tag:blogger.com,1999:blog-57151664509047189262024-03-18T12:56:37.452+01:00Clés pour le train miniatureClés pour le train miniature, le magazine pour bien débuter en modélisme ferroviaire est une publication du groupe LR PRESSEpascalhttp://www.blogger.com/profile/04389766245738277730noreply@blogger.comBlogger314125tag:blogger.com,1999:blog-5715166450904718926.post-68195132518799555552024-03-18T09:04:00.005+01:002024-03-18T09:04:35.587+01:00CLES n°72 : Le château d'eau type "bouchon de champagne"<p align="justify" 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/AVvXsEhQqdsJp2Xr-elrq-2S_ox-ZZ0zZG3p81RLV9-gby3DP_3p4VwOrC1_fKxaKN7_2I4G_BvzEwtRfEiGoPwvaFssjOG1js2axdTL9l2c1i5iLhy2i7P9iyIMcYyCQT3uzAUHMXtP3dxKvvg622Ho8mdqWhuty2yoa5J5kczV08RP3Fets-m0HN7s8tDqAqY/s4080/PXL_20240227_110728447.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3072" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQqdsJp2Xr-elrq-2S_ox-ZZ0zZG3p81RLV9-gby3DP_3p4VwOrC1_fKxaKN7_2I4G_BvzEwtRfEiGoPwvaFssjOG1js2axdTL9l2c1i5iLhy2i7P9iyIMcYyCQT3uzAUHMXtP3dxKvvg622Ho8mdqWhuty2yoa5J5kczV08RP3Fets-m0HN7s8tDqAqY/w482-h640/PXL_20240227_110728447.jpg" width="482" /></a></div><br /> <p></p><p align="justify" style="line-height: 100%; margin-bottom: 0cm;">Le découpage que nous vous proposons pour le n°72 de “Clés“
est celui d’un château d’eau courant dans nos campagnes et dont
la forme caractéristique évoque un “bouchon de champagne“.
Avant de procéder au montage, il convient de réunir le matériel
suivant : une règle de préférence métallique, un réglet
métallique, une règle d’écolier carrée elle aussi métallique
(afin d’être insensibles à la colle), un cutter, un stylo à
bille pointe fine sec et hors d’usage ou mieux un outil de
scrapbooking (pour marquer les plis), un pinceau (plutôt une petite
brosse ou une palette en silicone) de la colle type UHU à bague
noire, qui permet un ajustage par glissement, de la colle blanche à
bois type Sader lente ou de la colle Flexiplé, colle à reliure qui
reste souple, de la colle permanente en bombe, un tapis de découpe,
et, en option, un bloc de bois dur à faces bien dressées (voir Clés
pour le train miniature n°1, page 18). On se référera aussi aux
différents montages de "Clés" déjà publiés.</p><p align="justify" style="line-height: 100%; margin-bottom: 0cm;"> </p><h4 style="text-align: left;"><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1xsgqG5zP12DSXw2MeSCSabWvzfReBZAo/view?usp=sharing">>> Cliquez ici pour découvrir la notice de montage et les planches de découpe !</a></span></h4><h4 style="text-align: left;"><span style="font-size: medium;"> </span></h4><h4 style="text-align: left;"><span style="font-size: medium;"><i><u>Remarque : les planches de découpe sont disponibles à la fin du pdf de la notice de montage</u></i></span></h4><p align="justify" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-82606195661247041332024-02-20T14:59:00.000+01:002024-02-20T14:59:47.375+01:00VAL-EMMEFA : un réseau bouclé, mais deux écartements !<div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpYJ2NhGQh4p0jxPfpcW56yDOd4AhZSDSaG8TmvE66Ey_ZvF7zHCeL_LS1SsjaxClOhUn_iRNRIjr7q26dTwnc1JGhVtvl5kghLfJGzMMUd65PQ6zLfBz7UBM8DK34g_AS5SKNExJ5AFZQjtLplZrbIwcrqrGl2Vy1Y1SJHnU8MAREbX4mHZuOih2csOc/s2330/blog.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1551" data-original-width="2330" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpYJ2NhGQh4p0jxPfpcW56yDOd4AhZSDSaG8TmvE66Ey_ZvF7zHCeL_LS1SsjaxClOhUn_iRNRIjr7q26dTwnc1JGhVtvl5kghLfJGzMMUd65PQ6zLfBz7UBM8DK34g_AS5SKNExJ5AFZQjtLplZrbIwcrqrGl2Vy1Y1SJHnU8MAREbX4mHZuOih2csOc/w640-h426/blog.JPG" width="640" /></a></div><br /><div><br /></div><div></div><div>Découvert au salon Savoie Modélisme Chambéry en octobre dernier, le réseau VAL-EMMEFA du club des Modélistes Ferroviaires Albertvillois (MFA) est une véritable pépite qui pourrait bien vous donner des envies de réseau. Imaginez : un plan de voie bouclé sur 3,3 x 1,8 m, séparé par un diviseur scénique pour faire oublier les trains qui tournent en rond et, surtout, deux écartements : H0 voie normale (16,5 mm) et H0m (12 mm) imbriqués ! Ainsi, il est possible de faire circuler, sur une même voie, des Billard en voie métrique et des autorails à voie normale. L'approche, rendue possible grâce à la voie imbriquée Tillig en H0, n'est pas une fantaisie de modélistes, puisqu'elle existe en réalité, par exemple en gare de Tournon (Ardèche) où la voie étroite du chemin de fer du Vivarais vient s'intercaler dans la voie normale de la rive droite du Rhône. <br /></div><div>VAL-EMMEFA, un réseau à découvrir dans le prochain Clés !<br /></div><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-90941333411883302462024-01-16T19:31:00.000+01:002024-01-16T19:31:20.661+01:00Découpage Clés 71 : Le Zep Burger !<p> </p><p 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/AVvXsEhbbZVXBTu4_gCjaTMinxoC3fi9QTvZCHi6NtmWos9bPUoiGMtf_GPEQzi-7ddbphYyW2LiKP-B7h_DN5OzNxTJbzviR7bdLE_eakF_PN1UQH_Xz4RANV9R0v0tH2D6aXTe6UkfjkbRIQTHuiCm3s_BdJsDPD0TyIa8HK4pVBVgxCboI0KZ2uaUOsyGKIg/s4080/PXL_20231217_225941318.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbbZVXBTu4_gCjaTMinxoC3fi9QTvZCHi6NtmWos9bPUoiGMtf_GPEQzi-7ddbphYyW2LiKP-B7h_DN5OzNxTJbzviR7bdLE_eakF_PN1UQH_Xz4RANV9R0v0tH2D6aXTe6UkfjkbRIQTHuiCm3s_BdJsDPD0TyIa8HK4pVBVgxCboI0KZ2uaUOsyGKIg/w640-h482/PXL_20231217_225941318.jpg" width="640" /></a></div><br />Dans les années 1920-1930, les américains étaient fascinés par
les dirigeables de fabrication allemande, au point de s’en inspirer
partout. Le Zep Diner de Los Angeles, restaurant rapide “ouvert la
nuit” avait un seul hamburger au menu, le Hinden Burger, allusion
au Zeppelin LZ 129 Hindenbourg, le plus grand jamais construit, qui a
fait la navette entre l’Europe et les États-Unis de mars 1936 jusqu’à
son tragique accident et incendie de mai 1937. (246 m de long, 41 m de diamètre, 135
km/h, 4 moteurs à hélice de 1.200 CV, 72 passagers). Ce découpage
pourrait prendre place sur n’importe quel réseau contemporain
évoquant les années 30 et postérieures.<p></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><p style="text-align: justify;"></p><h4 style="text-align: left;"><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1H6vc5a_wAVftM6_ZMVsBEsK87CXxdnKI/view?usp=sharing">>> Cliquez ici pour découvrir la notice de montage et les planches de découpe !</a></span></h4><h4 style="text-align: left;"><span style="font-size: medium;"> </span></h4><h4 style="text-align: left;"><span style="font-size: medium;"><i><u>Remarque : les planches de découpe sont disponibles à la fin du pdf de la notice de montage</u></i></span></h4>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com3tag:blogger.com,1999:blog-5715166450904718926.post-70067495664915395422024-01-13T10:17:00.017+01:002024-02-01T14:30:46.765+01:00PARTICIPEZ AUX OLYMPIADES DU MODELISME !<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9MlbACr8Jw0QFBNyNewwVTrdHEBVAI7brrv5mQIvukGEmdqbDk7cX0uIx5wpxrVg8-CdaikC_sddGYX6gjZWHvCEZ51YmRHkn8g_BfdXf7a-5Hgq3dDlQ8KDnLmrjo9XbDYRITVOWRfcIyk6RwrLucIcb382CSn0okdYkg8DzuCM0taSoCiAm2ASOmkst/s1370/Capture%20d%E2%80%99e%CC%81cran%202024-01-31%20a%CC%80%2017.31.41.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1370" data-original-width="986" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9MlbACr8Jw0QFBNyNewwVTrdHEBVAI7brrv5mQIvukGEmdqbDk7cX0uIx5wpxrVg8-CdaikC_sddGYX6gjZWHvCEZ51YmRHkn8g_BfdXf7a-5Hgq3dDlQ8KDnLmrjo9XbDYRITVOWRfcIyk6RwrLucIcb382CSn0okdYkg8DzuCM0taSoCiAm2ASOmkst/w288-h400/Capture%20d%E2%80%99e%CC%81cran%202024-01-31%20a%CC%80%2017.31.41.png" width="288" /></a></div><br /><br /><p></p><p><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Du 26 juillet au 11 août 2024</b>, auront lieu en France les jeux olympiques d'été. Souhaitons à nos tricolores une belle moisson de médailles ! En modélisme ferroviaire, la compétition n'a pas lieu d'être, car comme le disait d'ailleurs Pierre de Coubertin : l'essentiel est de participer. Mais nous avons néanmoins décidé de célébrer cette grande fête du sport à notre manière en organisant un défi ouvert à tous les amateurs de train miniature désireux de comparer leurs techniques dans un cadre stimulant mais bon enfant.</span></p><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><b>COMMENT PARTICIPER</b></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">L'objectif de ce challenge est de <b>construire un micro-module de trente centimètres de long par quinze centimètres de large, tout en filmant les grandes étapes de sa fabrication</b> (pour cela, nous mettrons en ligne une vidéo de quelques conseils simples à appliquer dans le courant du mois de janvier).</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><b>REGLEMENT</b></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">Ce micro-module devra respecter <b>quelques contraintes</b>, en plus de ses dimensions :</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- il devra être à l'échelle H0 ;</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- un morceau de voie à l'écartement de 16,5 mm devra le parcourir de part en part (prévoir des éclisses pour un raccordement éventuel à d'autres micro-modules) ;</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- le plan de roulement devra se situer à 25 mm par rapport au bas du module ;</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- il devra comporter une référence à un ou plusieurs sports olympiques ;</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- au moins un bâtiment devra y prendre place ;</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- de la végétation doit être présente ;</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">- enfin un fond de décors devant atteindre 20 centimètres de haut à droite et à gauche habillera l'arrière du module (il pourra être constitué d'une photo, de rochers, de bâtiments, etc.).</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><b>DATE LIMITE</b></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">Les photos et les vidéos sont à nous envoyer au plus tard (et dans un premier temps en privé)<b> le 15 juin 2024</b> à l'adresse mail : <a href="mailto:video@lrpresse.com" style="color: #1155cc;" target="_blank">video@lrpresse.com</a>.</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><b>QU'EST-CE QU'ON GAGNE ?</b></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">Les vidéos seront diffusées sur notre chaîne YouTube, et si vous le souhaitez sur votre propre chaîne. Chaque participant qui ira jusqu'au bout du défi sera <b>récompensé par un an d'abonnement aux Dossiers Thématiques</b> de Loco-Revue.</div>Christian.http://www.blogger.com/profile/05692423376425965492noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-58148704892576646892023-11-14T18:46:00.003+01:002023-12-22T11:58:32.139+01:00Découpage Clés n°70 : La gare de Javel<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjizLaFA9GCHDcoCZJljNVqZvL5iSQa5RaEzvCsxdCP5B6LP-p-rGKKk6cmwmJ8MmF1IspgTkvynW-AvYSxXHZgYDluo6jEZQa-YD_gNE044pjFZc39hzjtuIV6esREEPee9a_Lu3x0tpkSsI9XnNHfNLZXp6gqNS1ow07FwLNV2P_ImNdNUURap4fkGBc/s4080/PXL_20231024_215125240%20M.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1832" data-original-width="4080" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjizLaFA9GCHDcoCZJljNVqZvL5iSQa5RaEzvCsxdCP5B6LP-p-rGKKk6cmwmJ8MmF1IspgTkvynW-AvYSxXHZgYDluo6jEZQa-YD_gNE044pjFZc39hzjtuIV6esREEPee9a_Lu3x0tpkSsI9XnNHfNLZXp6gqNS1ow07FwLNV2P_ImNdNUURap4fkGBc/w640-h288/PXL_20231024_215125240%20M.jpg" width="640" /></a></div><br /><p></p><p style="text-align: justify;">Le découpage que nous vous proposons pour le n°70 de “Clés“ évoque la gare de Javel. Créée pour l'exposition Universelle de 1900, la ligne des Moulineaux, des Invalides au Champ-de-Mars en bordure de la Seine, comportait d'autres gares de ce type comme celles du pont de l'Alma ou de la Bourdonnais, mais l’ancienne gare Pont Mirabeau est la seule qui subsiste de nos jours. Ces bâtiments voyageurs ont été réalisés suivant les plans de l'architecte Juste Lisch. Il comporte un bâtiment en forme de pagode chinoise au niveau de la rue, situé à cheval sur les voies ferrées, et deux escaliers accédant à chaque quai, ceux-ci étant dotés d'abris pour les voyageurs.</p><h4 style="text-align: left;"><span style="font-size: medium;"><a href="https://drive.google.com/file/d/18GPPvxHloCZyoPKwnoNOHEKCJzBPIK5C/view?usp=sharing">>> Cliquez ici pour découvrir la notice de montage et les planches de découpe !</a></span></h4><h4 style="text-align: left;"><span style="font-size: medium;"> </span></h4><h4 style="text-align: left;"><span style="font-size: medium;"><i><u>Remarque : les planches de découpe sont disponibles à la fin du pdf de la notice de montage</u></i> <br /></span></h4><p style="text-align: justify;"> </p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-8964149451600749312023-10-31T13:10:00.003+01:002023-10-31T14:44:09.911+01:00Concours Prix Mini World, Grand Prix Train et Délirium les 2 et 3 décembre à Pierre-Bénite (69)<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5DHFh11X93bJXfL04wwR7fYE5wM9mckmQQhO71ClYC_OsLNRgZGmnfJrlrFVl0qXCRIZNzQ61OGdxjbcXSAByeSZ06bEggHyJyyb6jW8cjeSKmxguOUkYXMes2Qn1YGvfQ_e_aOGO32KXMuMkRQpoKbbxB1tVSoDfP40rEoZ5GxunvxJZRzgXvo7HVck/s3307/Flyer%20Concours%2002-12-2023-V3-1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3307" data-original-width="2338" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5DHFh11X93bJXfL04wwR7fYE5wM9mckmQQhO71ClYC_OsLNRgZGmnfJrlrFVl0qXCRIZNzQ61OGdxjbcXSAByeSZ06bEggHyJyyb6jW8cjeSKmxguOUkYXMes2Qn1YGvfQ_e_aOGO32KXMuMkRQpoKbbxB1tVSoDfP40rEoZ5GxunvxJZRzgXvo7HVck/w452-h640/Flyer%20Concours%2002-12-2023-V3-1.jpg" width="452" /></a></div><br /> <p></p><p>À l'occasion de son expo-bourse à Pierre-Bénite (69) les 2 et 3 décembre prochains, L'AMFL (Association des Modélistes Ferroviaires du Lyonnais) organise, en partenariat avec Loco-Revue, Voie Libre et Clés pour le train miniature, une série de concours originaux, pour les petits et les grands, sur le thème du train miniature.<br /></p><p>D'abord, les "Grand Prix Train" et "Junior Prix Mini World", où les participants s'affronteront en pilotant leur propre propre train, sorti tout droit du grenier, sur un réseau parsemé d'embuches. </p><p>Ensuite, le concours Délirium, où il s'agira de récompenser la locomotive fonctionnelle la plus délirante et fantaisiste... </p><p>Pour plus d'information sur le règlement et les modalités d'inscription, scannez le QR code ou rendez-vous sur https://www.amfl.fr/expo23/concours</p><p>Venez nombreux !</p><p><span></span></p><a name='more'></a> <p></p><p> </p><p>les participants s'affronteront en face en face, sur deux réseaux identiques en miroir l'un de l'autre :</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi81hTdAkNbCybR_E9zNKclqVKmNuxa6vIKIMCvTCHjzLZdu9_qN5KEgIdmnYUV35kXRhWcWeh5QsjzU3UTLAMoeAiQf_F7rft_KnOrEDBlrxNFRoumfbrb-ivFV_GQR7zldfO0GWdG8sUMH9n-5IY1GWJsyWPJ8pBL3uCE7zADbFPvXcDcbU2c07W6ztg/s4032/IMG_0010.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi81hTdAkNbCybR_E9zNKclqVKmNuxa6vIKIMCvTCHjzLZdu9_qN5KEgIdmnYUV35kXRhWcWeh5QsjzU3UTLAMoeAiQf_F7rft_KnOrEDBlrxNFRoumfbrb-ivFV_GQR7zldfO0GWdG8sUMH9n-5IY1GWJsyWPJ8pBL3uCE7zADbFPvXcDcbU2c07W6ztg/w640-h480/IMG_0010.JPG" width="640" /></a></div><br /> <p></p><p> <br /></p><p><br /></p><p><br /></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-26005629582544530732023-09-14T19:05:00.020+02:002023-12-22T11:57:47.765+01:00Découpage Clés n°69 : Le K (barré) - hôtel !<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkzs_Y4BXPedG6ahEKAmLV3-XaaaVdA4TnVyhghNi5yy_jRPySbdoawqZwE8pcFM9Z1Cre_ZfcOAxe4UxOeGLwTMgQ2TFE_JQ3u0DbWzxu6Edrl_glRKJ6EUwOMLMLe67wntoIGJQ6F1w7shuYeLnOoMDqfgYVnBX7-EJb2aCKP0yh25MUJLZMRBIcO6pF/s2000/PXL_20230826_101200670.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1505" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkzs_Y4BXPedG6ahEKAmLV3-XaaaVdA4TnVyhghNi5yy_jRPySbdoawqZwE8pcFM9Z1Cre_ZfcOAxe4UxOeGLwTMgQ2TFE_JQ3u0DbWzxu6Edrl_glRKJ6EUwOMLMLe67wntoIGJQ6F1w7shuYeLnOoMDqfgYVnBX7-EJb2aCKP0yh25MUJLZMRBIcO6pF/w301-h400/PXL_20230826_101200670.jpg" width="301" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="font-size: medium;"><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Ov_TqljtxJVgn7sPID5N6brn7JBvuWHBn5XTbzJKUdVNtiTrAVwzvJm1OxdVEpysmHeYuAEcIDQc43306ThmpI8Df9Iiv3euZY2uL1Wv9-zrqgX21MCM84aBIO30sagpuf0Sr6IswFZ72K_j8g6UF3V9dnklDC08KSG68qyHprD05O5C1-yumaDeHZpd/s1122/notice%2069_blog.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1061" data-original-width="1122" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Ov_TqljtxJVgn7sPID5N6brn7JBvuWHBn5XTbzJKUdVNtiTrAVwzvJm1OxdVEpysmHeYuAEcIDQc43306ThmpI8Df9Iiv3euZY2uL1Wv9-zrqgX21MCM84aBIO30sagpuf0Sr6IswFZ72K_j8g6UF3V9dnklDC08KSG68qyHprD05O5C1-yumaDeHZpd/w298-h282/notice%2069_blog.jpg" width="298" /></a></div>Le découpage que nous vous proposons pour le n°69 de “Clés pour le train miniature“ est l’évocation de la “Brasserie du Moulin“ qui se trouvait 16 rue Blondel à Paris, qui n’avait de brasserie que le nom, fermée en avril 1946... Hélas, la superbe façade Art nouveau a complètement disparue à la fin du XXe siècle, lorsque l’immeuble a été réhabilité.</div></span><h4 style="text-align: left;"><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1CWBjFaYRf95sI0VxgMSYnWftrYFppabS/view?usp=sharing" target="_blank"><b>>> Cliquez ici pour découvrir la notice de montage et les planches de découpe !</b></a></span></h4><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-58908180157846523332023-07-13T11:38:00.008+02:002023-09-18T16:43:50.020+02:00Découpage Clés n°68 : Le pont-dalle<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimSLr9tA6J20XNaGTtBAqQz7LlTiOGsVXsrFY7lyyRPVeStq_BesR1oIrDylS8zraVlFMxcIzYY6oeQz-bnOyxlwYrTiknmFDGANuAWyF0ksCQb2TypP20xYk3gxHXphhzkyMCAkCqewGuHgWCLNDIppwUGxslQdENkdoam1N03xhFu6Dp4oYmZu498M45/s2717/Pont-dalle-routier.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2045" data-original-width="2717" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimSLr9tA6J20XNaGTtBAqQz7LlTiOGsVXsrFY7lyyRPVeStq_BesR1oIrDylS8zraVlFMxcIzYY6oeQz-bnOyxlwYrTiknmFDGANuAWyF0ksCQb2TypP20xYk3gxHXphhzkyMCAkCqewGuHgWCLNDIppwUGxslQdENkdoam1N03xhFu6Dp4oYmZu498M45/w400-h301/Pont-dalle-routier.jpg" width="400" /></a></div><br /> <p></p>Le découpage que nous vous proposons aujourd’hui dans<i> Clés pour le train miniature n°69 </i>est un pont routier adapté au réseau <i>“Entre chien et loup”</i> mais prévu pour être éventuellement plus grand.<div><br /></div><br /><h4 style="text-align: left;"><a href="https://drive.google.com/file/d/1NHxaWJl2A6TjhQThkX86gPiBO65D6MtF/view?usp=sharing"><span style="font-size: medium;">>> Cliquez ici pour découvrir la notice de montage du pont dalle !</span></a></h4><br />Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-53360477284299358952023-05-19T15:00:00.002+02:002023-09-21T09:33:02.616+02:00Découpage Clés n°67 : La boucherie Bouldingue<div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiCND2pWlXPdKthecUWedcHWSE0yCXhoFmfj8YmsGZwMeCcw_7Csayljg2SQTxrYrb2Eg85yjL-fZVx82wOpxFHqtbvX9trzXjmb-r_z3Fifsh1B_KlKzroBiYffgwbqNm3KSi4GGlwFThkxuZou4YoUahHm8MavOrlfe4zXLjePv-Tow7a3y2giWD/s2040/00_PXL_20230426_200822034.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2040" data-original-width="1536" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiCND2pWlXPdKthecUWedcHWSE0yCXhoFmfj8YmsGZwMeCcw_7Csayljg2SQTxrYrb2Eg85yjL-fZVx82wOpxFHqtbvX9trzXjmb-r_z3Fifsh1B_KlKzroBiYffgwbqNm3KSi4GGlwFThkxuZou4YoUahHm8MavOrlfe4zXLjePv-Tow7a3y2giWD/w482-h640/00_PXL_20230426_200822034.jpg" width="482" /> </a></div><div style="text-align: center;"> </div><div style="text-align: center;">
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"></p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><span></span></p><a name='more'></a>Avant
de procéder au montage de ce bâtiment, il convient de réunir le
matériel suivant : une règle de préférence métallique, un
réglet métallique, une règle d’écolier carrée elle aussi
métallique (afin d’être insensibles à la colle), un cutter,
un stylo à bille pointe fine sec et hors d’usage, un pinceau
(plutôt une petite brosse ou une palette en silicone) de la colle
type UHU à bague noire, qui permet un ajustage par glissement, de la
colle blanche à bois type Sader lente ou de la colle Flexiplé,
colle à reliure qui reste souple, un tapis de découpe, et, en
option, un bloc de bois dur à faces bien dressées (voir Clés pour
le train miniature n°1, page 18). On se référera aussi aux
différents montages de « Clés » déjà publiés.<p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN-K70E3_MUUr_a1djlgNCr0M69hadVd9rnmIqX9Th7rezha0XZLSHVurFbrybVARZUwTVest7EQyOasDJbfnb8yMUNkHxuTlxHeQ4g36dreedu6Kb-2nZqDAoHpzWgu8QlZwhzZIFU30UFHctrpyITRkQM5zcOlnI6KXz46fYz3IlzYzmyzmZ1yK1/s2040/01_PXL_20230426_162847103.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN-K70E3_MUUr_a1djlgNCr0M69hadVd9rnmIqX9Th7rezha0XZLSHVurFbrybVARZUwTVest7EQyOasDJbfnb8yMUNkHxuTlxHeQ4g36dreedu6Kb-2nZqDAoHpzWgu8QlZwhzZIFU30UFHctrpyITRkQM5zcOlnI6KXz46fYz3IlzYzmyzmZ1yK1/w400-h301/01_PXL_20230426_162847103.jpg" width="400" /></a>
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">01. Comme
la plupart des découpages de « Clés », vous avez le
choix entre un montage simple en découpant et collant les pages
centrales, ou en construisant une ossature en carton de 2 mm sur
laquelle vient se coller ces mêmes découpages, pour assurer de la
stabilité et du relief à l’ensemble (1 mm pour la toiture)</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Si
vous choisissez la méthode « simple », découpez et
collez en vous inspirant des autres découpages de Clés.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Je
vous propose la méthode sur ossature carton bois de 2mm d’épaisseur,
découpé au laser, solution que je préconise pour ce montage. Le
plan des pièces en carton peut être téléchargé sur le site de LR
Presse. Vous y trouverez les fichiers prêts à être découpés par
une découpeuse, ainsi que les plans pour découper le carton de
manière plus traditionnel, au cutter. Le montage est strictement
identique, un peu plus simple avec la découpe avec tenons et
mortaises au laser.
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Découper
soigneusement toutes les pièces du « puzzle » publié
dans « Clés » en oubliant toutes les pattes
blanches d’assemblage.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisQgU6Wb9MYOlfh6nNOVMVgAKKL-YyixFa3lNBts0gA2BXn0i3tKFklOibIMroH3hCOrsCokqa3xs8-8kydKTfTB49jGKQbHcw-0GidJTWedT4H0chIhJ3oKYVqHnkSyXnovakSItXYYxkkyWySUmbjuNvAz5PJlm7GbkZ6tHGEShEKq0_Pek18L7n/s2040/02_PXL_20230426_162925323.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisQgU6Wb9MYOlfh6nNOVMVgAKKL-YyixFa3lNBts0gA2BXn0i3tKFklOibIMroH3hCOrsCokqa3xs8-8kydKTfTB49jGKQbHcw-0GidJTWedT4H0chIhJ3oKYVqHnkSyXnovakSItXYYxkkyWySUmbjuNvAz5PJlm7GbkZ6tHGEShEKq0_Pek18L7n/w400-h301/02_PXL_20230426_162925323.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 02. Suivant
les cotes des dessins ou du plan téléchargé, découpez ou faites
découper les éléments dans du carton bois de 2mm. Découpez
soigneusement les ouvertures.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkhoeoGMJI0kyZU5pbt3KV5sDhX-SCOAg8GJ9uq40cQmYFmESQq6vfC-FKnCAZ1XG2hOvDyp-EFHX9f-HkjdsjSWJpoVKC0x5xukOjsca_DRBZdUvkAn1htXPgxu9oaDAZeeMsUxVNblNWaRM3llgYxS7OYFTlUDBogGl6UVf0BFJV8Xa9WUYg3dNi/s2040/03_PXL_20230426_163843476.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkhoeoGMJI0kyZU5pbt3KV5sDhX-SCOAg8GJ9uq40cQmYFmESQq6vfC-FKnCAZ1XG2hOvDyp-EFHX9f-HkjdsjSWJpoVKC0x5xukOjsca_DRBZdUvkAn1htXPgxu9oaDAZeeMsUxVNblNWaRM3llgYxS7OYFTlUDBogGl6UVf0BFJV8Xa9WUYg3dNi/w400-h301/03_PXL_20230426_163843476.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 03. Passez
un coup de peinture blanc cassé sur les tranches des découpes
J’utilise de la peinture acrylique pour bâtiment vendue en « pot
échantillon » dans les grandes surfaces de bricolage. Cette
peinture est bien appropriée pour nos maquettes de bâtiment en
carton car elle couvre bien et adhère sur les tranches brûlées.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiil-mHKV-sQ_pWWiwyEpEsPl1tISv-_SgdG1p9pIT1i3MttV7808-T9Ze0cteNPYXJ35jMAqWXmPf_LzHXdfKMQqpfZzZ7MDTmt0zst7IIdgY85DbdKAcYOXLfIYfmOwIDMI4xripz2B80aG1uT8Yt-h9-jEyIWQj1sOWZzfOCjGS69Ysy6cIruUod/s2040/04_PXL_20230426_165357889.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiil-mHKV-sQ_pWWiwyEpEsPl1tISv-_SgdG1p9pIT1i3MttV7808-T9Ze0cteNPYXJ35jMAqWXmPf_LzHXdfKMQqpfZzZ7MDTmt0zst7IIdgY85DbdKAcYOXLfIYfmOwIDMI4xripz2B80aG1uT8Yt-h9-jEyIWQj1sOWZzfOCjGS69Ysy6cIruUod/w400-h301/04_PXL_20230426_165357889.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">04. Collez
la façade extérieure. L’idéal est de coller à la bombe. Dans
tous les cas, la colle doit-être déposée sur le carton. </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> <br /></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzM7Z7QMWvADj5Q5t7AC7g1Fci2dAzxpUn6BRmSoyPp3uWiqzpnrPytqT3r4Ou5gVkwgn4CqBIMs2vj143MhKyX3VeZwmrhQf88WC135pMCwoNEfEDLsRNmVX_HoUtQGnczlBjPQ_9OcPXAlktMabtjxhmU7ZaqmhSWFpPEyEsfUucKQL0KmRl9m1d/s2040/05_PXL_20230426_165952564.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzM7Z7QMWvADj5Q5t7AC7g1Fci2dAzxpUn6BRmSoyPp3uWiqzpnrPytqT3r4Ou5gVkwgn4CqBIMs2vj143MhKyX3VeZwmrhQf88WC135pMCwoNEfEDLsRNmVX_HoUtQGnczlBjPQ_9OcPXAlktMabtjxhmU7ZaqmhSWFpPEyEsfUucKQL0KmRl9m1d/w400-h301/05_PXL_20230426_165952564.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">05. Si
vous ne collez pas à la bombe, mettez la colle au pinceau sur le
carton. Il faut impérativement une colle à prise lente. Encollez le
verso, et placez la planche avec les fenêtres, huisseries,
rideaux...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_IPdPNm3MQUr5lv6AJjHcailFxwJMS84MrKfzPjIuQkHDnPN-Gq9BhBpoB13KB21r95YZfppJlgkzYgGwuLvKi5Gw9GY5mNIhna6QOP6ydXeMZL6T3Gne8u62Chd0aPrwsQFaacPOHkK8dI5uEGm9c3lFJ4ckU1EkCZr2iqvP1Os9UBRw--F8BIc3/s2040/06_PXL_20230426_170015744.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_IPdPNm3MQUr5lv6AJjHcailFxwJMS84MrKfzPjIuQkHDnPN-Gq9BhBpoB13KB21r95YZfppJlgkzYgGwuLvKi5Gw9GY5mNIhna6QOP6ydXeMZL6T3Gne8u62Chd0aPrwsQFaacPOHkK8dI5uEGm9c3lFJ4ckU1EkCZr2iqvP1Os9UBRw--F8BIc3/w400-h301/06_PXL_20230426_170015744.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 06. Laissez
sécher à plat sous une plaque et un poids.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhslA5fr2iB5wodLABigIYiyGm6LtQ1h_2EIwLxgSxiovtucJlOVwLaih-Nieb48gZWNkgy4Rb_k755iKVVS2nxgkIJ9e884KWDBVFnvq4xyBhJTPINqHgwTQgLzLbucbEBVMACLsPvirFgT3tTKLFujl2OUswmtI3QkcwXBKBikTZVFb6D11njfG2E/s2040/07_PXL_20230426_170649728.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhslA5fr2iB5wodLABigIYiyGm6LtQ1h_2EIwLxgSxiovtucJlOVwLaih-Nieb48gZWNkgy4Rb_k755iKVVS2nxgkIJ9e884KWDBVFnvq4xyBhJTPINqHgwTQgLzLbucbEBVMACLsPvirFgT3tTKLFujl2OUswmtI3QkcwXBKBikTZVFb6D11njfG2E/w400-h301/07_PXL_20230426_170649728.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 07. Collez
un pignon...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVN2BUggNc1YIrb4bqHnO_K1FMzceyq4txN7qd3jeSNqw-lV3H08JwF8n_kzCT_1sByEZnhAANNTXbz2faqNHTg5vWrhuyHfXMVx9LoOJzJP-sXXAxBRnBVr4sX41xcJYQ5MpR8HmqMQ2EDtdVryE4b7MqJf2lc2FxWuwCsVIPAmOWizMYWQhk2ARw/s2040/08_PXL_20230426_171122072.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVN2BUggNc1YIrb4bqHnO_K1FMzceyq4txN7qd3jeSNqw-lV3H08JwF8n_kzCT_1sByEZnhAANNTXbz2faqNHTg5vWrhuyHfXMVx9LoOJzJP-sXXAxBRnBVr4sX41xcJYQ5MpR8HmqMQ2EDtdVryE4b7MqJf2lc2FxWuwCsVIPAmOWizMYWQhk2ARw/w400-h301/08_PXL_20230426_171122072.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 08. Puis la dalle du bas qui va assurer les angles droits. Collez le deuxième
pignon.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqjNwplyMZ3Qamu32nT-Cr1e9eKjfr2Gc22dA1dO5LuUNf6RVY8GjpHNW3OVMoqib4Y10HvJ9xmuUASBB0vjbka-Dxgz_SNwcISCncg-Vwd3T7IJQlcKxd6xN-zgsg9wki6wyc1ZPwY0gXDNFjZz8PfqlshuDJXuSxOrIkM59bInxstxzAszZ1fdWp/s2040/09_PXL_20230426_171447881.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqjNwplyMZ3Qamu32nT-Cr1e9eKjfr2Gc22dA1dO5LuUNf6RVY8GjpHNW3OVMoqib4Y10HvJ9xmuUASBB0vjbka-Dxgz_SNwcISCncg-Vwd3T7IJQlcKxd6xN-zgsg9wki6wyc1ZPwY0gXDNFjZz8PfqlshuDJXuSxOrIkM59bInxstxzAszZ1fdWp/w400-h301/09_PXL_20230426_171447881.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">09. Je
fais ce genre de collage sur une feuille siliconée (récupération
de support d’adhésif, comme du Rédutex, par exemple) afin que
les éventuelles bavures de colle… ne collent pas !</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_srOJ-jmX_VPyofnzz3UpkcFi3J-XDePGKqFfXI8j2qz7EL9AIRM_9MC3ptEtNyyVMz9m_7EQ3Y6qXOYkNg8PPOTh2pwB9_5XIZQVb_ByVSgu3dtG65HxepQNVgfGnGY7m82xeNxKzRvCz7I7GQlfhhb01vhiWjrfZ5CpJlPG1XalIFPt0-gL23dB/s2040/10_PXL_20230426_171544921.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_srOJ-jmX_VPyofnzz3UpkcFi3J-XDePGKqFfXI8j2qz7EL9AIRM_9MC3ptEtNyyVMz9m_7EQ3Y6qXOYkNg8PPOTh2pwB9_5XIZQVb_ByVSgu3dtG65HxepQNVgfGnGY7m82xeNxKzRvCz7I7GQlfhhb01vhiWjrfZ5CpJlPG1XalIFPt0-gL23dB/w400-h301/10_PXL_20230426_171544921.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 10. Encollez
un pignon.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKHuzZxrVmMhPdNTukAmRdw4Av0Lq-F0Xk4I-lj3YhxayRqHZBD99zUEeabnPFXzPa_tdsCMVtqh2-o5cprzf3zhuZGPxmmLdEphDnI329Svqf20-OHVLZE8mAKZUg2ApnGtUmdyMcveDRp_E6owxAFtBJKMBHefRoGHV-d3dz5ymb8QzIbGMAZpCA/s2040/11_PXL_20230426_171835951.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKHuzZxrVmMhPdNTukAmRdw4Av0Lq-F0Xk4I-lj3YhxayRqHZBD99zUEeabnPFXzPa_tdsCMVtqh2-o5cprzf3zhuZGPxmmLdEphDnI329Svqf20-OHVLZE8mAKZUg2ApnGtUmdyMcveDRp_E6owxAFtBJKMBHefRoGHV-d3dz5ymb8QzIbGMAZpCA/w400-h301/11_PXL_20230426_171835951.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">11. Positionnez
le « crépis » et marouflez , par exemple sur un bord de
table pour éviter de tout casser.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Wgg9p9vgm6zyp3h33645X09mhBMAU6gKtwGLO5V2oMJMNdFgPqcQagDhsfrTpEG7ZLprqGsIdZxHHzgs5xZgSe0TfvupA0ERBBU7QbZkD16kc3F_IDRtESV35DQHP1W3fV4knsPz6pzm6RQyzQjvbVXJtIrf2q0lg2cf08Tr5XAANtP3s9CfrehK/s2040/12_PXL_20230426_170040682.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Wgg9p9vgm6zyp3h33645X09mhBMAU6gKtwGLO5V2oMJMNdFgPqcQagDhsfrTpEG7ZLprqGsIdZxHHzgs5xZgSe0TfvupA0ERBBU7QbZkD16kc3F_IDRtESV35DQHP1W3fV4knsPz6pzm6RQyzQjvbVXJtIrf2q0lg2cf08Tr5XAANtP3s9CfrehK/w400-h301/12_PXL_20230426_170040682.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">12. Préparez
l’entourage de la boutique...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWGa-T2_8OQ-ikxVZ0njxJ01waeLo8EGJWkCgmgj9MtJWzzp9eDn_zu8zj_-yCBh044DF2ORL0eDxqTsILLf8WMIIXdJ8xdBUK6V3Ym41TI_hFexxa1MIG1LqIAWIpfuwcYKHO08UYLDFLPPS7vK9DoHxgv0RNVWNmBQLrFRpApDYzFwhDBQrHstLL/s2040/13_PXL_20230426_172111001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWGa-T2_8OQ-ikxVZ0njxJ01waeLo8EGJWkCgmgj9MtJWzzp9eDn_zu8zj_-yCBh044DF2ORL0eDxqTsILLf8WMIIXdJ8xdBUK6V3Ym41TI_hFexxa1MIG1LqIAWIpfuwcYKHO08UYLDFLPPS7vK9DoHxgv0RNVWNmBQLrFRpApDYzFwhDBQrHstLL/w400-h301/13_PXL_20230426_172111001.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">13. Puis collez le en place.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><br />
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiilcWEXJTXR510JTQD59aHcobBgrcIqYvO8iQNazvC3S76L6XwmhtSy87Rtqed8lcSG8qYq928ZXy0NUfP1T9ldom4-lxB31jnFt61RrA48CzqsNG0ymzi28llalTTtIpJoxoyxxXJX4U5pSkHiJjyYCjcruIeXXhCRsdkHGcxCEybuVNEhYtBxFQe/s2040/14_PXL_20230426_172619797.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiilcWEXJTXR510JTQD59aHcobBgrcIqYvO8iQNazvC3S76L6XwmhtSy87Rtqed8lcSG8qYq928ZXy0NUfP1T9ldom4-lxB31jnFt61RrA48CzqsNG0ymzi28llalTTtIpJoxoyxxXJX4U5pSkHiJjyYCjcruIeXXhCRsdkHGcxCEybuVNEhYtBxFQe/w400-h301/14_PXL_20230426_172619797.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">14. Préparez
la marquise. Attention, les plis sont à faire vers l’intérieur.
