNX+b8V8TvOq3ssNpRjp5y835dl83roium+H/wAP9V+I/iCLS9Mj/wBqe4Yfu4EzyzH+Q6k1y0sywrub8BX1/wDsgxofhhdziNVlk1KUO4HJASPAJ9sn8zX1HEnEEcmw7VLWq9l283+i6nkZPkVbMYvE1Fakna/d9l+r6Hpnw/8Ah/pXw58PxaXpcX+1PcMP3k792Y/yHQCuloor+bq1apiKkq1aXNKWrbP1GnThSgqdNWSCiiisTQKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI7q1hvraW3uIknglUpJHIoZWUjBBB6givjr49fA1/h7ctrOkK0vh6eTBQnLWjnop9VPY/gexP2TXkn7VBx8F9WI4PnW//AKOWvqOH85xGUYuMqTvGTSlHo1/muj/Q87GZVSzZKjPSXR9v+B3R8W1d0bWL3w/qltqWnXD2t7bOJIpozyp/qOxHcHFZVrdeb8rcP/OrFf0rh8RQzCh7Sn70Zbr800fkWOwOJyrEuhXXLKP9Jp9v63Pojwt8SIvHzSzXAjt9VJ3zQLwGPdk9vbt+te5/C3/kA3P/AF8n/wBBWvgqzvJ9Puorm2laGeNtySKcEGvr/wDZw+Jlj4s0e502eRINbjkMr2/TzE2qN6evI5Hav5r4k4DlkuYPNMvV8PK/MusG/wA4vo+mz7n67lXFccywKwGL0qxtZ9JJfr+fQ+Cv+CvH/JbfBv8A2Lw/9KZq+3P2BP8Ak0L4cf8AXpP/AOlU1fEf/BXj/ktvg3/sXh/6UzV9ufsCf8mhfDj/AK9J/wD0qmr5Y9E+gaKKKACiiigAooooAKKKKACiiigAooooAKKKKAPGPHH7TmseGfiJrVtbjRE8O6Dq9npF3p11HK2pX3mCxN1cQSK4jRbcana5RkYvh8MvFfWNs91H4fd7KGG4vVjkMENxKYo3k52qzhWKqTgFgrEDnB6V86a9+zfLq3iTU/s3idrPwdrWp6brGsaFJY+bNc3NksCx+Xc+YPLSQWlsJFMblvLOGXca+ktH/wCQbD+P/oRrONrly2Pmn4V/EnxR4X+H/i3x/wCKtLbVNU1LxPdaJp9nbeKbu7jmuTrc+n21qlvNCkNrGjGJPNjBZ1UyOob5a7jVf2h7/wAN+A/Hmqat4SC+JvB15b2d7odhqXnxXHniBonguGiTcrJOPvxodyMpAGGPUS/A/wAPzfDe/wDBb3GoHTrrVLnWVulmVbq3u5dQfUFlicKADHcOGTKnARQ27nNSP4A6NJ4R8R6JqGsazq9z4ivodQ1TWryWH7bcyxeSI/uRLEiqtvGgVI1GAeMkmvoJVsHUm5zj9rz+G689rX89raHPaSM3U/jzdfD3Vobf4maPpnhGwn0+71GPUrHVpdQiCwS2kfluPs0TCRjeDhQ3+rOCc8ZXir9pW40HQ7nWIdM8M2unQ6vqmlpP4k8Vx6Stz9il8ljCWgffI8izKE4UeWCXG4Y774lfB/w98V7rw5Lr6Typod6b2KCJwsdxmNkMUwIO6PJR8DB3xRnOAQeU0r9mLQfD+k+G7PSPEPiLTJtF0u50f+0IZ7d7m9t7iVZZxM8kLYd5F3GSIRvknmopywPLGU4+91Wtuu2t+3cb5ugl58fNQ1hvhlH4N8LR64/jzRJ9ctH1TUjYR2kMcdrIPOKwzH5lugPlViGAGCGLLxPxw+NXiyTQfEWmaLoJsE0HUdDsNb1iz1po5rS7uZrSZoYEEQM0YinjDuXjJEvCNhhXrfhX4L6J4PHw/FndahL/AMIToUnh/TvPkQ+bbulshabCDdJi0j5XaPmbjkYyfHX7O+i+O9V1W6l1zXdIttXurG91PTtMmgSC9uLRo2glffE7ggQxKQjKGWNQQcZqqNXB06sW46Lq7/zev8v47g1Kx6pXy/8ADL46eLPEn7TnjDwtrlxpehLDCbfTvDOoRXUNxdRwy3ey4gkZjGxdfLd2RDlCmP8AVNn6grxez/ZmsovjFP49vPFXiDU7mG3KaXb3l0kq6fK/2oOyZT5lVbkiNX3Bdz53AqF4sPKlGNRVeq09T1cJOhGFVVt2tPX+t/wHfBX4/wCpfGDxRrWjP4Mm0A+H0Ntrc1xfCT7NqIldPssQEYEy7EEnmgqMOo2817NXlPwu/Zw8NfCDX11fw/f6wt1NYmz1EXNwki6q5meX7Vc/uwXnDSPh1K8NjGMAerVniXRdS9Be7/XqZYt0HVbwytH5/q3/AMMFFFFcpxnFfET4gweD2sbffi4mkSV9s0CsIVJZxtkdT8yoyg46nAO7FbXgvVLjWfC2m3l1zcywqZG3RsGbuQYyVxnOOenXBqXXPDVr4geNrmSZQkUkO2MgAq5QtnIPOE2/Rm9sa1MDgfFHiLVbWfxJeWl79mttBiik+yiJGW5JTzHDkgsBtIUbSMHnnpWovjSf+1JIm01VsY9RGmm4+0fOXZFZWCbfu5YA/Nke9WdY8E2es301xJcXUMdysaXdtC6iK5VDlQ+VJ74+UjI4OanbwpaMZCZJv3l+uon5h/rFCgDp935R79eaANquOtfH0lzqN1p62tlcX62s1xDBZ6is5JjKjy5MIPLYlhj7w6+ldgyhlIPQ8Vz2j+CbbRbrT5o7y8nWwt3tLaGZk2Rxts4wqAk/IvJJPqTQAlv4yTUPMaxgSaFNOjvzNJMI1HmZKISRgcKxJ7ccc1mQ/EgT2F5JFa2t5d211a2xSxvhNC/nyKilZNo5BY5BUdPfNaNr4A0yz0nVNORrgwahMZnZnBaPptVOMBV2jAIPvnNOXwRbNLczT3t5dTXE9rO8krIDut5A8YAVAAMgAgDkeh5o0Ai/4TOWO0mV9PX+00vxpy2sc+Y2lKBwfMKjC7G3E7cjBGDTNb8aS+H49PgvrextdRvDJtSfUBHbqqYy3mlM/wAS4GzPPtmr9z4Rs7pL3MtxHJc3i3wmjcB4ZlREBTj0QcHOcnPBxRceF/tEVozapfC/tS/l6gDF52HxuUjZsIOF42/wjuKALfh7WovEWi2uowrtjnUnbuDYIJBGRweQeR1rl/HXii+is9ZtdOtm22SQie8W4MckbOQQEUD5sAgk7hweM9K7Oztza2scLTyXLKMGWYgu3ucAD8gKw9c8E2uuS3bPd3dql2sYuYrdkCy7DlScqSCOnBGQADmgDOvPiVaWmvS2O21MUN1HZylrxVuDI+0ZSHGWQFxk5HRsA4rs6xv+EaWPVJLy21C8s0mlWee1hKeVK4AGTuQsMhQDtIzitmgDjbVdWg8V3FnFrl7qMFrYtNPHcxW4HmucRKCkSnork8/3fWl8CanfSMbPWbrU21f7NHNJb6hDboo7M0RhUZXdx8xJHHAzW/Z6HDZNqckcs3nahKZZZiw3KdgQBTjgKFGKg0nwymmX8t9NfXmp3rxCET3jJlIwc7VCKqjnknGTgc0ASeJ9bfw7o0t9HbfbHWSKNYd+zcXkVBzg4+9n8Kx9S8TXbaD4hDWMaX2mo3nwx3rIDGYt++OUR5BwePlGCPoav+ONJn13w7LZW6s0kk9ux2OEYKs6MxBJ4IUE/hUMvgmObS9Qszql/wCZqDE3d5+6MsylNm05j2gbcfdUdPc5AJNa8UJ4b0mz1C5t5H09lAnmRi7xZA2fLjLZbC59SO2cZ2s/EBtFaztri1s7bUZrY3csF5qCwpGucBA5X53JzwBjg5I4zpyeELa8tbO21G5uNUt7XdiK6EeyTK7QXCooO0E4+uTkgENPg9FjszBqmoW11bQm3F2jxtK8WchH3oytjscZ9+TkAo/2gmoeIvC2o2k9ytvqNtLIYmmcRsnlqyZjztyN3XGatXHi5ovFQ0YQ2sf3DvurvypJdwJJhTYfMx3+YVe1Lw8uoLYML26trqyOYrqEoZDldrBt6spyOvH0xTNS8Mpq2oQz3F/dtbxTR3C2IMfk+ZGQVbOzfwQDgNg+lAGzRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK8Vf8ivrH/XnN/6Aalu6i8Vf8ivrH/XnN/6Aalu6TGjlPEH/AB+6N/1+H/0nmqr4m/5FvVf+vSX/ANANWvEH/H7o3/X4f/Seaqvib/kW9V/69Jf/AEA1j1NEei0UUVuZBRRRQAUUUUAFFFFABRRRQAUUUUAFfmd4y/5TDyf9i4v/AKRV+mNfmd4y/wCUw8n/AGLi/wDpFQB9p0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeR/tdf8mwfFH/ALF68/8ARRr1yvI/2uv+TYPij/2L15/6KNAH5tf8Epf+Tn7n/sXrv/0bBX3N+1l4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style="height: 12.164cm; width: 17cm;" /></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span style="font-size: x-small;"><i><b><span class="T6">Reprenons nos esprits.</span></b></i></span></p><p class="P1"><span class="T7">Nous
avons un résultat presque identique à l’écran du début ; mais le
premier carré n’a pas de couleur ! En regardant le code vous allez voir
que nous avons créé « quatre » carrés (carr1, carr2, carr3, carr4), qui
sont identiques ! </span></p><p class="P7"></p><p class="P1"><span class="T6">Est-ce normal ?</span><span class="T7">
Non bien sur. Mais c’est pour que vous compreniez mieux, car dans notre
petite fonction, nous aurions pu y mettre des éléments de chaque carré,
par exemple, l’épaisseur du pinceau, la couleur du coté et même, mais
nous verrons cela plus tard, du code spécifique (avec des tests pour
épaisseur du pinceau, couleurs des cotés, calcul de la longueur du coté,
…..). </span></p><p class="P1"><span class="T7">Nous allons relancer le Pgm en utilisant qu’une fonction « </span><span class="T6">carre</span><span class="T7"> ». Qui contiendra les éléments de base de la création d’un carré c’est à dire : tracer 4 fois le coté «</span><span class="T6"> repeat</span><span class="T7"> » en tournant ici à droite (turnright 90). </span></p><p class="P7"></p><p class="P1"><span class="T6">En trois lignes nous avons exprimé ce qu’était un carré. </span></p><p class="P7"></p><p class="P1"><span class="T7">Vous
avez sans doute observé aussi de drôles de signes « vert » qui
encadrent la fonction, ils sont très important et sont « ouvert ou
fermé » deux à deux, ils délimitent les éléments ou blocs de la
fonction.</span></p><p class="P7"></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T19">learn carre $x {</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T19">repeat 4 {</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T19">forward $x # On avance de nb pixels en fonction du carré à dessiner</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T19">turnright 90</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T19"> }</span></b></i></span></p><p class="P1"><span style="color: #741b47;"><i><b><span class="T19"> }</span></b></i></span></p><p class="P14"></p><p class="P1"><span class="T7">Dernière découverte de notre exemple, «</span><span style="color: #741b47;"><span class="T6"> <b>la variable</b></span></span><span class="T7"> », ici <b><span style="color: #741b47;">$x</span></b> qui représente la longueur du coté.</span></p><p class="P14"></p><p class="P1"><span class="T6">Voici le résultat de l’utilisation de la seule <span style="color: #741b47;"><b>fonction « carre »</b></span>.</span></p><p class="P7"></p><div class="P7"><div class="fr1" id="Image7" style="float: left; height: 9.25cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 17cm;"><img alt="" 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o+3yei/karUUcsewc0u5Z+3yei/kaPt8nov5Gq1FHLHsHNLuWft8nov5Gj7fJ6L+RqtRRyx7BzS7ln7fJ6L+Ro+3yei/karUUcsewc0u5Z+3yei/kaPt8nov5Gq1FHLHsHNLuWft8nov5Gj7fJ6L+RqtRRyx7BzS7ln7fJ6L+Ro+3yei/karUUcsewc0u5Z+3yei/kaPt8nov5Gq1FHLHsHNLuWft8nov5Gj7fJ6L+RqtRRyx7BzS7ln7fJ6L+Ro+3yei/karUUcsewc0u5Z+3yei/kaPt8nov5Gq1FHLHsHNLuWft8nov5Gj7fJ6L+RqtRRyx7BzS7ln7fJ6L+Ro+3yei/karUUcsewc0u5Z+3yei/kaPt8nov5Gq1FHLHsHNLuWft8nov5Gj7fJ6L+RqtRRyx7BzS7lbXrx5bOBSFwby16f9d46u3neszWv+PW3/6/LX/0fHWned65qiSeh0022tTldS/5GSw/69bn/wBDgpNS+7Z/9f8Aaf8ApRHS6l/yMlh/163P/ocFJqX3bP8A6/7T/wBKI65upv0O/ooorcyCiiigAooooAKKKKACiiigAooooAK/MP8AZs/5SNftKf8AXSb/ANKUr9PK/MP9mz/lI1+0p/10m/8ASlKAPt6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD4t/aO+Des/Bv4la38bPCllN4j0TVkjHizR9vm3dtHGoAurVjyUUAbo84AGegzHiXPgXwD8ak8O+L5LCy8QJbgT2F8M4Iz91xxuAb+BwcMDwDmvu0gMCCMivj/wCI37FfiW08ZXbfCXxTb+C/CHieXOv6a6MTp7EgvcaeAMI7qCpTKgEgg9NnlYvBe2l7Sk7SPEx2XvES9rRfLP8ANHmmuaTqv7S/im/+FngpYv7IhITxV4nmiEtvp8ef9REDw9w2OB/DjsQStK68Cv8Asa/EDRvh3fXK6p4H8UXLnw3qrBBeRXBZQ9vdKgG/l0AlAx8wHA4T7m+Gnwt0H4L+AbXwv4O06K0srONjGsrfNcTEcyTOBlnYgZbH0GABXw/8J3vvF/xe8Yap8T2lHxmspWt5dLu1Cw6bY5/dCxGSGhYMCZAcndz97c+VfD0sNhHBq/8An3McThaGEwMqbjf/AD7+R6fJY+1QPY+1dK1mfSoWsz6V8jynwvKcy9kfSoHs/aumaz9qheyFLlJ5DmXsx6Vma34dg13Sb3TrkP8AZryB7eXy3KNtZSpww5Bwetdk9j7Vl69a38Oi38mlQQ3GprBI1rFcMVjeUKdisR0BbGaSjqrCUXdWPMfAP7WWsfsh+ET8KtR8PxeJLwLt8G31qYreObzZCBHfLlSpV2z5igl++OWFTT/D8vh2TWvH3j/W01TxZfr5+q61cnEcCDpBCP4Il4AUDnA46Aehfsf/AAj+GPxq+G/jO38aWzeIfiXqDtaeKrfWIxFeabhiYktlBPlxDCskiH5iOfuhV2vh/wDsI69J44ht/iV4ph8XfDzw9KJNE0zaRNqTZyjahwA3ljC7QSHIycDIb7Ovhq+JpQpuen2vM/QcThMTi6NOk6it9q3X0/rzPGdQ0fTPito2k+KPCettZaxYyfadH8QWBKzWsw7EHB2noyN+Ir64/ZM/aSuPjhpOt6D4isksPHvhV47bWUtfmtZ94by54mHAD7Gyh5Ug1578af2J9cufGkuu/B7XbHwXD4gkEXiDTriM/Z48/evbVFGFmAyCnyqxIOVOTX0L8F/gv4a+BPge18M+GbZkgQ+bdXkx3XF7OfvzTP8AxO35AYAwABV4PC1MK5Qcrw6dzTL8HVwTnTc70+nf+v8Ah9Du6KKK9Q9kKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAx9P8feDtW8cXPhKx1C+vdZtZGhnNvp9xJawyqm9onuhEYFkC8mMyBvavUdcupvDvhFr+y09NSktbcSNDLcmHKKuWO7a3OB0xzXx18NfCnirwX8SLLTbRPGS6y3jfWL3V2uBc/wBgS6LcSXdxG6k/6MZC0sBGwmcSbg3yDA+1NS099W8K3VjGwWS5snhVm6AtGQCfzrDEVK06U1CT5rO22/z0+85MVSl7CfsNJ2dmrXvbTdNfeirpWu6feeE9N169MOl213aQ3TfaJwEi8xA20ucDjOM8Zqe61zQbGxhvbnU7G3sp/wDVXEt0qxyf7rE4P4V5nqXhHxRrXgHwvYHSZLG98PywK1v9ot5PtSpEY/Mj3bkyDyA4Hf2qKHwP4o0/RNJtbOwlSBru6nu45fsU1zF5gBXZuXykQtuLBQSM8Z6V8r/bGPiuX6vJ+7F35Xdydk9NNm3dabX2Pif7bzCCUfqk5WhF35JXcnyp6e7s27rRpK+zPUrzWND02GCW71KytYrhS8Mk1yqLIoGSVJPIA5yO1RP4k8ORvAjaxpytOqPErXiAyK+dhX5uQcHGOuK878M/DnVo7P4ZwatpiSJo/wBsN9HLJHIsRZW8rjJ3c7cbc4wOlL8RvhvqOuah4mk07SYpY59Gt7SxKtGmJVnLsq5I24GDngVpLNcz+ruvHD66e7aV/wCGpvp/M3Dbfz0NJ5tmv1WWJhhNdLRalza0lUfTpJunt8StvoetfY4v7n6muevvHPg/TPFdp4XvPEmjWniW8XfbaNPqMSXk68nKQlt7Dg8gdjXTLnaM9cV4p4H8O+IvAfxK8Z2t34Km17TvEviIa1F4qgubTyoIjbwosdwkkizh4jEUTy0kUrsO5TkD67mfc+75V2PQtC8feC/FGv6hoWjeJ9F1fW9OJF7ptjqUU9za4O0+ZGrFkwePmA5qLTfiR4F1jX20Kw8W6Dfa2omY6bbapDJcgRO0cp8sOWwjo6tx8rKwOCDXg3g34ffFK++NngDxB4l06/itNGu9Y/tDa2kxaXbpPFKsP2JYB9qdHIjLee27dtJTqU9S+BPw6vPAvw51qw1DSorDVr7xF4g1R1Vo2aUXOp3clvKWUkZa3eHqcgYU4IID5n3DlXY6LRvip8PvEa3zaT4z8O6otjaLf3bWerwTC3tmUOs0m1zsjKkMHOAQc5rX8L+I/DnjjR49W8Oaxp3iDSpGZUvtLvEuYGIOCA6MVJB6814HN8ANfl/Yn8CfD6ysU0jxNo+maDJe6dBJb5lmtZba4u7cO6yQlpHikGXDxs5BbcpNd98AfB2o+H28W6xq1p4pstS12/iubhfFU2lNPK8cCRCVU00eSuVRF5JY7ATijmfcOVdjZ+MnxY8O/BXwmdZ1lt0szmGysYxI0t3KFLbFCK7cKrEttwAOa1LP4h+DruysLo65Y2a31nJqFvFqE32SZreMZklMUu11VB94lRt74rzH9snwVdeMvhpF9h8J3/iO+sZHuLe60nUls7vT3MZXzE3EeYrBmVkzyD0OOPN/it8E/iv8WPhD8PPDOr6ZZ3/inS7e61DUtfvbuM/OEkWLTsxujOZ0ZI5nA2YUnJJFetRoUalKEpT5W276rt2/rfqe5QweFq0acpy5W209VtbTT/hnrpc+tNLuNN1vTrbUNOuYL+wuo1mgurWYSRSowyrIykhgRyCDg1x3j3x5N4V8YeDvDOmaHHq+peIpLna1xem2it4oEV5XLBHLHDjCgcnuK6vwlPc3HhfSZL3R/wDhHrtrWPzdJ8yN/sjbRmINGShCngFTjAFeTfEbR38L/tBeAPGS2ur32n3EF9pmoSQwT38NkWji8hkjVX8jeykM6gA/xHvXgYqpOnH3HbVL5XV/L+rnzONbpR9zT3kr6Oy5kn5bf5ntP2OL+5+po+xxf3P1NTUV08z7nVyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsQ/Y4v7n6mj7HF/c/U1NRRzPuHKuxD9ji/ufqaPscX9z9TU1FHM+4cq7EP2OL+5+po+xxf3P1NTUUcz7hyrsYviK3jj0+FlXBF5a9z/wA/EdTXnek8Tf8AINi/6/LX/wBKI6W871Dbe5a02OV1L/kZLD/r1uf/AEOCk1L7tn/1/wBp/wClEdLqX/IyWH/Xrc/+hwUmpfds/wDr/tP/AEojrHqadDv6KKK3MgooooAKKKKACiiigAooooAKKKKACvzD/Zs/5SNftKf9dJv/AEpSv08r8w/2bP8AlI1+0p/10m/9KUoA+3qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArxf9o39nK1+NFjZazo17/wjXxE0PMmi+IIl5Q8kwTAD54XyQVOcZJAOWVvaKKTSasxNKSsz4w+FnxKuPFV9qXhTxVpv/CNfETQ8JquiyHhh2uID/HC+QQQTjIGTkE+hPZ+1dP8AtFfs623xlsrHWtFvv+Ea+Iuh5k0XxDEvKHkmCcAfPA+SCpzjJIByyt5N8JvilN4vvNS8K+KtN/4Rn4ja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style="height: 9.25cm; width: 17cm;" /></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T7">On
a créé une fonction CARRE que j’appelle 4 fois, mettant devant chaque
fois les paramètres de longueur, couleur, épaisseur du pinceau,
correspondants à chaque carré. </span></p><p class="P7"></p><p class="P1"><span class="T7">La
«<span style="color: #741b47;"><b> fonction</b></span> » est constitué donc de <span style="color: #741b47;"><b>son nom</b></span> et ici d’<span style="color: #741b47;"><b>une valeur</b></span> qui
change correspondant à la longueur du carré que nous traçons.</span></p><p class="P1"> <i><b><span class="T7">On commence réellement a optimiser le programme.</span></b></i></p><p class="P7"></p><p class="P1"><b><span class="T6">Que faut-il retenir des chapitres 4 à 6 ?</span></b></p><p class="P7"></p><ul><li><p class="P4" style="margin-left: 0cm;"><span class="ListLabel_20_19" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T7">On a vu apparaître la notion de « fonction » permettant de remplacer de nombreuses lignes de code</span><span class="odfLiEnd"> </span></p></li><li><p class="P4" style="margin-left: 0cm;"><span class="ListLabel_20_19" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T7">On voit aussi apparaître une autre notion importante : la « variable », petit conteneur portant une valeur</span><span class="odfLiEnd"> </span></p></li></ul><p class="P7"></p><p class="P1"><span class="T7">Dans
les chapitres suivants, nous allons manipuler et aussi approfondir les
notions de fonctions et de variables, qui sont la base de ce langage,
avec lequel nous pourrons réaliser de petites choses intéressantes qui
j’espère ouvriront chez les enfants et les plus grands, la curiosité
simple et informatique.</span></p><p class="P7"> </p><p class="P1"><span class="T7">Bon travail !</span></p><p class="P1"><span class="T7"> </span></p><p class="P1"><span class="T7">Les chapitres se trouvent sous une page Facebook de groupe qui est :</span></p><p class="P1"><span class="T7"><span style="color: #0b5394;"><i><b>facebook.com/groups/322841393132104 </b></i></span></span></p><p class="P1"><span class="T7"><span style="color: #0b5394;"><i><b> </b></i></span></span></p><p class="P1"><span class="T7"><span style="color: #0b5394;"><i><b> </b></i></span><br /></span></p><p class="P1"> pei<span class="T21">re.martinez@gmail.com</span></p><p class="P1"> </p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-55208717757948610422022-02-22T20:31:00.001+01:002022-02-22T20:32:33.011+01:00Résumé des articles un à trois de Kturtle<p> </p><p class="P1"></p><p class="P1"><b><span class="T3">Pourquoi ce choix de Kturtle ?</span></b></p><p class="P1"><span class="T6">Ce
logiciel de programmation, mis au point dans les années 1980 au MIT,
sera le logiciel de prédilection de nombreux constructeurs pour éveiller
les enfants au codage informatique. De plus comme vous verrez, il
possède de nombreux atouts, puisqu’il peut facilement entraîner le jeune
vers des langages modernes très utilisés comme Python et Java.</span></p><p class="P5"></p><p class="P1"><b><span class="T3">Peut-on peut l’exécuter sous Windows ?</span></b></p><p class="P5"></p><p class="P1"><span class="T6">Effectivement
c’est un logiciel de l’environnement Linux (KDE), mais vous verrez dans
ce post qu’il peut-être aussi utilisé sous Windows, pour celles et ceux
qui ont peur du petit pingouin !</span></p><p class="P5"></p><p class="P1"><span class="T6">Si vous avez une machine Linux, ou une partition Linux, pas de problème vous devriez trouver ça sur l’OS de votre machine.</span></p><p class="P5"></p><p class="P1"><span class="T6">Dans le cas d’une machine Windows10 il y a deux façons de procéder.</span></p><p class="P1"></p><p class="P1"><span class="T6">La
première c’est de passer par une application de KDE sous Windows, qui
installera toute une suite de logiciels ; il y a des Tutos sur Internet.</span></p><p class="P5"></p><p class="P1"><span class="T6">La
seconde, celle que j’utilise ici est assez mignonne ; puisque j’exécute
sur une machine Windows une « application » Linux 18.04 . Ce n’est
nullement magique, mais pour des raisons que je ne connais pas (il ne
sait pas tout papet Montaillon), un accord a été passé il y a plusieurs
années entre la firme qui a créée UBUNTU et Windows.</span></p><p class="P5"></p><p class="P1"><span class="T6">Windows
accepte Linux comme application, nous allons le voir tout de suite et
la mise en œuvre est relativement simple, enfin il faut quand même un
peu chercher, tout ne vient pas tout seul ; mais par curiosité si vous
allez dans le « store » de Windows vous y trouverez des noyaux de
distributions Linux !</span></p><p class="P5"></p><p class="P1"><b><span class="T3">Maintenant du concret.</span></b></p><p class="P1"> <span class="T6">J’ai
positionné les icônes des programmes que j’utilise dans une barre
latérale à gauche de l’écran, en fin vous voyez le logo représentant