Si vous faites le montage avec la boutique en relief, enlevez la
« patte » à coller sur la façade s’il n’y a pas de
relief.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLl3r__wsEftaQywoGgGUsHUsp5i7Mba8GLFgSS1KkvedpywDKh7tDc_wd1wHHYNG-FBVTgfolOk6q-SG0ljatZIR1ZOGq3fgp60-90iCngA0gKHYcNLYNvC5Oo0kb88XFdxbskvb0swMqGC-hlh92Z87dqOEBr8TmTLHumdoUWE_Ta4nLDF-bbGSz/s2040/15_PXL_20230426_182640202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLl3r__wsEftaQywoGgGUsHUsp5i7Mba8GLFgSS1KkvedpywDKh7tDc_wd1wHHYNG-FBVTgfolOk6q-SG0ljatZIR1ZOGq3fgp60-90iCngA0gKHYcNLYNvC5Oo0kb88XFdxbskvb0swMqGC-hlh92Z87dqOEBr8TmTLHumdoUWE_Ta4nLDF-bbGSz/w400-h301/15_PXL_20230426_182640202.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">15. Collez
ensemble les deux parties. Je vous conseille pour ce faire l’emploi
de colle UHU à bague noire (surtout pas la verte qui ferait gondoler
le papier) cette colle vous donnera quelques secondes pour
positionner les pièces. </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibVLJxJbbpR7_f7SMXggC411-DuA8l9u2Z7FFaVeDfcBHh_2KdDBzjojWy6Z3RKingLkGUMmSIympr49lC8Uevt7jsRkCfRa37BN1_8Y3Gt4scLQD4HnuG_s28cACwFzZjXOLT3aMp-b8A_kRZ3__ADgsjjqBjTDXfzEw3lC3zesVhBtKVkoVEcFCY/s2040/16_PXL_20230426_182906456.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibVLJxJbbpR7_f7SMXggC411-DuA8l9u2Z7FFaVeDfcBHh_2KdDBzjojWy6Z3RKingLkGUMmSIympr49lC8Uevt7jsRkCfRa37BN1_8Y3Gt4scLQD4HnuG_s28cACwFzZjXOLT3aMp-b8A_kRZ3__ADgsjjqBjTDXfzEw3lC3zesVhBtKVkoVEcFCY/w400-h301/16_PXL_20230426_182906456.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">16. Collez
la frise en commençant par un angle...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYJhcVCGM1N2B8G3ZXtVbGsG--kfz3XuJ1VgOLsWvkRZfrVkWFETT0Xqb9UfnNMLbKjFBLDQy7w59B2Rn2MZEPTUw3zHjWCFc6RRaFswaXq1L_SgnIXDE4v5_HkY7is4PGYKyzZYVSc71Y8ChqADlte0n9YYBLu5y1_b5PyF5ZL0tmJZN3VinUA86/s2040/17_PXL_20230426_183048712.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYJhcVCGM1N2B8G3ZXtVbGsG--kfz3XuJ1VgOLsWvkRZfrVkWFETT0Xqb9UfnNMLbKjFBLDQy7w59B2Rn2MZEPTUw3zHjWCFc6RRaFswaXq1L_SgnIXDE4v5_HkY7is4PGYKyzZYVSc71Y8ChqADlte0n9YYBLu5y1_b5PyF5ZL0tmJZN3VinUA86/w400-h301/17_PXL_20230426_183048712.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">17. Puis l’autre.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy5nvUAsJRuS2dINsqRu9rWakfWE0feFZSEVNJQM8ZFOGIfZWO5rd_2R7ovDRzOC6KKLAa7YWTXliEKCHiWeQkjW08Kr7Q458ASRDjY8GPt0I7FO5gyk1JEn3aakSY58GZmy_yjStqaxNegp1WbT5Dmvs3ejvsvxBzOOafIs6oD61ndkS8DNaTTr-S/s2040/18_PXL_20230426_183601542.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy5nvUAsJRuS2dINsqRu9rWakfWE0feFZSEVNJQM8ZFOGIfZWO5rd_2R7ovDRzOC6KKLAa7YWTXliEKCHiWeQkjW08Kr7Q458ASRDjY8GPt0I7FO5gyk1JEn3aakSY58GZmy_yjStqaxNegp1WbT5Dmvs3ejvsvxBzOOafIs6oD61ndkS8DNaTTr-S/w400-h301/18_PXL_20230426_183601542.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">18. Collez
la marquise en place, sur le dessus de l’entourage de la boutique
et contre la façade.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrMuQiQvEJ8j5BFCJfHxWVyI-F-b7b2BN935-l-TrURxfMGIIz5aOUCas6AnltsbUteAkAMLoIgR0ZNDceNvCxapbua68fhnM1WmWqIL5sAS5Ej1a82qvXlL5NWbjxgoro5qBwaXr2J6uVhVcHKoDQung1f0Yie_YtWhmAgFvp4pz1zJ5g388NPPJS/s2040/19_PXL_20230426_185515841.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrMuQiQvEJ8j5BFCJfHxWVyI-F-b7b2BN935-l-TrURxfMGIIz5aOUCas6AnltsbUteAkAMLoIgR0ZNDceNvCxapbua68fhnM1WmWqIL5sAS5Ej1a82qvXlL5NWbjxgoro5qBwaXr2J6uVhVcHKoDQung1f0Yie_YtWhmAgFvp4pz1zJ5g388NPPJS/w400-h301/19_PXL_20230426_185515841.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">19. Préparez
le toit. Collez le découpage sur un carton de 1 mm d’épaisseur,
puis découpez autour du dessin.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBF6WrCRqT3IxIxRVfqxMC-q6cQA-pCIXCuUDUhA7uV945Lngs-Yfe9pSlyu1bFCYye2HBAivc5sstycCntnJ8cDCtUlCpZkgPva3VnqwoL1jJU-E78maDtwmBRaJ03aWWVwp7bZxlksDt-81Xb3xmqn54yO454jSk7ndX98z6bMwCVu6qjQrh3o0w/s2040/20_PXL_20230426_185937752.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBF6WrCRqT3IxIxRVfqxMC-q6cQA-pCIXCuUDUhA7uV945Lngs-Yfe9pSlyu1bFCYye2HBAivc5sstycCntnJ8cDCtUlCpZkgPva3VnqwoL1jJU-E78maDtwmBRaJ03aWWVwp7bZxlksDt-81Xb3xmqn54yO454jSk7ndX98z6bMwCVu6qjQrh3o0w/w400-h301/20_PXL_20230426_185937752.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">20. Mettez
le toit en place en encollant les pignons et l’angle de la façade.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjho-h8yTqykRx_S26ee367azDt3rLnYHyjLs_afNuRkSxu6STEiNCjFZG5xF1WCFr9u5-CFSKfg90I9OVK7-RGhiK-1_V-JSO_RV2MtGbf4I3tUw6FPkl9qzz49wQSjNvsbn__cwMlFvViNM5_3FQi61IJYeSGWyCntIirD5FgbCarFduqRDVjDbbX/s2040/21_PXL_20230426_190710302.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjho-h8yTqykRx_S26ee367azDt3rLnYHyjLs_afNuRkSxu6STEiNCjFZG5xF1WCFr9u5-CFSKfg90I9OVK7-RGhiK-1_V-JSO_RV2MtGbf4I3tUw6FPkl9qzz49wQSjNvsbn__cwMlFvViNM5_3FQi61IJYeSGWyCntIirD5FgbCarFduqRDVjDbbX/w400-h301/21_PXL_20230426_190710302.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">21. Préparez
les cheminées...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI_QzBdpGUoZzPneQAWHWuIO9ZFu5QYDLjo5KFAx74Yl1vH4VDmJXRfmRpdbsA9QmgS5I8Ru4EBFiFQaPhETZSCB7ev-uRuRQdC4RviwjZriVHakYXFp1vjiDCbC0KJRoeuxcPDJjSC4lGRuntE-4ImInUtJCaYALweoz-lZILtcs466VBHyHweIW8/s2040/22_PXL_20230426_192046486.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI_QzBdpGUoZzPneQAWHWuIO9ZFu5QYDLjo5KFAx74Yl1vH4VDmJXRfmRpdbsA9QmgS5I8Ru4EBFiFQaPhETZSCB7ev-uRuRQdC4RviwjZriVHakYXFp1vjiDCbC0KJRoeuxcPDJjSC4lGRuntE-4ImInUtJCaYALweoz-lZILtcs466VBHyHweIW8/w400-h301/22_PXL_20230426_192046486.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">22. Et mettez en place.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirGobjCqI9-K4a3J38-pVCv1yoCbYqtBTLBd1BxDhxPD4OEMt-ifYdfqPY5oukvPf0NH_UggBAZdyY5-OOhylJUBr9Mw-OgyQxHAYyD8_lp53YMwBnIIBS65rzC6tkR8UgSXPJ0hsGTc9zUxkKfqogUaiKkhq6eUHbNoS9s_7TtJfYHXMAFkiwD2v0/s2040/23_PXL_20230426_190701633.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirGobjCqI9-K4a3J38-pVCv1yoCbYqtBTLBd1BxDhxPD4OEMt-ifYdfqPY5oukvPf0NH_UggBAZdyY5-OOhylJUBr9Mw-OgyQxHAYyD8_lp53YMwBnIIBS65rzC6tkR8UgSXPJ0hsGTc9zUxkKfqogUaiKkhq6eUHbNoS9s_7TtJfYHXMAFkiwD2v0/w400-h301/23_PXL_20230426_190701633.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">23. Les
mitres peuvent être fabriquée dans un coton tige, préalablement
peint en rouge brique... </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhioVMmuRtZABp51u0dtjMhGdVSHaWg0MWP_wne7wS5EgmJAuz7VUx26d76rvZ7wAodiWFz4N11T-AGWQtpjkwGJ4UE95p6t7WRmIr9_AjC4nhgb5k23OpDGU1iwWLf9OGm2s1A2znoTQ3UDEB96jsizDB9pKfTWfidDjT992smhUZFUSOkw4TXg_0I/s2040/24_PXL_20230426_195918365.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhioVMmuRtZABp51u0dtjMhGdVSHaWg0MWP_wne7wS5EgmJAuz7VUx26d76rvZ7wAodiWFz4N11T-AGWQtpjkwGJ4UE95p6t7WRmIr9_AjC4nhgb5k23OpDGU1iwWLf9OGm2s1A2znoTQ3UDEB96jsizDB9pKfTWfidDjT992smhUZFUSOkw4TXg_0I/w400-h301/24_PXL_20230426_195918365.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">24. Puis coupées (entre 3 et 10 mm de long, c’est réaliste). Le
« Chopper » de NWSL est très pratique pour ce genre de
chose, mais attention aux doigts ! </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZDSgYsIqttQ4Bfw1Bw_swdrsSqBUDiJoGzCxm7p2viw__vcdWxRhzGjBiYvlHvS-HHi5Vk-LjoViaLan5ZJooYN92EouVLJ6sQCGOZxEmAufXWl9dKfWz0op9-s85tXYIZBOfvBZWpHf9P4R0zYcNl2HbLBvMI30Dz955EOlmK4Hy73OxrpQrJkOG/s2040/25_PXL_20230426_200224727.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZDSgYsIqttQ4Bfw1Bw_swdrsSqBUDiJoGzCxm7p2viw__vcdWxRhzGjBiYvlHvS-HHi5Vk-LjoViaLan5ZJooYN92EouVLJ6sQCGOZxEmAufXWl9dKfWz0op9-s85tXYIZBOfvBZWpHf9P4R0zYcNl2HbLBvMI30Dz955EOlmK4Hy73OxrpQrJkOG/w400-h301/25_PXL_20230426_200224727.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">25. Collez
en place (à la UHU), un petit coup de peinture noire autour du trou
fera un début de patine.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim7V0LiOUsQ5yCkMtac5_j-OHqXAplekW629sysQv_hBMrbH0iPiLabvH7ApnUU060buW35DnVCJmYcVuyFXVkyiAjZaWlHoW2H7oMgCYYEgl2DBWVlGNob_stRe4sAludzXgSABjM_mRUwnBjPerr7IegV2KHEy0zKUiQBXbjB06mxh4rEMnRgK3Y/s2040/26_PXL_20230426_193832811.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim7V0LiOUsQ5yCkMtac5_j-OHqXAplekW629sysQv_hBMrbH0iPiLabvH7ApnUU060buW35DnVCJmYcVuyFXVkyiAjZaWlHoW2H7oMgCYYEgl2DBWVlGNob_stRe4sAludzXgSABjM_mRUwnBjPerr7IegV2KHEy0zKUiQBXbjB06mxh4rEMnRgK3Y/w400-h301/26_PXL_20230426_193832811.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">26. Pour
coller des volets fermés, bouchez la fenêtre avec une chute de
carton (si vous faites découper au laser par un tiers, récupérez
les chutes! )</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ_gPvGff1xtfgOiubb9YQILZLW-napUj6HPR91PaGHNTYgJHfiqPq1RJVxtVLQxyqWI3qmPZCySmTFUTkFvzFhW0ID3Ebj-dawxRvgxqRHD06yYji8AkNL7oIZrVlTaTjUQ4BMntUXCz5Gx7Fx9fj_AjQZiWTLS1ENMdrd-ZCDLf-dYNSfskOKuBx/s2040/27_PXL_20230426_200736868.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2040" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ_gPvGff1xtfgOiubb9YQILZLW-napUj6HPR91PaGHNTYgJHfiqPq1RJVxtVLQxyqWI3qmPZCySmTFUTkFvzFhW0ID3Ebj-dawxRvgxqRHD06yYji8AkNL7oIZrVlTaTjUQ4BMntUXCz5Gx7Fx9fj_AjQZiWTLS1ENMdrd-ZCDLf-dYNSfskOKuBx/w400-h301/27_PXL_20230426_200736868.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> 27. les
volets sont collés soit à plat contre la façade, soit légèrement
en biais en n’encollant qu’une tranche. N’oubliez pas le nom du
propriétaire sur la marquise.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcrTiRDRaWGRtVmTj18CoWGxHDNHhdC96ckLkuRIlgr0eb9Pt94tMPtizpRIT3T3j8-SVECLfHT9BLpn_ESveU-n3jh_UV-0lNqhWUgYN-EEAoI5ixE03RRBNpG-T8odfWiuiei38VHqKlUgpe8k4IIc_tEKZTYm0BmHJIwJ_ibYPWHZayTL2a0XE/s2040/28_PXL_20230426_200800279%20M.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1403" data-original-width="2040" height="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcrTiRDRaWGRtVmTj18CoWGxHDNHhdC96ckLkuRIlgr0eb9Pt94tMPtizpRIT3T3j8-SVECLfHT9BLpn_ESveU-n3jh_UV-0lNqhWUgYN-EEAoI5ixE03RRBNpG-T8odfWiuiei38VHqKlUgpe8k4IIc_tEKZTYm0BmHJIwJ_ibYPWHZayTL2a0XE/w400-h275/28_PXL_20230426_200800279%20M.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">28. Yapuka...</p> <br /></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com2tag:blogger.com,1999:blog-5715166450904718926.post-19024721668522390022023-05-15T18:11:00.003+02:002023-05-15T18:15:04.549+02:00Le modélisme ferroviaire, c'est facile ?<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxRM9nRE7fsRR_MAAeUFqpqAOXAK-RqExvLVm0ft63mQoln8QpwQIJWmbLQQF9x0qqXrdgsiAJm4fCOKaXZqAlytgmNr0laBS0pyGJ_bE_ufnL7GZ7RAPyzbl1Vef8nzH49SikhtERhupTDFpT4lMpJLSN4ErLUT3PQ63jlHiMf6yvERnhIQK6ebuf/s3984/couvB.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2656" data-original-width="3984" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxRM9nRE7fsRR_MAAeUFqpqAOXAK-RqExvLVm0ft63mQoln8QpwQIJWmbLQQF9x0qqXrdgsiAJm4fCOKaXZqAlytgmNr0laBS0pyGJ_bE_ufnL7GZ7RAPyzbl1Vef8nzH49SikhtERhupTDFpT4lMpJLSN4ErLUT3PQ63jlHiMf6yvERnhIQK6ebuf/w640-h426/couvB.JPG" width="640" /></a></div><br />Eh bien... ça dépend ! En fait, souvent, c'est plutôt la réflexion inverse que nous entendons : "le modélisme ferroviaire, c'est pas facile". <p></p><p>Ce n'est pas totalement faux, il faut savoir toucher un peu à tout, être menuisier, comprendre un peu d'électricité, être peintre... <br /></p><p>Mais le modélisme, c'est un peu comme la cuisine. Il existe des recettes simples et d'autres, plus complexes. Allez-vous vous lancer dans la cuisine d'un bœuf bourguignon, si vous ne savez même pas cuisiner une patate à l'eau ? Ou, si vous n'avez que 2 minutes pour vous préparer un plat ? Non...<br /></p><p>Dans le prochain numéro de Clés pour le train miniature, nous abordons l'éclairage des accessoires : plein de petites lumières partout partout, pour, au final, une ambiance spectaculaire. Mais soyons honnêtes, la tâche n'a pas été facile pour nous, modélistes pourtant aguerris. Et la raison est très simple : de petits fils partout, des soudures à répétition, un plat de nouilles sous le réseau... Impossible de s'y retrouver en cas de panne et de réparation ! Alors oui, le travail était complexe, et cela parce qu'en travaillant vite, nous nous sommes désorganisés, nous avons oublié l'essentiel : la patience et le plaisir du bricolage.<br /></p><p>En gros, NOUS avons rendu le travail complexe... <br /></p><p>Le modélisme est un travail de patience et les exercices qui, au final, paraissent compliqués, ne sont qu'une somme d'exercices simples... Car, si on y repense, tous ces accessoires lumineux reposent sur le même principe : deux fils branchés sur un bornier, pas plus : il suffisait juste de prendre son temps, de ne pas nouer tous les fils entre eux et d'y aller pas-à-pas, de prendre plaisir à construire, câbler, jusqu'au bouquet final. </p><p>C'est ce que nous vous conseillons de faire pour apprécier le spectacle de votre réseau Entre Chien et Loup et aussi, de vous rappeler que, dans le voyage, le plaisir est d'abord dans le périple avant d'être dans la destination... </p><p> </p><p><br /></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-61456997390498903092023-03-17T19:10:00.001+01:002023-09-18T11:40:10.779+02:00Découpage Clés 66 : Une fonderie française<div class="separator"></div><div class="separator"> </div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT6pUHTZZntWztdKd7XojJI3F9J7C29Gqnby4EOqrlj4T-zJuGqDGIfw2RJy46sWl7aGrd8G1MKFze7CfcSFzAykBrxOUK9dC6G0OM62dTAds6RQAzw2nYkfQoGj3i9w-isxL4blwpb47SnrSqIz77aDbx4yYTPKc1CYEwygP_wughfw5ZLvE4MoSB/s1920/01__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT6pUHTZZntWztdKd7XojJI3F9J7C29Gqnby4EOqrlj4T-zJuGqDGIfw2RJy46sWl7aGrd8G1MKFze7CfcSFzAykBrxOUK9dC6G0OM62dTAds6RQAzw2nYkfQoGj3i9w-isxL4blwpb47SnrSqIz77aDbx4yYTPKc1CYEwygP_wughfw5ZLvE4MoSB/w640-h482/01__Tuto%2066.jpg" width="640" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">Le
découpage que nous vous proposons aujourd’hui est l’évocation
d’un bâtiment industriel, fond de décor, avec son quai
ferroviaire particulier.<span></span></p><a name='more'></a><p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Avant
de procéder au montage de ces bâtiments, il convient de réunir le
matériel suivant : une règle de préférence métallique, un
réglet métallique, une règle d’écolier carrée elle aussi
métallique (afin d’être insensibles à la colle), un cutter,
un stylo à bille pointe fine sec et hors d’usage, un pinceau
(plutôt une petite brosse ou une palette en silicone) de la colle
type UHU à bague noire, qui permet un ajustage par glissement, de la
colle blanche à bois type Sader lente ou de la colle Flexiplé,
colle à reliure qui reste souple, un tapis de découpe, et, en
option, un bloc de bois dur à faces bien dressées (voir Clés pour
le train miniature n°1, page 18). On se réfèrera aussi aux
différents montages de "Clés" déjà publiés.</p><p 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/AVvXsEhlF7r7IWt_X16OJzUs9ui8U5TKLPcUT4v39lvcYGXRcdvw9vau5ulNonuAp6FxmrqH2mxspafoVOoDNs2Sau1XRXzR8PkTT1xP6J4i0sYP5HwvPy5OuFhA5TJyxJrNFMuTspnaFFpzY_15wd9cHXMHNukYAzVvP0gCn_BkNLxfLEFXHUAmyDT4Hjh0/s1920/02__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlF7r7IWt_X16OJzUs9ui8U5TKLPcUT4v39lvcYGXRcdvw9vau5ulNonuAp6FxmrqH2mxspafoVOoDNs2Sau1XRXzR8PkTT1xP6J4i0sYP5HwvPy5OuFhA5TJyxJrNFMuTspnaFFpzY_15wd9cHXMHNukYAzVvP0gCn_BkNLxfLEFXHUAmyDT4Hjh0/w400-h301/02__Tuto%2066.jpg" width="400" /></a></div> <p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">1. Comme
la plupart des découpages de « Clés », vous avez le
choix entre un montage simple en découpant et collant les pages
centrales, ou en construisant une ossature en carton de 2 mm sur
laquelle vient se coller ces mêmes découpages, pour assurer de la
stabilité et du relief à l’ensemble (1 mm pour la toiture)</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Si
vous choisissez la méthode « simple », découpez et
collez en vous inspirant des autres découpages de Clés.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Je
vous propose la méthode sur ossature carton bois de 2mm d’épaisseur,
découpé au laser, solution que je vous préconise pour ce montage.
Le plan des pièces en carton peut être téléchargé sur le site de
LR Presse. Vous y trouverez les fichiers prêts à être découpés
par une découpeuse, ainsi que les plans pour découper le carton de
manière plus traditionnel, au cutter. Le montage est strictement
identique, un peu plus simple avec la découpe avec tenons et
mortaises au laser.
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Suivant
les cotes des dessins ou du plan téléchargé, découpez ou faites
découper les éléments dans du carton bois de 2mm. Découpez
soigneusement les ouvertures.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEwiznGvV8A0wWs6lvMIRS0JzYG_uTATnNF6409ey_66Eo9nD-g4Zp5wMeBOaTiPRqcHHMwT2e5xD2vYrKUf2soRcGgF-A5o84R7wlED1JdtNOsQ56csS0BQ7YMUFeeCD9-pMipYCQl9c-B7ysIRAjue6UA0O_IIUNJ2GnaHKS7IpqMHaTq3GfOIg5/s1920/03__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEwiznGvV8A0wWs6lvMIRS0JzYG_uTATnNF6409ey_66Eo9nD-g4Zp5wMeBOaTiPRqcHHMwT2e5xD2vYrKUf2soRcGgF-A5o84R7wlED1JdtNOsQ56csS0BQ7YMUFeeCD9-pMipYCQl9c-B7ysIRAjue6UA0O_IIUNJ2GnaHKS7IpqMHaTq3GfOIg5/w400-h301/03__Tuto%2066.jpg" width="400" /></a></div><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">02. Découpez
soigneusement toutes les pièces du « puzzle » publié
dans « Clés » en oubliant toutes les pattes
blanches d’assemblage.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIr36uh2SfQY66JpWW_vVhjsZltpuUjo7KWZyAP-L2ovcxMp5lRKLv-Bo4Y1AA5WEInqxzD27QlSh8lFj08OfCSlhjWXrAV6D6kDli6xjs4v_NxWOvTnFXdQTW0I7bcOSpd6SoGmCZo_EP14opKtJMcqzVbBQkar6I20ow4xaAnwSy0sgcj3CRWK1z/s1920/04__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIr36uh2SfQY66JpWW_vVhjsZltpuUjo7KWZyAP-L2ovcxMp5lRKLv-Bo4Y1AA5WEInqxzD27QlSh8lFj08OfCSlhjWXrAV6D6kDli6xjs4v_NxWOvTnFXdQTW0I7bcOSpd6SoGmCZo_EP14opKtJMcqzVbBQkar6I20ow4xaAnwSy0sgcj3CRWK1z/w400-h301/04__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">03. Passez
un coup de peinture grise sur les tranches des découpes J’utilise
de la peinture acrylique pour bâtiment vendue en « pot
échantillon » dans les grandes surfaces de bricolage. Cette
peinture est bien appropriée pour nos maquettes de bâtiment en
carton car elle couvre bien et adhère sur les tranches brûlées.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUsbVWSHV59Bcm8ZXH1HHsuRZsUsateEWAnHCU1f7bC4QtXx6HVEMIgKqowem4hZqZpESYcgEAgiWYXR-Z-hpmEPbfpJdv3CWoIoTTUu_i7vFIa9esaVGE3KMQQ-ZJVNnDSdmusxCxYOZZrA2Uyt9HlE6tcX2OLdAIpBdgWSXhYxN1Jj0FKwyPpk9C/s1920/05__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUsbVWSHV59Bcm8ZXH1HHsuRZsUsateEWAnHCU1f7bC4QtXx6HVEMIgKqowem4hZqZpESYcgEAgiWYXR-Z-hpmEPbfpJdv3CWoIoTTUu_i7vFIa9esaVGE3KMQQ-ZJVNnDSdmusxCxYOZZrA2Uyt9HlE6tcX2OLdAIpBdgWSXhYxN1Jj0FKwyPpk9C/w400-h301/05__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">04. Collez
en place les modénatures du frontons. Les pièces ne doivent
dépasser que vers l’avant.
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioV17MlKZ_1nZoizKrqwknkQAbAclpePrFtIHdcj2pGiFThhQ69aeZ5ouawZDv097QGKYwWTVJE0dxCN7TpT1_qlrpf1l3cioAtPmjodvFPzTE5dGeM7vDFbT-Yq8tjj04GECCqr2ebdN3Dx1keH_5ZBIaxOsXfCYG66WZTaj0UXVQWnqjUepDuQZZ/s1920/06__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioV17MlKZ_1nZoizKrqwknkQAbAclpePrFtIHdcj2pGiFThhQ69aeZ5ouawZDv097QGKYwWTVJE0dxCN7TpT1_qlrpf1l3cioAtPmjodvFPzTE5dGeM7vDFbT-Yq8tjj04GECCqr2ebdN3Dx1keH_5ZBIaxOsXfCYG66WZTaj0UXVQWnqjUepDuQZZ/w400-h301/06__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">05. Remarquez
que sur les photos, vous voyez souvent une feuille blanche. En
réalité, il s’agit d’une feuille siliconée (récupération d’un
autocollant, comme une feuille de Redutex) sur lequel la colle ne
tient pas, et donc pas de risque d’arrachement du carton.