Ubuntu et dessous un espèce de </span><span class="T7">X</span><span class="T6">, c’est aussi une application que va utiliser Kturtle. C’est son </span><span class="T3">serveur d’affichage</span><span class="T6">, d’ailleurs je le lance avant de lacer UBUNTU 18.04.</span></p><p class="P1"> <span class="T6">C’est
la fenêtre de départ de Windows, le bureau. Ici on y voit la corbeille
et deux dossiers : Python et Kturtle, c’est là que sont nos sources
Kturtle.</span></p><p class="P1"> <b><span class="T3">Lancement du serveur d’affichage.</span></b></p><p class="P1"> <img alt="" 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" style="height: 9.23cm; width: 16.411cm;" /></p><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"></div><p class="P1"><b><span class="T10">Lancement ensuite de Ubuntu.</span></b></p><p class="P1"></p><div class="P1"><div class="fr1" id="Image3" style="float: left; height: 9.343cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 16.612cm;"><img alt="" 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style="height: 9.343cm; width: 16.612cm;" /></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T6">Le
serveur étant lancé, double clic sur Ubuntu et la fenêtre typique de
Linux apparaît. Après l’invite on tape tout simplement : kturtle !</span></p><p class="P6"></p><p class="P1"><b><span class="T10">Kturtle est prêt à être utilisé.</span></b></p><p class="P1"> <img alt="" 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style="height: 12.843cm; width: 18.166cm;" /></p><div class="P1"><br /><div style="left: 0cm; position: relative;"><span class="T6">On
va s’attarder un peu ici. Vous voyez et comprenez l’intérêt de Kturtle
pour de jeunes débutants en codage informatique. En haut à gauche les
« menus », que du classique, puis l’écran est découpé en deux ou trois
parties. </span></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T6">Lorsque l’on fait une modif du source, on peut tout de suite exécuter le PGM et voir ainsi le résultat de sa modification.</span></p><p class="P5"></p><p class="P1"><span class="T6">Autre chose importante, Kturtle est un langage « interprété » ce qui signifie deux choses.</span></p><p class="P5"></p><ul><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_10" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T3">Dans un premier temps le logiciel « analyse » la syntaxe des ordres, oui il y a une « grammaire » Kturtle</span><span class="odfLiEnd"> </span></p></li><li><p class="P2" style="margin-left: 0cm;"><span class="ListLabel_20_10" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T3">Puis
ensuite les lignes sont exécutées les une après les autres et en fin il
se peut que la Canvas disparaisse et qu’une page d’erreur lui soit
superposée </span><span class="odfLiEnd"> </span></p></li></ul><p class="P1"><b> <span class="T10">Où sont mes fichiers sources ?</span></b></p><p class="P1"> <img alt="" 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T6tZwiGG9YqN0qIrMFVuoAY4z1NeTfs2eF9G8F+MPjXougWFvpelWviyDybS2XaibtG01mIHqWZiT3JJoopDPc68h/aA/wCQ58Hv+x4tv/SG9oooQHyfaXdx8OfhXcWNzLI/h3x74wNzZNISVttWt/EoWWEE9BNbRLIq9N1tMer17B4v8OWHwv8AiLqPj7X9A8LfEDTbzxTaLDrzXZXX9GllmhgitolZGWSOKTH7tJIzt3ZRjnJRVCPq6uA+P/ibVfBfwR8deINDuDZ6vpejXV5bXAjWTynjjZg+1gVOMZ5BHFFFSM8z+OPxg8R+HNX+Jdn4a12C3k0bwXY6rZr5EUwt7ua7uU81gVJYMkcfyk4wMgDOa5T47XHiaO18X+CNR8Z6lqFvYyeD9bt9Ua1so7iI3OtvBLEQsAjMaG1jlUlCwOQzMuQSimAvx8bW7iXxp4Xm8U6g1vpUPge6TUvstkt08k2uXKSSSMLcKcCKJwNoVTHwMM4ef4k+L9f+Efjj4k3ml3l1rGrjQvBumtqt3Ha+ci3GqanA9wy/ubfcqyEjdsj3Bd2FzRRTA1JfHfxP0fThomp3WqaMmqeJNN0qx8Sa6mkyalbW9wjtKXjs2e2374hHGzoATcLlG2/N1X7NKXUPiT41w3ut/wDCRXMHjRYH1IxxxvLs0fTUAdYwqCRQoVtqqNythV6AopdAPcKKKKkCL7QnmoiyRk7zGwL4IOwtgDHJxg444JP1/CJl/wCJhd5H/LZvlU+5oor9R4F/jV/SP6nyXEHwU/n+h//Z" style="height: 9.562cm; width: 17cm;" /></p><div class="P1"><br /><div style="left: 0cm; position: relative;"><span class="T6">Lorsque
Kturtle est lancé il se trouve sous son système Linux. Alors il faut se
promener dans les arborescences après avoir « monté » le disque (ici </span><span class="T7">C</span><span class="T6">). Mais cela n’est pas très difficile.</span></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T3">Enfin sous Windows, là où j’ai (c’est personnel) mes sources.l</span></p><p class="P5"></p><div class="P1"><div class="fr1" id="Image7" style="float: left; height: 10.047cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 17.307cm;"><img alt="" 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" style="height: 10.047cm; width: 17.307cm;" /></div><div style="left: 0cm; position: relative;"><span class="T6">Maintenant sous Windows on cherche l’utilisateur et ses répertoires, donc les sources !</span></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P5"></p><p class="P1"><b><span class="T3">La disposition des divers éléments de travail.</span></b></p><p class="P11"> </p><div class="P1"><div class="fr1" id="Image14" style="float: left; height: 10.627cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 18.893cm;"><img alt="" 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style="height: 10.627cm; width: 18.893cm;" /></div><div style="left: 0cm; position: relative;"><span class="T6"> </span></div><div style="left: 0cm; position: relative;"><span class="T6">Comme
nous l’avons vu dans le chapitre N°1, la page est généralement
présentée contenant trois colonnes de diverses largeurs. On peut en
cliquant sur les limites faire varier leurs largeurs.</span></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T6">Par
exemple : pour essais on laissera la zone « source » assez large pour
rapidement faire des modifications et relancer l’exécution du script. </span></p><p class="P5"></p><p class="P1"><span class="T6">On peut aussi faire disparaître l’inspecteur (zone à droite), pour avoir une fenêtre d’exécution plus grande.</span></p><p class="P5"></p><p class="P1"><b><span class="T3">Les menus de Kturtle.</span></b></p><p class="P1"> <span class="T8">Comme
pour tout logiciel, les outils de programmation possèdent des menus qui
permettent les actions courantes de gestion des fichiers. </span></p><p class="P9"></p><p class="P1"><span class="T8">En haut à gauche, nous trouvons donc une barre de menu « classique ». Vous y trouverez les actions normales de tout logiciel.</span></p><p class="P9"></p><p class="P1"><span class="T8">Nous nous arrêterons donc seulement sur ceux qui sont spécifiques à Kturtle.</span></p><p class="P9"></p><p class="P1"><span class="T8">Ne pas avoir peur de manipuler pour mieux comprendre de ce dont il retourne.</span></p><p class="P17"> </p><table border="0" cellpadding="0" cellspacing="0" class="Tableau1"><colgroup><col width="106"></col><col width="106"></col><col width="106"></col><col width="106"></col><col width="106"></col><col width="106"></col><col width="106"></col></colgroup><tbody><tr class="Tableau11"><td class="Tableau1_A1" style="text-align: left; width: 2.427cm;"><p class="P19"><span style="color: #990000;"><span class="T7">File</span></span></p></td><td class="Tableau1_B1" style="text-align: left; width: 2.429cm;"><p class="P19"><span style="color: #990000;"><span class="T7">Edit</span></span></p></td><td class="Tableau1_B1" style="text-align: left; width: 2.429cm;"><p class="P19"><span style="color: #990000;"><span class="T7">Canvas</span></span></p></td><td class="Tableau1_B1" style="text-align: left; width: 2.429cm;"><p class="P19"><span style="color: #990000;"><span class="T7">Run</span></span></p></td><td class="Tableau1_B1" style="text-align: left; width: 2.429cm;"><p class="P19"><span style="color: #990000;"><span class="T7">Tools</span></span></p></td><td class="Tableau1_B1" style="text-align: left; width: 2.429cm;"><p class="P19"><span style="color: #990000;"><span class="T7">Settings</span></span></p></td><td class="Tableau1_G1" style="text-align: left; width: 2.427cm;"><p class="P19"><span style="color: #990000;"><span class="T7">Help</span></span></p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19"><span class="T14">New</span></p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Undo</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19">Export image PNG</p></td><td class="Tableau1_D2" style="text-align: left; width: 2.429cm;"><p class="P19">Run</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19">Direction chooser</p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Langues</p></td><td class="Tableau1_G2" style="text-align: left; width: 2.427cm;"><p class="P19">Handbook</p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19">Open</p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Redo</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19">Export drawing SVG</p></td><td class="Tableau1_D3" style="text-align: left; width: 2.429cm;"><p class="P19">Run Speed</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19">Color Picker</p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Show Editor</p></td><td class="Tableau1_G3" style="text-align: left; width: 2.427cm;"><p class="P19"> </p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19">Exemples</p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Cut</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_D4" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Show Inspector</p></td><td class="Tableau1_G4" style="text-align: left; width: 2.427cm;"><p class="P19"> </p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19">Save</p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Copy</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_D5" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Show errors</p></td><td class="Tableau1_G5" style="text-align: left; width: 2.427cm;"><p class="P19"> </p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19">Export Html</p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Paste</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_D6" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Lines source</p></td><td class="Tableau1_G6" style="text-align: left; width: 2.427cm;"><p class="P19"> </p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19">Print</p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Select</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_D7" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Toolbar</p></td><td class="Tableau1_G7" style="text-align: left; width: 2.427cm;"><p class="P19"> </p></td></tr><tr class="Tableau12"><td class="Tableau1_A2" style="text-align: left; width: 2.427cm;"><p class="P19">Quit</p></td><td class="Tableau1_B2" style="text-align: left; width: 2.429cm;"><p class="P19">Find</p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_D8" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_C2" style="text-align: left; width: 2.429cm;"><p class="P19"> </p></td><td class="Tableau1_F2" style="text-align: left; width: 2.429cm;"><p class="P19">Statusbar</p></td><td class="Tableau1_G8" style="text-align: left; width: 2.427cm;"><p class="P19"> </p></td></tr></tbody></table><p class="P1"></p><p class="P1"><span class="T6">Il
y a une seconde ligne qui est juste un espèce de raccourci. Il y a
quelque chose d’intéressant pourtant, une petite fenêtre entourée par
deux boutons.</span></p><p class="P5"></p><p class="P1"><span class="T6">Ce
sont « <span style="color: #990000;">console </span>» et « <span style="color: #990000;">exécuter</span> », ils vont nous permettre de commencer à
nous amuser avec la tortue en lui passant des ordres simples.</span></p><p class="P5"></p><p class="P1"><b><span class="T3">Les menus de Kturtle, un peu explicités.</span></b></p><p class="P6"></p><p class="P1"><span class="T8">Tout ce qui concerne les fichiers, (</span><span class="T9">FILE</span><span class="T8">) c’est du connu pour tous logiciels.</span></p><p class="P9"></p><p class="P1"><span class="T8">Pour le travail sur ces fichiers sources, idem que du connu.</span></p><p class="P9"></p><p class="P1"><span class="T8">Pour</span><span class="T9"> <span style="color: #351c75;">CANVAS</span></span><span class="T8"> c’est juste le fait de pouvoir exporter le résultat dans deux formats différents, image pour <span style="color: #351c75;">PNG</span> et vecteur pour <span style="color: #351c75;">SVG.</span></span></p><p class="P9"></p><p class="P1"><span style="color: #351c75;"><span class="T9">TOOLS</span></span><span class="T8">,
comme pour<span style="color: #351c75;"> Canva</span>s est un menu particulier dans lequel on trouve deux
petits outils. Un « direction <span style="color: #351c75;">Chooser</span> » permet de produire une commande
directionnelle dans le source, le second « <span style="color: #351c75;">Color Picker</span> » permet de
construire à un instant la couleur du « pinceau ».</span></p><p class="P1"><span class="T8">Comme son nom l’indique « </span><span class="T9">SETTINGS</span><span class="T8"> » permet de mettre</span><span class="T3"> On ou Off l</span><span class="T8">es paramètres de base.</span></p><p class="P9"></p><p class="P1"><span class="T8">Après
avoir fait ses premiers pas sur le « Canvas », modifier quelques
paramètres et ré-exécuter le source ou les quelques lignes créées dans
la CONSOLE.</span></p><p class="P17"></p><p class="P1"></p><p class="P1"><b><span class="T3">Le Canvas et la Tortue.</span></b></p><p class="P11"> <img alt="" src="data:image/jpeg;base64,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style="height: 11.044cm; width: 19.634cm;" /></p><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T6">Maintenant
nous allons commencer à manipuler en passant des commandes via la
« console » et cette petite fenestre que nous voyons à se droite.</span></p><p class="P5"></p><p class="P1"><span class="T4">Dans un premier temps nous « exécuterons » commande après commande.</span></p><p class="P5"></p><p class="P1"><b><span class="T3">Examinons le Canvas et la Tortue.</span></b></p><p class="P5"></p><p class="P1"><span class="T8">Il
nous semble que la zone de travail soit constituée d’un carré (hauteur =
largeur). Il apparaît aussi que la Tortue y soit située en son centre.</span></p><p class="P5"></p><p class="P1"><span class="T8">Je
vous rassure, le Canvas pourra prendre la taille que vous souhaitez lui
donner, la tortue pourra se déplacer dans tous les sens.</span></p><p class="P5"></p><p class="P1"><span class="T8">Notre
premier exercice sera donc de déplacer la tortue, de connaître le
« point d’ancrage », c’est à dire l’adresse absolue X, Y (abscisse,
ordonnée).</span></p><p class="P5"></p><p class="P1"><b><span class="T9">Déplacer la Tortue.</span></b></p><p class="P5"></p><p class="P1"><span class="T3">GO 0, 0</span></p><p class="P1"><span class="T8">La
Tortue se place dans le coin « haut-gauche » du Canvas, c’est à priori
le point d’encrage. C’est de là que se calculeront toutes les adresses
(x,y) des divers objets que nous construirons.</span></p><p class="P9"></p><p class="P1"><b><span class="T3">Rappel.</span></b></p><p class="P6"></p><p class="P1"><span class="T8">Dans la géométrie traditionnelle, dans un </span><span class="T9">repère orthonormé</span><span class="T8">, le </span><span style="color: #351c75;"><span class="T9">point x=0, y=0</span></span><span class="T8">, se trouve en </span><span class="T9">bas à gauche.</span></p><p class="P8"></p><p class="P1"><span class="T3">GO 210, 200</span></p><p class="P8"></p><p class="P1"><span class="T8">La Tortue semble sortir du Canvas ! Ce qui est réel, car le Canvas de base est un carré de 200 pixels de coté.</span></p><p class="P9"></p><p class="P1"><span class="T5">Attention : cela signifie donc qu’il n’y a pas de contrôle à ce niveau, ce sera à nous de veiller à ne pas sortir du cadre !</span></p><p class="P9"></p><p class="P1"><b><span class="T8">On a déplacé la tortue, mais comment fait-on pour dessiner quelque chose ?</span></b></p><p class="P8"></p><p class="P1"><span class="T12">Traçons des lignes</span></p><p class="P15"></p><p class="P1"><span class="T13">Comment fait-on pour tracer une ligne sur une feuille ?</span></p><p class="P14"> </p><ul><li><p class="P3" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T13">Je prends un crayon</span><span class="odfLiEnd"> </span></p></li><li><p class="P3" style="margin-left: 0cm;"><span class="ListLabel_20_1" style="display: block; float: left; min-width: 0,635cm;"></span><span class="T13">Je le pose sur le papier et je trace avec ou sans guide, mon trait</span><span class="odfLiEnd"> </span></p></li></ul><p class="P14"> </p><p class="P1"><span class="T13">Et
bien nous allons faire même avec la Tortue, mais pour ne pas perdre de
temps nous allons travailler dans la Zone « source » du Pgm..</span></p><p class="P14"></p><p class="P1"><span class="T13">Nous
avons déplacé la Tortue et rien n’est apparu sur le Canvas, pourquoi ?