Aidez-vous de règle en bois coupée bien droite pour « pousser »
sur le collage. Pour mettre la colle, j’utilise une petite palette
(parfois appelée pinceau) en silicone, facile à nettoyer une fois
la colle sèche.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv9hqZLfwRBcmQ0E9jPgDnIguxLo45lxlEVodQKfpNIziCI691tr0Sj4ovd997DRhfAvUOtmVXpdPCaTIv0l1OM19k0J8LTsIHCQQaCL3NAfzpWYoOijvqwHFfqmddFeXV-L3nkwvBprNT6YS69Bxg4aVwF4Khcj1nwbPJ4bnFo2aJUvWA_jOZ8XYl/s1920/07__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv9hqZLfwRBcmQ0E9jPgDnIguxLo45lxlEVodQKfpNIziCI691tr0Sj4ovd997DRhfAvUOtmVXpdPCaTIv0l1OM19k0J8LTsIHCQQaCL3NAfzpWYoOijvqwHFfqmddFeXV-L3nkwvBprNT6YS69Bxg4aVwF4Khcj1nwbPJ4bnFo2aJUvWA_jOZ8XYl/w400-h301/07__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">06. Passez
un coup de peinture grise sur ce travail.</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnVO6dxikg16mPT00mAKX7g1S7xcmoT79YA8cXgbS37Fwmh91wEKHpm_98O5bwf-iDEQUX7pk0ynZRfmKjuRZ0amx13mptgyEXhzCqojEnB_-AhLb9rD1e1-oE7VF3fCbzyNHqdFsQ08a4zvcqyoCRFK8npwkfsaDfz_HfjUE4AMum3X0I7QZmYsiC/s1920/08__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnVO6dxikg16mPT00mAKX7g1S7xcmoT79YA8cXgbS37Fwmh91wEKHpm_98O5bwf-iDEQUX7pk0ynZRfmKjuRZ0amx13mptgyEXhzCqojEnB_-AhLb9rD1e1-oE7VF3fCbzyNHqdFsQ08a4zvcqyoCRFK8npwkfsaDfz_HfjUE4AMum3X0I7QZmYsiC/s320/08__Tuto%2066.jpg" width="320" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">.07. Assemblez
le quai « à sec », puis, après avoir repéré les
pièces, passez au collage d’une grande longueur.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIdpAD1mixR20S-edUJZeN5bYAqQc453wewM1Rjupnm04NDeggPVBWsp2KM1I9vd2H-EBYAgKNr8o2DQ37wRU1hzJQk_GBpjGHFKDEeqG6BkjhudTazxpt0-sTH_JmVDD74nH2JaMpa7sc58ZL2R2Yd3kLgDpoDDAkfwOTzxICTZYlqC2E8bpltyQv/s1920/09__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIdpAD1mixR20S-edUJZeN5bYAqQc453wewM1Rjupnm04NDeggPVBWsp2KM1I9vd2H-EBYAgKNr8o2DQ37wRU1hzJQk_GBpjGHFKDEeqG6BkjhudTazxpt0-sTH_JmVDD74nH2JaMpa7sc58ZL2R2Yd3kLgDpoDDAkfwOTzxICTZYlqC2E8bpltyQv/w400-h301/09__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">08. Collez
ensuite les extrémités.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNEKCTVe3uztG1b7IjYEHjpJ1l-nC185nxZNG_I0cgIAbzl3Hnmre9Jpbm7QEV7XCyEvHuk6OYooWuTJZEZPMlQq67VM5szT_7y6hb5P3X7UV1gnJNoEc14Xbt5vZRb2ZuBbrJvV44C8NxWZ9SmNk4yKGUD-bKvuZ3QO9ljVN_Szn7Y0YswqX-8fHZ/s1920/10__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNEKCTVe3uztG1b7IjYEHjpJ1l-nC185nxZNG_I0cgIAbzl3Hnmre9Jpbm7QEV7XCyEvHuk6OYooWuTJZEZPMlQq67VM5szT_7y6hb5P3X7UV1gnJNoEc14Xbt5vZRb2ZuBbrJvV44C8NxWZ9SmNk4yKGUD-bKvuZ3QO9ljVN_Szn7Y0YswqX-8fHZ/w400-h301/10__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">09. Mettez
en place l’autre grande longueur. J ‘utilise toujours cette
cale en bois parfaitement dressée, ainsi qu’un papier siliconé.</p><p></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNitTNmL7E6ZadtZ81FPVN3iNft7ed3R9aFdfaMJPm_RLldJEmQTwSqXW5FzgAlFCd015-Adz28BnfvpRIqjFLeuMN7suQnPlonhSdxTYroCeeCE6ypRgmBE0hABmQjVntVa65_V5qGPDSExdPDaXyjdTgDG5WYfxj-rtEXUzP6q9pFJCVdrQP0aiN/s1920/11__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNitTNmL7E6ZadtZ81FPVN3iNft7ed3R9aFdfaMJPm_RLldJEmQTwSqXW5FzgAlFCd015-Adz28BnfvpRIqjFLeuMN7suQnPlonhSdxTYroCeeCE6ypRgmBE0hABmQjVntVa65_V5qGPDSExdPDaXyjdTgDG5WYfxj-rtEXUzP6q9pFJCVdrQP0aiN/w400-h301/11__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">10. Collez
les deux renforts à peu près en place et préparez les quais
imprimés.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMNsfmHDvKgMlQgRr-3sG8pA8uhhiMjzRwq5dTKIEApYYliLcQnocpJKMcDG7hdxj2erSvc81zeWkNLQxl-YG6x_rHgqN_JA3pMUUdV0yczt7jM3kGxMrs95ovUBKDFIFoSXVqNzUP_vVSy7D4t6KmS133nynJtUm2PFCpn6yNRVrrAd3Lj_pjb3sm/s1920/12__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMNsfmHDvKgMlQgRr-3sG8pA8uhhiMjzRwq5dTKIEApYYliLcQnocpJKMcDG7hdxj2erSvc81zeWkNLQxl-YG6x_rHgqN_JA3pMUUdV0yczt7jM3kGxMrs95ovUBKDFIFoSXVqNzUP_vVSy7D4t6KmS133nynJtUm2PFCpn6yNRVrrAd3Lj_pjb3sm/w400-h301/12__Tuto%2066.jpg" width="400" /></a></div><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">11. Collez
les quais imprimés l’un après l’autre, en mettant toujours la
colle sur le carton.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">.</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr5yDj8Zgza9bfS25F-2ZLMclkVI28m6gWNQLiSgFmR3IFtm_9fBkQZTTBIfCtmhneufte71c21PVrEfNByIw7jsry9WcrMI5nt3jbEpT39JFbfRin9gdr1y-mP2IkPtvsfN4mGnnNrbLBOjDk_Xw9YilCZay7rJDtA9MlRM3UVXoMDaQhtbgLxm4Z/s1920/13__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr5yDj8Zgza9bfS25F-2ZLMclkVI28m6gWNQLiSgFmR3IFtm_9fBkQZTTBIfCtmhneufte71c21PVrEfNByIw7jsry9WcrMI5nt3jbEpT39JFbfRin9gdr1y-mP2IkPtvsfN4mGnnNrbLBOjDk_Xw9YilCZay7rJDtA9MlRM3UVXoMDaQhtbgLxm4Z/w400-h301/13__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">12. Collez
les renforts sur le carton sans autre ouverture que les 4 grandes
mortaises. Comme les tenons dépassent, il faut vous poser sur des
cales en carton de même épaisseur.</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcE1LKAm3Z4OFPGGJD5ejIOzp_4Ug1kl4IFSlx9L6eZUVtNmVxaz-n3UN0kgV0AW7133ui5F4eO1RXTfOCWx-Um42SHvsYD7PiLKUAzkQZgW3Axp34afSwErh0h6HzMXh7JqALoDFqhMJ5I2n95i167FY3bZMWP9GFhRVwAO6f-q1WizTkw9B1gWY/s1920/14__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcE1LKAm3Z4OFPGGJD5ejIOzp_4Ug1kl4IFSlx9L6eZUVtNmVxaz-n3UN0kgV0AW7133ui5F4eO1RXTfOCWx-Um42SHvsYD7PiLKUAzkQZgW3Axp34afSwErh0h6HzMXh7JqALoDFqhMJ5I2n95i167FY3bZMWP9GFhRVwAO6f-q1WizTkw9B1gWY/w400-h301/14__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">13. Laissez
sécher en position. Une combine pour garder tous les éléments bien
verticaux...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWxjMl3xcYXtBgnENGxKXo0IjD-uZd8lpUrExnwlTKLw0AKl28vZCQgrYKw48SF7ZXXWuLp8uv33NB0N6lVGmsSZbiImMDyOjNpmaB7b1uHe7LuiWPK1YaRHegqM1Aj4VHCKreBagsMy27m7dogcsdt00f1zCcj2jL_SUL5533cdUaDluURa1LBwAz/s1920/15__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWxjMl3xcYXtBgnENGxKXo0IjD-uZd8lpUrExnwlTKLw0AKl28vZCQgrYKw48SF7ZXXWuLp8uv33NB0N6lVGmsSZbiImMDyOjNpmaB7b1uHe7LuiWPK1YaRHegqM1Aj4VHCKreBagsMy27m7dogcsdt00f1zCcj2jL_SUL5533cdUaDluURa1LBwAz/w400-h301/15__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">14. Au
besoin, faites un raccord de peinture sur les tenons, et collez la
façade percée sur la façade pleine.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ-X1wVfCfTIIklAlPFp-T9b7i85LdFJdn-7tZFBDXcMe1uh_41tJp5hESzLkmY4EmXLEL9wS6YD5oduWIne5xDZw0Sp5sCgLAYJBpuqhhJAb3W4r2WeXboU-QM6Cr1J7_FgiMg_H-IaDaJKV57eLvpZAzTJF-cbGenWVkIrjoTk7bi_POQC_g7qS5/s1920/16__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ-X1wVfCfTIIklAlPFp-T9b7i85LdFJdn-7tZFBDXcMe1uh_41tJp5hESzLkmY4EmXLEL9wS6YD5oduWIne5xDZw0Sp5sCgLAYJBpuqhhJAb3W4r2WeXboU-QM6Cr1J7_FgiMg_H-IaDaJKV57eLvpZAzTJF-cbGenWVkIrjoTk7bi_POQC_g7qS5/w400-h301/16__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">15. Collez
les pignons en place.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPd5eHKRhQc8wNoMep9Ls_jQy0Y2Ehifs4OBQWnDEaU08AtSoK7XPk9YaY4xhG95uY6jnxyc9_my3oMc9DK8tRL4cSHpvKU53o6fipN2kVizESMlRscEiz7txYt4jUMgBm6HloUDAuX4V0khvg2Nj3hzpOYIKgw3YMu_-qdVo5jJ1mDYIdHIfY9l0b/s1920/17__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPd5eHKRhQc8wNoMep9Ls_jQy0Y2Ehifs4OBQWnDEaU08AtSoK7XPk9YaY4xhG95uY6jnxyc9_my3oMc9DK8tRL4cSHpvKU53o6fipN2kVizESMlRscEiz7txYt4jUMgBm6HloUDAuX4V0khvg2Nj3hzpOYIKgw3YMu_-qdVo5jJ1mDYIdHIfY9l0b/w400-h301/17__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">16. Collez
le toit. Important : l’angle supérieur avant ne doit pas
déborder de l’alignement de la façade.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiJKhI91EGRe70K7z0dlInI2A6LddF1qNF1NUkEYKe2TWGer984BQZafaXhQQaEaa4_6ocjtXQTxrCcI2upWUgy2lz-nsXpaUvMjbFOV-9VFJk8RcCMqewGaRyHlaOJ2nNiueA-rz1goWpfSbQRfRcSSzwT4Fns30-jpKS-Kbn5Mwp_BdwjrAR8bRl/s1920/18__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiJKhI91EGRe70K7z0dlInI2A6LddF1qNF1NUkEYKe2TWGer984BQZafaXhQQaEaa4_6ocjtXQTxrCcI2upWUgy2lz-nsXpaUvMjbFOV-9VFJk8RcCMqewGaRyHlaOJ2nNiueA-rz1goWpfSbQRfRcSSzwT4Fns30-jpKS-Kbn5Mwp_BdwjrAR8bRl/w400-h301/18__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">17. Petite
mise en place des éléments « pour voir »</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiZBjiEIve6WbroJmFktYlpM6pyJRCv2F6pGYvlSr3xF1hF4JPOU_dTxzn80tEgqaGJqRa5is-2-H64w_qGJRn6CMRRL9pukWnj2uSuvod-WBda3R37oRxyQtOL2Ic7VuIz8_Bhv3AG4iiLvmr4Zw_Kb0sREj_X3tEcY1fFoJ3sewe-Qi__qvYTG4H/s1920/19__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiZBjiEIve6WbroJmFktYlpM6pyJRCv2F6pGYvlSr3xF1hF4JPOU_dTxzn80tEgqaGJqRa5is-2-H64w_qGJRn6CMRRL9pukWnj2uSuvod-WBda3R37oRxyQtOL2Ic7VuIz8_Bhv3AG4iiLvmr4Zw_Kb0sREj_X3tEcY1fFoJ3sewe-Qi__qvYTG4H/w400-h301/19__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">18. Si
tout va bien, essayez les vitres et collez-les (toujours la colle sur
le carton, à l’intérieur des ouvertures). </p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br /></p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHXEsSo0MybO7DvreyANY2GDfcuPYqE_DZTDCmhxrXBpgA5cxxlOdlqEAdPE3U0CRNWFCbZ04Gk4k1QdCAeaPAoeBNq-B8EP1aC-F7hnOpBx_Fkab8MoIENnAwAXVRF1f0wWOue4mgcqE3pRb8NCaJihQKsg0Z11MQKnn69_pX7yw2fA5eDrwQMRuv/s1920/20__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHXEsSo0MybO7DvreyANY2GDfcuPYqE_DZTDCmhxrXBpgA5cxxlOdlqEAdPE3U0CRNWFCbZ04Gk4k1QdCAeaPAoeBNq-B8EP1aC-F7hnOpBx_Fkab8MoIENnAwAXVRF1f0wWOue4mgcqE3pRb8NCaJihQKsg0Z11MQKnn69_pX7yw2fA5eDrwQMRuv/w400-h301/20__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">19. Marouflez
bien les bords avec le bout d’une règle en bois.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4NFsfoBpaKTKcHKant_pIS0Y7BBzOfsS2bOGil8iKO9JYOoFp8Di4ahwlbD_Fm-WXCiE7ccO87xO9Hf4ymjjz1pbVOxAe2UGq1g19ud71zNH_naOh7ZXaQrMdoOdKMg_KGDAoqIGiZC46Cj801RrWgJFlLaEF_mofouNosABfQrxufv16ruebr1OY/s1920/21__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4NFsfoBpaKTKcHKant_pIS0Y7BBzOfsS2bOGil8iKO9JYOoFp8Di4ahwlbD_Fm-WXCiE7ccO87xO9Hf4ymjjz1pbVOxAe2UGq1g19ud71zNH_naOh7ZXaQrMdoOdKMg_KGDAoqIGiZC46Cj801RrWgJFlLaEF_mofouNosABfQrxufv16ruebr1OY/w400-h301/21__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">20. Découpez…
ou pas ! le rideau métallique à l’envers du fronton…</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtH3oftlr8GNY77qjHaWOa8jJd6N70XA68cuMk1Ctwd2bMIB3JRXVq1XWDLn926YXnQcUP6Z3dApE6p4Jipgl1H1T2id7SLO3kM2AzAJ7vt7Ne0zxZyFtmzy10KfknpYmiV86bVOOC7vzrmUxbcm2FXRdOLuzz1W3Us8tImRW7bkghhcMYcvzjeQA/s1920/22__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtH3oftlr8GNY77qjHaWOa8jJd6N70XA68cuMk1Ctwd2bMIB3JRXVq1XWDLn926YXnQcUP6Z3dApE6p4Jipgl1H1T2id7SLO3kM2AzAJ7vt7Ne0zxZyFtmzy10KfknpYmiV86bVOOC7vzrmUxbcm2FXRdOLuzz1W3Us8tImRW7bkghhcMYcvzjeQA/w400-h301/22__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">21. Dans la position qui vous plait.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-b4QKLIYXFeHrBDFKESWAVySUFg2eqXE1DBkmD2UkWP5JJG-pWtdaQjxeo3KKf_M1LC9S-9N2JrCV1DkgU1pxzTu-eAY4kw4GmwktYO6Ym9CD4HygLdYtlw0eJ4A-oeiMo_Jfw3TJ8_0kULh1Z8ZaZ31MaRxjhWG5CRmmc3ZXU2l9h7pPOxmCXpgL/s1920/23__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-b4QKLIYXFeHrBDFKESWAVySUFg2eqXE1DBkmD2UkWP5JJG-pWtdaQjxeo3KKf_M1LC9S-9N2JrCV1DkgU1pxzTu-eAY4kw4GmwktYO6Ym9CD4HygLdYtlw0eJ4A-oeiMo_Jfw3TJ8_0kULh1Z8ZaZ31MaRxjhWG5CRmmc3ZXU2l9h7pPOxmCXpgL/w400-h301/23__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">22. Mettez
en place l’auvent préalablement peint en gris ciment, en encollant
les façades latérales et les languettes supérieures du « bow
window » , et n’oubliez pas d’enlever le toit AVANT ! Terminez
ce fronton en appliquant le décor à l’enseigne. <br /></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLUce7V--5uNYTX25XpTqqzgU7R1_V03OgWTXeugWjRnz8-wAM0mcClzMNvcf-OuCEqHuOeCteSapUwBBthzd-UH2IdhCaM_boZrlh1J0FKYqQXA48_LDm2SPvOujcjmqTqgJQHCx8p4Amq0jxODnebTq0cP8QKad74PZ09l7DcuRFO-f7wk43G0IT/s1920/24__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLUce7V--5uNYTX25XpTqqzgU7R1_V03OgWTXeugWjRnz8-wAM0mcClzMNvcf-OuCEqHuOeCteSapUwBBthzd-UH2IdhCaM_boZrlh1J0FKYqQXA48_LDm2SPvOujcjmqTqgJQHCx8p4Amq0jxODnebTq0cP8QKad74PZ09l7DcuRFO-f7wk43G0IT/w400-h301/24__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">23. Posez
l’image fournie du hall de l’usine (ou une autre) au dessus du
niveau du quai et dans les dimensions de l’intérieur de la porte,
puis collez l’aile droite, façade, toit, pignon.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn9tRLKxuKwe-kjMDuLilpOZxFt5IsSWSgRGgM9_Ccw_kKzyW07_nZ_EEf5HClGK4UYH_4gprsQU-c9vnxnjBkQzAaAusiI8yAZrYiIZ8-EMPxcqdfm6xMH6sszgCDG_F-p4tXayEsAvC6-D5wBdM1ZYnNUtBXXCQafHwozUndNvL7QfWArMfGZjQl/s1920/25__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn9tRLKxuKwe-kjMDuLilpOZxFt5IsSWSgRGgM9_Ccw_kKzyW07_nZ_EEf5HClGK4UYH_4gprsQU-c9vnxnjBkQzAaAusiI8yAZrYiIZ8-EMPxcqdfm6xMH6sszgCDG_F-p4tXayEsAvC6-D5wBdM1ZYnNUtBXXCQafHwozUndNvL7QfWArMfGZjQl/w400-h301/25__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">24. Collez
de même l’aile gauche.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpYCHIEZ7rJQsyKw1A6CAHQtfpx_c4bJHfIIwNoxdSLHSMGtQov0tfOBhapX0d0gdJb0eDhQcJgq7Aws4Q4_rVDhZ8zWYZUDj_uRVt8LQZcJCCEAthNpbUDqmeYkZn6OIJFpDcecUOeG6-ZZK-v-xBThy_OPh0Nt_oItm5pj18Zaz4u5Z_5yVA3Ni-/s1920/26__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpYCHIEZ7rJQsyKw1A6CAHQtfpx_c4bJHfIIwNoxdSLHSMGtQov0tfOBhapX0d0gdJb0eDhQcJgq7Aws4Q4_rVDhZ8zWYZUDj_uRVt8LQZcJCCEAthNpbUDqmeYkZn6OIJFpDcecUOeG6-ZZK-v-xBThy_OPh0Nt_oItm5pj18Zaz4u5Z_5yVA3Ni-/w400-h301/26__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">25. Collez
le fronton en place. Il doit venir appuyer sue le quai (voir photo
17).</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBgppZN38FBOE3DvijM6frg3V_9jrIoHAM9Tmoq1j4gJ3114dV-bjmT3qMXjOS_MTRTtjPPDABIEZTJzfQ0gUyN6IuiV9QZO1OJPU2NXCD1UPFTeTV3ElaFW9JkDqgVu34qhI0WfjyY0QoqU0Tit46fjgxFrOnZ0D_9mCavvwoQ-NSUd2nEo04QyuO/s1920/27__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBgppZN38FBOE3DvijM6frg3V_9jrIoHAM9Tmoq1j4gJ3114dV-bjmT3qMXjOS_MTRTtjPPDABIEZTJzfQ0gUyN6IuiV9QZO1OJPU2NXCD1UPFTeTV3ElaFW9JkDqgVu34qhI0WfjyY0QoqU0Tit46fjgxFrOnZ0D_9mCavvwoQ-NSUd2nEo04QyuO/w400-h301/27__Tuto%2066.jpg" width="400" /></a></div><br /><p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">26. Complétez
la partie de toit derrière le fronton.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br /></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0aS2nHLVra0CMVXAdpW-LXCnpYIG9pxaExRgq1H_ETzgsVgBIz20XqkkpUJY558sIdoaD7wR1JL0wPIlURGh57DMivtkOYp6LlILn8NIvB08H3wFuw4hNqOaIrFHXIvbDoRBNWsRFNnWNDzEdBkpc0DVxwt-DxohDEzNvciMgm3OJMt3cawcRlN3r/s1920/28__Tuto%2066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0aS2nHLVra0CMVXAdpW-LXCnpYIG9pxaExRgq1H_ETzgsVgBIz20XqkkpUJY558sIdoaD7wR1JL0wPIlURGh57DMivtkOYp6LlILn8NIvB08H3wFuw4hNqOaIrFHXIvbDoRBNWsRFNnWNDzEdBkpc0DVxwt-DxohDEzNvciMgm3OJMt3cawcRlN3r/w400-h301/28__Tuto%2066.jpg" width="400" /></a></div> 27. Yapuka...<p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><p></p><br /><br /><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-51334822875431722232023-01-11T18:58:00.001+01:002023-01-13T19:22:35.736+01:00Un réseau DANS la maison<p> Si vous pensez encore qu'une pièce dédiée est nécessaire pour faire du modélisme... Un bureau, pour travailler sur votre magazine préféré, donner des coups de cutter, le tout avec une étagère au-dessus bien placée... Une place toute trouvée ! Maintenant, il faudrait un peu ranger le bureau...<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgybSeqFukGxDSZaLvYEDAYWyivKDajZrO0ZkM1_yjzCru7c9QUqEdhb9lGTuq38MNWYd3ODoyHId7GqVDdY_l3xT2yM9HvK2iUswKRAhUI1NpBzrlpwPF_nc5pS82506Pve50tqV9lskxFW35GUhZAX2L-T3TxuCjek8H6I0dFlRaUu-sLMbtekk-7/s3618/4AD35859-FA64-4A5F-998C-93E224115300.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2570" data-original-width="3618" height="454" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgybSeqFukGxDSZaLvYEDAYWyivKDajZrO0ZkM1_yjzCru7c9QUqEdhb9lGTuq38MNWYd3ODoyHId7GqVDdY_l3xT2yM9HvK2iUswKRAhUI1NpBzrlpwPF_nc5pS82506Pve50tqV9lskxFW35GUhZAX2L-T3TxuCjek8H6I0dFlRaUu-sLMbtekk-7/w640-h454/4AD35859-FA64-4A5F-998C-93E224115300.jpeg" width="640" /></a></div><br /><br /><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-19224240110610841032023-01-11T18:34:00.006+01:002023-09-18T11:40:26.029+02:00Découpage Clés n°65 : un poste d'aiguillage béton<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBUELva2-PNnqkDKuImlPqrc-3nMqQGrmcCPjXy1g_hnek6QhQBVChFa22VHRW0EOYAZk_U7A9iQttHfJnOWF1jHHd4bYKeUwO_OEQAjSbjdQCNgTIcqzYrXqADmEWvrizktl5VgdmDvUC-PpKH0vO2DQR2XjaPoeoCUolUfkpA3Npk0X2_SYIgpp7/s1920/00_Tuto%2065_01.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBUELva2-PNnqkDKuImlPqrc-3nMqQGrmcCPjXy1g_hnek6QhQBVChFa22VHRW0EOYAZk_U7A9iQttHfJnOWF1jHHd4bYKeUwO_OEQAjSbjdQCNgTIcqzYrXqADmEWvrizktl5VgdmDvUC-PpKH0vO2DQR2XjaPoeoCUolUfkpA3Npk0X2_SYIgpp7/w640-h482/00_Tuto%2065_01.jpg" width="640" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Le
découpage que nous vous proposons aujourd’hui est un poste
d’aiguillage années 50, évocation du poste 1 d’Aix-les-Bains
pilotant la ligne Paris – Chambéry en 1500 V continu et la ligne
Aix-les-Bains / Annecy, première ligne équipée en 25 000 V
alternatif.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><span></span></p><a name='more'></a> <p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Avant
de procéder au montage de ces bâtiments, il convient de réunir le
matériel suivant : une règle de préférence métallique, un
réglet métallique, une règle d’écolier carrée elle aussi
métallique (afin d’être insensibles à la colle), un cutter,
un stylo à bille pointe fine sec et hors d’usage, un pinceau
(plutôt une petite brosse ou une palette en silicone) de la colle
type UHU à bague noire, qui permet un ajustage par glissement, de la
colle blanche à bois type Sader lente ou de la colle Flexiplé,
colle à reliure qui reste souple, un tapis de découpe, et, en
option, un bloc de bois dur à faces bien dressées (voir Clés pour
le train miniature n°1, page 18). On se réfèrera aussi aux
différents montages de "Clés" déjà publiés.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgKUjoeNnYFmy5Wyo7HumjccxMIaW-v9mO-pX-eZvTN9pOYLUuecaY0OItwft6Q9IJBCywfk_WgpSSYnelJUgxUuOmg650MIy5-y78vuC6TZO-_1prH8lhjk28-rSIo7BKjrtbhT8B-DKHITdPH5VFTCjjdEr1pOjMVmfcXTkRqN9IB2yiFlEh7uB32/s1920/01_Tuto%2065_02.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKUjoeNnYFmy5Wyo7HumjccxMIaW-v9mO-pX-eZvTN9pOYLUuecaY0OItwft6Q9IJBCywfk_WgpSSYnelJUgxUuOmg650MIy5-y78vuC6TZO-_1prH8lhjk28-rSIo7BKjrtbhT8B-DKHITdPH5VFTCjjdEr1pOjMVmfcXTkRqN9IB2yiFlEh7uB32/w400-h301/01_Tuto%2065_02.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">01 - Comme
la plupart des découpages de « Clés », vous avez le
choix entre un montage simple en découpant et collant les pages
centrales, ou en construisant une ossature en carton de 2 mm sur
laquelle vient se coller ces mêmes découpages, pour assurer de la
stabilité et du relief à l’ensemble (1 mm pour la toiture). Si
vous choisissez la méthode « simple », découpez et
collez en vous inspirant des autres découpages de Clés.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Je
vous propose la méthode sur ossature carton bois de 2 mm d’épaisseur,
solution que je vous préconise pour ce montage. Le plan des pièces
en carton peut être téléchargé à cette adresse <a href="https://blog.clespourletrainminiature.com/p/notices-de-montage_19.html">ici</a>.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Commencez
par découper soigneusement toutes les pièces du « puzzle » en
oubliant toutes les pattes blanches d’assemblage. Passez un coup de
feutre aux couleurs approchantes sur les tranches des découpes
colorées (dans le doute, utilisez un gris clair). Sur les photos,
les tranches visibles du carton ont été passée en marron pour bien
les distinguer.</p><p 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/AVvXsEgIFmEyRGSExFgY1GWPJJhx7W1MOIMxpXv-0M7u0ozgZ1rX-fZztuso9m8Xpa6A20maKfrtLiKVFd3p6-XYpc2eFOcZq14dvHl8xPW_9NmFAGFEz191E0DiusVtajWPpTX2vEvftmda0aiBAAWdbREJGoW2YP96Dq3I76syeO0Sj0drF0xrdBaCVz_r/s1920/02_Tuto%2065_03.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIFmEyRGSExFgY1GWPJJhx7W1MOIMxpXv-0M7u0ozgZ1rX-fZztuso9m8Xpa6A20maKfrtLiKVFd3p6-XYpc2eFOcZq14dvHl8xPW_9NmFAGFEz191E0DiusVtajWPpTX2vEvftmda0aiBAAWdbREJGoW2YP96Dq3I76syeO0Sj0drF0xrdBaCVz_r/w400-h301/02_Tuto%2065_03.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">02 - Suivant
les cotes des dessins ou du plan téléchargé, découpez les
éléments dans du carton de 2mm. Découpez soigneusement les
ouvertures, et peignez les encadrements avec une peinture acrylique
grise. Collez d’abord un côté et la façade aveugle. Attention au
sens, les façades latérales ne sont pas identiques (voir photo haut de page).</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJE1vnzDrRGNW_6LhWWjpoSW84n0kDcWB8L8UxhO7T9Of72xWgDs84P1BtO2gfxNXyjLLUy-YLwZTSxm30-JziClukVZwJ2I4eg2fuCNZO4-F__VQz1Bs0p9VN5NOAZwoTEXzMEP7Va1_K3MeY5y68J0GIbu71qGUZq83D77SDesl_zW_COWUJPBid/s1920/03_Tuto%2065_04.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJE1vnzDrRGNW_6LhWWjpoSW84n0kDcWB8L8UxhO7T9Of72xWgDs84P1BtO2gfxNXyjLLUy-YLwZTSxm30-JziClukVZwJ2I4eg2fuCNZO4-F__VQz1Bs0p9VN5NOAZwoTEXzMEP7Va1_K3MeY5y68J0GIbu71qGUZq83D77SDesl_zW_COWUJPBid/w400-h301/03_Tuto%2065_04.jpg" width="400" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">03 - Collez
maintenant l’autre côté.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlffWBjc1BGdGMBZiLR0d8ih99apd3kZne93AwnB8UH-Pdj_kwAo9DNhIBs8hELG_9L_h3gV4aeemdQoyxtYlB9bKqrYeiywH-z5t7N_qAj9ktC3TJZND_mePeIKORnLZD_SZ3I6LtPe9Y8OGHJPXI_gu-jx-8Nknu7B8cN5bmCpkvGov3yGmNsemx/s1920/04_Tuto%2065_05.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlffWBjc1BGdGMBZiLR0d8ih99apd3kZne93AwnB8UH-Pdj_kwAo9DNhIBs8hELG_9L_h3gV4aeemdQoyxtYlB9bKqrYeiywH-z5t7N_qAj9ktC3TJZND_mePeIKORnLZD_SZ3I6LtPe9Y8OGHJPXI_gu-jx-8Nknu7B8cN5bmCpkvGov3yGmNsemx/w400-h301/04_Tuto%2065_05.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> 04 - Collez
la base du bâtiment.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQojfNPOoxpx0lwZMj44UtoKSv_1_s0UP2bJzvs9wOJpKQJ9d77nCnR1LAJwRqiwTEoey_69ju_VmP5xYCDo1nsctCHcuAayrVAdgiknjKZEPJ8lJLYy8O2b0us84-UGLzL-AXqJ8y0SbV7A_W7H_j9_feVy6oMSHwOtzzfqg6oX6zYsAe9E8Xc4nm/s1920/05_Tuto%2065_06.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQojfNPOoxpx0lwZMj44UtoKSv_1_s0UP2bJzvs9wOJpKQJ9d77nCnR1LAJwRqiwTEoey_69ju_VmP5xYCDo1nsctCHcuAayrVAdgiknjKZEPJ8lJLYy8O2b0us84-UGLzL-AXqJ8y0SbV7A_W7H_j9_feVy6oMSHwOtzzfqg6oX6zYsAe9E8Xc4nm/w400-h301/05_Tuto%2065_06.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">05 - Pour
mettre la colle, j’utilise une petite palette (parfois appelée
pinceau) en silicone, facile à nettoyer une fois la colle sèche.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEilA4kr7U9hqC_V1ANk74b4doI3O6lhKQfVt0zgq5yvk6NrKeF8qwwE5ZRFqrhsRq3dFRsc74JkpchEf0kVmDGLtz3hk6Z9l9GmBSuAb2ruw6cS6PXVUvQ8yEcESdEoZdnndZycclsKrsBvcry9ASw6SwPO0tsgudWZXIaqV-Aa9yT7BP96g6h5bC9v/s1920/06_Tuto%2065_07.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilA4kr7U9hqC_V1ANk74b4doI3O6lhKQfVt0zgq5yvk6NrKeF8qwwE5ZRFqrhsRq3dFRsc74JkpchEf0kVmDGLtz3hk6Z9l9GmBSuAb2ruw6cS6PXVUvQ8yEcESdEoZdnndZycclsKrsBvcry9ASw6SwPO0tsgudWZXIaqV-Aa9yT7BP96g6h5bC9v/w400-h301/06_Tuto%2065_07.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">06 - Collez
la façade principale.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2OyFfJFh_BRZ0hSjMakQogiUs64JvyuJtZa50PRgvTTGjGA33U06E2QX3ot8GMoaLZKdoKeZfj8PnOv1s1Tr8A9E77ox9D_xNjZnr9xJZK-claDd2HV9yxksArb_onipqLTJPpNGiFs9J8FEY7BtuXVeFgr06Py7rRbf30W72ZLr0iIlQeoG3ibDa/s1920/07_Tuto%2065_08.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2OyFfJFh_BRZ0hSjMakQogiUs64JvyuJtZa50PRgvTTGjGA33U06E2QX3ot8GMoaLZKdoKeZfj8PnOv1s1Tr8A9E77ox9D_xNjZnr9xJZK-claDd2HV9yxksArb_onipqLTJPpNGiFs9J8FEY7BtuXVeFgr06Py7rRbf30W72ZLr0iIlQeoG3ibDa/w400-h301/07_Tuto%2065_08.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">07 - Préparez
les cales de soutien des dalles.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYL9u1-ZvZTHQlwE7qRkqh3vTOaUAMZmqlsYHUtTR-UkXABqM2z_4Bqx9tGD0ZAh_l1L-bnKK9BJqnLc121plFVo7pLrzA01fHBFmY0oWwE4XZTrtTSSFuUJ2vppYfpGbBlxFqiiqOCkxb5IoOwf4lTK_5xcM-x4r1JagVuqkOY7zKLx5QDGSafmMT/s1920/08_Tuto%2065_09.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYL9u1-ZvZTHQlwE7qRkqh3vTOaUAMZmqlsYHUtTR-UkXABqM2z_4Bqx9tGD0ZAh_l1L-bnKK9BJqnLc121plFVo7pLrzA01fHBFmY0oWwE4XZTrtTSSFuUJ2vppYfpGbBlxFqiiqOCkxb5IoOwf4lTK_5xcM-x4r1JagVuqkOY7zKLx5QDGSafmMT/w400-h301/08_Tuto%2065_09.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">08 - Collez