Et bien la Tortue possède bien un « crayon », mais à priori il a
l’attribut « levé », donc nous allons indiquer à la Tortue de
« baisser » son crayon. Normalement ensuite si nous la déplaçons (Go X,
Y), nous devrions voir apparaître un « trait » !</span></p><p class="P9"></p><p class="P1"><span class="T13">Bon vous pouvez vous amuser en expérimentant via la console, mais très vite vous allez être un peu limité.</span></p><p class="P1"><span class="T13">Aussi
comme vous le voyez dans cette capture d’écran, le mieux étant l’ennemi
du bien, il est plus intéressant de mettre ses commandes dans la Zone
« source » et de sauvegarder au fur et à mesure son travail.</span></p><p class="P1"><b><span class="T10">Voici le résultat de notre petite manipulation</span><span class="T11">.</span></b></p><p class="P9"> <img alt="" 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f/xFH9kD/n9uf/If/wARWTp/jqx1Lx5rnhKKK4XUdI0+y1GeV1UQtHdSXKRhDuyWBtJN2QAAy4JycdBvoEVf7IH/AD+3P/kP/wCIrIk1jQIZCknie3jdeCrXVuCPw21b8XXDQ+E9akRtrrZTMrDsRG2K7BNPtY0VEtoVVRgKsYAA9KqKuJuxwX9u+Hf+hqtf/Ay3/wAKP7d8O/8AQ1Wv/gZb/wCFd/8AY7f/AJ4R/wDfAo+x2/8Azwj/AO+BVcouY4D+3fDv/Q1Wv/gZb/4Uf274d/6Gq1/8DLf/AArv/sdv/wA8I/8AvgUfY7f/AJ4R/wDfAo5Q5jgP7d8O/wDQ1Wv/AIGW/wDhR/bvh3/oarX/AMDLf/Cu/wDsdv8A88I/++BR9jt/+eEf/fAo5Q5jgP7d8O/9DVa/+Blv/hR/bvh3/oarX/wMt/8ACu/+x2//ADwj/wC+BR9jt/8AnhH/AN8CjlDmOA/t3w7/ANDVa/8AgZb/AOFH9u+Hf+hqtf8AwMt/8K7/AOx2/wDzwj/74FH2O3/54R/98CjlDmOA/t3w7/0NVr/4GW/+FH9u+Hf+hqtf/Ay3/wAK7/7Hb/8APCP/AL4FH2O3/wCeEf8A3wKOUOY4D+3fDv8A0NVr/wCBlv8A4Uf274d/6Gq1/wDAy3/wrv8A7Hb/APPCP/vgUfY7f/nhH/3wKOUOY4D+3fDv/Q1Wv/gZb/4Uf274d/6Gq1/8DLf/AArv/sdv/wA8I/8AvgUfY7f/AJ4R/wDfAo5Q5jgP7d8O/wDQ1Wv/AIGW/wDhR/bvh3/oarX/AMDLf/Cu/wDsdv8A88I/++BR9jt/+eEf/fAo5Q5jgP7d8O/9DVa/+Blv/hR/bvh3/oarX/wMt/8ACu/+x2//ADwj/wC+BR9jt/8AnhH/AN8CjlDmOA/t3w7/ANDVa/8AgZb/AOFH9u+Hf+hqtf8AwMt/8K7/AOx2/wDzwj/74FYekssGqa+iKFX7auAowP8Aj2go5Quc5/bvh3/oarX/AMDLf/CrFje6PqU4hs/EMd1MekcFxA7Hv0C11/2g1heMpv8AiUQPgb1vrPaxAJGbmNTj0+ViPoTRyjuJ/ZA/5/bn/wAh/wDxFH9kD/n9uf8AyH/8RVrfXnVr+0F4PvvF1z4bsz4gvtRttR/sqeWz8L6pPZw3OVBR7tLYwKBuXcxkCqDkkDmsxnd/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6BlX+yB/wA/tz/5D/8AiKP7IH/P7c/+Q/8A4irW+snxF4u0vwnDYy6rdfZUvr2DTrc+W777iZwkSfKDjLEDJwB3IoEXP7IH/P7c/wDkP/4ij+yB/wA/tz/5D/8AiKtb6N9Ayr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoAq/2QP+f25/8h//ABFH9kD/AJ/bn/yH/wDEVa30b6AKv9kD/n9uf/If/wARR/ZA/wCf25/8h/8AxFWt9G+gCr/ZA/5/bn/yH/8AEUf2QP8An9uf/If/AMRVrfRvoA+P/wDgppYC2/Z90thPLNnxDbDbJtwP3Fxzwor80LdRs5Vn9wa/Tb/gp22f2e9K/wCxitunX/UXHSvzIhkEcak5+bp5fX8fev3jgf8A5Fz/AMT/AEPzzP8A/efkj75tvhf4w8GeB/h5NpfhjVp7fxN4j0ePxFpsdnJ5thPZ69Hcw6hJHjKRm1jljkcgDCWxPAzXV6V8PvEP/C7Lq711prDxMPGb6haa1beCr+8uJtL+07orYaulx9nit2tcQvE6Lt+Y7GYB2+v99G+vwm5+hHwh4q8D/ErwtfeJdT8P+GtYuLjwDd3mi+GI4LaQi+ttVe9ZnjAHzxQfadL3Mudv2KTP3TX294N8N2ngnwjofh2wG2x0ixgsLcYxiOKNUX9FFaO+jfSuBPvrxn4zW2oeH/it8N/Hy6NqGvaFocGqWGoW+k2r3d1am6W38u6SBAXkC/Z3jYIGYCfIBG6vX99G+kB8W/Fmwn8Tan4i8dX/AIV1iDwrr3irwnY2+kXdm9vfajHaTy/aJzatiQCRZxEI3Ad1gxtwy5ueJPBev6p4U1t/Cnhy80b4aS+NLS8Hhy+8PXLiXTVsNlww0oPDMYGvPKkNuNpby5H2MG2v9YeIvDOl+K4rCPVbb7Uljew6jbjzHTZcRNvjf5SM4YZwcg9wa1t9O4HyT4R+D8Ot6n8PLPUNMn1/wgniXVb7+zZ/Cl3o2nafA+m7Vg+xXTuyQGfe6iTCl5CFUBVr134EXF14L8J2fhi+0bV7ZH8R+ILPTV+wy+TZ2MWoXb2gdiMRwmARLET8rL5YXgivWd9G+i4GBovj6HW5NDRNG1yz/ta3uLhGvdMlhFsIWRSlwWH7p33gorcsFYj7prpt9Qb6N9IB8Lf6Rdn/AGYf5y1JvqDfRvoA+XvAN3rXgvxd4c0b4bWXjyfwmn2san4V8WaM9pY6XAtvK8K2l7NCrFjOIY1RZZ02Ox+UKDXGfDT4W33jDxZd6JN4Vj8IeGvFPgTUbXV4tH8JXuiwWmomaz8hZZJ5CLm5iElwUnCJu2sQXwdn2pvo307gfIEmifE74rfC3x74tv8ARNR0LxrLZ6T4ci06e2dJpbS1lim1V4U3xM63Dy3aLtdDIkUWGXcCPTv2YfDKeH7vxZc2JNjo959k8rRrbwXe+GbK2mQSiWWKC6ldmaQGIOyBVzEp+Ysxr3HfRvouBPvrE8cWVhq3gvX7HVdOm1jTLnT7iG7062UtLdQtGweJACCWZSVABHJ6itTfRvpAfLXh/XPF+lR+JtM8L2PjXx74JtvCd666X460iTTp1v08tbayt5pIIZp1kjMwYsJMbExJlsHlvCfwt17VpPibpGg6LBodhPoOl6toTab4Su/DmnLrlrc3E0TJb3EjHzQ0dsJHATeu3K8ZP2dvo307gfHniLw34y+JHgGfx/ceHb/Sm8S+LLa51jw5q2jT3lxHoNrbzW9vBNYJJFLMv2jbctCGyRM3ysAUPtn7Nehnwr4F1dFuJ30ybVZrqysf+Eau9CisYTFFmC3srh3lSLzFkcA4GZGCqABXq++jfRcD4v8ACfhv4pab4m8NfFy98BxwXGoeKZ9S1Py76eXWBpGoLFaJbSWP2UFfs8UVjKy+aSptXO3JIHX/AAd09Ph98UNdu9O8JXes2LWep3t/4iu/Bt3p2uRv56yrbPdSALqZkJYJ5QyPKXk5FfUO+jfRcDnLr4iQWtvqEp0PxBILPRk1orFpcrNKrCQ/ZowB89yPKOYR8w3p/eFdNbXQureKYI8YkQPskUqy5GcEHofamb6N9IB8rZa3/wCviH/0YtSb6g30b6APnP4wfCXxX8SfjZ4qXQvEmteDre68BwafHqNnaQvaXcxursmCWSWF2AAdSRC8cgD53dKj8K6rc+GNc8C+JX8DeItK01vAr6Emj2umXF1NYXkM8OLSTapKqQrBJpMRsE3FwGBP0hvo307gfGXgH4Ht4g8H6YvinwZd3N1p/wAF9B061i1Gwkzb6iiXvmRorL8t1GTH0xIm/jG7n6y+HE+ozfDzwvJq4nXVm0u1a8W6UrKJjCvmbweQ27OQec5rb30b6LgedfHj4C+Hvj54U/srVx9jv7c77HVYYw01q3cDP3kb+JM4OAeCARufCn4W6B8HPBtp4d8PWohtoRumuGA866lP3pZGA+Zj+gAAwABXU76N9ICffXNaTpcsGj29xN59xcQQP5VpIAgViCMcAHJ6ck9a3t9G+mByq2dwY79ILYJFJaq2yG1eBS4bOMMeWx34zxV28xqFxqbmO5igeC3UP9ncliruSNmMkcgEeh963d9G+i4HMyQTyWlsPskUVnHM++NbNyjjaNrmHIbGc8c84OK3tDjNvpsaF2cZYruiaMhSxwNrEkAdBntirG+jfRcCffWR4iFxdQW9pbw+b50oMm4lU2L8xBbBxnAHTua0N9G+kBzElvcpbfZLmydoor5ZgkAaRfKbcxAOBkA5yMdCB3qQWvRmtJTpH2pmFr5LHC+WAD5eM7d+47cdwcV0e+jfTuBgWumm4k05bi2ZrVXuGWKVSQiE/IrD6dAenHpV3w/bQ2Ul5Gtr5E/nyMXEJUMhclcNjBGCOM8Vpb6N9FwJ99eU/tFeFdW8XfCSOHRbA6xd6drNhrLaQrKp1GK01NLmW3BYhdzpEwAY4LbQcA5r0/fRvoA8J+Kvjy8+Lfwr17S/C/hjxlFKn2Oe/ivNGudLlntFvYDeWkJmEbSSyWwuFHl7lOcbgSufNLr4axeJJtStvDngvVdH+GV54s8NyW2hyaTPp6bopXOoTraOivDAymBWJRVYxyNyGJP1H4y8G6f460uKw1K51a2gjmE6vo2s3mlzFgrLgy2ssbsuGPyFipOCRkAir4J+HmlfD/7b/Zl3r119r2eZ/bfiHUNV27N2Nn2ueXy/vHOzG7AznaMFwPnjxh8M7Sx0vx1oMmkX2keE7HxzbX2iaZb+EbjW9KlibRrbzEk0+Bcy2huJLhiI8Ks6g5BU1Qk8Px6lb+Fb34ifCm+uPCi+Gbm003w3oGiT3MOn6gLt8SLaorNaPNB5DRu4HkfOhdDnP19vo30XA+NdU+HvxSk8H67bXlvfXXiJvBvge11i48iS4/tD7PeXzapApSSP7Q/lOd6JIrOJMAr5imu6+EvhTStF8M+I3ubHVLrw5ea1pU1roOheDdS8Nw2V0k8YE0NrLKZfL3iGSUrtixG5YMC+fpDfRvouBneMm/4pHXP+vGf/ANFtXoFcJrVmdU0e+sg2w3MEkIYnpuUjP61pf8JxMoAbw9qTNgbjHJbFc45wTKCR9QKuLJkdTRXLf8J1J/0Luq/992v/AMfo/wCE6k/6F3Vf++7X/wCP1d0TZnU0Vy3/AAnUn/Qu6r/33a//AB+j/hOpP+hd1X/vu1/+P0XQWZ1NFct/wnUn/Qu6r/33a/8Ax+j/AITqT/oXdV/77tf/AI/RdBZnU0Vy3/CdSf8AQu6r/wB92v8A8fo/4TqT/oXdV/77tf8A4/RdBZnU0Vy3/CdSf9C7qv8A33a//H6P+E6k/wChd1X/AL7tf/j9F0FmdTRXLf8ACdSf9C7qv/fdr/8AH6P+E6k/6F3Vf++7X/4/RdBZnU0Vy3/CdSf9C7qv/fdr/wDH6P8AhOpP+hd1X/vu1/8Aj9F0FmdTRXLf8J1J/wBC7qv/AH3a/wDx+j/hOpP+hd1X/vu1/wDj9F0FmdTRXLf8J1J/0Luq/wDfdr/8fo/4TqT/AKF3Vf8Avu1/+P0XQWZ1NFct/wAJ1J/0Luq/992v/wAfo/4TqT/oXdV/77tf/j9F0FmdTXJwzeXrevD/AKfE/wDSaGn/APCdSf8AQu6r/wB92v8A8frnjrN9/aepXA0HUBHczrIg8y2yAIo05/fdcof0qW0NI8w/4UP4q/4W9/a//CyPEX/CDZ+1f2P/AGzded5uf9Rndjye+7O7HyY/jr1/xZPu0mIZ/wCX6z/9Koqpf27e/wDQB1H/AL+W3/x6obq4vNaWC2bS7qzT7RDM01xJDtAjkWTojsSSUA6d6VyrHS76+Uvhvdan4X+LfjK1v9d+IuhxX3jW4uYNIsfBclzpN5DIYgsj3v8AZ8m2N8EM4uFCgZyvWvqbfRvqBnyx8PvB+t2fxxudcfw5q1l4FvbvU/8AhD7O5gkMeiaiyj7Tez25jDQR3RWdoi5wgZx8pugo4b4a/DHxxa6BLHps1x4e+KUXhfUrPUJ4/Bt9YvqOpSWrKkl3q8lw9vdsLkJIkiAnrtEakqPuDfRvouB8tt4b8LR/DO0m8DfDjWvD2paTrXh3U9ct5fDdzbXt0ltfxSzHc0YN9LGiysWjMpbszFgDjeOvC6/EW68da/qfgPVNU8PJ498P6pHbap4emlnubKG1tIbmaK0eMyuoHmqVCFioYbe1fXu+jfRcD4v+Ivw81HWvH3iCZbSbRNMvbbTf+EI1K3+H2o6ldaLbJaRBY7Z4ZohpsiTrKzRzRpkMoYsuUX7X31Bvo30AT76N9Qb6N9ICffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gCffRvqDfRvoAn30b6g30b6AJ99G+oN9G+gD5P/wCCmxLfs+6UAMsfEVtj/vxcV+Z9tIsMfz7wG+75fSv0s/4KZNu/Z+0sf9TDbdT/ANMLivzRtVDR42NLjjIPSv3jgf8A5Fz/AMT/AEPz3P8A/eV6I/a3xFrvgzwrqK2GpWlnFetpl5rCQRaWZne1tTCLh1CRtkqbiEBB8zb/AJQ2DjTsYfDGpXc9pa22kTXlvHHLParBF50KyAmMumNybgrY3AZ2n0NfFupeINNtbyXVPC/jzXPEGrw/B7xNe3V3datNczWV/nTmZ1ZmJtptyjdChQRmNMImeet8UXDeFfiF8V9W0nVr6H4kXng2xv8Aw3pz6xcFtRmSyvFkaGyaXy7po9m7ZsYK3zYBYk/hJ+hH1n/wjukf9AnT/wDwEj/+Jo/4R3SP+gTp/wD4CR//ABNfH/iXxobfwj8Sk+GvxA17X/DMPhOC5fXJNYmvpLDVWuCoEVxIxaOVostJCCBGVT5E3YP134Z8N23hTS1sLW51C7jDFzNqd/NeTMx6kySuzY/2QQo7ACkBL/wjukf9AnT/APwEj/8AiaP+Ed0j/oE6f/4CR/8AxNaFFIDP/wCEd0j/AKBOn/8AgJH/APE0f8I7pH/QJ0//AMBI/wD4mtCigDP/AOEd0j/oE6f/AOAkf/xNH/CO6R/0CdP/APASP/4mtCigDP8A+Ed0j/oE6f8A+Akf/wATR/wjukf9AnT/APwEj/8Aia0KKAM//hHdI/6BOn/+Akf/AMTR/wAI7pH/AECdP/8AASP/AOJrQooAz/8AhHdI/wCgTp//AICR/wDxNH/CO6R/0CdP/wDASP8A+JrQooAz/wDhHdI/6BOn/wDgJH/8TR/wjukf9AnT/wDwEj/+JrQooAz/APhHdI/6BOn/APgJH/8AE0f8I7pH/QJ0/wD8BI//AImtCigDP/4R3SP+gTp//gJH/wDE0f8ACO6R/wBAnT//AAEj/wDia0KKAM//AIR3SP8AoE6f/wCAkf8A8TR/wjukf9AnT/8AwEj/APia0KKAM/8A4R3SP+gTp/8A4CR//E0f8I7pH/QJ0/8A8BI//ia0KKAM/wD4R3SP+gTp/wD4CR//ABNH/CO6R/0CdP8A/ASP/wCJrQooAz/+Ed0j/oE6f/4CR/8AxNH/AAjukf8AQJ0//wABI/8A4mtCigDmdem8L+Glt/t2m2pluGKw29rpZuZpMDLFY4o2cgDqQMDIz1FZ9n4j8H3l7b2p0h7OS4cRRNqHh6e0jdz0QSSwqu49hnJPAzWP8Ur+/wBN8XaBNp0k8Ny2nXUPmWsAmmWNrzTvOaOMq291hEzhdrH5D8pxivPtN8Fy6Jcw3dnai30KLVNPsbW7vrQ2ep6kWvtNl3zxeRGX8sxXWJH+chmOOrswPXtW1rwjo+oSWMulLdXcSq0senaFLeeVuGVDmGJwhI5AbBxz0qbQ9Q8KeIrqW1tdLhhu40Ept7/R3s5Smcb1SaJCy54JAIBIB615D8TNF1vXPFl/B4Vtr9fFUPiiKe01O3uPLttPjOm2geS5UghkcK6gFedrqCcmOTR+Bel3ej6r4fstT07U9O1uKx1h9SGq3PnyTztc2O6dWz/q3KttOACVY5fl2APXrrwzpt1qGl2kdlaWi3NwyPJDZwltohkfA3IR1Udq2P8AhVGlf89n/wDAOz/+MUxP+Rg0D/r7f/0mmruK0jsSziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7Wiqsibs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/APgHZ/8Axiu1oosguziv+FUaV/z2f/wDs/8A4xR/wqjSv+ez/wDgHZ//ABiu1oosguziv+FUaV/z2f8A8A7P/wCMUf8ACqNK/wCez/8AgHZ//GK7WiiyC7OK/wCFUaV/z2f/AMA7P/4xR/wqjSv+ez/+Adn/APGK7WiiyC7OK/4VRpX/AD2f/wAA7P8A+MUf8Ko0r/ns/wD4B2f/AMYrtaKLILs4r/hVGlf89n/8A7P/AOMUf8Ko0r/ns/8A4B2f/wAYrtaKLILs4r/hVGlf89n/APAOz/8AjFH/AAqjSv8Ans//AIB2f/xiu1oosguziv8AhVGlf89n/wDAOz/+MUf8Ko0r/ns//gHZ/wDxiu1oosguziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7WiiyC7OK/4VRpX/PZ//AOz/wDjFH/CqNK/57P/AOAdn/8AGK7WiiyC7OK/4VRpX/PZ/wDwDs//AIxR/wAKo0r/AJ7P/wCAdn/8YrtaKLILs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/APgHZ/8Axiu1oosguziv+FUaV/z2f/wDs/8A4xR/wqjSv+ez/wDgHZ//ABiu1oosguziv+FUaV/z2f8A8A7P/wCMUf8ACqNK/wCez/8AgHZ//GK7WiiyC7OK/wCFUaV/z2f/AMA7P/4xR/wqjSv+ez/+Adn/APGK7WiiyC7OK/4VRpX/AD2f/wAA7P8A+MUf8Ko0r/ns/wD4B2f/AMYrtaKLILs4r/hVGlf89n/8A7P/AOMUf8Ko0r/ns/8A4B2f/wAYrtaKLILs4r/hVGlf89n/APAOz/8AjFH/AAqjSv8Ans//AIB2f/xiu1oosguziv8AhVGlf89n/wDAOz/+MUf8Ko0r/ns//gHZ/wDxiu1oosguziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7WiiyC7OK/4VRpX/PZ//AOz/wDjFH/CqNK/57P/AOAdn/8AGK7WiiyC7OK/4VRpX/PZ/wDwDs//AIxR/wAKo0r/AJ7P/wCAdn/8YrtaKLILs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/APgHZ/8Axiu1oosguziv+FUaV/z2f/wDs/8A4xR/wqjSv+ez/wDgHZ//ABiu1oosguziv+FUaV/z2f8A8A7P/wCMUf8ACqNK/wCez/8AgHZ//GK7WiiyC7OK/wCFUaV/z2f/AMA7P/4xR/wqjSv+ez/+Adn/APGK7WiiyC7OK/4VRpX/AD2f/wAA7P8A+MUf8Ko0r/ns/wD4B2f/AMYrtaKLILs4r/hVGlf89n/8A7P/AOMUf8Ko0r/ns/8A4B2f/wAYrtaKLILs4r/hVGlf89n/APAOz/8AjFH/AAqjSv8Ans//AIB2f/xiu1oosguziv8AhVGlf89n/wDAOz/+MUf8Ko0r/ns//gHZ/wDxiu1oosguziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7WiiyC7OK/4VRpX/PZ//AOz/wDjFH/CqNK/57P/AOAdn/8AGK7WiiyC7OK/4VRpX/PZ/wDwDs//AIxR/wAKo0r/AJ7P/wCAdn/8YrtaKLILs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/APgHZ/8Axiu1oosguziv+FUaV/z2f/wDs/8A4xR/wqjSv+ez/wDgHZ//ABiu1oosguziv+FUaV/z2f8A8A7P/wCMUf8ACqNK/wCez/8AgHZ//GK7WiiyC7OK/wCFUaV/z2f/AMA7P/4xR/wqjSv+ez/+Adn/APGK7WiiyC7OK/4VRpX/AD2f/wAA7P8A+MUf8Ko0r/ns/wD4B2f/AMYrtaKLILs4r/hVGlf89n/8A7P/AOMUf8Ko0r/ns/8A4B2f/wAYrtaKLILs4r/hVGlf89n/APAOz/8AjFH/AAqjSv8Ans//AIB2f/xiu1oosguziv8AhVGlf89n/wDAOz/+MUf8Ko0r/ns//gHZ/wDxiu1oosguziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7WiiyC7OK/4VRpX/PZ//AOz/wDjFH/CqNK/57P/AOAdn/8AGK7WiiyC7OK/4VRpX/PZ/wDwDs//AIxR/wAKo0r/AJ7P/wCAdn/8YrtaKLILs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/APgHZ/8Axiu1oosguziv+FUaV/z2f/wDs/8A4xR/wqjSv+ez/wDgHZ//ABiu1oosguziv+FUaV/z2f8A8A7P/wCMUf8ACqNK/wCez/8AgHZ//GK7WiiyC7OK/wCFUaV/z2f/AMA7P/4xR/wqjSv+ez/+Adn/APGK7WiiyC7OK/4VRpX/AD2f/wAA7P8A+MUf8Ko0r/ns/wD4B2f/AMYrtaKLILs4r/hVGlf89n/8A7P/AOMUf8Ko0r/ns/8A4B2f/wAYrtaKLILs4r/hVGlf89n/APAOz/8AjFH/AAqjSv8Ans//AIB2f/xiu1oosguziv8AhVGlf89n/wDAOz/+MUf8Ko0r/ns//gHZ/wDxiu1oosguziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7WiiyC7OK/4VRpX/PZ//AOz/wDjFH/CqNK/57P/AOAdn/8AGK7WiiyC7OK/4VRpX/PZ/wDwDs//AIxR/wAKo0r/AJ7P/wCAdn/8YrtaKLILs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/APgHZ/8Axiu1oosguziv+FUaV/z2f/wDs/8A4xR/wqjSv+ez/wDgHZ//ABiu1oosguziv+FUaV/z2f8A8A7P/wCMUf8ACqNK/wCez/8AgHZ//GK7WiiyC7OK/wCFUaV/z2f/AMA7P/4xR/wqjSv+ez/+Adn/APGK7WiiyC7OK/4VRpX/AD2f/wAA7P8A+MUf8Ko0r/ns/wD4B2f/AMYrtaKLILs4r/hVGlf89n/8A7P/AOMUf8Ko0r/ns/8A4B2f/wAYrtaKLILs4r/hVGlf89n/APAOz/8AjFH/AAqjSv8Ans//AIB2f/xiu1oosguziv8AhVGlf89n/wDAOz/+MUf8Ko0r/ns//gHZ/wDxiu1oosguziv+FUaV/wA9n/8AAOz/APjFH/CqNK/57P8A+Adn/wDGK7WiiyC7OK/4VRpX/PZ//AOz/wDjFH/CqNK/57P/AOAdn/8AGK7WiiyC7OK/4VRpX/PZ/wDwDs//AIxR/wAKo0r/AJ7P/wCAdn/8YrtaKLILs4r/AIVRpX/PZ/8AwDs//jFH/CqNK/57P/4B2f8A8YrtaKLILs4r/hVGlf8APZ//AADs/wD4xR/wqjSv+ez/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style="height: 7.549cm; width: 18.909cm;" /></p><br /><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T13">La commande RESET permet de mettre à Zéro le Canevas, effacer ce qui pourrait s’y trouver.</span></p><p class="P9"></p><p class="P1"><span class="T13">Ensuite on se positionne sur le Canvas grace à GO X, Y</span></p><p class="P9"></p><p class="P1"><span class="T13">Puis par 4 fois on trace une ligne de 75 pixels, devant soi, en faisant pivoter la Tortue de 90°.</span></p><p class="P9"></p><p class="P1"><span class="T11">On réalise donc le dessin d’un carré de 75 pixels de coté.</span></p><p class="P16"></p><p class="P1"><span class="T13">On
verra plus tard comment optimiser ce petit code, pourquoi faire 4 fois
la même chose ; on doit pouvoir indiquer à la Tortue qu’il lui faut
réaliser une boucle de 4 sur ce déplacement et ce changement d’angle.</span></p><p class="P16"></p><p class="P1"><span class="T12">Questions</span><span class="T13"> : Peut-on modifier le trait, plus ou moins épais et peut-on lui donner une couleur particulière ?</span></p><p class="P16"></p><p class="P1"><span class="T13">Réponses : Bien sur , le crayon qu’utilise la Tortue possède des attributs de taille et de couleur.</span></p><p class="P1"><span class="T11"></span></p><p class="P1"><span class="T8">Nous
reprenons notre code et incluons en tête des commandes de traçage du
trait, une commande qui nous donne l’épaisseur du trait : PENWIDTH et
une autre PENCOLOR qui en combinant le rouge, le vert et le bleu, nous