les cales basses dans les angles sur les grandes façades.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK13jjD0EdDCi2BPU09A38UIk5ENFp3JJwkpEOGtUPGFeeuBtyI41eGaOEv0cWTNLgJtwxqlfrVq9mWqbAe6j08q5d1yEwIECqBcdrKJnpBcXDvU20h2PFYiT4_XLViJWF06CClSfnuR_9qurQRAau8-4Rrj6wS9sOD4qepb1wwC_R-o_8xRMDX1Dk/s1920/09_Tuto%2065_10.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK13jjD0EdDCi2BPU09A38UIk5ENFp3JJwkpEOGtUPGFeeuBtyI41eGaOEv0cWTNLgJtwxqlfrVq9mWqbAe6j08q5d1yEwIECqBcdrKJnpBcXDvU20h2PFYiT4_XLViJWF06CClSfnuR_9qurQRAau8-4Rrj6wS9sOD4qepb1wwC_R-o_8xRMDX1Dk/w400-h301/09_Tuto%2065_10.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">09 - Mettez
en place le découpage des fenêtres de l’escalier. Je ne les ai
pas défoncées, considérant qu’on voyait peu l’intérieur. Par
contre, les autres fenêtres ont été soigneusement découpées,
comme on peut voir la « bow window ».</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBGVMdiPsa1Ap-j3j7pQvYJ28Ja1DBxxe6rrePbuF4ylDY53E8AQZefClnUmuzEkjhghZ2GLTiDobjNKvcK4AGh7PwRHunrBcPKwoijHAE5E811UT0-XgNcUMn54kU9tJcPElWJzW1i35wBeej9j4PRl_aR7KAC97iRD5IcbxmZCNU51biF88R8xmf/s1920/10_Tuto%2065_11.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBGVMdiPsa1Ap-j3j7pQvYJ28Ja1DBxxe6rrePbuF4ylDY53E8AQZefClnUmuzEkjhghZ2GLTiDobjNKvcK4AGh7PwRHunrBcPKwoijHAE5E811UT0-XgNcUMn54kU9tJcPElWJzW1i35wBeej9j4PRl_aR7KAC97iRD5IcbxmZCNU51biF88R8xmf/w400-h301/10_Tuto%2065_11.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">10 - Collez
en place les autres huisseries et commencez à coller les façades. Le
plus facile est de vaporiser de la colle en bombe au dos des parties
en bristol. Sinon, encollez le carton à la colle blanche (on encolle
toujours le support le plus rigide). La dalle de toit (peinte en gris
ciment) est posée provisoirement pour tenir l’écartement pendant
le collage des façades. On pourra l’enlever en passant un levier
par le trou du « bow window » pas encore posé.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgd02MCoakAv01R9vk2OpJuaqLRQH2RATn-kxY71pADuBF6AidT1RmG5gxt1xAXE6on31hR9XH4qdRrFK_9iAPH-a5KGn2lXXoCqcE4pHfOeImrnkRPUaRiLxI6u5DA7LWE0_P8hfuTEwx6V-tFg2yXBf0akijXmKr6jaop4PhYBDBoWAs_VFU7iys5/s1920/11_Tuto%2065_12.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd02MCoakAv01R9vk2OpJuaqLRQH2RATn-kxY71pADuBF6AidT1RmG5gxt1xAXE6on31hR9XH4qdRrFK_9iAPH-a5KGn2lXXoCqcE4pHfOeImrnkRPUaRiLxI6u5DA7LWE0_P8hfuTEwx6V-tFg2yXBf0akijXmKr6jaop4PhYBDBoWAs_VFU7iys5/w400-h301/11_Tuto%2065_12.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">11 - Collez
en place les vitrages. Comme les surface sont relativement grandes,
il vaut mieux utiliser du transparent rigide (au moins 0,5 mm
d’épaisseur, rhodoïd, acrylique, acétate… ou le PVC
transparent de la boutique LR Modélisme).</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">.</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ6J3iD9pMyYHZpFXZtuR3ZbPivSEcxqtphyKDgR9VMLBp6tYpXU6g-SI9GcnSxXJjUVK6yfSLTtc8fUG0Jy0nTucu8Bhct3_4dlrzuHBbhVI6i3wIuTFx4tkhbfAqjQesHdOBTUdJHUmZxQhAAbwrXgEFScsrX36PCYg23Dj3dpJy6iI_APBL3J9K/s1920/12_Tuto%2065_13.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ6J3iD9pMyYHZpFXZtuR3ZbPivSEcxqtphyKDgR9VMLBp6tYpXU6g-SI9GcnSxXJjUVK6yfSLTtc8fUG0Jy0nTucu8Bhct3_4dlrzuHBbhVI6i3wIuTFx4tkhbfAqjQesHdOBTUdJHUmZxQhAAbwrXgEFScsrX36PCYg23Dj3dpJy6iI_APBL3J9K/w400-h301/12_Tuto%2065_13.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">12 - Le
plancher imprimé demande à être recoupé dans le cas de son
utilisation avec une ossature en carton (2 mm sur 3 côtés).</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWH4w4ymgmUocvrhFZ8sRtUgB-IvIGxWrDTheq91dRMU5JqUTSyItZ0IKrd82lDzVcx0HmZH6wVAzk8hdnMH97GLqzKh_-3CzODanGbxjwCEHtI4xQvvjXtcWQypCFcmEdPCdWjZ0EBeKV21KLr_aquKNEuhRKweQ6bKwg0NTNiaJXsI7ujWCCAJdc/s1920/13_Tuto%2065_14.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWH4w4ymgmUocvrhFZ8sRtUgB-IvIGxWrDTheq91dRMU5JqUTSyItZ0IKrd82lDzVcx0HmZH6wVAzk8hdnMH97GLqzKh_-3CzODanGbxjwCEHtI4xQvvjXtcWQypCFcmEdPCdWjZ0EBeKV21KLr_aquKNEuhRKweQ6bKwg0NTNiaJXsI7ujWCCAJdc/w400-h301/13_Tuto%2065_14.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">13 - Collez
le plancher sur la dalle et le TCO (tableau de contrôle optique) sur
sa cloison. Ce TCO est dessiné pour le réseau actuellement en
construction dans Clés.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFq-MCM49AYJjbmIzq5_3N7q6t4jJrKsIGLw-F1lVh5j1_SaRahGSmEpPwx3ubcus4iKgeyB-wnbWPmDZu1-sDFT1b_G3l6oZEw4y9uRliNnr5jJ-ciks6lAoZ0-zRJwqxlfEFTVV7lq-b5EFvUQIhFL6Q1qIwjZGTSGHKiP75P_wwz7W2eJPKJ9Rq/s1920/14_Tuto%2065_15.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFq-MCM49AYJjbmIzq5_3N7q6t4jJrKsIGLw-F1lVh5j1_SaRahGSmEpPwx3ubcus4iKgeyB-wnbWPmDZu1-sDFT1b_G3l6oZEw4y9uRliNnr5jJ-ciks6lAoZ0-zRJwqxlfEFTVV7lq-b5EFvUQIhFL6Q1qIwjZGTSGHKiP75P_wwz7W2eJPKJ9Rq/w400-h301/14_Tuto%2065_15.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">14 - Ouvrez-si
ce n’est pas déjà fait – des petites fentes destinées à recevoir
les leviers. Le travail des découpe des leviers en bristol étant
peut-être un peu délicat, et, à moins de les découper au laser
grâce au patron téléchargé, je vous conseille de vous en procurer dans la boutique LR modélisme. Des références MKD feraient aussi l'affaire.<br /></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYjA3R8nUg_rjyFZddY2NzrtgaZk_5kZq8lZdBgFC51FyikH26EvAqKwHD_zvaspk1GANqu2PDac7Iz0XrSSaWqaPlhyeOR3CYYn1imAHQcEieOVMfCnpt4D1wBVGTF4EA3josQCWACt-an6jAGsJeUZcw9m2Ks-iRc5m17PvQrHsQzLqlt-BtjvcG/s1920/15_Tuto%2065_16.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYjA3R8nUg_rjyFZddY2NzrtgaZk_5kZq8lZdBgFC51FyikH26EvAqKwHD_zvaspk1GANqu2PDac7Iz0XrSSaWqaPlhyeOR3CYYn1imAHQcEieOVMfCnpt4D1wBVGTF4EA3josQCWACt-an6jAGsJeUZcw9m2Ks-iRc5m17PvQrHsQzLqlt-BtjvcG/w400-h301/15_Tuto%2065_16.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">15 - Collez
les leviers en place.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAeulJUyR-O3wMWnrSH5DP3oneNP7zT6OH9Pm0FPv3P6agAjQSWGejLflu0FgiK1wxAeel0HJneDKRluqmTES34Nd63pTuIb-WeUzGkvk59LnAb-9y3tjeABOwmh6UdQ3znqtbWC08ni2viZjTqIMNEJjF5A8PLbf2GaiyOkRRgwGpDgMWtBP16b39/s1920/16_Tuto%2065_17.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAeulJUyR-O3wMWnrSH5DP3oneNP7zT6OH9Pm0FPv3P6agAjQSWGejLflu0FgiK1wxAeel0HJneDKRluqmTES34Nd63pTuIb-WeUzGkvk59LnAb-9y3tjeABOwmh6UdQ3znqtbWC08ni2viZjTqIMNEJjF5A8PLbf2GaiyOkRRgwGpDgMWtBP16b39/w400-h301/16_Tuto%2065_17.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">16 - Déposez
de la colle au sommet des cales pour fixer la dalle.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi-sIO-WFZT6wEm3uOy28LctZiiM93VB-blAYx5QONcDTY4N4SqKWFkbRGyOsZhGzROChvHadXHsxlv92UUTbADGWy9XMtRZBYxKB6w8RdGU-Eb6xZQEGUT3-nUFpbX2A0paMm2qaJn4vUmuMgM9murT2f24gMYqEnhD6JhziLX-KYOSOCOSdumNXN/s1920/17_Tuto%2065_18.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi-sIO-WFZT6wEm3uOy28LctZiiM93VB-blAYx5QONcDTY4N4SqKWFkbRGyOsZhGzROChvHadXHsxlv92UUTbADGWy9XMtRZBYxKB6w8RdGU-Eb6xZQEGUT3-nUFpbX2A0paMm2qaJn4vUmuMgM9murT2f24gMYqEnhD6JhziLX-KYOSOCOSdumNXN/w400-h301/17_Tuto%2065_18.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">17 - Posez
la dalle et collez les cales pour tenir le toit (attention au sens !).</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWJpVOTWOYSoPhB4IUpo_Jg29ihZMW6h-Hxl9Xl3Y1pDdJklHD-M5FD6R_H18t8D1ok4kC1RJmpaJuRQpxwMSRr-_69oVnBLLjHvweIQtFEvZsr3ile8IRfE7dB5fvPZyi-CNg15VCqBL_Ph7UOE5Oj1O6aWBHunyBHTrtv9N-xxund7P8gNhDbDHE/s1920/18_Tuto%2065_19.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWJpVOTWOYSoPhB4IUpo_Jg29ihZMW6h-Hxl9Xl3Y1pDdJklHD-M5FD6R_H18t8D1ok4kC1RJmpaJuRQpxwMSRr-_69oVnBLLjHvweIQtFEvZsr3ile8IRfE7dB5fvPZyi-CNg15VCqBL_Ph7UOE5Oj1O6aWBHunyBHTrtv9N-xxund7P8gNhDbDHE/w400-h301/18_Tuto%2065_19.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">18 - Collez
en place la cloison du TCO.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_8vNcn8pzkeJO_CsZ3ly2WBYcZgR2kAiY-phxjTwYHFgKJkQ1Hs7bBDKzHvtTsMGpdZDHdJiCoK3-RCnnK10cZj_aF1I-rIV9PRNPZCM4XQ1X4OknU7htyJxlbPNkTSnZQChzsyHEXq_Vr_xSoMu9dZKp3oz6SnhPS7HLWjURU02cSICGFDNSj7zJ/s1920/19_Tuto%2065_20.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_8vNcn8pzkeJO_CsZ3ly2WBYcZgR2kAiY-phxjTwYHFgKJkQ1Hs7bBDKzHvtTsMGpdZDHdJiCoK3-RCnnK10cZj_aF1I-rIV9PRNPZCM4XQ1X4OknU7htyJxlbPNkTSnZQChzsyHEXq_Vr_xSoMu9dZKp3oz6SnhPS7HLWjURU02cSICGFDNSj7zJ/w400-h301/19_Tuto%2065_20.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">19 - Préparez
le « bow window » en collant des vitrages à l’intérieur.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKTJqp2lSzzlhfQrFutDp56sFQ0oPumPnWxVQHz0RfwRvfgPsMh4ZC8YhP60BfIwgdhrrrcLv4W1_YEa4fN9ekVANYJJSInxUy66iknRqkwJeeWcdxjxeu435VTiUI1e0fjX8ORxQQXj2rr09i44bb7Wt-OdPS1-O4a68MnZgrkWPXwnJenzIPxF0x/s1920/20_Tuto%2065_21.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKTJqp2lSzzlhfQrFutDp56sFQ0oPumPnWxVQHz0RfwRvfgPsMh4ZC8YhP60BfIwgdhrrrcLv4W1_YEa4fN9ekVANYJJSInxUy66iknRqkwJeeWcdxjxeu435VTiUI1e0fjX8ORxQQXj2rr09i44bb7Wt-OdPS1-O4a68MnZgrkWPXwnJenzIPxF0x/w400-h301/20_Tuto%2065_21.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">20 - Collez
les languettes verticales dans l’embrasure de la façade</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjk-fzsrzVeLfPbduZsm3bH0Z0FB5aULQ1VrBbkBKlMZ4tdNq1EYreDxKmmhXIZfpNlBpLZSPTW9BBlSiRvi8I3x1hMcPzonylepCr219AuOhStZfulj62_He6d2BfQLmlrPponrPUpY8gYZYmpDsNS12b5TZS2oEKiaGM2h0-TyOf284Njelgkzkvh/s1920/21_Tuto%2065_22.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk-fzsrzVeLfPbduZsm3bH0Z0FB5aULQ1VrBbkBKlMZ4tdNq1EYreDxKmmhXIZfpNlBpLZSPTW9BBlSiRvi8I3x1hMcPzonylepCr219AuOhStZfulj62_He6d2BfQLmlrPponrPUpY8gYZYmpDsNS12b5TZS2oEKiaGM2h0-TyOf284Njelgkzkvh/w400-h301/21_Tuto%2065_22.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">21 - Mettez
en place l’auvent préalablement peint en gris ciment, en encollant
les façades latérales et les languettes supérieures du « bow
window » , et n’oubliez pas d’enlever le toit AVANT !</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguNjWggNUbOyUoia11Q2G_gQGL9Cd2SuQdNKQ6eXVC9M6Lycg6dSgFcC59uZDvcmXU5jjEdzFd1b79doMv_PtcKcRZh6n8mTTu-iyVMexRrIDC21vceQHMxn1U8TmVHSfg3yVBzw-WzIAtIm1uqsh9QoF9Dcj2GwS7WmCpOGht22Jdk0fpXd0hJHNl/s1920/22_Tuto%2065_23.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguNjWggNUbOyUoia11Q2G_gQGL9Cd2SuQdNKQ6eXVC9M6Lycg6dSgFcC59uZDvcmXU5jjEdzFd1b79doMv_PtcKcRZh6n8mTTu-iyVMexRrIDC21vceQHMxn1U8TmVHSfg3yVBzw-WzIAtIm1uqsh9QoF9Dcj2GwS7WmCpOGht22Jdk0fpXd0hJHNl/w400-h301/22_Tuto%2065_23.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">22 - De
la même façon, collez le balcon.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVemU0QoqUcff_R2D66ifeIbe6VEzcbmi-8KdhnuhC_KFoCt5i0ZmagssTW-Mthxlg2rfDuTsXnkdz4Mf5ZsdnisRfX8hxevHlKg405P_6MKtT0-X0f6-Q89ELMRQaJ5rb8Uha3r1ji59HnWPNeVEGLg4uV4Cq4hLlHv9B28F7yKsJiocuz9V5lJkR/s1920/23_Tuto%2065_24.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVemU0QoqUcff_R2D66ifeIbe6VEzcbmi-8KdhnuhC_KFoCt5i0ZmagssTW-Mthxlg2rfDuTsXnkdz4Mf5ZsdnisRfX8hxevHlKg405P_6MKtT0-X0f6-Q89ELMRQaJ5rb8Uha3r1ji59HnWPNeVEGLg4uV4Cq4hLlHv9B28F7yKsJiocuz9V5lJkR/w400-h301/23_Tuto%2065_24.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">23 - Encollez
les tranches du balcon...</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWXP3t0iZax07dJHS5GJ3bDNW5uQfcLvEWLTG7-ewxVlHmNunA29ba4OTDOp5QKRvKgVfUWkiGRlXtL9zTvB_qRNNrvDIoXopeyKCatg7Wx9nesuoxgRPcbxB3IxIhGHh5xBc-Nuni97DM9_5p-vo1qtbQ0tSKZgedsbZwLzYQa-K7hnXmDtNOGYI-/s1920/24_Tuto%2065_25.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWXP3t0iZax07dJHS5GJ3bDNW5uQfcLvEWLTG7-ewxVlHmNunA29ba4OTDOp5QKRvKgVfUWkiGRlXtL9zTvB_qRNNrvDIoXopeyKCatg7Wx9nesuoxgRPcbxB3IxIhGHh5xBc-Nuni97DM9_5p-vo1qtbQ0tSKZgedsbZwLzYQa-K7hnXmDtNOGYI-/w400-h301/24_Tuto%2065_25.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">24 - Pour coller la rambarde (découpée ou bien en provenance de Decapod,
Architecture & Passion, Régions & Compagnies...).</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEiZJdH0LmpOn5kgbsdtWTJ6i4i2u_y7CDVrHJ75JWOscfTgCBI6sPpY-7dhvMb7Qk8va1VZr8omLMfMqF4hGhr8qHTjDcRLZOE2qIJzwtB6kV1JMj8gRzwMMQyIfmu96qLErxo0dloYAyACFKy_hlPOLlAYC-_1S-s6-4digdVI07FwkLEJmdXeht8B/s1920/25_Tuto%2065_26.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZJdH0LmpOn5kgbsdtWTJ6i4i2u_y7CDVrHJ75JWOscfTgCBI6sPpY-7dhvMb7Qk8va1VZr8omLMfMqF4hGhr8qHTjDcRLZOE2qIJzwtB6kV1JMj8gRzwMMQyIfmu96qLErxo0dloYAyACFKy_hlPOLlAYC-_1S-s6-4digdVI07FwkLEJmdXeht8B/w400-h301/25_Tuto%2065_26.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">25 - Peignez
en gris ciment l’intérieur du haut des murs.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05CGeCgR2pB0PfVkq5qkmXUMAWf9-7sR5yS2DDRNO-lEDf5kbgF8hs_Vu0s_wyR7pF-sfV6Sb1cUkMCLhsIdqzx6duquIuudquHdw8GyXeXxlj4UaOBkRcWNmssgmcsv-47Ep-wNqOnBsk2M6vm9HZEW6qs8La3uTFEdGTg1fJlvLLoojQZbZS4LR/s1920/26_Tuto%2065_27.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05CGeCgR2pB0PfVkq5qkmXUMAWf9-7sR5yS2DDRNO-lEDf5kbgF8hs_Vu0s_wyR7pF-sfV6Sb1cUkMCLhsIdqzx6duquIuudquHdw8GyXeXxlj4UaOBkRcWNmssgmcsv-47Ep-wNqOnBsk2M6vm9HZEW6qs8La3uTFEdGTg1fJlvLLoojQZbZS4LR/w400-h301/26_Tuto%2065_27.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">26 - Posez
la dalle du toit. Il est possible de ne pas la coller, pour permettre
par exemple une intervention ultérieure d’aménagement ou
d’éclairage du poste.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz6-v6zQDLhhD776IUm2cYc8IpmD3Wg4csbkE6tCh5tYCrtZj4DUnWEOSQcBiRIwfHi8QlHllJeLCJxcgXPkQ1tpkDAHwErJIioSyxxosFeFdc4prsg0l3V9Mkmix0futR-vmgvAvPf_yGhTmOGFhHNQNaSR-gsM7mH6ljvWceUrt1brtKSku2_Yfv/s1920/27_Tuto%2065_28.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz6-v6zQDLhhD776IUm2cYc8IpmD3Wg4csbkE6tCh5tYCrtZj4DUnWEOSQcBiRIwfHi8QlHllJeLCJxcgXPkQ1tpkDAHwErJIioSyxxosFeFdc4prsg0l3V9Mkmix0futR-vmgvAvPf_yGhTmOGFhHNQNaSR-gsM7mH6ljvWceUrt1brtKSku2_Yfv/w400-h301/27_Tuto%2065_28.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">27 - Collez
une bande grise récupérée des découpages pour parfaire le haut
des murs extérieurs.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjxCapejRkUT05ZpRs-WHYBDmGpTApSekUlcK6kcV2E5YTFg4SvNkq1aQFiIXTYHQ8mtfg7JvHEvt94Qyiwo7YFuASodTsId3c_lqTgAYl8bXXZg-W5rFi0xj73-_7vUnUoOvqr4K8V17IwWFD1M4CjAlStYBsEqYecTqKeclFdkYzQwZuzjJFB-XC/s1920/28_Tuto%2065_29.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjxCapejRkUT05ZpRs-WHYBDmGpTApSekUlcK6kcV2E5YTFg4SvNkq1aQFiIXTYHQ8mtfg7JvHEvt94Qyiwo7YFuASodTsId3c_lqTgAYl8bXXZg-W5rFi0xj73-_7vUnUoOvqr4K8V17IwWFD1M4CjAlStYBsEqYecTqKeclFdkYzQwZuzjJFB-XC/w400-h301/28_Tuto%2065_29.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">28 - N’oubliez
pas l’auvent au-dessus de la porte d’entrée.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX5ZYesDWpRXbdRAA-x1J9aucJIaUu3wJpS_61Czz42kQGhLIQzpiq794Edry27Sj4dm0Sen85JCt-Os6iiV-nj7OtY9GU_zc_IBctg5HQNoDn1rPPgTi5EohS9ntrxdUlQC3k_XBe4FeDPoY-3SS9D469oeoPSFt_Y8DvN6bXRWFstfAA-B3Ya8_6/s1920/29_Tuto%2065_30.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1446" data-original-width="1920" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX5ZYesDWpRXbdRAA-x1J9aucJIaUu3wJpS_61Czz42kQGhLIQzpiq794Edry27Sj4dm0Sen85JCt-Os6iiV-nj7OtY9GU_zc_IBctg5HQNoDn1rPPgTi5EohS9ntrxdUlQC3k_XBe4FeDPoY-3SS9D469oeoPSFt_Y8DvN6bXRWFstfAA-B3Ya8_6/w640-h482/29_Tuto%2065_30.jpg" width="640" /></a></div>29 - Yapuka !<br /><div class="notranslate" style="accent-color: initial; all: initial; animation: initial; appearance: initial; aspect-ratio: initial; backdrop-filter: initial; backface-visibility: initial; background-blend-mode: initial; background: initial; block-size: initial; border-block: initial; border-collapse: initial; border-end-end-radius: initial; border-end-start-radius: initial; border-inline: initial; border-radius: initial; border-spacing: initial; border-start-end-radius: initial; border-start-start-radius: initial; border: initial; box-decoration-break: initial; box-shadow: initial; box-sizing: initial; break-after: initial; break-before: initial; break-inside: initial; caption-side: initial; caret-color: initial; clear: initial; clip-path: initial; clip-rule: initial; clip: initial; color-interpolation-filters: initial; color-interpolation: initial; color-scheme: initial; color: initial; column-fill: initial; column-rule: initial; column-span: initial; columns: initial; contain-intrinsic-block-size: initial; contain-intrinsic-inline-size: initial; contain-intrinsic-size: initial; contain: initial; content: initial; counter-increment: initial; counter-reset: initial; counter-set: initial; cursor: initial; cx: initial; cy: initial; d: initial; display: initial; dominant-baseline: initial; empty-cells: initial; fill-opacity: initial; fill-rule: initial; fill: initial; filter: initial; flex-flow: initial; flex: initial; float: initial; flood-color: initial; flood-opacity: initial; font-synthesis: initial; font: initial; gap: initial; grid-area: initial; grid: initial; height: initial; hyphenate-character: initial; hyphens: initial; image-orientation: initial; image-rendering: initial; ime-mode: initial; inline-size: initial; inset-block: initial; inset-inline: initial; inset: initial; isolation: initial; letter-spacing: initial; lighting-color: initial; line-break: initial; list-style: initial; margin-block: initial; margin-inline: initial; margin: initial; marker: initial; mask-type: initial; mask: initial; max-block-size: initial; max-height: initial; max-inline-size: initial; max-width: initial; min-block-size: initial; min-height: initial; min-inline-size: initial; min-width: initial; mix-blend-mode: initial; object-fit: initial; object-position: initial; offset: initial; opacity: initial; order: initial; outline-offset: initial; outline: initial; overflow-anchor: initial; overflow-block: initial; overflow-clip-margin: initial; overflow-inline: initial; overflow-wrap: initial; overflow: initial; overscroll-behavior-block: initial; overscroll-behavior-inline: initial; overscroll-behavior: initial; padding-block: initial; padding-inline: initial; padding: initial; paint-order: initial; perspective-origin: initial; perspective: initial; place-content: initial; place-items: initial; place-self: initial; pointer-events: initial; position: initial; print-color-adjust: initial; quotes: initial; r: initial; resize: initial; rotate: initial; ruby-align: initial; ruby-position: initial; rx: initial; ry: initial; scale: initial; scroll-behavior: initial; scroll-margin-block: initial; scroll-margin-inline: initial; scroll-margin: initial; scroll-padding-block: initial; scroll-padding-inline: initial; scroll-padding: initial; scroll-snap-align: initial; scroll-snap-stop: initial; scroll-snap-type: initial; scrollbar-color: initial; scrollbar-gutter: initial; scrollbar-width: initial; shape-image-threshold: initial; shape-margin: initial; shape-outside: initial; shape-rendering: initial; stop-color: initial; stop-opacity: initial; stroke-dasharray: initial; stroke-dashoffset: initial; stroke-linecap: initial; stroke-linejoin: initial; stroke-miterlimit: initial; stroke-opacity: initial; stroke-width: initial; stroke: initial; tab-size: initial; table-layout: initial; text-align-last: initial; text-align: initial; text-anchor: initial; text-combine-upright: initial; text-decoration-skip-ink: initial; text-decoration: initial; text-emphasis-position: initial; text-emphasis: initial; text-indent: initial; text-justify: initial; text-orientation: initial; text-overflow: initial; text-rendering: initial; text-shadow: initial; text-transform: initial; text-underline-offset: initial; text-underline-position: initial; touch-action: initial; transform-box: initial; transform-origin: initial; transform-style: initial; transform: initial; transition: initial; translate: initial; user-select: initial; vector-effect: initial; vertical-align: initial; visibility: initial; white-space: initial; width: initial; will-change: initial; word-break: initial; word-spacing: initial; writing-mode: initial; x: initial; y: initial; z-index: initial;"></div>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-12015062522358495152022-11-18T17:14:00.004+01:002023-09-18T11:40:44.019+02:00Découpage Clés 64 : Des abris de quai<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFspPpQHPje7LrxpRPdZCMKrhdbIGAwWj6BUHepWlLdT8b2Hb9Mb1exWYBQmql1mnHAM2fJncsrKsSvLwalaF1Q2LBTmrWc3lYcL4-ulCJn2lpxtrjE4TmG2ypM5dFWi1fe7HWF_e98vSoo6-HlY51uFaVBVe_UdHLJSUg-Mv_GZlGUh5lJuSA5ekC/s4080/00_abris%2064.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFspPpQHPje7LrxpRPdZCMKrhdbIGAwWj6BUHepWlLdT8b2Hb9Mb1exWYBQmql1mnHAM2fJncsrKsSvLwalaF1Q2LBTmrWc3lYcL4-ulCJn2lpxtrjE4TmG2ypM5dFWi1fe7HWF_e98vSoo6-HlY51uFaVBVe_UdHLJSUg-Mv_GZlGUh5lJuSA5ekC/w640-h482/00_abris%2064.jpg" width="640" /></a></div><br /><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Avant
de procéder au montage de ces bâtiments, il convient de réunir le
matériel suivant : une règle de préférence métallique, un
réglet métallique, une règle d’écolier carrée elle aussi
métallique (afin d’être insensibles à la colle), un cutter,
un stylo à bille pointe fine sec et hors d’usage, un pinceau
(plutôt une petite brosse) de la colle type UHU à bague noire, qui
pour la circonstance, permet un ajustage par glissement, un tapis de
découpe, et, en option, un bloc de bois dur à faces bien dressées
(voir Clés pour le train miniature n°1, page 18). On se référera
aussi aux différents montages de "Clés" déjà publiés,
les techniques de construction étant sensiblement toujours les mêmes
(ex. Clés n°53)</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Comme
la plupart des découpages de « Clés », vous avez le
choix entre un montage simple en découpant et collant les pages
centrales, ou en construisant une ossature en carton de 2 mm sur
laquelle vient se coller ces mêmes découpages, pour assurer de la
stabilité et du relief à l’ensemble. Toutes les fenêtres peuvent
ainsi est posées « en relief » (voir le montage du 3<sup>e</sup>
abri)</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Si
vous choisissez la méthode « simple », découpez.
Commencez l’assemblage en collant les murs, puis les toits</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Dans
tous les cas, passez un coup de feutre aux couleurs approchantes sur
les tranches (dans le doute, utilisez un gris clair) </p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><span></span></p><a name='more'></a> <p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHHBHgTNQtFqw-ouR8VRvrp4E96l5AMwBMBBU6SqV-Gzbw0IQfKcRlqzTvC9Zt0nVRLTf0WLEf90iau9_D6QJGXhmZ8zepn6FQ8ZRUrwYUIHJyZDmp7wADOUpLSh7Lnuv03hKlnh-KwRJrpgBqr8Xcl8JlXMSC1QYAP7I3nD2w120eCcFzfXypJLrr/s4080/01_PXL_20221027_201930455.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHHBHgTNQtFqw-ouR8VRvrp4E96l5AMwBMBBU6SqV-Gzbw0IQfKcRlqzTvC9Zt0nVRLTf0WLEf90iau9_D6QJGXhmZ8zepn6FQ8ZRUrwYUIHJyZDmp7wADOUpLSh7Lnuv03hKlnh-KwRJrpgBqr8Xcl8JlXMSC1QYAP7I3nD2w120eCcFzfXypJLrr/w400-h301/01_PXL_20221027_201930455.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">01 - La
halte moyenne ne pose pas de problème. Si vous collez la cloison sur
carton, il faudra réduire le mur du fond de l’épaisseur de ce
carton pour ne pas avoir un manque de toit.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs957A9glHHbXJZqevECgPq0n9Zr2d59edFVj3GpjDwkIZkKlMBvJd_RQ8oB387a7WvGd7s3Xykd8gELkEX8GChO9cRETso4WF0OS0QK7RBmGgK7ceGkx7lkkAxiT5M9ZDQN_9LI94XXsVjYcfglTXEfxCZtkjQ64UN_kSxrqgtOwAqeVAzx1EDqwO/s4080/02_PXL_20221027_202513664.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs957A9glHHbXJZqevECgPq0n9Zr2d59edFVj3GpjDwkIZkKlMBvJd_RQ8oB387a7WvGd7s3Xykd8gELkEX8GChO9cRETso4WF0OS0QK7RBmGgK7ceGkx7lkkAxiT5M9ZDQN_9LI94XXsVjYcfglTXEfxCZtkjQ64UN_kSxrqgtOwAqeVAzx1EDqwO/w400-h301/02_PXL_20221027_202513664.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">02 - Collez
d’abord la cloison dos à dos.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXzmD-Pog2NM62j7oyAhzhSyG0c8osWOBo7YXeD2mT_wF-n5w6zF7wpI26JzR5aMfjrdhKM18p9G8egdyDWuW2oWiD_SWZVQAMmGWWAuFlRn6D8o8wgkA2K3LK5ZARvqmIMKpczI68q4SK9EtaMK6ORNJWif7gohBln1uAGOS2DSkt1EcRIvs-F7o4/s4080/03_PXL_20221027_202619822.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXzmD-Pog2NM62j7oyAhzhSyG0c8osWOBo7YXeD2mT_wF-n5w6zF7wpI26JzR5aMfjrdhKM18p9G8egdyDWuW2oWiD_SWZVQAMmGWWAuFlRn6D8o8wgkA2K3LK5ZARvqmIMKpczI68q4SK9EtaMK6ORNJWif7gohBln1uAGOS2DSkt1EcRIvs-F7o4/w400-h301/03_PXL_20221027_202619822.jpg" width="400" /></a></div>03 -Collez
ensuite la patte du local à son emplacement.