donnera la couleur du crayon de la Tortue.</span></p><p class="P1"><span class="T3">Voici le résultat de cette modification</span></p><p class="P9"></p><div class="P1"><div class="fr1" id="Image17" style="float: left; height: 6.384cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 19.013cm;"><img alt="" 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style="height: 6.384cm; width: 19.013cm;" /></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T8">Le trait semble plus épais et la couleur est un joli vert lumineux</span><span class="T9">.</span></p><p class="P10"></p><p class="P1"><span class="T8">Vous
constaterez que les quatre cotés sont tous de la même couleur alors que
la commande PENCOLOR n’a été positionnée qu’une fois au début. </span></p><p class="P9"></p><p class="P1"><span class="T5">Il semble donc que ce paramètre reste actif tout le long du Pgm !</span></p><p class="P1"><span class="T8">Expérimentez,
faites un copier-coller du paramétre PENCOLOR et positionnez-le devant
chaque FORWARD 90 et surtout changez les valeurs ; qui doivent être
comprises entre 1 & 255.</span></p><p class="P9"></p><p class="P1"><span class="T9">Sauver</span><span class="T8"> le Pgm et amusez vous.</span></p><p class="P9"></p><p class="P4"><span class="T3">Il
faut penser souvent, lorsque l’on développe à sauver son travail en
faisant évoluer le nom (sauve01, sauve02, …) nous y reviendrons plus
tard dans les consignes du parfait développeur.</span></p><p class="P9"></p><p class="P1"><b><span class="T3">Voici ma copie.</span></b></p><p class="P9"> <img alt="" 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style="height: 7.564cm; width: 17cm;" /></p><br /><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T8">Dans l’exemple il y quatre PENCOLOR différent ce qui donne quatre couleurs, une par coté.</span></p><p class="P9"></p><p class="P1"><span class="T8">Vous pourriez faire la même chose avec l’épaisseur du pinceau PENWIDTH.</span></p><p class="P9"></p><p class="P1"><span class="T8">On verra plus loin que l’on peut assigner des valeurs aux variables par l’intermédiaire d’un dialogue « programme-clavier ».</span></p><p class="P5"></p><p class="P1"><span class="T9">Rendre la Tortue invisible, puis visible.</span></p><p class="P5"></p><p class="P1"><span class="T3">Spritehide et Spriteshow</span></p><p class="P6"></p><p class="P1"><span class="T8">La Tortue pour créer notre carré de 75 pixels de coté s’est déplacée, puis a tourné selon un angle de 90°, ceci quatre fois.</span></p><p class="P9"></p><p class="P1"><span class="T8">C’est un peu gênant de voit la Tortue manœuvrer, on peut donc la rendre « invisible » pour un travail plus agréable.</span></p><p class="P9"></p><p class="P1"><span class="T8">Donc avant son utilisation on lui passera l’ordre : </span><span class="T9">SPRITEHIDE,</span><span class="T8"> qui signifie que l’on rend invisible « l’objet lutin qui est une Tortue ».</span></p><p class="P9"></p><p class="P1"><span class="T8">L’ordre inverse est </span><span class="T9">SPRITESHOW</span><span class="T8"> (montre le lutin Tortue).</span></p><p class="P9"></p><p class="P1"><span class="T8">Là encore amusez vous avec le source que nous avons créé pour notre carré de 75 pixels.</span></p><p class="P1"><b><span class="T3">Voici ma copie.</span></b></p><p class="P9"></p><div class="P9"><div class="fr1" id="Image19" style="float: left; height: 7.851cm; left: 0cm; padding: 0px; position: relative; top: 0.002cm; width: 18.976cm;"><img alt="" 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style="height: 7.851cm; width: 18.976cm;" /></div></div><div style="clear: both; height: 0px; line-height: 0; margin: 0px; padding: 0px; width: 0px;"> </div><p class="P1"><span class="T6">La Tortue, tout au moins son dessin sur le Canvas a disparu, merveilleux !</span></p><p class="P5"></p><p class="P1"><b><span class="T3">Exercice.</span></b></p><p class="P5"></p><p class="P1"><span class="T6">Faites la réapparaître en fin de dessin !</span></p><p class="P5"></p><p class="P1"><span class="T6">S’il y a l’ordre pour la faire « disparaître », il y a aussi celui pour la rendre visible.</span></p><p class="P5"></p><p class="P1"><span class="T6">Bon exercice.</span></p><p class="P1"><span class="T6">NB. : Les chapitres se trouve sous la page facebook :</span></p><p class="P1"><span class="T6">www.facebook.com/groupes/322841393132104<br /></span></p><p class="P5"> </p><p class="P1">peire.martinez@gmail.com</p><p class="P1"> </p><p class="P1"> </p><p class="P1"> </p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-4394686895178435272020-10-09T21:33:00.005+02:002023-01-25T16:39:59.246+01:00A quoi ressemble Alcazar<p><span style="color: #351c75;">Le projet est "protégé" et pour celles et ceux qui voudrons tester le jeu, tant sur plateau que sur un ordinateur, voici deux images des maquettes.</span></p><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij-GfLC1d_PBjROPncL6r-1FMIJmfJf00WYQBxfnngUbbo2_alwU0G3xricXbtGXLdzKaSTsed8ZS80LVv9GXnLwhZf0Ic6wtKgRgIuAT_-eXxJemJaP1q5N-YW5eC_Lvu7NLvu6aaI5w/s1920/Alcazar33.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1080" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij-GfLC1d_PBjROPncL6r-1FMIJmfJf00WYQBxfnngUbbo2_alwU0G3xricXbtGXLdzKaSTsed8ZS80LVv9GXnLwhZf0Ic6wtKgRgIuAT_-eXxJemJaP1q5N-YW5eC_Lvu7NLvu6aaI5w/s320/Alcazar33.JPG" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><span style="color: #073763;">Ceci est jeu sur plateau</span></b></td><td class="tr-caption" style="text-align: center;"><span style="color: #4c1130;"> </span></td><td class="tr-caption" style="text-align: center;"><span style="color: #4c1130;"> </span><br /></td></tr></tbody></table> <span style="color: #0b5394;"><span style="color: #20124d;">Le plateau a été réalisé sur un médium de 5mm d'épaisseur, les cases sont des carrés de 24 mm de coté. Les pions sont des cylindres de 20mm et # de 5 mm de hauteur.</span></span><br /><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwE09nstNEJmA8OtL7vt-MfizvBrDb8QtdxZUaopautYCaIiNOM1P6dSMG9h2zoC-QStVAv94FrFDqJ1mzJXW8md8RrI46i3Pr3kgHZ0kmtVtXeJ3Z6105zfRCAC61pePHVshycUdRqQI/s560/Alcazarv1r9.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="400" data-original-width="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwE09nstNEJmA8OtL7vt-MfizvBrDb8QtdxZUaopautYCaIiNOM1P6dSMG9h2zoC-QStVAv94FrFDqJ1mzJXW8md8RrI46i3Pr3kgHZ0kmtVtXeJ3Z6105zfRCAC61pePHVshycUdRqQI/s320/Alcazarv1r9.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><span style="color: #351c75;">Ceci est le jeu sous Kturtle (Linux)</span></b><br /></td></tr></tbody></table><p></p><p></p><p><span style="color: #20124d;">Ici c'est le programme sous Kturtle, le plateau est présenté après que les pièces soient placées.</span></p><p><span style="color: #20124d;">Dans ce cas de figure, les étapes du jeu, déplacement des pièces, effacement des anciennes positions, prises, . . . doivent être réalisées par l'élève.</span></p><p><span style="color: #20124d;">Pour ce faire, création de fonction et cinématique du jeu, il peut s'inspirer de ce qui est présent dans le placement des pièces.</span></p><p><span style="color: #20124d;"> </span></p><p><span style="color: #20124d;"><i><b>Rappel</b></i>. </span></p><p><span style="color: #20124d;">Le jeu sur plateau, ainsi que son développement informatique avec le logiciel "Tortue" des années 1980 sont la propriété exclusive de Peire martinez_Lassalle chez AYUDA, à Montaillon, 79370 AIGONDIGNE.</span></p><p><span style="color: #20124d;"><br /></span></p><p><span style="color: #20124d;"><span style="color: #e69138;">Pour tous renseignements : <b>peire.martinez@gmail.com</b></span><br /></span></p><p></p><p><br /></p><p><b><span style="color: #741b47;">Peire</span></b><br /></p>Lo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-59704526125523042482020-10-06T19:06:00.001+02:002023-01-25T16:40:29.736+01:00Le projet ALcazar<p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"> Après avoir porté auprès du Conseil Départemental un projet pour Aigondigné sous le vocable de "Bistrot associatif", AYUDA lance un projet de grande ampleur : "Alcazar".</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Ce nom évoque sûrement pour vous, les senteurs capiteuses et enivrantes de la belle Andalousie, dont j'ai quelques cellules plus ou moins grises, dans mon âme "mesclada" de tant d'origines "exotiques".</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Sous les empires musulmans de l'Espagne des 8 eme au 15 siécles, ce mot "Alcazar" englobe à la fois une forteresse défensive et un palais. </span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Il peut aussi, c'est là le miracle des mots, s'il est coupé en deux : "Al cazar", signifier "chasser" en castillan.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Mais c'est encore aussi malice des mots, car le jeu "Alcazar" est à la fois, une chasse, pour permettre ensuite la prise du château adverse.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-size: medium;"><b><span style="font-family: verdana;">Le Projet.</span></b></span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Il se compose de <i><b>trois phases</b></i>.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"><i><b>Phase 1</b></i>; construction du jeu. <br /></span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">La première consiste en la construction du jeu de table "Alcazar". Damier de 12 colonnes pour 8 lignes, soient 96 cases. Toutes ne sont pas accessibles, 8 sont réservées aux 2 châteaux.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"><i><b>Phase 2</b></i>; projet éducatif.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Apprendre aux "jeunes" un peu de la culture "Arabo-Andalouse" et leur montrer tout ce que nous devons à cette civilisation, dans les domaines de la science (mathématiques, médecine, ....), de la pensée humaine, de la poésie, de la philosophie, de l'architecture, ....</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"><i><b>Phase 3</b></i>; le jeu lui même sous informatique.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"> Réaliser à partir d'un logiciel "vintage", Kturtle sous Linux, le jeu équivalent à une partie "physique".</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Pour montrer aussi à nos jeunes qu'avec du vieux obsolète aux dires des experts d'aujourd'hui, on peut faire du moderne (dans ce cas statique bien sur). Il suffit de réfléchir pour concevoir les outils qui permettent ensuite la construction du jeu. </span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">On refait un peu le chemin à l'envers, un espèce de retour vers le futur très tendance aujourd'hui!</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;">Tout ceci pour montrer à nos jeunes, ainsi qu'aux autres que l'informatique n'est qu'un outil et n'a pas plus de valeur qu'une bêche. Par contre si la bêche peut vous aider à améliorer le quotidien en travaillant votre jardin potager, la boite de ferraille communément appelée "computer" peut vous conduire à de gros déboires si vous l'utilisez sans en connaître le fonctionnement réel.</span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"><br /></span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #990000;"><span style="font-family: verdana;"><span style="font-size: medium;"><b>Peire</b></span><br /></span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #b45f06;"><span style="font-family: verdana;"><span></span><br /></span></span></span></p><p><span style="background-color: #d9ead3;"><span style="color: #b45f06;"><span style="font-family: verdana;"> </span></span></span><br /></p><p><br /></p><p><br /></p><p><br /></p>Conilh enamorathttp://www.blogger.com/profile/09006256769871556338noreply@blogger.com0tag:blogger.com,1999:blog-4023657911420204667.post-36199134155586079702012-02-20T12:15:00.003+01:002023-01-23T17:07:49.278+01:00AYUDA, nouveau blog<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpPKGdGKKerVXtkNQy82t6VJPs1CiSMDsytwVlsAtPHaayXUlAuA3JPW3HksWExLhK_VvJnDXyfzlLJgHw-SplT5owyXgXiiV0dBd5quEvp6aoOb8k-SHpvwltOC6zXRMWgaaSDl3A0MI/s1600/ayuda_logo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpPKGdGKKerVXtkNQy82t6VJPs1CiSMDsytwVlsAtPHaayXUlAuA3JPW3HksWExLhK_VvJnDXyfzlLJgHw-SplT5owyXgXiiV0dBd5quEvp6aoOb8k-SHpvwltOC6zXRMWgaaSDl3A0MI/s1600/ayuda_logo.jpg" /></a></div>
Pour commencer, en fait reprendre, ce "post" relate de l'ancien blog d'Ayuda qui fut créé sous <b>Blogspirit.com</b>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsjPR3Vk16ll1a8z3IurZbTjO1zTOmlu0Cgr0Ixx1VrnVbiIIavLvcJAm1MrWBrY-rYEPe_7h93BKEpUJY_LlZrAT4t3wuVXYt9Dk_WJ1ucw5xL5NkaTSQQxITIRfoAb-wKcV8uENbwmI/s1600/bloggergoogle.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="61" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsjPR3Vk16ll1a8z3IurZbTjO1zTOmlu0Cgr0Ixx1VrnVbiIIavLvcJAm1MrWBrY-rYEPe_7h93BKEpUJY_LlZrAT4t3wuVXYt9Dk_WJ1ucw5xL5NkaTSQQxITIRfoAb-wKcV8uENbwmI/s200/bloggergoogle.jpeg" width="100" /></a>Ce service étant devenu payant, il a fallut repartir sous une autre adresse. Comme pour tous les blogs que je gère j'ai choisi un système simple et facile à mettre en œuvre "Blogger" qui est un outil gratuit et somme toute efficace proposé par"Blogger sous Google".<br />
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<span style="font-size: large;"><a href="http://ayuda.blogspirit.com/">ancien blog d'AYUDA : "http://ayuda.blogspirit.com"</a></span></div>
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Vous y trouverez des documents, parfois obsolètes et qui réapparaissent modifiés car mis à jour dans le nouveau blog.<br />
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Bonne lecture.<br />
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Peire Martinez_LassalleLo papet Montaillonéshttp://www.blogger.com/profile/13113047108698642024noreply@blogger.com0