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrVMhkmGc6SRYANH2CZ6wUMgp-8LB5RTRnGx_3kUi5KRZEXmg7ZbguiEddXCI5AfX4yNGaAmkNzdgXOzyyY4GpWScxZwGohpKiZ8ZbBSjXN_UVWuE0iZSi0XToZecx3D9M589n4P68dx8GAAtA-_Z8OmSHfxkmsFolRLFpd2j0nb-x9RGijKUIZnLM/s4080/04_PXL_20221027_203301322.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrVMhkmGc6SRYANH2CZ6wUMgp-8LB5RTRnGx_3kUi5KRZEXmg7ZbguiEddXCI5AfX4yNGaAmkNzdgXOzyyY4GpWScxZwGohpKiZ8ZbBSjXN_UVWuE0iZSi0XToZecx3D9M589n4P68dx8GAAtA-_Z8OmSHfxkmsFolRLFpd2j0nb-x9RGijKUIZnLM/w400-h301/04_PXL_20221027_203301322.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">04 - Collez
le toit en 2 temps, d’abord l’arrière, puis l’avant. Utilisez
une règle ou une baguette en bois pour appuyer sur les pattes.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiovGawvp9H-nuAh1l7TuyZGzDo-FE43NPJgTKkednLWIHi61PFjOfkTDSh3nqZGQhVmmmDf2Ls4WHVfB6Hhy0Bd_hECjTwF_btLexkbs6fFDT4-A-VY9akk72Lyl30eVSHd9W_i5GsduL25DsHQd7BkHDCFqZ9BIEogk43fXmkP3yP9wrWuUWDyo1i/s4080/05_PXL_20221027_204040374.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiovGawvp9H-nuAh1l7TuyZGzDo-FE43NPJgTKkednLWIHi61PFjOfkTDSh3nqZGQhVmmmDf2Ls4WHVfB6Hhy0Bd_hECjTwF_btLexkbs6fFDT4-A-VY9akk72Lyl30eVSHd9W_i5GsduL25DsHQd7BkHDCFqZ9BIEogk43fXmkP3yP9wrWuUWDyo1i/w400-h301/05_PXL_20221027_204040374.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">05 - Finissez
en collant le banc sur le mur du font et en agrémentant les murs
d’affiches diverses.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHqPHWEhbSLOTYLtEwtirRWtdl9oloReUDGBIjRusbZiPhMMEBFyfgFiZFvPOJGT7egEo-uiWCPRQ9wmTarkug8D_wA0QbiNXSvWaxQNP_mi5FHbE4S5j-QXfgygK1pSLL2cg-n_58SFo1UkwNDo2kMmiNCv7TuMkEFMIg9RBV-kiIQS57V-79tBdY/s4080/06_PXL_20221027_204131232.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHqPHWEhbSLOTYLtEwtirRWtdl9oloReUDGBIjRusbZiPhMMEBFyfgFiZFvPOJGT7egEo-uiWCPRQ9wmTarkug8D_wA0QbiNXSvWaxQNP_mi5FHbE4S5j-QXfgygK1pSLL2cg-n_58SFo1UkwNDo2kMmiNCv7TuMkEFMIg9RBV-kiIQS57V-79tBdY/w400-h301/06_PXL_20221027_204131232.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">06 - La
petite halte (secondaires, tramways ou bus) est tout aussi simple.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNvXPfii4QNoPvhx1XlrsBvjSclRMlMeYxB1jG2JRoalj3g_J6P3DsfhxnaB3WpwsYN-SKYiWhsl_KjCfuA4bpwQKRTXhXTWafyx_eEpJIC2aKujQsIBP2_9VoHgG6G61js4NbTcJTo-NuEq9cl6NvhoMQ6PZySPYV5VY68MkjVzJPN2OG1pYOoQ4B/s4080/07_PXL_20221027_205855073.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNvXPfii4QNoPvhx1XlrsBvjSclRMlMeYxB1jG2JRoalj3g_J6P3DsfhxnaB3WpwsYN-SKYiWhsl_KjCfuA4bpwQKRTXhXTWafyx_eEpJIC2aKujQsIBP2_9VoHgG6G61js4NbTcJTo-NuEq9cl6NvhoMQ6PZySPYV5VY68MkjVzJPN2OG1pYOoQ4B/w400-h301/07_PXL_20221027_205855073.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">07 - Fermez
et collez les murs principaux.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIuIiMrxkUC3kXQ4SC5mU52GdhK7lNU9-QqxIKBen9Vu40SU1Eqqrd8QfQmlw5jcSTG_P6FZZtuFNCh46RwS4otwCEFBQTfnec8j4e2q8Z9DKJT7_TOIsnjQRv8wQdYdBrH2Pom5XVrnBVqi0DscyyleZut7FsKRWzQv33auRJFSXRM8IAE9nWjoyH/s4080/08_PXL_20221027_205912275.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIuIiMrxkUC3kXQ4SC5mU52GdhK7lNU9-QqxIKBen9Vu40SU1Eqqrd8QfQmlw5jcSTG_P6FZZtuFNCh46RwS4otwCEFBQTfnec8j4e2q8Z9DKJT7_TOIsnjQRv8wQdYdBrH2Pom5XVrnBVqi0DscyyleZut7FsKRWzQv33auRJFSXRM8IAE9nWjoyH/w400-h301/08_PXL_20221027_205912275.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">08 - Pliez
la cloison du fond en collant les 2 parties du banc l’une sur
l’autre...</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIv3tKU1S2BzF4USS9xPFGulGj3S38rM-r1RKRQVWcDGtfNESf76ygg2_aoGmICq4EY_Vn5vmAmdI2P03koDlHMJgFMcjv1wYNN19pIL6hKehcn6fRBemSKisbEJ8F4qUb9ACHtc3QiYV9Wql28CxpvQzrxCsdcYAH7XPS7BL5zyKaq0azSuNRwE88/s4080/09_PXL_20221027_210053844.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIv3tKU1S2BzF4USS9xPFGulGj3S38rM-r1RKRQVWcDGtfNESf76ygg2_aoGmICq4EY_Vn5vmAmdI2P03koDlHMJgFMcjv1wYNN19pIL6hKehcn6fRBemSKisbEJ8F4qUb9ACHtc3QiYV9Wql28CxpvQzrxCsdcYAH7XPS7BL5zyKaq0azSuNRwE88/w400-h301/09_PXL_20221027_210053844.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">09 - Et collez en place.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE3eIghZzcyxQdgJxTWPT9AWIJF9nSZjpLcyYi7p31qqU5Fp1XHFL_JhsO4asNAf0bCw0mueLh-whzgpT-Krw-T5_yHIsxv31BTwtvD69vHngMZSuNGB2xJYdzdBSUXxFCRwbVnLMMbZtkV4MVNCsqnCntW1n1JAG3Tlwxsb4avPmRHFv7AvzmnfeS/s4080/10_PXL_20221027_210240047.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE3eIghZzcyxQdgJxTWPT9AWIJF9nSZjpLcyYi7p31qqU5Fp1XHFL_JhsO4asNAf0bCw0mueLh-whzgpT-Krw-T5_yHIsxv31BTwtvD69vHngMZSuNGB2xJYdzdBSUXxFCRwbVnLMMbZtkV4MVNCsqnCntW1n1JAG3Tlwxsb4avPmRHFv7AvzmnfeS/w400-h301/10_PXL_20221027_210240047.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">10 - Montez
le petit toit en collant d’abord une patte, puis l’autre.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCfgxTQLTKcCXnh_p0yYRAfoCRMbTz6QC3_Y3fQWMy5-95tIJ1P-RFO-az26Pq2rYeXzW3aUjcvAvDqsZpnBnaZZIXK3c7rQ6w-iVifrzl238qyJ3qq_wy_nvfhfNFPTZBuLAN7GQ6nHc_OQir_ya3RGjSg2qFSDBP4MHSowiQ3nXq-s4Bf7QOhZzA/s4080/11_PXL_20221027_214131837.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCfgxTQLTKcCXnh_p0yYRAfoCRMbTz6QC3_Y3fQWMy5-95tIJ1P-RFO-az26Pq2rYeXzW3aUjcvAvDqsZpnBnaZZIXK3c7rQ6w-iVifrzl238qyJ3qq_wy_nvfhfNFPTZBuLAN7GQ6nHc_OQir_ya3RGjSg2qFSDBP4MHSowiQ3nXq-s4Bf7QOhZzA/w400-h301/11_PXL_20221027_214131837.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">11 - Enfin,
collez le toit en place avec la même méthode que l’abri
précédent.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisg1xXOR8gBK4_knMdDDXmdf0-1uW059uBE2StBFmTp_z-iVWKYsOILcEKheEsuIyevQSMGyL0UlzcPhEMkuY3eNR3h5xZZI5_8MtOldq_obxUBHQnI-gCawUptktWh8NkpRZggzn_Z9TDsZeN61CaBVMyKL19pZUH4QqsGfiiIfkr-yMozNjx3av-/s4080/12_PXL_20221027_220307054.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisg1xXOR8gBK4_knMdDDXmdf0-1uW059uBE2StBFmTp_z-iVWKYsOILcEKheEsuIyevQSMGyL0UlzcPhEMkuY3eNR3h5xZZI5_8MtOldq_obxUBHQnI-gCawUptktWh8NkpRZggzn_Z9TDsZeN61CaBVMyKL19pZUH4QqsGfiiIfkr-yMozNjx3av-/w400-h301/12_PXL_20221027_220307054.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">12 - L’abri
(d’après le plan du type « Bourbonnais) peut être
évidemment monté de façon simple comme les 2 précédents, mais
nous allons poser les ouvertures «en relief ».</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4xQ7kQsZT_UX7OyIEOF9sVRG9IYmVf5UmZ7ZiaP_oAtMBOEM_SMXBT_Da5DegHvU2Usx7aruMKYKeMluJp8nTv5yq-uzzETJm1e8eJ7glxSjoVqFe14S_HslEU6IN_y_PTCZjI-VUBTtxJTAMF5_IOijZz8TZ9td0emBeGBY5c0w9H10qd22yF8EY/s4080/13_PXL_20221027_220529622.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4xQ7kQsZT_UX7OyIEOF9sVRG9IYmVf5UmZ7ZiaP_oAtMBOEM_SMXBT_Da5DegHvU2Usx7aruMKYKeMluJp8nTv5yq-uzzETJm1e8eJ7glxSjoVqFe14S_HslEU6IN_y_PTCZjI-VUBTtxJTAMF5_IOijZz8TZ9td0emBeGBY5c0w9H10qd22yF8EY/w400-h301/13_PXL_20221027_220529622.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">13 - Les
2 ailes sont symétriques. Commençons par l’aile gauche. Les
ouvertures ayant été découpé vont être bouchées par des
huisseries à plier suivant les instructions de pliage et la photo.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt4BdTsAizaTOUOgrVIKZ6Fs-Dym2uGizbgJPDzmp0k00QVP8S0p5T_XUkIh1s3Y2uFuU_QBWSLlbLh31mtY5XZQ9BqTI5TrSrAt3ZxFNf22h2Dc3u1U5-JTjKMY2Dutfefa5jKY9d9zvmXkqPAIu3YLWW-DaZQ3Gg0iAmm1Ay9C972XOtwXbpPhVT/s4080/14_PXL_20221027_220812264.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt4BdTsAizaTOUOgrVIKZ6Fs-Dym2uGizbgJPDzmp0k00QVP8S0p5T_XUkIh1s3Y2uFuU_QBWSLlbLh31mtY5XZQ9BqTI5TrSrAt3ZxFNf22h2Dc3u1U5-JTjKMY2Dutfefa5jKY9d9zvmXkqPAIu3YLWW-DaZQ3Gg0iAmm1Ay9C972XOtwXbpPhVT/w400-h301/14_PXL_20221027_220812264.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">14 - La
porte est collée en 2 temps : d’abord un côté…</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6L9MsMl0SMQhuVT-3fgGd5gWdCo4DVWZ_cT10NYEfEUrwb11r0BdXzhTX8J8gWtoJZxcJ2kwTiv3u3Z3nKZUCaPPb3MM7K3wWqmNkXWZgkgjrIjYggoPTV_i0HMfeh5XSAeXzoHkpGuRRvnzm3w3iac7iABS8sY2J_cRkEkucvoQ_yj9NGBR2caWX/s4080/15_PXL_20221027_220934043.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6L9MsMl0SMQhuVT-3fgGd5gWdCo4DVWZ_cT10NYEfEUrwb11r0BdXzhTX8J8gWtoJZxcJ2kwTiv3u3Z3nKZUCaPPb3MM7K3wWqmNkXWZgkgjrIjYggoPTV_i0HMfeh5XSAeXzoHkpGuRRvnzm3w3iac7iABS8sY2J_cRkEkucvoQ_yj9NGBR2caWX/w400-h301/15_PXL_20221027_220934043.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">15 - Puis l’autre. Là encore, l’aide d’une règle ou d’une
baguette en bois est la bienvenue pour faire un ajustage précis.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ2krA2vu4-pmj-ntTZjw0F18DZMO5wiOZ7mjOm2tfy61TerauwGiGDdWTgeQgaiWZQjcvM9ZHi6M8mwtgit1aadPZqh6VzG7FiOHBNqjPWmDg3u8B7jIdZP7OyFLVeyrdq0y2JbjEkMUL2JpI_-yliPaGjMgh2D2_Al6jphL_MrWzYBvV_bokOvmY/s4080/16_PXL_20221027_221223242.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ2krA2vu4-pmj-ntTZjw0F18DZMO5wiOZ7mjOm2tfy61TerauwGiGDdWTgeQgaiWZQjcvM9ZHi6M8mwtgit1aadPZqh6VzG7FiOHBNqjPWmDg3u8B7jIdZP7OyFLVeyrdq0y2JbjEkMUL2JpI_-yliPaGjMgh2D2_Al6jphL_MrWzYBvV_bokOvmY/w400-h301/16_PXL_20221027_221223242.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">16 - Collez
la voûte supérieure (pour le fun, car elle est pratiquement
invisible une fois la halte en place)</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ybex_DHyNjotXMYcRrjqgk8mczujsxfi9z1bCem0lqrkjeNkzTHQJ0UfhlH7oaN56uotHC0kgahLLPhb5o2JvOi5q7-WgAnoOtdxOdY658ZYTx0l0r7ZWcEAjD_3iur-WdQq8SEa6Eaz3vaIMm-9MevPo5BUPooGOG5c1tm-FlvUvmbgxAusx0UP/s4080/17_PXL_20221027_221513258.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ybex_DHyNjotXMYcRrjqgk8mczujsxfi9z1bCem0lqrkjeNkzTHQJ0UfhlH7oaN56uotHC0kgahLLPhb5o2JvOi5q7-WgAnoOtdxOdY658ZYTx0l0r7ZWcEAjD_3iur-WdQq8SEa6Eaz3vaIMm-9MevPo5BUPooGOG5c1tm-FlvUvmbgxAusx0UP/w400-h301/17_PXL_20221027_221513258.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">17 - Collez
la fenêtre, en commençant par la patte inférieure,...</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXhTSP9XpxyUKO7MUp3dMAB1KqHyVTGqGqI7-8rQph5YAKiSsaROgCaH8VKVaGrgRdPqq1pj5tS5ZYobd9YO-JCFiZICbUNVEi53DFgAlikylJnt2BT8--VCadBprAoMkaB3zNZI3l7gaKAM8kAyVMAwHfwCiqcu5CvHpgp6Vu5ylK-eO8KrjAWmwb/s4080/18_PXL_20221027_221734513.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXhTSP9XpxyUKO7MUp3dMAB1KqHyVTGqGqI7-8rQph5YAKiSsaROgCaH8VKVaGrgRdPqq1pj5tS5ZYobd9YO-JCFiZICbUNVEi53DFgAlikylJnt2BT8--VCadBprAoMkaB3zNZI3l7gaKAM8kAyVMAwHfwCiqcu5CvHpgp6Vu5ylK-eO8KrjAWmwb/w400-h301/18_PXL_20221027_221734513.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">18 - … Puis les 2 montants, plus la voûte si vous le désirez.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUI544YDFY2FxT49bsFeh14oWOcXFuRfIQDJNIRgjh3dMc5juuz3I70hxfBsEIru2QCArSgVqBwOgwH8dvvXNulsb8404cL2eHjyaFE4JI2Xoc0Sat2ndCPEFu3aYMIy5UNIcj5dZFEofFWVvc_8ovlsapiD72Xfmy59DDog3zqb7QOFIOBAmKnT-G/s4080/19_PXL_20221027_221845774.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUI544YDFY2FxT49bsFeh14oWOcXFuRfIQDJNIRgjh3dMc5juuz3I70hxfBsEIru2QCArSgVqBwOgwH8dvvXNulsb8404cL2eHjyaFE4JI2Xoc0Sat2ndCPEFu3aYMIy5UNIcj5dZFEofFWVvc_8ovlsapiD72Xfmy59DDog3zqb7QOFIOBAmKnT-G/w400-h301/19_PXL_20221027_221845774.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">19 - Terminez
en fermant le bâtiment et rabattez les sous-toitures vers
l’extérieur.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT5pVgVsIVZxgoaiTR4NY-ui-yZdtMwrqKgje9yH57XjzJaFocZ-TP1p2r-cVoY4kY3fXLlSon_eofgx-vB79saXB9xhKmi5u9sbKdOIypv6ZSJUEXFFRxcNxyerk43S2uGTWv0Sz_L0KJwpsyrWOrFOytZVFopFpuUKqGDvihx6ZQmF1VovMs8Vfl/s4080/20_PXL_20221027_221940442.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT5pVgVsIVZxgoaiTR4NY-ui-yZdtMwrqKgje9yH57XjzJaFocZ-TP1p2r-cVoY4kY3fXLlSon_eofgx-vB79saXB9xhKmi5u9sbKdOIypv6ZSJUEXFFRxcNxyerk43S2uGTWv0Sz_L0KJwpsyrWOrFOytZVFopFpuUKqGDvihx6ZQmF1VovMs8Vfl/w400-h301/20_PXL_20221027_221940442.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">20 - Répétez
les opérations pour l’aile droite.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMljjbjfO3javK_QKjGcCKBhJxrOc5gIUMVzCZZsfyFZvLXVcT2P01ik3LWG7uVPGhRAwbyzWYALwW3xFh8rkbQuIytmaddt0pIlECuQ87I8rFxn67TROA7MS_gNfToxrfhpL7nRdQvNF2N050iJSDP45sBBzGz5y3cZlDUEnOpnpBfaalKZq9OXgq/s4080/21_PXL_20221027_222957189.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMljjbjfO3javK_QKjGcCKBhJxrOc5gIUMVzCZZsfyFZvLXVcT2P01ik3LWG7uVPGhRAwbyzWYALwW3xFh8rkbQuIytmaddt0pIlECuQ87I8rFxn67TROA7MS_gNfToxrfhpL7nRdQvNF2N050iJSDP45sBBzGz5y3cZlDUEnOpnpBfaalKZq9OXgq/w400-h301/21_PXL_20221027_222957189.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">21 - Collez
en dos à dos les 2 parties du mur extérieur. La grande bande marron
claire servira plus tard de sous-toiture.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEfdHGf-HhyyKfIclPwqbsiVUoA4NrhGUxJLTzvbCUu15RoW5pJpTNmniK3KLqgM5rDkYxsNVVslvzO3EMaOi7tauPjgUa0H9irGTUjUXDufBW7ghwpg_z2FloY9pDAI2bPdAN8IAvcjzkDVZRnhCm_mWdeNwpCBVSPq62g0LjF0lO2tGFIqBYoTHo/s4080/22_PXL_20221027_223820927.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEfdHGf-HhyyKfIclPwqbsiVUoA4NrhGUxJLTzvbCUu15RoW5pJpTNmniK3KLqgM5rDkYxsNVVslvzO3EMaOi7tauPjgUa0H9irGTUjUXDufBW7ghwpg_z2FloY9pDAI2bPdAN8IAvcjzkDVZRnhCm_mWdeNwpCBVSPq62g0LjF0lO2tGFIqBYoTHo/w400-h301/22_PXL_20221027_223820927.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">22 - Vous
êtes prêt à assembler les 3 pièces, à condition d’avoir
positionné et collé les bancs.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAMYs0UloNwstyFu2n8z6KnqMks4NAX4b9vaG3O-JmE0LQiIHOGhwjBV6gKa8dlUAQlqerQNrSHIEeZXerjbkkICH-g7Ih6qcowgOa5z_n_f593Z9ZfbPANynLhSz5DwgCwBCbrRmnKPDwHd-6O7ukLDbMjiOmAfiHknmQhDQjWgfb1HKdZm74SJ8_/s4080/23_PXL_20221027_224135337.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAMYs0UloNwstyFu2n8z6KnqMks4NAX4b9vaG3O-JmE0LQiIHOGhwjBV6gKa8dlUAQlqerQNrSHIEeZXerjbkkICH-g7Ih6qcowgOa5z_n_f593Z9ZfbPANynLhSz5DwgCwBCbrRmnKPDwHd-6O7ukLDbMjiOmAfiHknmQhDQjWgfb1HKdZm74SJ8_/w400-h301/23_PXL_20221027_224135337.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">23 - Collez
en place les deux ailes . Attention : si les découpes sont bien
faites, les bancs doivent s’encastrer les uns dans les autres.
N’oubliez pas un point de colle aux points de rencontre.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTcilil7CfGm3z_GhZcY9xnegCTZTO95oAU7mzge1f4DnT-3NlPhMOIlNZMG_tFT_fDVI8KxVUiES2nvIxDtKZB5QglfuDioOb0arzQauZkKX7q-aTA_vPG99y_GtN-xUTiz6eT6_IF8Qcfi5K_i6xIzsbmch7fBFPISfgQZOvTIc7rg3WbVFzlE9/s4080/24_PXL_20221027_224653367.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTcilil7CfGm3z_GhZcY9xnegCTZTO95oAU7mzge1f4DnT-3NlPhMOIlNZMG_tFT_fDVI8KxVUiES2nvIxDtKZB5QglfuDioOb0arzQauZkKX7q-aTA_vPG99y_GtN-xUTiz6eT6_IF8Qcfi5K_i6xIzsbmch7fBFPISfgQZOvTIc7rg3WbVFzlE9/w400-h301/24_PXL_20221027_224653367.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">24 - Collez
le toit en place, en commençant par l’arrière.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlToPwId8fo4Oym8cvnDW0nfLAzLpdYitWQf-iFTaMN_uOmAhiWFOlUfhN8WOmQkhtN2MbUNEgge0m8IGZmQEnlvbs0iWXqC7dKRsn9n7_BVudzvFgGvdJLgTdBedl-W_7lC-2m6p68_otUnhkRHs1uCnHMa1dRW_1pNyMoNkoHEnpjxBsxvGWOBE4/s4080/25_PXL_20221027_224716628.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlToPwId8fo4Oym8cvnDW0nfLAzLpdYitWQf-iFTaMN_uOmAhiWFOlUfhN8WOmQkhtN2MbUNEgge0m8IGZmQEnlvbs0iWXqC7dKRsn9n7_BVudzvFgGvdJLgTdBedl-W_7lC-2m6p68_otUnhkRHs1uCnHMa1dRW_1pNyMoNkoHEnpjxBsxvGWOBE4/w400-h301/25_PXL_20221027_224716628.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">25 - Continuez
avec les sous toitures latérales, en vous calant bien sur les rabats
des bords de toit, puis les pattes avant.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ5ax7dfqqwcTsZhjahq_1BCPtBH8a3naMnB2zzICzD5LsoHQ5JPcARAEPey7k2CIAO8CzwY6fLYRdTi1ZBzrAD4Ryg5czg0H5fnL28_Lf-9mud9if0Ptb3dxCAuXsJhoRhq1O1W2KvFHBBqlNymRkXtx47yRkbqFhqVAGvvXhkpb1FMOqJ7B-_-uZ/s4080/26_PXL_20221027_225458260.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ5ax7dfqqwcTsZhjahq_1BCPtBH8a3naMnB2zzICzD5LsoHQ5JPcARAEPey7k2CIAO8CzwY6fLYRdTi1ZBzrAD4Ryg5czg0H5fnL28_Lf-9mud9if0Ptb3dxCAuXsJhoRhq1O1W2KvFHBBqlNymRkXtx47yRkbqFhqVAGvvXhkpb1FMOqJ7B-_-uZ/w400-h301/26_PXL_20221027_225458260.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">26 - Collez
maintenant la sous-toiture et l’enseigne avant en vous positionnant
contre l’angle d’un bloc de bois.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDy8T_ajKgqN696jIBhaNve5vaA2NOIvNrcb83o1cskoo5b0SCfCloa8Xg8pRcI9folfinvuofGoYUq6X6I9HE_iTWbg9a0pEhFaNfnDzT5Ru0YTeqpIHHWGaINXXU6dTyiYSTPBYAok5mey8Jf28G8DLycUfFln3folaI5RDSTU5MOnz1TS8He39b/s4080/27_PXL_20221027_225733400.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDy8T_ajKgqN696jIBhaNve5vaA2NOIvNrcb83o1cskoo5b0SCfCloa8Xg8pRcI9folfinvuofGoYUq6X6I9HE_iTWbg9a0pEhFaNfnDzT5Ru0YTeqpIHHWGaINXXU6dTyiYSTPBYAok5mey8Jf28G8DLycUfFln3folaI5RDSTU5MOnz1TS8He39b/w400-h301/27_PXL_20221027_225733400.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">27 - Collez
les bords extérieurs destinés à recevoir les noms de la gare ;
ils sont inclinés, comme l’original !</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibYHnp1mK8xOn4bLxkXBc7Zy5MZn_yBk4MOYfDSH2tAVIiy589qsFcn9vhg--C_enrMFLmURU0kQyX80auEjUxnxX4xFMa7rXczClw-ez7-OnRWQO_ZCd6bvMUjCW-6CEUglchFpxOt_7dLH3JKQiENygajtgVCZc9MZZDSjb5Y-CLMPwFpl5KOJv6/s4080/28_PXL_20221027_225929313.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2400" data-original-width="4080" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibYHnp1mK8xOn4bLxkXBc7Zy5MZn_yBk4MOYfDSH2tAVIiy589qsFcn9vhg--C_enrMFLmURU0kQyX80auEjUxnxX4xFMa7rXczClw-ez7-OnRWQO_ZCd6bvMUjCW-6CEUglchFpxOt_7dLH3JKQiENygajtgVCZc9MZZDSjb5Y-CLMPwFpl5KOJv6/w400-h235/28_PXL_20221027_225929313.jpg" width="400" /></a></div><p class="western" style="line-height: 100%; margin-bottom: 0cm;">28 -
Il ne reste qu’à intégrer cet abri dans un réseau.
</p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-7702134351270196082022-11-09T15:51:00.004+01:002022-11-09T15:51:32.050+01:00Clés n°64. Il arrive, peut-être avec un peu de retard !<p> </p><div class="gmail_default" style="font-family: tahoma,sans-serif; font-size: small;">Le prochain numéro sera disponible dès le 15/11 chez votre marchand de journaux habituel. Il
est possible que certains de nos abonnés le reçoivent après cette date,
une réorganisation de l'imprimeur ayant entrainé un retard dans le
routage. Qu'ils veuillent bien nous en excuser. </div><div class="gmail_default" style="font-family: tahoma,sans-serif; font-size: small;">En attendant, en voici le sommaire :</div><div class="gmail_default" style="font-family: tahoma,sans-serif; font-size: small;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtLMTNXBIi2wZNd97CZfYWpTAAStbT-JldHZRSGuyLGADHVdXMB8uoiIlHbopeV1Lpjh82VjsRUHp6wQt4Vgn1-8Bcrz5YT2Z9h9reP32aE6xCLIZLhxrh89J41DZAxVdFFDPEGP5u6ICrnj--P7vES-ifPWhK1mkqQ8-wLFHD9HPNMtasrY1mBRfW/s1688/03-CLES064-EDITO%20Sommaire-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1688" data-original-width="1528" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtLMTNXBIi2wZNd97CZfYWpTAAStbT-JldHZRSGuyLGADHVdXMB8uoiIlHbopeV1Lpjh82VjsRUHp6wQt4Vgn1-8Bcrz5YT2Z9h9reP32aE6xCLIZLhxrh89J41DZAxVdFFDPEGP5u6ICrnj--P7vES-ifPWhK1mkqQ8-wLFHD9HPNMtasrY1mBRfW/w581-h640/03-CLES064-EDITO%20Sommaire-1.jpg" width="581" /></a></div><br /><div class="gmail_default" style="font-family: tahoma,sans-serif; font-size: small;"><br /></div>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-76998954762937242102022-10-25T14:35:00.002+02:002022-10-25T16:04:22.851+02:00HSLR86 : Manoeuvres à Saint-Hilaire-la-Mine<p><a href="https://trains.lrpresse.com/A-19964-st-hilaire-la-mine-votre-reseau-pas-a-pas-en-21-jours.aspx" target="_blank">Dans le hors-série Loco-Revue n°86</a>, Jean-Baptiste Bournisien vous décrivait la construction de son réseau mixte, voie étroite - voie normale. Il nous fait le plaisir de partager une petite vidéo de circulation... et nous prouve que sur une très petite surface, il est possible de s'éclater. </p><p><br /></p>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/TIM0xTvVUeI" title="YouTube video player" width="560"></iframe>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-12167158342800376992022-09-11T10:33:00.002+02:002023-09-18T11:40:57.378+02:00CLES n°63 : Une halle à marchandises Nord<p>
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a name="_GoBack"></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKBDPwDmGknWP4iE2ApMHV5pdUyP2LqB1kcHy7lc5gAUJ1K0Ii1bzQnGe6zG2jy7T6PtfdQuDGxnFxryX4IVVpoM1Zbzanq8aXDgePruahulJJgBnRKXtlKeTJZorUK1-piakKTTZE3-wxMoxVpmqrp4SUIoeZIvovRZQlTDUw1BJi4KR898v15YSJ/s4080/00_PXL_20220825_145700698.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKBDPwDmGknWP4iE2ApMHV5pdUyP2LqB1kcHy7lc5gAUJ1K0Ii1bzQnGe6zG2jy7T6PtfdQuDGxnFxryX4IVVpoM1Zbzanq8aXDgePruahulJJgBnRKXtlKeTJZorUK1-piakKTTZE3-wxMoxVpmqrp4SUIoeZIvovRZQlTDUw1BJi4KR898v15YSJ/w640-h482/00_PXL_20220825_145700698.jpg" width="640" /></a></p><p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span></span></p><a name='more'></a>Avant de procéder
au montage de ces bâtiments, il convient de réunir le matériel
suivant : une règle de préférence métallique, un réglet
métallique, une règle d’écolier carrée elle aussi métallique
(afin d’être insensibles à la colle), un cutter, un stylo à
bille pointe fine sec et hors d’usage, un pinceau (plutôt une
petite brosse) de la colle type UHU à bague noire, qui pour la
circonstance, permet un ajustage par glissement, un tapis de découpe,
et, en option, un bloc de bois dur à faces bien dressées (voir Clés
pour le train miniature n°1, page 18). On se référera aussi aux
différents montages de "Clés" déjà publiés. Comme les
autres découpages, celui-ci peut se faire soit simplement soit par
collage des différentes pièces sur un carton.<p></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi32EEPM3QwxGhVA8VDUc8pQLcsDimc_qFz7tI9CxRp-7rkIL4GMFFqpYlSVP7uNbkkUjIgFkF4heTdtKJfrkeWsvHunvtwf1RZqytQ3fDRsEolbylr6kVDZGfcXG4Yii4OwV5NOPrLiN1rMsrfun8sMcV5VVtBo4rmX4LXTdMzltN3NGSCOSdbQCB-/s4080/01_PXL_20220825_115615210.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi32EEPM3QwxGhVA8VDUc8pQLcsDimc_qFz7tI9CxRp-7rkIL4GMFFqpYlSVP7uNbkkUjIgFkF4heTdtKJfrkeWsvHunvtwf1RZqytQ3fDRsEolbylr6kVDZGfcXG4Yii4OwV5NOPrLiN1rMsrfun8sMcV5VVtBo4rmX4LXTdMzltN3NGSCOSdbQCB-/w400-h301/01_PXL_20220825_115615210.jpg" width="400" /></a></p>
<p style="line-height: 100%; margin-bottom: 0cm;">1. Découpez
soigneusement toutes les pièces du « puzzle » !
Passez un coup de feutre aux couleurs approchantes sur les tranches
(dans le doute, utilisez un gris clair). N’oubliez pas l’ouverture
pour le rai du palan en haut des portes centrales.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAKCGfobdOJw-qOpqY1EIsXkEsSFbDkC-xwzORGQNbg9AYf9ggqMXlefT5Cpr-uPncg3XCaqYdVyi4INFPmi9TVmWRfTqDymQKIPXc3o6JZuwRSLU4mBOdZXd_GIjUybYeypXrlJcEErrXiKDB5hyiIR7s5gpUa_AY-puUO6idXzE6_n66GV5gZqz7/s4080/02_PXL_20220825_115932416.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAKCGfobdOJw-qOpqY1EIsXkEsSFbDkC-xwzORGQNbg9AYf9ggqMXlefT5Cpr-uPncg3XCaqYdVyi4INFPmi9TVmWRfTqDymQKIPXc3o6JZuwRSLU4mBOdZXd_GIjUybYeypXrlJcEErrXiKDB5hyiIR7s5gpUa_AY-puUO6idXzE6_n66GV5gZqz7/w400-h301/02_PXL_20220825_115932416.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">2. Découpez les
ouvertures que vous souhaitez voir... ouvertes !</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqtJPqsF43Al6nYxhVkM7Shio2EZYEi_C836EyzXOD7BB_uuUofGr-2PxNM5_37SdM5ZiSjU7WQJwRHxjERY-ujtMTGQufUigMDn_zxkW0hp9CInbpdxLxSjJijM-3Kx6HqQmkRGmi8TkApuz4rFcXszgD1_l9IheU4dra8wztIPJ7tUkt2X87KKET/s4080/03_PXL_20220825_120732423.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqtJPqsF43Al6nYxhVkM7Shio2EZYEi_C836EyzXOD7BB_uuUofGr-2PxNM5_37SdM5ZiSjU7WQJwRHxjERY-ujtMTGQufUigMDn_zxkW0hp9CInbpdxLxSjJijM-3Kx6HqQmkRGmi8TkApuz4rFcXszgD1_l9IheU4dra8wztIPJ7tUkt2X87KKET/w400-h301/03_PXL_20220825_120732423.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">3. Collez d’abord une
façade et un pignon. Aidez-vous d’un réglet métallique pour
aligner les pièces.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGv7RIcWySHshGqR7yx2-N9idPjqs6TMFfI4MTDP9Ey1SRU9iuLv-G2Y-31_zOdNDc8FL1VNIhRiKOSDgtu5LfEuTJ865hy0DO464MlIlMpD4fagaRqAE5imokz8puJNBSh9bmqdVfI-nUOBTiQmqYogjCb8LHZOIKdp8YhA8LwVmJfwQSL1nfgYhp/s4080/04_PXL_20220825_120653897.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGv7RIcWySHshGqR7yx2-N9idPjqs6TMFfI4MTDP9Ey1SRU9iuLv-G2Y-31_zOdNDc8FL1VNIhRiKOSDgtu5LfEuTJ865hy0DO464MlIlMpD4fagaRqAE5imokz8puJNBSh9bmqdVfI-nUOBTiQmqYogjCb8LHZOIKdp8YhA8LwVmJfwQSL1nfgYhp/w400-h301/04_PXL_20220825_120653897.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">4. Répétez
l’opération. Veillez à ce que la porte latérale soit du bon côté
par rapport au quai.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyrcXOREBI_0LQkFSwO2uwg3JlXM0FVA3QhpdqpIzfY5pRxLzJuWlsBzOI7TGux5BPxJsoRETDJVfx9gy_rXqzvbYs07_Y1CSXJLul3MA0FqB3rN8GjjM3_P5sPkhuHC20PFi2ZHcjPH6ryqt3-Wasi8Ei_ZoU0ntp3aR1z_PgZwg6U6og5SoNz9fo/s4080/05_PXL_20220825_120938105.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyrcXOREBI_0LQkFSwO2uwg3JlXM0FVA3QhpdqpIzfY5pRxLzJuWlsBzOI7TGux5BPxJsoRETDJVfx9gy_rXqzvbYs07_Y1CSXJLul3MA0FqB3rN8GjjM3_P5sPkhuHC20PFi2ZHcjPH6ryqt3-Wasi8Ei_ZoU0ntp3aR1z_PgZwg6U6og5SoNz9fo/w400-h301/05_PXL_20220825_120938105.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">5. Assemblez les 2
parties en vous appuyant là encore sur le bord d’une règle
métallique. </p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaN2tpIQHegGU4FF4ENQSez_IxVylN6NdDaH3qtdobVEKrwZ6P9zhh3KTWvxwi9zV485mLi4c2-ebqo3_GVhEXLGEybwkDP2g6llNNGN-iNIduEq_8rOGYNWlF3lIqlF5eiwhjneKD_z6LLvYpetzxOPDw4TRVH5PkYGBKJ5hLedahn_jlIdVS9-Sj/s4080/06_PXL_20220825_121106178.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaN2tpIQHegGU4FF4ENQSez_IxVylN6NdDaH3qtdobVEKrwZ6P9zhh3KTWvxwi9zV485mLi4c2-ebqo3_GVhEXLGEybwkDP2g6llNNGN-iNIduEq_8rOGYNWlF3lIqlF5eiwhjneKD_z6LLvYpetzxOPDw4TRVH5PkYGBKJ5hLedahn_jlIdVS9-Sj/w400-h301/06_PXL_20220825_121106178.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">6. Cintrez le toit en
le frottant-tirant sur un angle de table, et pliez les deux bandes
blanches longitudinales sur lesquelles viendront se fixer les
auvents.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcCDrENRaAJV-AdbYzA4JmbhpHsu79f4v_rDD9dScUzT2AzEL2l3Wc02vCJY3JDl3kluG8N3DJTPnggAECyqMKlA0o32yaydVUVDniyC484JC6k3yh1svs2iFbocN_LShEuBnRMEeeGR4qEDGdPhkNxBpXVDeinJ7pbk7xlznYH3n1yYPvpaYeeMSD/s4080/07_PXL_20220825_122827173.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcCDrENRaAJV-AdbYzA4JmbhpHsu79f4v_rDD9dScUzT2AzEL2l3Wc02vCJY3JDl3kluG8N3DJTPnggAECyqMKlA0o32yaydVUVDniyC484JC6k3yh1svs2iFbocN_LShEuBnRMEeeGR4qEDGdPhkNxBpXVDeinJ7pbk7xlznYH3n1yYPvpaYeeMSD/w400-h301/07_PXL_20220825_122827173.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">7. Collez le toit sur
la languette supérieure d’une façade, de préférence celle qui
n’aura pa été ouverte, pour la rigidité de l’ensemble.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsAl6Q8to3i-csaD8yI_mzQPTdILhBf8UmywDKgpfKk_N0f-GevIN-ZxGDofurXxt5yGwUKk0g9oMrkbwbT3s8216NeJwBWaNrGOMZrvzLSZsfb7Ghw03RXrY8wS7aGofd_vK7aJH_bZF2oO5If9sDlgS7VpK2VmpeEaLDTyP9F_heshowv-HRCDE9/s4080/08_PXL_20220825_123220301.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsAl6Q8to3i-csaD8yI_mzQPTdILhBf8UmywDKgpfKk_N0f-GevIN-ZxGDofurXxt5yGwUKk0g9oMrkbwbT3s8216NeJwBWaNrGOMZrvzLSZsfb7Ghw03RXrY8wS7aGofd_vK7aJH_bZF2oO5If9sDlgS7VpK2VmpeEaLDTyP9F_heshowv-HRCDE9/w400-h301/08_PXL_20220825_123220301.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">8. Collez le toit sur
un des pignons, puis sur l’autre.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1OMQbztFqbTC0GQhFPUH4uTKcBHSbzIqRDdy3hcqO2Bbn6kaSFZwhAiPWYh07YfBUFWAsKD2nHq7qaOCRghbcSVmWU0frd9Xr9nXORwNejJ0tc-HyjU84GVD6l8v9M3E7WcXo1LUSNf2dsEeB7V2gdJxg-yohVl_rlrjN1u3yPvuPygRvXnXFxKJx/s4080/09_PXL_20220825_123928316.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1OMQbztFqbTC0GQhFPUH4uTKcBHSbzIqRDdy3hcqO2Bbn6kaSFZwhAiPWYh07YfBUFWAsKD2nHq7qaOCRghbcSVmWU0frd9Xr9nXORwNejJ0tc-HyjU84GVD6l8v9M3E7WcXo1LUSNf2dsEeB7V2gdJxg-yohVl_rlrjN1u3yPvuPygRvXnXFxKJx/w400-h301/09_PXL_20220825_123928316.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9. À l’aide d’un
baguette genre pic à brochettes, glissez de la colle tout le long de
la languette supérieure de l’autre façade…</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1yG3bzVoky6KRPI2zNXrO9hAK4uD8rrZpxQ7_At00WU-iD7nP0xPqE5sAbvI6Z-sjuW_zGNDMwmDYUcvdTx_52025wf1eKjPBOHVBlFxNmHkNN_pAezXjokSZDLXCzUn0AiXqVlfHnhMelyapyPi4YmfTax4BtC3z0wzP3p8vX3LgEkdJRUJsJtUa/s4080/10_PXL_20220825_124852036.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1yG3bzVoky6KRPI2zNXrO9hAK4uD8rrZpxQ7_At00WU-iD7nP0xPqE5sAbvI6Z-sjuW_zGNDMwmDYUcvdTx_52025wf1eKjPBOHVBlFxNmHkNN_pAezXjokSZDLXCzUn0AiXqVlfHnhMelyapyPi4YmfTax4BtC3z0wzP3p8vX3LgEkdJRUJsJtUa/w400-h301/10_PXL_20220825_124852036.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">10 Puis collez en
vous aidant d’une baguette en bois de la longueur intérieure du
bâtiment. </p><p style="line-height: 100%; margin-bottom: 0cm;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG146ewwJaauYf3px4RJbN1dtTgBlClZIgUbM2x3YlaZJw1L9973kX9C9AHVIZGmrYA4L68Jcyxfki7YqcCfyLXDBjRznZLWwml_TKfy6nE-xSQS8hyz3UBbgJ8LTCNxUxXNcfc6bGPvDjSTK1zhPpOj7LOQUhUt1D3bdAF-hmhoaQ6JZxX0VKOiyp/s4080/11_PXL_20220825_125033753.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG146ewwJaauYf3px4RJbN1dtTgBlClZIgUbM2x3YlaZJw1L9973kX9C9AHVIZGmrYA4L68Jcyxfki7YqcCfyLXDBjRznZLWwml_TKfy6nE-xSQS8hyz3UBbgJ8LTCNxUxXNcfc6bGPvDjSTK1zhPpOj7LOQUhUt1D3bdAF-hmhoaQ6JZxX0VKOiyp/w400-h301/11_PXL_20220825_125033753.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">11. Posez les portes
dans les ouvertures si vous voulez qu’elles restent visibles.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq-NFdOQbcaKwOdv-4nVbD7zVRqze-AwTFacfyQVVfkySCdAE1Q7VzqXIHkrOoBt9zyjDtyJNglZMyRkxjX3DDc8zWk0eSXS65s3EXT8C2nDyXgAN9elCkWK7aoTcwVVMiCJbCCMmuaxc0g0vCjz56pZ05has-gwn6XcFoGhfxEka-kfmRwV4BJPRZ/s4080/12_PXL_20220825_133624097.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq-NFdOQbcaKwOdv-4nVbD7zVRqze-AwTFacfyQVVfkySCdAE1Q7VzqXIHkrOoBt9zyjDtyJNglZMyRkxjX3DDc8zWk0eSXS65s3EXT8C2nDyXgAN9elCkWK7aoTcwVVMiCJbCCMmuaxc0g0vCjz56pZ05has-gwn6XcFoGhfxEka-kfmRwV4BJPRZ/w400-h301/12_PXL_20220825_133624097.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">12. Pliez les consoles
(l’usage d’une pince plate est recommandée) et collez-les 2 par
2. ATTENTION ! Les languettes repliées vers l’extérieur des
consoles d’extrémités doivent être moitié plus courtes que les
autres !</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD28V5qZzH2pI7WWxSL4I4jOI5O7nGvX4AjW91I-CKvz5byB0jkOkoXmI_wBFaKMuwg8Eok63VbQfz1ulEYKp9tq9mVL5Rxami9uA8wKsSAWl8LT8jTdpTrAG2pK11rQEoXbZmrwRM8F1HVNh9VURD82Z1ikqcZsChVmwMey12dSokP-6UsFnKxbM_/s4080/13_PXL_20220825_134005122.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD28V5qZzH2pI7WWxSL4I4jOI5O7nGvX4AjW91I-CKvz5byB0jkOkoXmI_wBFaKMuwg8Eok63VbQfz1ulEYKp9tq9mVL5Rxami9uA8wKsSAWl8LT8jTdpTrAG2pK11rQEoXbZmrwRM8F1HVNh9VURD82Z1ikqcZsChVmwMey12dSokP-6UsFnKxbM_/w400-h301/13_PXL_20220825_134005122.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">13. Mettez les consoles
en place. Il est pratique d’utiliser la pince plate pour
positionner les consoles. <span style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">Dans le cas d'un montage avec un renfort en carton, il faut baisser les consoles (ou les raccourcir) d'une distance correspondant à l'épaisseur du carton utilisé (je recommande seulement 1 mm d'épaisseur pour les auvents, c'est plus esthétique).</span></p><div><br /></div><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7Afu7oxQk1dpAb-YT1yLc9bXE9lQo1F_5LiDiA2WWO1--INVMZoBUAjhBv-KD4nPzxSzllwGPw3Gcc3wlfb9XZ4hNpTwrufQhsBkPxv-U1Qi7G4AmXkbWc-0sEtd2VNVgYkrnR8-YxJXo1sqQDoMne1ueAUMLPigVt9F3Gv5OFi3VebnVAKwyst6j/s4080/14_PXL_20220825_134937624.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7Afu7oxQk1dpAb-YT1yLc9bXE9lQo1F_5LiDiA2WWO1--INVMZoBUAjhBv-KD4nPzxSzllwGPw3Gcc3wlfb9XZ4hNpTwrufQhsBkPxv-U1Qi7G4AmXkbWc-0sEtd2VNVgYkrnR8-YxJXo1sqQDoMne1ueAUMLPigVt9F3Gv5OFi3VebnVAKwyst6j/w400-h301/14_PXL_20220825_134937624.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">14. Pliez les auvents
suivant le modèle (à droite de la photo) et collez d’abord la
partie « horizontale », puis, une fois sec, la partie
« verticale ».</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5W6BlnGO-LPlk6BXMhAu_0a-lbPu234esdjuJ0YD16KJu5rUg65qGNqlwp761_yKC6HmFHAfh7hV4y-IR_Y596mUaYQPTDXM9N1LExdiRf9OKo0yJfbFMcopnMXGawx3XDBJisComG59N7oMnLrD9-gEmk066nmkAm8w9gzYAZM678WIXEbfBsrn1/s4080/15_PXL_20220825_134910059.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5W6BlnGO-LPlk6BXMhAu_0a-lbPu234esdjuJ0YD16KJu5rUg65qGNqlwp761_yKC6HmFHAfh7hV4y-IR_Y596mUaYQPTDXM9N1LExdiRf9OKo0yJfbFMcopnMXGawx3XDBJisComG59N7oMnLrD9-gEmk066nmkAm8w9gzYAZM678WIXEbfBsrn1/w400-h301/15_PXL_20220825_134910059.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">15. Vous devez avoir
maintenant quelque chose comme ça. Vous pouvez ne mettre l’auvent
que du côté quai, si la place manque.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVzBVRTUz-Yngb77Y3S66aNTCXBeiunA74u6ilBvATCy1tgkJ6cmdsWEuX7Xf5TbJ4q_uc-sqHgQGlElUjQMVIphIiF0Mi9YJQW1DZKLyTFpa9C17iURPzXa1NC6JF5EScUKjFSRzzd8qJazztT2q2xNI_pExD7D2CvyMP7sILvr-jNao0sWEkxsnl/s4080/16_PXL_20220825_135513849.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVzBVRTUz-Yngb77Y3S66aNTCXBeiunA74u6ilBvATCy1tgkJ6cmdsWEuX7Xf5TbJ4q_uc-sqHgQGlElUjQMVIphIiF0Mi9YJQW1DZKLyTFpa9C17iURPzXa1NC6JF5EScUKjFSRzzd8qJazztT2q2xNI_pExD7D2CvyMP7sILvr-jNao0sWEkxsnl/w400-h301/16_PXL_20220825_135513849.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">16. <span style="color: #333333;">Aidez-vous
d’une cale en contreplaqué de 10 à15 mm d’épaisseur (par
exemple !) pour coller plus facilement les consoles sur les auvents.</span></p><p style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #333333;"> </span></p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGXIyVuqIOnui3hDGAcApf_ojMXG8J0ZLKYIa4dVJUSjrKGjS_aKmxqBQCHteVr2obUxvEUdi9grh9232HpPXQfJW6ECplePmqrvjyFLNBPmfo_ubSppOZjDPdF1JLQkEGH14YewMK58hZV_mOby4lSD8QOSdV2wT3XfmWxxkr02TxuJHecaO6Udze/s4080/17_PXL_20220825_135627577.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGXIyVuqIOnui3hDGAcApf_ojMXG8J0ZLKYIa4dVJUSjrKGjS_aKmxqBQCHteVr2obUxvEUdi9grh9232HpPXQfJW6ECplePmqrvjyFLNBPmfo_ubSppOZjDPdF1JLQkEGH14YewMK58hZV_mOby4lSD8QOSdV2wT3XfmWxxkr02TxuJHecaO6Udze/w400-h301/17_PXL_20220825_135627577.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #333333;">17. Collez
les pattes une par une, progressivement, sur les réserves blanches.
Là encore, utilisez une pince plate pour faciliter le
serrage-collage. Finissez en collant le côté longitudinal sur la
patte blanche du toit.</span></p><p style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #333333;"> </span></p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdiEEoh5xeibiDorThYLNDBy4uOHSAIT6YFbaJhT3qBZrEh_Cbfj4XVBlb2-h-6ZGsxeXGUKQjmFSwKKsWY8A95_UH7u41MCOmBqiwwAr2X6Lbf0MPqtHIaMgiJx3kaehdcervFHHpDipE-nPB2Ma5uM6F_uo784QvpjnTl0Q7pQPSbI_hHvzmBHip/s4080/18_PXL_20220825_145716931.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdiEEoh5xeibiDorThYLNDBy4uOHSAIT6YFbaJhT3qBZrEh_Cbfj4XVBlb2-h-6ZGsxeXGUKQjmFSwKKsWY8A95_UH7u41MCOmBqiwwAr2X6Lbf0MPqtHIaMgiJx3kaehdcervFHHpDipE-nPB2Ma5uM6F_uo784QvpjnTl0Q7pQPSbI_hHvzmBHip/w400-h301/18_PXL_20220825_145716931.jpg" width="400" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="color: #333333;">18. Terminez
en collant un rail à palan </span><span style="color: #333333;">au centre
des ouvertures centrales. Utilisez un profilé en « H »
de 2 à 2,4 mm (Evergreen, LP, Super Styrène…) ou fabriquez-le en
découpant, pliant et collant le dessin fourni avec le découpage...</span></p>
<br /><br /><br /><br /><br /><br /><br />Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com2tag:blogger.com,1999:blog-5715166450904718926.post-54962990661930338972022-08-23T16:42:00.000+02:002022-08-23T16:42:09.430+02:00Forum : en panne ! :-(<p>Comme vous l'avez sans doute constaté, notre forum est actuellement en panne. Tout le nécessaire est fait pour que vous puissiez très vite vous y réunir à nouveau et échanger sur notre passion commune. </p><p style="text-align: right;">Alexis Avril <br /></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-38102392416543912332022-08-23T16:37:00.002+02:002022-08-29T12:34:32.659+02:00Ambiance nocturne à Saint-Hilaire-la-Mine<p>Dans le <a href="https://trains.lrpresse.com/A-19964-st-hilaire-la-mine-votre-reseau-pas-a-pas-en-21-jours.aspx" target="_blank">Hors-série Loco-Revue n°86 </a>disponible en kiosque actuellement, vous avez pu découvrir la construction de Saint-Hilaire-la-Mine par Jean-Baptiste Bournisien. Deux réseaux H0 en un, voie normale et voie étroite, un projet qui pourrait bien tenter de nombreux lecteurs de Clés pour le train miniature !</p><p>Dans Clés n°63 à venir, nous retournerons à Saint-Hilaire pour découvrir
comment améliorer l'éclairage des feux de fin de convoi d'un couvert
Jouef. Ambiance au rendez-vous ! <br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikGIUjP2m49FOqml2T-XTnlDrhb-zTyVsOpMgHMi5GuJfhqGAVWYnm3i_XKvxiSc8R_Rt5WYl_7203Q34xnK-YxqeO2vtslTfR69v4WVkc1fjYIyzcH30tP0niIXMwF6lTLFGzh9YG9S11exvnL1KjTkuR8-7FRsjuAxa4_ta7HKNyzQVTlN3U-Ts5/s2380/IMP154_2022_08_23_JBBOURNISIEN_06223b.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2028" data-original-width="2380" height="546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikGIUjP2m49FOqml2T-XTnlDrhb-zTyVsOpMgHMi5GuJfhqGAVWYnm3i_XKvxiSc8R_Rt5WYl_7203Q34xnK-YxqeO2vtslTfR69v4WVkc1fjYIyzcH30tP0niIXMwF6lTLFGzh9YG9S11exvnL1KjTkuR8-7FRsjuAxa4_ta7HKNyzQVTlN3U-Ts5/w640-h546/IMP154_2022_08_23_JBBOURNISIEN_06223b.jpg" width="640" /></a></div><p></p><div style="margin-left: 80px; text-align: right;">Photo : Jean-Baptiste Bournisien<br /></div><br /><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com1tag:blogger.com,1999:blog-5715166450904718926.post-83401008477109195622022-08-23T16:13:00.008+02:002022-08-23T16:42:33.799+02:00Erratum Clés n°62 coffret Infra Jouef<p>Dans le numéro 62, page 12, nous annoncions un coffret comportant une voiture DEV B10 de l'Infra et un couvert G4. Certains l'auront remarqué, il ne s'agit pas d'une référence REE comme indiqué, mais bien d'une référence Jouef (réf. 4148). Toutes nos excuses pour cette erreur.</p><p style="text-align: right;">Alexis Avril <br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrCqAripo6BYcOgl8NfwAbGe_ASnzTPlTDUgSFNt9H65T14pGmPt2sxHesnGbZgRNdzffr2c8lqsvDM1rHjzC8HHwh-6b1TNZg8_trNszbW7h4thqUfOaBRnTlHDBlv-Gvzy4ejRWGvQrhgrNOzqSlNnqK_ebIKBJv9xsyGVAS5i36IVwe1iT1H3fY/s5614/Photo%204A.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1598" data-original-width="5614" height="114" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrCqAripo6BYcOgl8NfwAbGe_ASnzTPlTDUgSFNt9H65T14pGmPt2sxHesnGbZgRNdzffr2c8lqsvDM1rHjzC8HHwh-6b1TNZg8_trNszbW7h4thqUfOaBRnTlHDBlv-Gvzy4ejRWGvQrhgrNOzqSlNnqK_ebIKBJv9xsyGVAS5i36IVwe1iT1H3fY/w400-h114/Photo%204A.jpg" width="400" /></a></div><br /><br /><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-14688132845895285292022-07-23T18:37:00.005+02:002023-09-18T11:41:29.270+02:00CLES n°62 : des panneaux de signalisation routière<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgloPNfD9tOtoH1SLQy6D_uDUM38L0BXQ-La3-Wzim5Uhos5MaNUGiRcQskgNIY7Dz6MVlrucZxoCQgbB272OrcKXypu04vNIbZoTO0boiFHrQhfTtCE5q5WT4tUnvFAlmatA_HpPUooJTyoqGhWZuljnDCbMvT178jCFX_l1redH53M_pAarHYIlht/s4080/01_PXL_20220716_185607806.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">
</a><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><br /></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJw7SkJTToKTLTCajKw5ovcz01Fg16lDdWES8anmVmtC4FiVR9lg-WTXgwpSfMiUW8ltMdjhTBksbdhSywIesptqvnmi-VWkr53yjiTDTw31HhRr0BX1ofu8sWM0aCOU1aS6_OX5BxWiRnR-Epufl46I1dZ9SUYUhXHILI82mN8wLm5nm44OLiGpCn/s4080/05_PXL_20220717_184925124.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJw7SkJTToKTLTCajKw5ovcz01Fg16lDdWES8anmVmtC4FiVR9lg-WTXgwpSfMiUW8ltMdjhTBksbdhSywIesptqvnmi-VWkr53yjiTDTw31HhRr0BX1ofu8sWM0aCOU1aS6_OX5BxWiRnR-Epufl46I1dZ9SUYUhXHILI82mN8wLm5nm44OLiGpCn/w640-h482/05_PXL_20220717_184925124.jpg" width="640" /></a>
</p>
<span><a name='more'></a></span><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">Le
découpage que nous vous proposons aujourd’hui change de
l’ordinaire. Il s’agit de panneaux routiers sélectionnés
correspondant à différentes époques pour s’adapter au plus près
à votre réseau. Il existe actuellement 5 formats standards, et
c’est celui du milieu, le plus courant, retenu ici.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">Avant
de procéder au montage de ces bâtiments, il convient de réunir le
matériel suivant : un réglet métallique, un cutter, de
la colle type UHU à bague noire, qui pour la circonstance, permet un
ajustage par glissement, un tapis de découpe, et, en option, un
emporte pièce de 10 mm de diamètre pour le H0 (5 ou 6 pour le N,
faire des essais) un bloc de bois dur et un marteau. Les autres
accessoires sont expliqués ci-après.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><i>Attention : l'une des planches en N a été imprimée à l'envers. Nous nous en excusons et vous proposerons une version corrigée dans le prochain numéro </i><br /></p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgloPNfD9tOtoH1SLQy6D_uDUM38L0BXQ-La3-Wzim5Uhos5MaNUGiRcQskgNIY7Dz6MVlrucZxoCQgbB272OrcKXypu04vNIbZoTO0boiFHrQhfTtCE5q5WT4tUnvFAlmatA_HpPUooJTyoqGhWZuljnDCbMvT178jCFX_l1redH53M_pAarHYIlht/s4080/01_PXL_20220716_185607806.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgloPNfD9tOtoH1SLQy6D_uDUM38L0BXQ-La3-Wzim5Uhos5MaNUGiRcQskgNIY7Dz6MVlrucZxoCQgbB272OrcKXypu04vNIbZoTO0boiFHrQhfTtCE5q5WT4tUnvFAlmatA_HpPUooJTyoqGhWZuljnDCbMvT178jCFX_l1redH53M_pAarHYIlht/w400-h301/01_PXL_20220716_185607806.jpg" width="400" /></a></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">01. Le
nécessaire pour couper les panneaux ronds.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><br />
</p><br /><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG3CYAq_PX2cOIL3SdkPUSLDKYoMNbIbmshhkYmHQ4mDnnfzL01un_NThXuKxYmRcNKr_cdZzQSieZKN_rYEat_6JGQvHMwLPnAlYcYOft-pZCkWxCrerA8rTL1N8S5VJ0VLm3pTPjY9I4VHRMP762YHfn-4QGzHNaRJjXL4wpo_mkGpmVSxfeMKIs/s4080/02_PXL_20220716_185849189.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG3CYAq_PX2cOIL3SdkPUSLDKYoMNbIbmshhkYmHQ4mDnnfzL01un_NThXuKxYmRcNKr_cdZzQSieZKN_rYEat_6JGQvHMwLPnAlYcYOft-pZCkWxCrerA8rTL1N8S5VJ0VLm3pTPjY9I4VHRMP762YHfn-4QGzHNaRJjXL4wpo_mkGpmVSxfeMKIs/w400-h301/02_PXL_20220716_185849189.jpg" width="400" /></a></div><p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">02. Tous
les autres panneaux se découpent au cutter.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNwR9Pft6vPW7NcBUWljaloQCoetITtOQnccSEYrRjQVDsxbNjn0S5crLPF9MINJhLGbSj3uiNix1F8Sw_-UOQVu-QBsEFVWHMhXCA3Diax5aQ8I_dP1W7mD7LGoHSotu7KtWCfkCaqm6gQHHg1Tj_9CLjll05CcYHC1ehoyglykzP48DqcW5mk4Cu/s4080/03_PXL_20220717_101420751.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNwR9Pft6vPW7NcBUWljaloQCoetITtOQnccSEYrRjQVDsxbNjn0S5crLPF9MINJhLGbSj3uiNix1F8Sw_-UOQVu-QBsEFVWHMhXCA3Diax5aQ8I_dP1W7mD7LGoHSotu7KtWCfkCaqm6gQHHg1Tj_9CLjll05CcYHC1ehoyglykzP48DqcW5mk4Cu/w400-h301/03_PXL_20220717_101420751.jpg" width="400" /></a></div><div style="text-align: justify;"> </div><div style="text-align: justify;">03. Il
est préférable de commencer par coller les supports sur le verso
des panneaux. Ce sera plus facile pour positionner le recto une fois
la colle sèche, le mât vertical permettant de bien caler la face
visible. Dans la réalité, les panneaux sont fixés soit sur des
tubes ronds de 60 mm de diamètre, soit sur des tubes carrés de 80 x
40 mm, soit sur des « U » aussi de 80 x 40 mm. Ça dépend
du fabricant de panneaux. Pour les tubes, je préconise des « clous
de vitrier », en acier pointus sans tête existant en
différentes longueurs. Ils se coupent très difficilement, mais
cassent très facilement à l’aide de 2 pinces plates. Bien sûr,
vous pouvez utiliser n’importe quoi aux alentours de 0,8 mm de
diamètre (épingle, fil dressé, corde à piano...) Pour les carrés
ou les « U », j’utilise du profilé Evergreen ou
Plastruc, aux dimensions (pour le H0) entre 0,75 x 1,5 mm et 1 x 2
mm. Le tout est collé à la UHU.</div><p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><br />
</p> </div><div class="separator" style="clear: both; text-align: center;"> <p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-NMK2Quk6ytRxc3Ql8lFepkYdo9JSCxsToxO357R4IIKSgqrQL25ZI5L4elg9pfF1vLh9CkIwqs0NeMSz6KIwpjYqbyv0xEoYZzj9SRoNKbUigsFFa3XXD9-y9qUMjc8FX0pb5gqIIf9yhjPfFRsF057VwaeBQF9U2zteOPS8vSEjBIuHn0siUOBq/s4080/04_PXL_20220717_144031424.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-NMK2Quk6ytRxc3Ql8lFepkYdo9JSCxsToxO357R4IIKSgqrQL25ZI5L4elg9pfF1vLh9CkIwqs0NeMSz6KIwpjYqbyv0xEoYZzj9SRoNKbUigsFFa3XXD9-y9qUMjc8FX0pb5gqIIf9yhjPfFRsF057VwaeBQF9U2zteOPS8vSEjBIuHn0siUOBq/w400-h301/04_PXL_20220717_144031424.jpg" width="400" /></a></div> <p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">04. Les
normes actuelles fixent, en ville, le bas du panneau à 2,30 m du sol
(26 mm en H0, 14 en N) planté à 0,70 du bord du trottoir (8 mm en
H0, 4 mm en N) en fait, assez haut pour que les piétons ne se
cognent pas et, en campagne, le bas du panneau à 1m (11,5 mm en H0,
6 mm en N). En réalité, si c’est assez bien respecté en ville,
c’est un peu n’importe quoi en dehors, et on trouve les panneaux
plutôt à 1,30 – 1,50 m.</p><br /><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">C’est
pareil pour les débuts/fins d’agglomération et les indicateurs de
direction. En ville, ils sont haut, et bas en campagne. Les panneaux
« Michelin » en lave émaillée et béton ne se font plus
depuis 1971, mais il en reste quelques-uns un peu partout en France.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
</div><br /><br /><br /><br /><br /> <p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-71382182582091547542022-05-16T22:12:00.005+02:002023-09-18T11:41:41.832+02:00Découpages Clés n°61 : Tout pour Port Dizan !<br />
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br /></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2WvEwD5jTTO0ChgvfjJWj5xtfWA5Jrw7yER-F9wN-WzbSvCZJG42k_PNG9EhDkOnvv-rfhE69t2eW_URkbq8a-aFaaDhkn5vKbvcAqfSd_Ws1uuhySXDERe6Ta51TbE3VMadHaZZfMCNnIxmH2b7Qx7muGsGvKNKbJ4vmcqlrUjqzZnp835eVwAA9Yw/s2819/te%CC%81le%CC%81chargement.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2423" data-original-width="2819" height="550" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2WvEwD5jTTO0ChgvfjJWj5xtfWA5Jrw7yER-F9wN-WzbSvCZJG42k_PNG9EhDkOnvv-rfhE69t2eW_URkbq8a-aFaaDhkn5vKbvcAqfSd_Ws1uuhySXDERe6Ta51TbE3VMadHaZZfMCNnIxmH2b7Qx7muGsGvKNKbJ4vmcqlrUjqzZnp835eVwAA9Yw/w640-h550/te%CC%81le%CC%81chargement.jpeg" width="640" /></a></div><br /><p class="western" style="line-height: 100%; margin-bottom: 0cm;">Le
découpage que nous vous proposons aujourd’hui est un ensemble
d’accessoires pour Port Dizan, le réseau à construire à l’aide
de Clés n°61. Pour la construction des caisses à poissons, voir le
montage de Clés n°15
(https://blog.clespourletrainminiature.com/2014/09/cles-n15-notice-de-montage-des.html)</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<span></span><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><span></span></p><a name='more'></a>Avant
de procéder au montage de ces bâtiments, il convient de réunir le
matériel suivant : une règle de préférence métallique, un
réglet métallique, une règle d’écolier carrée elle aussi
métallique (afin d’être insensibles à la colle), un cutter,
un stylo à bille pointe fine sec et hors d’usage, un pinceau
(plutôt une petite brosse), de la colle blanche à bois type Sader
lente, de la colle type UHU à bague noire, qui pour la
circonstance, permet un ajustage par glissement, un tapis de découpe,
et, en option, un bloc de bois dur à faces bien dressées (voir Clés
pour le train miniature n°1, page 18). On se référera aussi aux
différents montages de "Clés" déjà publiés.<p></p> <p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b>01. Le
bateau.</b></p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2f0vubHSH--8W3R7WnEuEDX6gCXufYS5M9L-gG3aP_jNBq1dmgkO_BChv4Rb83Fb-G1Mv7NqyEN8rT4yZ0YwN_ZGoUMEtPWE_iI6kompxw8aYU-kKKQIK3q5oZZH3YUQ0mbflKsdf4b7FtkCwaHDsRMwS9iTSB2UVejYYjTyq20jATmeVn0H0zsxs/s3588/01_PXL_20220428_190703338.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2916" data-original-width="3588" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2f0vubHSH--8W3R7WnEuEDX6gCXufYS5M9L-gG3aP_jNBq1dmgkO_BChv4Rb83Fb-G1Mv7NqyEN8rT4yZ0YwN_ZGoUMEtPWE_iI6kompxw8aYU-kKKQIK3q5oZZH3YUQ0mbflKsdf4b7FtkCwaHDsRMwS9iTSB2UVejYYjTyq20jATmeVn0H0zsxs/w400-h325/01_PXL_20220428_190703338.jpg" width="400" /></a> <br /></p><p 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/AVvXsEguYuRD9nfUfo4LRWo2x_0_JWrsuT5XMPmoNWAZ59ayaFbMS-DJSla2Qp2fxCdQg-20J5weMt1iDu52F3g-dvFe4KpZ-aposKJZCRWamuD94fq4ZHGENRQMqqMw5i2RuTxXk7ev46boO-Y7LnWlWn-6NfFg26cNji8QtAEd3Tjo4u3E4lmJ7DvaGMRk/s4080/02_PXL_20220428_181341736.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguYuRD9nfUfo4LRWo2x_0_JWrsuT5XMPmoNWAZ59ayaFbMS-DJSla2Qp2fxCdQg-20J5weMt1iDu52F3g-dvFe4KpZ-aposKJZCRWamuD94fq4ZHGENRQMqqMw5i2RuTxXk7ev46boO-Y7LnWlWn-6NfFg26cNji8QtAEd3Tjo4u3E4lmJ7DvaGMRk/s320/02_PXL_20220428_181341736.jpg" width="320" /></a></div><p></p><p>
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">02. Repérez,
pliez et collez toutes les pièces. Le recto des flancs de la coque
sont à peindre en blanc ou en bleu comme le verso. Tous les plis
sont vers l’extérieur. Comme d’habitude, passez un coup de
feutre de couleur sur les bords visible du découpage. N’oubliez
pas les fentes sur le pont du bateau.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjIIbCn-Nww3lggrNXeKFuOMZJeedRFYAfdD3hG_rXfOniZ_R1bRuhhkHt1XmEi_8qRe2E8ljCsCydA-1Fxsv0v95OPhq9T8b5FL4mg8MZsYVmHqqEc2nQQBvR2356WcBrYXgPsbnQpZg6KLjZRIRcGQb_6oYTJ_duHdX2owPvQlBO3M__gthD2jJyc/s4080/03_PXL_20220428_181742016.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIIbCn-Nww3lggrNXeKFuOMZJeedRFYAfdD3hG_rXfOniZ_R1bRuhhkHt1XmEi_8qRe2E8ljCsCydA-1Fxsv0v95OPhq9T8b5FL4mg8MZsYVmHqqEc2nQQBvR2356WcBrYXgPsbnQpZg6KLjZRIRcGQb_6oYTJ_duHdX2owPvQlBO3M__gthD2jJyc/s320/03_PXL_20220428_181742016.jpg" width="320" /></a></div><p></p><p>
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">03. On
commence par le tableau arrière, un côté, puis l’autre,
maintenu, par exemple, par des pinces pendant le séchage. Au choix,
la colle blanche permet un collage rapide, la UHU donne quelques
secondes pour bien positionner les pièces.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEhdtQz4zWcBZdAtU64Vpbqc_uGY-NQlS9Jro-5P4WI0ZRhQcgKEpTRaGk_lAKxdT447MPXVlDBvplAW4X6WvgV7tVs6TWvGOhLordPBg1s78snkzH8g6BjO6nbv22LCcRsISYThMjGFwnYhSXsQT3pXapNOW6omUK0inChXsuNBs97DXSLK6innl0MM/s4080/04_PXL_20220428_181845691.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdtQz4zWcBZdAtU64Vpbqc_uGY-NQlS9Jro-5P4WI0ZRhQcgKEpTRaGk_lAKxdT447MPXVlDBvplAW4X6WvgV7tVs6TWvGOhLordPBg1s78snkzH8g6BjO6nbv22LCcRsISYThMjGFwnYhSXsQT3pXapNOW6omUK0inChXsuNBs97DXSLK6innl0MM/s320/04_PXL_20220428_181845691.jpg" width="320" /></a></div><p></p><p>
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">04. Collez
les deux flancs de coque à l’avant.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgRymO569hw7kjQ-s2edCR9ZLxf0k77DslURX3SJoQFExpria_PELH8QaDV7kyIqXQo7YnYhvLiXagBQtQbztJYrEIFWiqpXaKgQyzSBCKFqaYwSGZ53sh3JbSrNukqlGKh3dHV9Suqd2nzwi5GLPbWvVdpVPne6Mu8iQR_15CBd_EyjdrPexV5wlgo/s4080/05_PXL_20220428_181648314.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3072" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRymO569hw7kjQ-s2edCR9ZLxf0k77DslURX3SJoQFExpria_PELH8QaDV7kyIqXQo7YnYhvLiXagBQtQbztJYrEIFWiqpXaKgQyzSBCKFqaYwSGZ53sh3JbSrNukqlGKh3dHV9Suqd2nzwi5GLPbWvVdpVPne6Mu8iQR_15CBd_EyjdrPexV5wlgo/s320/05_PXL_20220428_181648314.jpg" width="241" /></a></div><p></p><p>
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">05. Pliez
en encollez les « dents » (de la mer...)</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjMgnqaV9v97pt58j1LU-mjzAly5TZXjZfMp_c1pSObqD1LELZ_dX-JxBZ_raR0ssBMrjGTORcd9BiUs8jVPk1NaSZDzK1p3SwYBoAIr0ujhDbfoQ_s1DQad7-t8TmIlor0z8VStPK-95ujTXsYkDHk6QUuUzknOkAHBlZLpGeUDQ9WIZN8OJRpAQR9/s4080/06_PXL_20220428_182345976.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMgnqaV9v97pt58j1LU-mjzAly5TZXjZfMp_c1pSObqD1LELZ_dX-JxBZ_raR0ssBMrjGTORcd9BiUs8jVPk1NaSZDzK1p3SwYBoAIr0ujhDbfoQ_s1DQad7-t8TmIlor0z8VStPK-95ujTXsYkDHk6QUuUzknOkAHBlZLpGeUDQ9WIZN8OJRpAQR9/s320/06_PXL_20220428_182345976.jpg" width="320" /></a></div><p></p><p>
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">06. Collez
le fond sur les dents en veillant à l’alignement des bords.</p>
<p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibNZRh4U6ih7aIhaZINKQpVJCD2aufiAMcRzSOR4OrbL-YUYSrzsaM2KhZGmIaWhBubj5ncJw-dtbGgPl7NixJtOAqwJiUx-rpZ5YZ4nYDf5gf2X7Hc_Vo1_GlSEBHaxCG_1zydTVezwskxnunPlywly-ryulTlIkIvcOlixbWp99uGuhgMWDriAmF/s4080/08_PXL_20220428_182545039.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibNZRh4U6ih7aIhaZINKQpVJCD2aufiAMcRzSOR4OrbL-YUYSrzsaM2KhZGmIaWhBubj5ncJw-dtbGgPl7NixJtOAqwJiUx-rpZ5YZ4nYDf5gf2X7Hc_Vo1_GlSEBHaxCG_1zydTVezwskxnunPlywly-ryulTlIkIvcOlixbWp99uGuhgMWDriAmF/s320/08_PXL_20220428_182545039.jpg" width="320" /></a></div><p></p><p>
</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">08. Encollez
le fond de la coque</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEg2k5oggFbN7g5ASsn_yFXbw4_yDZ9iLSGLx51nkvPslfCkkBVfml8O5AcKusf33jUVMP9wUYIuI6-zSf3RfaTQ_yB9H3Ystmv6kwjD4d2onEefck9G8hNB_6GMHyZ5QcL-CxFPbztxSwvJLZq57Ol2yximlX1G4GvVM0Htr4uBiUkyM7a1SEoZjuDQ/s4080/09_PXL_20220428_182625644.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3072" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2k5oggFbN7g5ASsn_yFXbw4_yDZ9iLSGLx51nkvPslfCkkBVfml8O5AcKusf33jUVMP9wUYIuI6-zSf3RfaTQ_yB9H3Ystmv6kwjD4d2onEefck9G8hNB_6GMHyZ5QcL-CxFPbztxSwvJLZq57Ol2yximlX1G4GvVM0Htr4uBiUkyM7a1SEoZjuDQ/s320/09_PXL_20220428_182625644.jpg" width="241" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">Positionnez
et collez la pièce de fond sans oublier de remonter les supports.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgfwMxPSTemeXeQHzpwC2WvRVIEJxCv2WBF_xja0829YVrgMe1IJCkyTAG-mTu5KTK5dsj5zUqOlT3GUcmuxc2ZRwatM0AeAq0kgySQVKXYK3r1YUrph_W6JIDVQ6SFB77gibElXaxohmAuViDbUZ7bmCj5YsEwfQ2Iui7OgHCOu5Mm_R8j6UTXR1VF/s4080/10_PXL_20220428_182742759.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfwMxPSTemeXeQHzpwC2WvRVIEJxCv2WBF_xja0829YVrgMe1IJCkyTAG-mTu5KTK5dsj5zUqOlT3GUcmuxc2ZRwatM0AeAq0kgySQVKXYK3r1YUrph_W6JIDVQ6SFB77gibElXaxohmAuViDbUZ7bmCj5YsEwfQ2Iui7OgHCOu5Mm_R8j6UTXR1VF/s320/10_PXL_20220428_182742759.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">10. Pliez
la cabine et collez la partie arrière (à l’avant, le pare brise
est incliné).</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgYZME11AKjaQfuWUdEmFsTsJh7H_9kjB_c-szM9zlUPo37n86WHbMWFfIdNPt5sSk2p_YiYF_C3OcnPIewhwaVKtUv-dIoi9hgbE7TDOXVeu6ooGnNttYN3yy0eNaltiBH0PwNNPRzL0tmPUocAJMYs17ywzxqx5lQjizwqKBitUU1KHMqOhsohwds/s4080/11_PXL_20220428_182849908.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYZME11AKjaQfuWUdEmFsTsJh7H_9kjB_c-szM9zlUPo37n86WHbMWFfIdNPt5sSk2p_YiYF_C3OcnPIewhwaVKtUv-dIoi9hgbE7TDOXVeu6ooGnNttYN3yy0eNaltiBH0PwNNPRzL0tmPUocAJMYs17ywzxqx5lQjizwqKBitUU1KHMqOhsohwds/s320/11_PXL_20220428_182849908.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">11. Une
pince plate aide beaucoup le collage de ce genre de pattes.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjvb7Srw_n0u9VbTHDKvJdw_aiFwDSxgwEzmUKI0g-VZl8vcgJlFmHk4b2CoLjFugh-sfbQe7ZYkxavmvKj8hZJfIFrlEr4087FB8UNYX2iumAIBEFs8WKEFe_XemxOWdNzbgRE_mScOiVIbuNqSzEoOM7fzsc7TkPpV138P06LqUsw6ZDU3iEu2bUG/s4080/12_PXL_20220428_183002739.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvb7Srw_n0u9VbTHDKvJdw_aiFwDSxgwEzmUKI0g-VZl8vcgJlFmHk4b2CoLjFugh-sfbQe7ZYkxavmvKj8hZJfIFrlEr4087FB8UNYX2iumAIBEFs8WKEFe_XemxOWdNzbgRE_mScOiVIbuNqSzEoOM7fzsc7TkPpV138P06LqUsw6ZDU3iEu2bUG/s320/12_PXL_20220428_183002739.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">12. Pliez
le coffre sans le coller.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgpRxH_FIDU0e_cRCHT-hUltPCsCVV1y1if5QxVnnruwHE2AReBpRFZrT1mcuMbr52aHq61cntarB0moOrC3KODNXtJqQRvZz3EcQIvxvrHw-0lgt96uR-YCPvoJVD1BZYXkhgaecXhSsZmmoMyDFnFiBtQDio4riuGJK4JsejUUwUMWnIW1rmqZWd8/s4080/13_PXL_20220428_183026464.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpRxH_FIDU0e_cRCHT-hUltPCsCVV1y1if5QxVnnruwHE2AReBpRFZrT1mcuMbr52aHq61cntarB0moOrC3KODNXtJqQRvZz3EcQIvxvrHw-0lgt96uR-YCPvoJVD1BZYXkhgaecXhSsZmmoMyDFnFiBtQDio4riuGJK4JsejUUwUMWnIW1rmqZWd8/s320/13_PXL_20220428_183026464.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM7D-V0yHzvMj8JipsFYOcDoNuzuu_e5UyPdpjRrL1mQGOkKWVAwHyRBvQ8NM5WxEiKYcF9UAdxQ1rdNhzZ0ufXR56BS8L1q433icHdKV9SFGBioEf54k3VLwLhVj-daxBWQzlWaksY2C2PlzdPmsVerSab7huoovN4VHM-Sg-oTSZboPVpGmnXwZP/s4080/14_PXL_20220428_183042009.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM7D-V0yHzvMj8JipsFYOcDoNuzuu_e5UyPdpjRrL1mQGOkKWVAwHyRBvQ8NM5WxEiKYcF9UAdxQ1rdNhzZ0ufXR56BS8L1q433icHdKV9SFGBioEf54k3VLwLhVj-daxBWQzlWaksY2C2PlzdPmsVerSab7huoovN4VHM-Sg-oTSZboPVpGmnXwZP/s320/14_PXL_20220428_183042009.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">13
et 14. Insérez
les pattes de coffre dans les fentes correspondante du pont.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEj0tG2aD9O-qSHUEwSewmHfGSQAPd3MThpKhbNtvN_QcYTInO5wiV8mBX7ezDye2i4T6etLqTfEqQIiMrKo7xp3yHGqCgkuHh1OoT7CYTQ3AwfOVDZz_GqN2AO_TTJomv2xrjkFQ_RQnShMSwYRr3J4_yZJ9YuxD0qO25CBP1pYSHxurlqmbJRS1rGo/s4080/15_PXL_20220428_183108916.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0tG2aD9O-qSHUEwSewmHfGSQAPd3MThpKhbNtvN_QcYTInO5wiV8mBX7ezDye2i4T6etLqTfEqQIiMrKo7xp3yHGqCgkuHh1OoT7CYTQ3AwfOVDZz_GqN2AO_TTJomv2xrjkFQ_RQnShMSwYRr3J4_yZJ9YuxD0qO25CBP1pYSHxurlqmbJRS1rGo/s320/15_PXL_20220428_183108916.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">15. Insérez
la cabine. Celle-ci est à l’arrière, et « regarde »
l’avant du bateau.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjYmbszaf3W7epmmbkUsR8XWccEJlspVKtWPleygqkUTpqjKjYflxcXLIhY_JlzyrcockX4t_9hp-eM01cRMWoUNpuHniT3KwKnCXEWdpiO0mBEmwxZ68606IYZ90mgUik1MK9rsoiuXz3rAag8wkpDUe3J6nKoMKW7EGsyo8xzMQaoLbHylQT-j-3i/s4080/16_PXL_20220428_183130079.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3072" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYmbszaf3W7epmmbkUsR8XWccEJlspVKtWPleygqkUTpqjKjYflxcXLIhY_JlzyrcockX4t_9hp-eM01cRMWoUNpuHniT3KwKnCXEWdpiO0mBEmwxZ68606IYZ90mgUik1MK9rsoiuXz3rAag8wkpDUe3J6nKoMKW7EGsyo8xzMQaoLbHylQT-j-3i/s320/16_PXL_20220428_183130079.jpg" width="241" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">16. Un
peu de colle blanche sur les pattes va les solidariser à l’envers
du pont. </p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXh08IFli6MfJ0-ATBjrkYT08zuQnIygTUr8D56wHAj0w4D8M7EvF7YS7oAZ1CXtUhTdAUKzleI-L5i2FA8Gk-r-iKJQnlCJvNu10r52sI3J4MNFpwzj_T_0C4Sc1rYeRCFcchQxvm7tkxBsl8dOCgQJtGy5reIT4NsGt-Pvou4PnECo-0C_xnp18P/s4080/17_PXL_20220428_183257831.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXh08IFli6MfJ0-ATBjrkYT08zuQnIygTUr8D56wHAj0w4D8M7EvF7YS7oAZ1CXtUhTdAUKzleI-L5i2FA8Gk-r-iKJQnlCJvNu10r52sI3J4MNFpwzj_T_0C4Sc1rYeRCFcchQxvm7tkxBsl8dOCgQJtGy5reIT4NsGt-Pvou4PnECo-0C_xnp18P/s320/17_PXL_20220428_183257831.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">17. Posez
le pont dans le bateau, en cintrant légèrement l’avant pour le
remonter.. Les pattes relevées du fond et les pattes de la cabine et
du coffre suffisent à maintenir le tout.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSuUZS5PHrRL6SO-5rPsxuT2e3owFuGcNm1WFXcfUiumvAnHgnhfTf6vCUwlX7Yd5jp4lMXK5uphTrc1IzG0CH4xuCd3YtEidN7M5PeiZXsBzBIrRngmepShB3i6sHUDP-oMqL9vl1hMLKqgNCuUn-vhvA3BgN1fladW09TjpWS4h0III3zPG1lltu/s2584/18_PXL_20220428_183342666.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1904" data-original-width="2584" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSuUZS5PHrRL6SO-5rPsxuT2e3owFuGcNm1WFXcfUiumvAnHgnhfTf6vCUwlX7Yd5jp4lMXK5uphTrc1IzG0CH4xuCd3YtEidN7M5PeiZXsBzBIrRngmepShB3i6sHUDP-oMqL9vl1hMLKqgNCuUn-vhvA3BgN1fladW09TjpWS4h0III3zPG1lltu/s320/18_PXL_20220428_183342666.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">18. Pliez
et collez les feux...</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEiELXSGPBhbIyVX33sAVxpy4q2Q8GBMqrliEAb7qGzE9hfnp58d3Ig7_8h21pcDGrfAWJFqszhhuomy9YlvCgaCk1RKCDz04XLGeBqXVW-BG0eRIBh6_WnZOM6cDdluWryviCTllKCvX3rg3kHeNFCqutcGngDRhCllZs297ZpbQeoTXTgx_h2mCHgD/s4080/19_PXL_20220428_183837721.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3072" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiELXSGPBhbIyVX33sAVxpy4q2Q8GBMqrliEAb7qGzE9hfnp58d3Ig7_8h21pcDGrfAWJFqszhhuomy9YlvCgaCk1RKCDz04XLGeBqXVW-BG0eRIBh6_WnZOM6cDdluWryviCTllKCvX3rg3kHeNFCqutcGngDRhCllZs297ZpbQeoTXTgx_h2mCHgD/s320/19_PXL_20220428_183837721.jpg" width="241" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">19... Puis collez-les sur le toit de la cabine : rouge babord et vert
tribord. (rappel : babord = à gauche dans le sens de la
marche). On pourra compléter le bateau de pêche avec un mât de
charge (voir photo du début) découpé dans un pic à brochette de 2
ou 2,5 mm de diamètre.</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b>20. La
citadelle.</b></p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgil4oP4Il4H53gGLKNU_qIVEe5VziESE-lFruFdL8NOghx8IUK_0zSzYLcWwAgN6uLh7012UG1wqynixWsEvJ5ZSV10rM9xgAMsz46lK5azPkrxgWlS9Vo2tng_hJ3EVBCz30Hk8ex7x1AJcUOiFEOai6A65G06Zl11SqC3sd_ZVaWuX_NQxiglHdm/s2848/20_PXL_20220428_190712418.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2392" data-original-width="2848" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgil4oP4Il4H53gGLKNU_qIVEe5VziESE-lFruFdL8NOghx8IUK_0zSzYLcWwAgN6uLh7012UG1wqynixWsEvJ5ZSV10rM9xgAMsz46lK5azPkrxgWlS9Vo2tng_hJ3EVBCz30Hk8ex7x1AJcUOiFEOai6A65G06Zl11SqC3sd_ZVaWuX_NQxiglHdm/w400-h336/20_PXL_20220428_190712418.jpg" width="400" /> </a></p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> <br /></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhljKyBF2Te9sF1ms_Xb22aGkTiPOdYpAHOUhPsyHgjxGywyXozfeNsHJf7V3BsN1rQxYzhhq6E937Kf7G3_dpPFpNJxLRdlbu-56yqiqRT03sY28G5-hrGrCNEtyk13Nn1-fDVutiTYUZVhIw3CIvRF-vG9OmO4mGGTCPL8GyptAUBuICllVZMRhj8/s4080/21_PXL_20220428_184943619.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhljKyBF2Te9sF1ms_Xb22aGkTiPOdYpAHOUhPsyHgjxGywyXozfeNsHJf7V3BsN1rQxYzhhq6E937Kf7G3_dpPFpNJxLRdlbu-56yqiqRT03sY28G5-hrGrCNEtyk13Nn1-fDVutiTYUZVhIw3CIvRF-vG9OmO4mGGTCPL8GyptAUBuICllVZMRhj8/s320/21_PXL_20220428_184943619.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">21. Repérez,
pliez et collez toutes les pièces. Comme d’habitude, passez un
coup de feutre de couleur sur les bords visible du découpage. Il y a
deux plis intérieurs.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEigrrw1aUDsKzDC-W98cTVbu157Rq75TYfzm7QaZEHwjJWI9MwYJfLADufCWoM-JWPK1LrJrPgKV4p1G8n_gzs5YCn-DctsF4YHIZBPGyOFaVX37mnrRpOC7E4nn6iaFw_DUR2zMrnVHLehcuKSHLEHhyjHFYr93Y9MubDE2YZqwZ9o66ooq5ocMj75/s4080/22_PXL_20220428_185110063.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigrrw1aUDsKzDC-W98cTVbu157Rq75TYfzm7QaZEHwjJWI9MwYJfLADufCWoM-JWPK1LrJrPgKV4p1G8n_gzs5YCn-DctsF4YHIZBPGyOFaVX37mnrRpOC7E4nn6iaFw_DUR2zMrnVHLehcuKSHLEHhyjHFYr93Y9MubDE2YZqwZ9o66ooq5ocMj75/s320/22_PXL_20220428_185110063.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">22. Collez
le blocs des 4 murs. Une règle en bois est utile pour tenir et
aplatir le collage.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEh1CSj7Po1FKJJEwSWfZwdEd-culPPf5lFikeEcCOZc-ilti8NQAy986b0E6TzNxsldCN-Isad4jEjfgTzjJWJF5jIPwzM0L8cAd3bP4r5S_n9Z1jdBMKhsfLnp6E9yyY_Joj-f8-r7GbxOAwBV1k2WGlni6_M474xb-P5RVMFDV4-6hugi2-H5qp2S/s4080/23_PXL_20220428_185141321.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1CSj7Po1FKJJEwSWfZwdEd-culPPf5lFikeEcCOZc-ilti8NQAy986b0E6TzNxsldCN-Isad4jEjfgTzjJWJF5jIPwzM0L8cAd3bP4r5S_n9Z1jdBMKhsfLnp6E9yyY_Joj-f8-r7GbxOAwBV1k2WGlni6_M474xb-P5RVMFDV4-6hugi2-H5qp2S/s320/23_PXL_20220428_185141321.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">23. Collez
ensuite la partie supérieure.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEi7xgRGHd7Di7Axm29TTUaL--9HRdFx6tn2HJ8ZSJ3U0TQOl9wlHYgTWPTP8EHfOlqX4jXGFaZ7nkeSOhMlMGcqVmdKdY6f3G4rvZVetkWHIl7SAyteURPj4ietzKfJubah8718LTbvA0QeWsEiTrKkeO2bL8q19res2bg0lMEnfDiGVcDEiwhMPp9x/s4080/24_PXL_20220428_185241968.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xgRGHd7Di7Axm29TTUaL--9HRdFx6tn2HJ8ZSJ3U0TQOl9wlHYgTWPTP8EHfOlqX4jXGFaZ7nkeSOhMlMGcqVmdKdY6f3G4rvZVetkWHIl7SAyteURPj4ietzKfJubah8718LTbvA0QeWsEiTrKkeO2bL8q19res2bg0lMEnfDiGVcDEiwhMPp9x/s320/24_PXL_20220428_185241968.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">24. Le
bout de la règle en bois est utile pour parfaire le collage des
pattes.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEhUy1tJX5S08hGG5MEXn1AdtIMPnV6Act2LKh6TE667L481Z_byhR3yWdVeMfzYJ-HeYLvcpnFeXt4Cj3nLRxWnnatpj8Eqxaq3LHd5kliONZBwg1x-4zvcgQ7ez6jVB8OEcb0s9lLSR7gB9h1yziGQn8r_6DrC_kjjdxsVmdPyUzfmbssmvZJucA7S/s4080/25_PXL_20220428_185335854.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUy1tJX5S08hGG5MEXn1AdtIMPnV6Act2LKh6TE667L481Z_byhR3yWdVeMfzYJ-HeYLvcpnFeXt4Cj3nLRxWnnatpj8Eqxaq3LHd5kliONZBwg1x-4zvcgQ7ez6jVB8OEcb0s9lLSR7gB9h1yziGQn8r_6DrC_kjjdxsVmdPyUzfmbssmvZJucA7S/s320/25_PXL_20220428_185335854.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">25. Collez
la pièce hexagonale comme sur la photo.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEg5ltHOlgR9FD_gL1pJCEa3VOveZSC8YtiLutVsk5_zi_XyWFPR88GaNXMdR5xzrj1hGhrDy2Vhhewf0DHkPsmHktIDpuJxcZfhjmlv0tLWXhDCo757XhJX6YUIo9zXFBA3Ed6MDcnph_fftHb5J5VBkcmgW9egQCh4fOSDuUBE2NE10Y6kJqp-jhxR/s4080/26_PXL_20220428_185452443.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5ltHOlgR9FD_gL1pJCEa3VOveZSC8YtiLutVsk5_zi_XyWFPR88GaNXMdR5xzrj1hGhrDy2Vhhewf0DHkPsmHktIDpuJxcZfhjmlv0tLWXhDCo757XhJX6YUIo9zXFBA3Ed6MDcnph_fftHb5J5VBkcmgW9egQCh4fOSDuUBE2NE10Y6kJqp-jhxR/s320/26_PXL_20220428_185452443.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">26. Collez
les pièces triangulaires qui forment la base de la tourelle d’angle.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEj8XIRWW83ynuhkb8ZtxrUgifJiqcSYMCE63mg0Rgf0wa8gI8yR0dYhC3lBIzn8g-eV6dN3XQJ_2kA0LDgt5QapmGVnAygYED6YVWXFyVSGpMfrvFIQwY9fPivgdoOiy3bY85qpzP6ccWi3NdmaTo7wu1o2ZphgT8iKtmCiD65nvDMeVvZH216qXdt-/s4080/27_PXL_20220428_185548717.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8XIRWW83ynuhkb8ZtxrUgifJiqcSYMCE63mg0Rgf0wa8gI8yR0dYhC3lBIzn8g-eV6dN3XQJ_2kA0LDgt5QapmGVnAygYED6YVWXFyVSGpMfrvFIQwY9fPivgdoOiy3bY85qpzP6ccWi3NdmaTo7wu1o2ZphgT8iKtmCiD65nvDMeVvZH216qXdt-/s320/27_PXL_20220428_185548717.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">27. Pendant
que ça sèche, préparez et collez les deux pièces qui seront
collées de part et d’autre de la tourelle.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEhKhv9HY-fxryef0fpnvDsfxX1wSo9qi2hCyrqAT9jLE1uEtGqmb8U83ZY0MbfwGPadahGQQJcEuuMBin_Wd72kab7clNdviQThxdRrZ7B4gu14_IfhBBFsGzHEooWOw_QIfJtAXXpEdtjuANw-W82Ns0aOdpNpDVzLqKXcE9JOGdWmw4ZlE-Ft6N9y/s4080/28_PXL_20220428_185817412.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKhv9HY-fxryef0fpnvDsfxX1wSo9qi2hCyrqAT9jLE1uEtGqmb8U83ZY0MbfwGPadahGQQJcEuuMBin_Wd72kab7clNdviQThxdRrZ7B4gu14_IfhBBFsGzHEooWOw_QIfJtAXXpEdtjuANw-W82Ns0aOdpNpDVzLqKXcE9JOGdWmw4ZlE-Ft6N9y/s320/28_PXL_20220428_185817412.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">28. Préparez
et pliez la tourelle et la sous-toiture.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEhd9h6YCzHrZn4FxcHoy0uAe9Uh1_kwUAZAjjU4mRD7OsAPm0KmJ9YrutknWaIb7rIFU3SgGRE_ngoLxzLcCFsVXFBy4Uv172N0mfZzdbNULqqPAEEdFzrNzt2a-jPX4xhq70vM37Nsi21AkoJHtMwX3AalZ4jO6YLqdTPKCBC-pQa6Qusk2Rk8XE9Z/s4080/29_PXL_20220428_185905175.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd9h6YCzHrZn4FxcHoy0uAe9Uh1_kwUAZAjjU4mRD7OsAPm0KmJ9YrutknWaIb7rIFU3SgGRE_ngoLxzLcCFsVXFBy4Uv172N0mfZzdbNULqqPAEEdFzrNzt2a-jPX4xhq70vM37Nsi21AkoJHtMwX3AalZ4jO6YLqdTPKCBC-pQa6Qusk2Rk8XE9Z/s320/29_PXL_20220428_185905175.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">29. Collez
les murs de la tourelle sous la sous-toiture comme sur la photo.
Attention : les ouvertures doivent être près du toit !</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgf-YrCLJdiQjVdE8bXUwHmUjzXIz5NXM5UQetJMs3v2ep4KC5v7bhUMDHxLeYyQ0s2830HJYH85pbIIcDjU9cpXDnDn1mQ9UxS3nis7dHmEZMX4xRTlu9EZNSWsK89UbL74LKy7Npl4Ne0y2TYbfVM1Z4aqaaGH1w5rI5nHTAgI5AZG7wOCPmg1VaM/s4080/30_PXL_20220428_185929889.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf-YrCLJdiQjVdE8bXUwHmUjzXIz5NXM5UQetJMs3v2ep4KC5v7bhUMDHxLeYyQ0s2830HJYH85pbIIcDjU9cpXDnDn1mQ9UxS3nis7dHmEZMX4xRTlu9EZNSWsK89UbL74LKy7Npl4Ne0y2TYbfVM1Z4aqaaGH1w5rI5nHTAgI5AZG7wOCPmg1VaM/s320/30_PXL_20220428_185929889.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">30. Repliez
et collez les éléments de la sous toiture (voir photo suivante). </p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br /></p><p 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/AVvXsEiE5sz7OJ69iSep52ZnY1JMGdcWFVCeEarkbzFJQQSCvdc6OCKxkURdyAAN352GQu6EiOo1_MVmJ6GFcVIf_5k8IjDigakSFN5zyQjKaWCIr3aLsZ2ciWpsLTu45bDM2oGTouEutY3ZFbkTHqfLhXP7rEJa7Y7FBV7xRMqzUwKmeLH_ALoV3oouGFwU/s4080/31_PXL_20220428_190214332.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE5sz7OJ69iSep52ZnY1JMGdcWFVCeEarkbzFJQQSCvdc6OCKxkURdyAAN352GQu6EiOo1_MVmJ6GFcVIf_5k8IjDigakSFN5zyQjKaWCIr3aLsZ2ciWpsLTu45bDM2oGTouEutY3ZFbkTHqfLhXP7rEJa7Y7FBV7xRMqzUwKmeLH_ALoV3oouGFwU/s320/31_PXL_20220428_190214332.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">31. Collez
la tourelle en place. Attention au sens de l’ouverture.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjNXqmnioPROPM8dSgbq1O_IE32uhKSr45pamD4DZKS56fO5zUakDj1na9cfKdN2n_lt1N8TkVOckRrUZ7f2YVOrDeOTFx1-AtN3dF1KhLrdth8EihAQ87rksgYlHmNvxDbC7xA2SzpjelK7Ra4dokXe3NKWnQMUYVLEYjOp7wY9ciI4svPt3ErR3hu/s2348/32_PXL_20220428_190302937.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1768" data-original-width="2348" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNXqmnioPROPM8dSgbq1O_IE32uhKSr45pamD4DZKS56fO5zUakDj1na9cfKdN2n_lt1N8TkVOckRrUZ7f2YVOrDeOTFx1-AtN3dF1KhLrdth8EihAQ87rksgYlHmNvxDbC7xA2SzpjelK7Ra4dokXe3NKWnQMUYVLEYjOp7wY9ciI4svPt3ErR3hu/s320/32_PXL_20220428_190302937.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">32. Collez
le toit.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjabvWjoTXNcNiMw6GtWQple6HRc-l_JqAts2C5rw12jqtfrRwZJvLCdQEThdWP97Z65Expf0svCAApNq1_atxK-4R6ITGdSOvtRTgZI_CrdtApSKiDixKvZwzepgb6CyQmjJBa5TJvFhRwak55dKpTwWramuximiohktTJ1Uq6uW2hg4JbGbex-KjS/s4080/33_PXL_20220428_190416512.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjabvWjoTXNcNiMw6GtWQple6HRc-l_JqAts2C5rw12jqtfrRwZJvLCdQEThdWP97Z65Expf0svCAApNq1_atxK-4R6ITGdSOvtRTgZI_CrdtApSKiDixKvZwzepgb6CyQmjJBa5TJvFhRwak55dKpTwWramuximiohktTJ1Uq6uW2hg4JbGbex-KjS/s320/33_PXL_20220428_190416512.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">33. Encollez
généreusement les bords du toit et le « triangle » qui
forme la charpente et posez le toit.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEhKuU1lLhVTRefiRwot5lMPpsjUf408ZC1kDOt58JuVUsRJY7PcdaFcpOlk-9qa5V1mZNQS6t9wJ6phX4WPyuSG7FRkkBJ4F-A5Tgkyuf7Zq6zN97C7G2LRWht6XQf_ME_smtnRyncj2wGikXNSUEuxGyUS9-NUdPK-LRJyvOzegUFQQ0kkKmR9Y1n3/s4080/34_PXL_20220428_190525306.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKuU1lLhVTRefiRwot5lMPpsjUf408ZC1kDOt58JuVUsRJY7PcdaFcpOlk-9qa5V1mZNQS6t9wJ6phX4WPyuSG7FRkkBJ4F-A5Tgkyuf7Zq6zN97C7G2LRWht6XQf_ME_smtnRyncj2wGikXNSUEuxGyUS9-NUdPK-LRJyvOzegUFQQ0kkKmR9Y1n3/s320/34_PXL_20220428_190525306.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">34. Encollez
et posez les bords de muraille de part et d’autre de la tourelle.
En principe, il n’y a pas d’ambiguïté dans l’ordre.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b>35. Le
syndicat d’initiative.</b></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> <br /></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3x3qXq3swBhWnlhNNjHBnhafYwpdMr_CyxaL6JORfqHfONqkSk2JZJKm__OjiSZui0LlImPxn__CKVM4ZQu-V0QSXJoDfdEQiD_vs1k5b3j99FVFl_2qmM6EtizW7Rano3Dm5McJsgEyK-13ZMJ5MQfNataDxqFCOWp_fW8_QrB6ler7PULNCHI3y/s2368/35_PXL_20220428_212635322.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1688" data-original-width="2368" height="285" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3x3qXq3swBhWnlhNNjHBnhafYwpdMr_CyxaL6JORfqHfONqkSk2JZJKm__OjiSZui0LlImPxn__CKVM4ZQu-V0QSXJoDfdEQiD_vs1k5b3j99FVFl_2qmM6EtizW7Rano3Dm5McJsgEyK-13ZMJ5MQfNataDxqFCOWp_fW8_QrB6ler7PULNCHI3y/w400-h285/35_PXL_20220428_212635322.jpg" width="400" /></a></div><p></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC-xrSin9fYa6v8EYFZEP9oRbJxPd8c8FojymiVh3yBFYWJl7RYI0thd9sUEpFocndm8TUyHf5LOavC8lP1bQe5O4YxfTbaN_Ia7BiXX58-CRSpGRP-iqrHY4X1zLb7JdVyv-AWa_p1YiSNe5EeZMxNArwQrMEru5Rzr41mxeW4F22HWmH-1Q4riCp/s4080/36_PXL_20220428_191135514.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3072" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC-xrSin9fYa6v8EYFZEP9oRbJxPd8c8FojymiVh3yBFYWJl7RYI0thd9sUEpFocndm8TUyHf5LOavC8lP1bQe5O4YxfTbaN_Ia7BiXX58-CRSpGRP-iqrHY4X1zLb7JdVyv-AWa_p1YiSNe5EeZMxNArwQrMEru5Rzr41mxeW4F22HWmH-1Q4riCp/s320/36_PXL_20220428_191135514.jpg" width="241" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">36. Repérez,
découpez et pliez les deux bâtiments.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEiYSa2qhQ2c1NWgiYLLLF059APAiktnqHDGlUgal4KNmb7cY7IUSAApDgcrO-fHa3xUu9DubzhYirJMZx_GhW52PS_mBEj4kf-dh5F9UYBjq7ojV49Ve7XmAXgmo65qep4-HOFXjwu9M0rLD9OP0LtR47sO1N9JxQMxSk4rN_-7DTjjnq0Gy4XOJqUg/s4080/37_PXL_20220428_211638532.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYSa2qhQ2c1NWgiYLLLF059APAiktnqHDGlUgal4KNmb7cY7IUSAApDgcrO-fHa3xUu9DubzhYirJMZx_GhW52PS_mBEj4kf-dh5F9UYBjq7ojV49Ve7XmAXgmo65qep4-HOFXjwu9M0rLD9OP0LtR47sO1N9JxQMxSk4rN_-7DTjjnq0Gy4XOJqUg/s320/37_PXL_20220428_211638532.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">37. Fermez
et collez la structure et le toit.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjxCvb5XsmEVOEqlnfQreATmSoORzkG2Y-0gHiHb4LPA1wTOwpakxqGjajHy1a4_nxJHo47kY9tRcUQuKvR4V033wDXolhuXpm3Qpc_dmlfAOjzx07S9ebYhROg9InKpJ9ud3JBgiSHjV3xoEJ3GmdPCJNb-NqYD-tRcNuXfBmF7VWoIAzEbVKt0D87/s4080/38_PXL_20220428_211752597.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCvb5XsmEVOEqlnfQreATmSoORzkG2Y-0gHiHb4LPA1wTOwpakxqGjajHy1a4_nxJHo47kY9tRcUQuKvR4V033wDXolhuXpm3Qpc_dmlfAOjzx07S9ebYhROg9InKpJ9ud3JBgiSHjV3xoEJ3GmdPCJNb-NqYD-tRcNuXfBmF7VWoIAzEbVKt0D87/s320/38_PXL_20220428_211752597.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">38. Collez le toit sur le pattes inclinées en haut des murs.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEgwNSKUVZi7exn4S6A30xEKMRrOAVcZZcqIZbp3zCGosg2P-iqi8yvGnjSNsTg-2D8_xgNhvh8Q1i8dLBxmRGDbKMoGIdwJYz0OQk4VIzHH0z6SbvsNmmyIB-zLuFCfXOngVbl-9b0yLZmLtiT6XTZdHdO6v7RVf2y0GDQ0wDB7el_YIfK_Q8sy6icu/s4080/39_PXL_20220428_211819321.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNSKUVZi7exn4S6A30xEKMRrOAVcZZcqIZbp3zCGosg2P-iqi8yvGnjSNsTg-2D8_xgNhvh8Q1i8dLBxmRGDbKMoGIdwJYz0OQk4VIzHH0z6SbvsNmmyIB-zLuFCfXOngVbl-9b0yLZmLtiT6XTZdHdO6v7RVf2y0GDQ0wDB7el_YIfK_Q8sy6icu/s320/39_PXL_20220428_211819321.jpg" width="320" /></a></div>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">39. Là
encore, utilisez la règle en bois pour bien plaquer les pattes sur
les pas du toir par l’intérieur du bâtiment.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b>40. La garage </b></p><p 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/AVvXsEjV4_z1zZcyMwgTACAi4oiyPpSfUNsUd_W1nvokli5Vsb3Iiesj88Ay5EvhA9dve4q3sbstYi5h3Lk4MKvQTBy8sGc_4bKQFRdYlv06MmMUkQ02mqP7mPJjWewZdCahTvTmyTGBsOBeyAHHtIfGHQTCysoVjjfsnbZsUb2OoxckSL9nKYp9OsGatPd4/s2772/40_PXL_20220428_212624667.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2004" data-original-width="2772" height="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV4_z1zZcyMwgTACAi4oiyPpSfUNsUd_W1nvokli5Vsb3Iiesj88Ay5EvhA9dve4q3sbstYi5h3Lk4MKvQTBy8sGc_4bKQFRdYlv06MmMUkQ02mqP7mPJjWewZdCahTvTmyTGBsOBeyAHHtIfGHQTCysoVjjfsnbZsUb2OoxckSL9nKYp9OsGatPd4/w400-h289/40_PXL_20220428_212624667.jpg" width="400" /></a></div><br /><p></p>
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div>
<p 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/AVvXsEgjBa4PaYRPNVAHCwHtt36MXcxnDjyYZdw1EC1IL3uNZDNtkDqyRMFFcaCqDqEMrq2nbi4nMXBI3IaXRhipppmmkhGNi6NEgOGM1kjpVL15_pyAtXm3tm0b5YWB844SOOzDHAzgzFg_2kNYCTwzu2xNltF2PZItSatuKz7F3m5Kvd_uvonpD_m5MP-Q/s4080/41_PXL_20220428_211906904.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjBa4PaYRPNVAHCwHtt36MXcxnDjyYZdw1EC1IL3uNZDNtkDqyRMFFcaCqDqEMrq2nbi4nMXBI3IaXRhipppmmkhGNi6NEgOGM1kjpVL15_pyAtXm3tm0b5YWB844SOOzDHAzgzFg_2kNYCTwzu2xNltF2PZItSatuKz7F3m5Kvd_uvonpD_m5MP-Q/s320/41_PXL_20220428_211906904.jpg" width="320" /></a></div> 41. Fermez
et collez la structure.<p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p 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/AVvXsEjNYXgkzKFvxrJk8yd8kiyI-7noWDX9xxJ2yFIBpNHBLMDtLsZ_wKq1askD1UzhzjN_99LHil5u5wihWN6p-65ggb22wsxzBXqCCxNczytdWihLcsc6YQkcDqFL4DPGog54sC54Fn0YKHDc-HUDZ2bl_MHuIJfDDooCbG4E-8iMbmmHrXPqmT8ZhgBg/s4080/42_PXL_20220428_212155135.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNYXgkzKFvxrJk8yd8kiyI-7noWDX9xxJ2yFIBpNHBLMDtLsZ_wKq1askD1UzhzjN_99LHil5u5wihWN6p-65ggb22wsxzBXqCCxNczytdWihLcsc6YQkcDqFL4DPGog54sC54Fn0YKHDc-HUDZ2bl_MHuIJfDDooCbG4E-8iMbmmHrXPqmT8ZhgBg/s320/42_PXL_20220428_212155135.jpg" width="320" /></a></div><p></p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;">42. Tracez deux traits parallèles suivant la longueur du bâtiment pour centrer
plus facilement le toit, après avoir marqué les plis des rives et
de la faitière.</p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p 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/AVvXsEgrZVY1GiDOH9aLkQg7SW_EW-VIawCDu9nASc45qKxyOfbZLfL5PqdaUQsepDz57tW70f62yvg5ZPTpUkzQMNmx04Tm3LRBSX8zTjz4V318Qx97yZs4i9uBMK9h1owsSFIQnI9zLl59CKHc_jbCIWlQCvxXmsfKNrTRfrzPP9Tl7foePT71uCXFR69S/s4080/43_PXL_20220428_212411738.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrZVY1GiDOH9aLkQg7SW_EW-VIawCDu9nASc45qKxyOfbZLfL5PqdaUQsepDz57tW70f62yvg5ZPTpUkzQMNmx04Tm3LRBSX8zTjz4V318Qx97yZs4i9uBMK9h1owsSFIQnI9zLl59CKHc_jbCIWlQCvxXmsfKNrTRfrzPP9Tl7foePT71uCXFR69S/s320/43_PXL_20220428_212411738.jpg" width="320" /></a></div>43. Collez
d’abord un pan du toit…<p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p class="western" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p 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/AVvXsEgfKZBI1CcT8ejgux2fJAxx3bJDvXI89LhK2jMNQu83xUjdwQgNnubuFGGavL5tk-m_nSm0cqqPhpyOTwdWzhmy61CwZ3g8_X0jHD-3bvG7jpzW-woX6DXsD53Yn6C08O4HxT8TfUQ3BT_56nCsJmdumvOukkjraTuMzy-Na0z-yeTiQoAyVRyhVEye/s4080/44_PXL_20220428_212510971.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfKZBI1CcT8ejgux2fJAxx3bJDvXI89LhK2jMNQu83xUjdwQgNnubuFGGavL5tk-m_nSm0cqqPhpyOTwdWzhmy61CwZ3g8_X0jHD-3bvG7jpzW-woX6DXsD53Yn6C08O4HxT8TfUQ3BT_56nCsJmdumvOukkjraTuMzy-Na0z-yeTiQoAyVRyhVEye/s320/44_PXL_20220428_212510971.jpg" width="320" /></a></div>44. Puis l’autre.<p></p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p><p class="western" style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p 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/AVvXsEgtbz8D729itCzLxKYurpRhfbwP2w7qIiu8r2C2nq4O5Cy1Gipzpp32ir8cqm9D3kqU30_gJMzbrUOtbdYwkVS8vYr2J2nRdT3Id3XeftqD_9uu5tCctEjgLmujVuEGZovK4PRLs_O-InmhVzOM5WmLgYnG61tyNzk_QB9uf0xdG815dejs7iCo_T-z/s4080/45_PXL_20220428_212543897.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtbz8D729itCzLxKYurpRhfbwP2w7qIiu8r2C2nq4O5Cy1Gipzpp32ir8cqm9D3kqU30_gJMzbrUOtbdYwkVS8vYr2J2nRdT3Id3XeftqD_9uu5tCctEjgLmujVuEGZovK4PRLs_O-InmhVzOM5WmLgYnG61tyNzk_QB9uf0xdG815dejs7iCo_T-z/s320/45_PXL_20220428_212543897.jpg" width="320" /></a></div><p>45. Enfin,
rabattez les rives.</p><p> </p><p>
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b>46. La demi-passerelle d'entrée en coulisse</b></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b> </b>
</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz0lTMLZOZ2wSyWpfhX_7M8lHGyVoh2hbdIGXJnK7TFHRa5siaKst_cDVk5UfNA89rE3CXmmrA6Gf7wzqyKZMPrx6Uk9lH_qtyb5wD2ywDtzGKU5oxKzi_TwmwPeRIxfgoZ98zZ1YiFN-1RGa1nOs8iesij5NdsZ34M4yRbNCxF2yRlRwcaHrUG4JJ/s4080/46_PXL_20220818_162454652.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz0lTMLZOZ2wSyWpfhX_7M8lHGyVoh2hbdIGXJnK7TFHRa5siaKst_cDVk5UfNA89rE3CXmmrA6Gf7wzqyKZMPrx6Uk9lH_qtyb5wD2ywDtzGKU5oxKzi_TwmwPeRIxfgoZ98zZ1YiFN-1RGa1nOs8iesij5NdsZ34M4yRbNCxF2yRlRwcaHrUG4JJ/s320/46_PXL_20220818_162454652.jpg" width="320" /></a></div><p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Pour cette dernière, Il vous faudra 3
baguettes en bois de 5x5 ou 5x7 mm de section pour faciliter le
collage. Repérez bien le sens des plis et marquez-les
vigoureusement.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhbz65htVb-SzvgtMbY9tzbzUly3p1icp6AJaVsH2wB_ampxmenQcolBV4LRT-WZ0gROQVBnkLvA6JXq5up9cRsThn9lnMZX4Xj3R3mpwj-ydxig7ladmmUXT220s4akHNp_5X15TAtM6a9fMZ47brWMdg_WsWF4x1GLp-UlKSZq-VoXPT1d6jx4U5/s2484/47_PXL_20220818_163556684.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1696" data-original-width="2484" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhbz65htVb-SzvgtMbY9tzbzUly3p1icp6AJaVsH2wB_ampxmenQcolBV4LRT-WZ0gROQVBnkLvA6JXq5up9cRsThn9lnMZX4Xj3R3mpwj-ydxig7ladmmUXT220s4akHNp_5X15TAtM6a9fMZ47brWMdg_WsWF4x1GLp-UlKSZq-VoXPT1d6jx4U5/s320/47_PXL_20220818_163556684.jpg" width="320" /></a></div><p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">47. Vous devez obtenir
ceci à la suite des pliages successifs.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p 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/AVvXsEhjb5NheVUX7heKq9133DqhR963uJEkCgNb3w5oskYDfyLYF1HinYjbWqETuBSTbwpvMHll3c3qU_7lKosx7Ifgc1HRgpAYvj7em5dAAeL4vl4WUhXoY2ngHPw4d3eTfA1fyxB0GZzoOHHOVa3oRyhman2Qfdvv4T56z47qfvn24p0MYsf-70G74ip2/s3392/48_PXL_20220818_163718631.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2488" data-original-width="3392" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5NheVUX7heKq9133DqhR963uJEkCgNb3w5oskYDfyLYF1HinYjbWqETuBSTbwpvMHll3c3qU_7lKosx7Ifgc1HRgpAYvj7em5dAAeL4vl4WUhXoY2ngHPw4d3eTfA1fyxB0GZzoOHHOVa3oRyhman2Qfdvv4T56z47qfvn24p0MYsf-70G74ip2/s320/48_PXL_20220818_163718631.jpg" width="320" /></a></div> <p></p><p style="line-height: 100%; margin-bottom: 0cm;">48. On commence par le
fer en « I » qui supporte l’appareil. Encollez la zone
jaune de la photo avec une colle glissante comme la UHU à bague
noire.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPNYlPHsw4G1DEIIFnTJDVWqyyao8o5JBZaAxhV3YN0qGeU0cfVEYKcq9otUKf613ya9Ar6GitMOtGlMq59PYBDxrvK17USjcRbTxykZjsZpgh4nmoWewrFe0MN592pXdfwVRjkyiSpBbeC6OI2z7qwDxJjXt_3HnduEmtJybpsR5gXQ79op9keOTy/s4080/49_PXL_20220818_164639734.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPNYlPHsw4G1DEIIFnTJDVWqyyao8o5JBZaAxhV3YN0qGeU0cfVEYKcq9otUKf613ya9Ar6GitMOtGlMq59PYBDxrvK17USjcRbTxykZjsZpgh4nmoWewrFe0MN592pXdfwVRjkyiSpBbeC6OI2z7qwDxJjXt_3HnduEmtJybpsR5gXQ79op9keOTy/s320/49_PXL_20220818_164639734.jpg" width="320" /></a></div><p></p>
<p style="line-height: 100%; margin-bottom: 0cm;">49. Pour faciliter le
collage, maintenez fermement les ailes basses du « I » en
appuyant sur une surface plane et dure et en serrant deux baguettes
en bois.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4-gbdCcCaFuzF6HjBIVHzGgZBygXxGBj8yJNU7zdgmf64zp6IYRN3odLjCyXD9rFF3sRXuW4wmDbFlpwXEnv5etI4OoE7nh7zP_Mp5_mazKynjmjK1ekV46GubE_cpAauF4_IT8sUhxqsJ82PooFFIU4SbIN3PmLs-81CvWQBNUZhukTbAmEboI21/s2584/50_PXL_20220818_164915562.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1368" data-original-width="2584" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4-gbdCcCaFuzF6HjBIVHzGgZBygXxGBj8yJNU7zdgmf64zp6IYRN3odLjCyXD9rFF3sRXuW4wmDbFlpwXEnv5etI4OoE7nh7zP_Mp5_mazKynjmjK1ekV46GubE_cpAauF4_IT8sUhxqsJ82PooFFIU4SbIN3PmLs-81CvWQBNUZhukTbAmEboI21/s320/50_PXL_20220818_164915562.jpg" width="320" /></a></div><p></p>
<p style="line-height: 100%; margin-bottom: 0cm;">50. Une fois la phase 49
sèche, encollez la bande jaune correspondant à l’aile supérieure
avant du « I »</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLZf-16UUCz96wieLL3lSrct4XdWJMJ_soROu5RL5sOOwMYJ2n_spUFlefKpMXrzr7mFNGS48J0SPMvMdurlSEjtVmW3QusFN43zuhcmCIA9d_UakLksxowfXQ97qwoRNmdJqW_1snuAOHEFMl4yFBaFhflhjJlbJ_e0johQjO77nbbfi3vD1OSx7h/s2584/51_PXL_20220818_165045189.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2044" data-original-width="2584" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLZf-16UUCz96wieLL3lSrct4XdWJMJ_soROu5RL5sOOwMYJ2n_spUFlefKpMXrzr7mFNGS48J0SPMvMdurlSEjtVmW3QusFN43zuhcmCIA9d_UakLksxowfXQ97qwoRNmdJqW_1snuAOHEFMl4yFBaFhflhjJlbJ_e0johQjO77nbbfi3vD1OSx7h/s320/51_PXL_20220818_165045189.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"></p><p>51.Serrez fermement
l’aile entre deux baguettes le temps du séchage. </p><p> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVrdzM0j23baOJ58MHxwBjb2r8S3difJfQtt9-jZHv5Cxtk_C9IMb3T5TAKvTj9utTtKa3Mgjp5IAWzvAN7MZ7O66_9q_jQPOhqorFRBskNdGDnN7VrfrPkZ14G_FVgueqvuKvljGmapP3zRt5FwzhYjg0XQpuIQv3n_YNO_r8xGJdL4lVEqZnkQfH/s3528/52_PXL_20220818_165451260.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2620" data-original-width="3528" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVrdzM0j23baOJ58MHxwBjb2r8S3difJfQtt9-jZHv5Cxtk_C9IMb3T5TAKvTj9utTtKa3Mgjp5IAWzvAN7MZ7O66_9q_jQPOhqorFRBskNdGDnN7VrfrPkZ14G_FVgueqvuKvljGmapP3zRt5FwzhYjg0XQpuIQv3n_YNO_r8xGJdL4lVEqZnkQfH/s320/52_PXL_20220818_165451260.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">52. Collez maintenant le
plancher (le pendant arrière de l’aile supérieure avant du
« I »), en serrant toujours entre des profilés en bois.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXtgZtrEibMAaBqPoMq1qhmf-Z7Xe-G3somsVKr2TNB0CZ_9rdjWnbs2vygTAnUbAtz98Olx1AZ2l5rJQVJhg8Dq6Dip_LJ9Ec1WZyIc2vpWOtNNLRrhVyJVbFcI3BzTqhJaGimYEwph90AellouHrJrWTXELKOafvwYCUAAx21fMnh0QGntHHChpU/s3260/53_PXL_20220818_165540441.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2716" data-original-width="3260" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXtgZtrEibMAaBqPoMq1qhmf-Z7Xe-G3somsVKr2TNB0CZ_9rdjWnbs2vygTAnUbAtz98Olx1AZ2l5rJQVJhg8Dq6Dip_LJ9Ec1WZyIc2vpWOtNNLRrhVyJVbFcI3BzTqhJaGimYEwph90AellouHrJrWTXELKOafvwYCUAAx21fMnh0QGntHHChpU/s320/53_PXL_20220818_165540441.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">53. Encollez les
éléments du parapet…</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN540aMOBKKjKyW5HgHupKJj6B-mtk-6TjsFc-r1hknjv7LYbF2Cck5eyQp__Lq7pA3srQsotc472Z4UDALOh9bh0MMThk8s7g0NHEB_1O6yaFLzI47NEkjqfYPVpl4ZaADHwRz2KievqhlBveQJLV1LSkq_QZmSEEy3YocCl6sFyU9MdgqxM5ddsL/s3368/54_PXL_20220818_165708071.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2644" data-original-width="3368" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN540aMOBKKjKyW5HgHupKJj6B-mtk-6TjsFc-r1hknjv7LYbF2Cck5eyQp__Lq7pA3srQsotc472Z4UDALOh9bh0MMThk8s7g0NHEB_1O6yaFLzI47NEkjqfYPVpl4ZaADHwRz2KievqhlBveQJLV1LSkq_QZmSEEy3YocCl6sFyU9MdgqxM5ddsL/s320/54_PXL_20220818_165708071.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">54. Et collez,
toujours en serrant avec les profilés en bois.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY63cEWQR1mz5kqFM-6bkxyjqgTj0zHm3oqcZVeSNU80rn4o3o7dYEyNW0ASr6kuN8ZBbOxbHgiQ8OklHMYif5IET-6gsQFu-KN9UOHNCZErdlGdoAdAHS2LvpxRJ3S1oKV1mAG_WQ5gDFLERcgWfEyQMKhmz-l5Bnw7Io0Cr6_s9SErScDWn_-UXv/s2580/55_PXL_20220818_165900988.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2212" data-original-width="2580" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY63cEWQR1mz5kqFM-6bkxyjqgTj0zHm3oqcZVeSNU80rn4o3o7dYEyNW0ASr6kuN8ZBbOxbHgiQ8OklHMYif5IET-6gsQFu-KN9UOHNCZErdlGdoAdAHS2LvpxRJ3S1oKV1mAG_WQ5gDFLERcgWfEyQMKhmz-l5Bnw7Io0Cr6_s9SErScDWn_-UXv/s320/55_PXL_20220818_165900988.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">55. Collez maintenant le
renfort inférieur du parapet le long des parties arrondies et aux
extrémités de l’aile supérieure avant du « I ».</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRK3lQD72wH5dJ7uLhVgPAR4lziXX26qVMwTj-JJeXidvfb09byhZYByF4lmwk-AFwR6TAPx-eznoxMC1U_Qxd6ZDlLNGHP4geidIxWQuA2K4ybHdT-18EwCFdUdqksxvF51zQ1WMeTlt8w7eVUe5TRDdH4STQPb2KY5HrAlQodonDK1ZsSLxXDkQO/s2796/56_PXL_20220818_170203385.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2272" data-original-width="2796" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRK3lQD72wH5dJ7uLhVgPAR4lziXX26qVMwTj-JJeXidvfb09byhZYByF4lmwk-AFwR6TAPx-eznoxMC1U_Qxd6ZDlLNGHP4geidIxWQuA2K4ybHdT-18EwCFdUdqksxvF51zQ1WMeTlt8w7eVUe5TRDdH4STQPb2KY5HrAlQodonDK1ZsSLxXDkQO/s320/56_PXL_20220818_170203385.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">56. Collez la partie
supérieure du renfort contre son homologue.</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p><p style="line-height: 100%; margin-bottom: 0cm;"></p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAI5G5-EtDts1Dx5FxZxJelP5ilGeADYXDn6YW6wSADiOxPfFSHGcELqGPLENvO0PiMMaxlDuPpn0KK66NlXlAvg6pdW8mPKPRXf4kaEBT5MN2fpj1tH55KM7O8Cr5R3BREj4Wvc6BV9DbhCExgvs1SQBGiEImxl1a4K4QyuVjf4PoJ4EQHrH6ZEBY/s3484/57_PXL_20220818_170225535.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2840" data-original-width="3484" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAI5G5-EtDts1Dx5FxZxJelP5ilGeADYXDn6YW6wSADiOxPfFSHGcELqGPLENvO0PiMMaxlDuPpn0KK66NlXlAvg6pdW8mPKPRXf4kaEBT5MN2fpj1tH55KM7O8Cr5R3BREj4Wvc6BV9DbhCExgvs1SQBGiEImxl1a4K4QyuVjf4PoJ4EQHrH6ZEBY/s320/57_PXL_20220818_170225535.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">57. Coupez ce qui
dépasse !</p><p style="line-height: 100%; margin-bottom: 0cm;"> </p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9srKLTD_dd6gpU5ZwaDeyeO2BvzHN2TpeSWYXmHPTwNxvsHCZdjdbhYbfO3mjEP6FBRAeJWieRwiN4M0yDIKMbSXNVey106rYnk5b5e2oYFEto0G8Lli4Scoc1VZFjy0uoMYYyCQ1Yhihigu7YSYgYJXOqg8t1TbPO90lbR4eMzogKoMgFzEYSo1/s4080/58_PXL_20220818_170652882.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2400" data-original-width="4080" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9srKLTD_dd6gpU5ZwaDeyeO2BvzHN2TpeSWYXmHPTwNxvsHCZdjdbhYbfO3mjEP6FBRAeJWieRwiN4M0yDIKMbSXNVey106rYnk5b5e2oYFEto0G8Lli4Scoc1VZFjy0uoMYYyCQ1Yhihigu7YSYgYJXOqg8t1TbPO90lbR4eMzogKoMgFzEYSo1/s320/58_PXL_20220818_170652882.jpg" width="320" /></a>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">58. Un coup de feutre
sur les plis visibles, et la demi-passerelle est prête à être
posée en fond de décor, au dessus d’une voie ou d’une route,
évoquant un pont plus conséquent.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p> </p><p></p>
<br />Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com21tag:blogger.com,1999:blog-5715166450904718926.post-34374585028100493742022-03-16T11:17:00.002+01:002023-09-18T11:41:57.419+02:00Découpage Clés n°60 : Des portails de tunnel<p></p><div class="separator" style="clear: both; text-align: center;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/a/AVvXsEh7ctmdAYFn9AdJ_NBCDoGu3or7zjkdggYMq_c_HIGRoe1iMeWU61T4ojlhaopAVulI4qXVFrLBpkd244gYjVzp3Aqdd7psRwqJLg-MWVgouKTY-PCKrehnLsf-lCexFEA9jsnxWzTbtfa16kwY3saCRWja3XTsXDfMJhgdws6trqv1k0osbeFZLkjs=w640-h482" width="640" /><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh7ctmdAYFn9AdJ_NBCDoGu3or7zjkdggYMq_c_HIGRoe1iMeWU61T4ojlhaopAVulI4qXVFrLBpkd244gYjVzp3Aqdd7psRwqJLg-MWVgouKTY-PCKrehnLsf-lCexFEA9jsnxWzTbtfa16kwY3saCRWja3XTsXDfMJhgdws6trqv1k0osbeFZLkjs=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">
</a><span><a name='more'></a></span><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><br /></p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">0. Nous vous proposons
aujourd’hui dans Clés pour le train miniature des matières
premières pour faire des murs de soutènement associés ou non à
des entrées de tunnel.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Avant de procéder
au montage de ces bâtiments, il convient de réunir le matériel
suivant : une règle de préférence métallique, un réglet
métallique, une règle d’écolier carrée elle aussi métallique
(afin d’être insensibles à la colle), un cutter, un stylo à
bille pointe fine sec et hors d’usage, un pinceau (plutôt une
petite brosse) de la colle blanche type « Sader » à
prise lente, de la colle en bombe type 3M à capuchon rouge,
« Sader » néoprène ou autre colle à prise »
définitive, un tapis de découpe, et, en option, un bloc de bois dur
à faces bien dressées (voir Clés pour le train miniature n°1,
page 18). On se réfèrera aussi aux différents montages de "Clés"
déjà publiés.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><br />
</p></div><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">01. L’entrée simple
pour une voie est bonne pour une ligne sans caténaire. La hauteur
est prévue pour une voie posée sur une semelle de 2 mm (voir photo
précédente).</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgncnkiMwIC1o6EC857A4ssFzBfDeLW4E7nAAUeN0tJxxSo54V30T4vhTnv9eDb7Ou31Byk1sbfMmgCBRL0HDaG9foUwxdkrs8CmZqSjngSXDD5CWUcMpTy38Nef_QXBKGFUgiq5K6V63dBHMXKeVAA-HK3s0FRyftD-Y3jnsRlqdIGh0i4AEPYf2GV=s2000" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1362" data-original-width="2000" height="272" src="https://blogger.googleusercontent.com/img/a/AVvXsEgncnkiMwIC1o6EC857A4ssFzBfDeLW4E7nAAUeN0tJxxSo54V30T4vhTnv9eDb7Ou31Byk1sbfMmgCBRL0HDaG9foUwxdkrs8CmZqSjngSXDD5CWUcMpTy38Nef_QXBKGFUgiq5K6V63dBHMXKeVAA-HK3s0FRyftD-Y3jnsRlqdIGh0i4AEPYf2GV=w400-h272" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">02. L’entrée
double-voie est dessinée pour une ligne avec caténaire. La hauteur
est prévue pour deux voies posées sur une semelle de 2 mm.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj_Wl2fwaOM9K1ZvupRheLolRJWdV5mD0locbnm15WqcZtjho3kKXUwFSORDNvjiFhc45bZr2usDWP2GP__WmJajcnDyCCw4CE-Sp-cbd1JNbDOnRmScXzHxTTd5y1xo2_Z5YpYBdvWPImYX5ZFrhq7eqs8-iTNIh-aK2OYRMPnW4b3-ibvcEJeBV3M=s2000" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1353" data-original-width="2000" height="270" src="https://blogger.googleusercontent.com/img/a/AVvXsEj_Wl2fwaOM9K1ZvupRheLolRJWdV5mD0locbnm15WqcZtjho3kKXUwFSORDNvjiFhc45bZr2usDWP2GP__WmJajcnDyCCw4CE-Sp-cbd1JNbDOnRmScXzHxTTd5y1xo2_Z5YpYBdvWPImYX5ZFrhq7eqs8-iTNIh-aK2OYRMPnW4b3-ibvcEJeBV3M=w400-h270" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">03. Comme la plupart des
découpages de « Clés », vous avez le choix entre un
montage simple en découpant et collant les pages centrales, ou en
construisant une ossature en carton de 2 mm sur laquelle vient se
coller ces mêmes découpages, pour assurer de la stabilité et du
relief à l’ensemble (1 mm pour la toiture).</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Je vous recommande
vivement de coller les éléments de décor sur un carton « bois »
de 2mm d’épaisseur.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Préparez la forme
requise de l’entrée de tunnel et des murs de soutènement qui
l’accompagne.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">L’entrée du
tunnel doit être verticale, mais les murs de soutènement ont du
« fruit », c’est-à-dire une pente qui « retient »
la montagne. Cette pente varie en fonction de la qualité des
matériaux à retenir, mais, en général, oscille entre 5 et 10%.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><a name="_GoBack"></a>
J’ai choisi l’entrée pour une voie vapeur. Ce serait la même
chose avec la double voie.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Collez les
découpages à la bombe, en vaporisant la bombe à l’envers des
dessins. Si vous préférez coller à la colle blanche, alors
encollez les cartons (on encolle en principe la surface la plus
rigide si on ne veut pas de déformation du document à coller).</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">Découpez ensuite le
collage suivant les formes voulues sans oublier l’ouverture !</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjSFKaNyjdm3HUPQrCJAKu4ETRUqyioYQbpGEjl4R-DW13cmXm8gAiVGG4lVR65oj7A-FugRMmhN0CLK-pAK0yF-TKDIGbiHN5OFZGmQKuoiSkGUHwzt-4efHY8sa_C16asnl5W3Dv2X96yTfBDV-Sd_1uId0v-sPNCrzyeUdNRHxryZpbFTqZw9VpC=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEjSFKaNyjdm3HUPQrCJAKu4ETRUqyioYQbpGEjl4R-DW13cmXm8gAiVGG4lVR65oj7A-FugRMmhN0CLK-pAK0yF-TKDIGbiHN5OFZGmQKuoiSkGUHwzt-4efHY8sa_C16asnl5W3Dv2X96yTfBDV-Sd_1uId0v-sPNCrzyeUdNRHxryZpbFTqZw9VpC=w400-h301" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">04. La découpe de
l’ouverture peut être finie avec une lime douce demi-ronde.
Veuillez à ce que la découpe reste bien perpendiculaire à la face.</p>
<br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj3fmXCPr5gcqGeqSYmCkpB3HWuhbCDUK0q1_B01qJDMN00QyA1bv3MZCNxh3Uw5n3LrJjRISCR-JQaAgUSBPKPU128xGv_huMcaSfhTX91HJa4d1TuN9TjWDl9dAgVgcPBJTsBCaNz8xBEssK0Md0gcn9OcT-9RmRtJYyh_jDTm2JdhkhzlHs75Iyq=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEj3fmXCPr5gcqGeqSYmCkpB3HWuhbCDUK0q1_B01qJDMN00QyA1bv3MZCNxh3Uw5n3LrJjRISCR-JQaAgUSBPKPU128xGv_huMcaSfhTX91HJa4d1TuN9TjWDl9dAgVgcPBJTsBCaNz8xBEssK0Md0gcn9OcT-9RmRtJYyh_jDTm2JdhkhzlHs75Iyq=w400-h301" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">05. Mettez en forme en
tirant le dessin contre un angle de table, pour faire un arrondi.
Utilisez soit la voûte imprimée sous l’entrée de tunnel ou sur
la planche séparée qui peut également servir à rallonger la voûte
si elle est bien visible.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgBywUJ65DbEFs2Aj3BicvUNRcIJSVvZoCbmS-jBzGCMKNppy5wHhUMPgTcV4j_0ztc1oK3rMzIkX6cOSlT50yipULAhha5Gx2dDYZalkjktx3eHqzbQwbbqY6srZvDOU227LWQ4pmxnL6kkHRiGfL6Z7Xnl34V4Apr9GsgQJ5g_S_L6WgdPIz50vrt=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEgBywUJ65DbEFs2Aj3BicvUNRcIJSVvZoCbmS-jBzGCMKNppy5wHhUMPgTcV4j_0ztc1oK3rMzIkX6cOSlT50yipULAhha5Gx2dDYZalkjktx3eHqzbQwbbqY6srZvDOU227LWQ4pmxnL6kkHRiGfL6Z7Xnl34V4Apr9GsgQJ5g_S_L6WgdPIz50vrt=w400-h301" width="400" /></a></div><p></p><p><br /></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">06. Collez la voûte
contre le bord de l’ouverture, et coupez ce qui dépasse.<br /></p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjGQowo0dGXxFbWWvxkCsnvmbk6abGQf_jn_ndaQfRArgx4G1-qPXVyiDYSUdfPCH4O_zKRoJvI9Ws7DIiB0lPS8-JoUyy_8-Yd9lDbOC_4hkvKmW0ZDhdcZx9ArFmNume-rOFVnbA0HwyaOF5uqt4ONbS2mtsbtpyuPwiqD_fet2lx8t2Zs_lyQdkH=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEjGQowo0dGXxFbWWvxkCsnvmbk6abGQf_jn_ndaQfRArgx4G1-qPXVyiDYSUdfPCH4O_zKRoJvI9Ws7DIiB0lPS8-JoUyy_8-Yd9lDbOC_4hkvKmW0ZDhdcZx9ArFmNume-rOFVnbA0HwyaOF5uqt4ONbS2mtsbtpyuPwiqD_fet2lx8t2Zs_lyQdkH=w400-h301" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">07. Le mur de
soutènement a également été collé pour faciliter la manutention.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhKRRRKScXHlbELE6jcbBwRofcwnVmtbNbiA9WZpmpsWz9ped_DOv8brFA6zQXYIkUmH41leAXO19ZvZNzg-jTD9UTyo5XRFp31wl3n1FlsyHrgAv7lfWzR_sPztwwtl2Qd_6T7c-P7GsuMJp9ttcE4EXqOGCFKfM_b_VCdz6dZg8Jiwy71F5uuhd33=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEhKRRRKScXHlbELE6jcbBwRofcwnVmtbNbiA9WZpmpsWz9ped_DOv8brFA6zQXYIkUmH41leAXO19ZvZNzg-jTD9UTyo5XRFp31wl3n1FlsyHrgAv7lfWzR_sPztwwtl2Qd_6T7c-P7GsuMJp9ttcE4EXqOGCFKfM_b_VCdz6dZg8Jiwy71F5uuhd33=w400-h301" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">08. Collez des chutes de
carton avec un angle droit entre le bas de la voûte et l’intérieur
de la façade pour maintenir l’ensemble.</p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgn8eW4xUyoOUkjelVRZN4XAEVrZNdtK9ZZYk1hD_-5waZmRLC0S2xQlfd4eV_CdG-cmvFdIFo8QVFzP_nHWj4H7iEKt-mlWtsvOZbyJV0guA0VrEim672yeN8tMgZaODhwWNJHIvioIw0YRGCCD4XeSNe288elhyNoj_pXpXTDqbuwJcOZzUz4QYOs=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEgn8eW4xUyoOUkjelVRZN4XAEVrZNdtK9ZZYk1hD_-5waZmRLC0S2xQlfd4eV_CdG-cmvFdIFo8QVFzP_nHWj4H7iEKt-mlWtsvOZbyJV0guA0VrEim672yeN8tMgZaODhwWNJHIvioIw0YRGCCD4XeSNe288elhyNoj_pXpXTDqbuwJcOZzUz4QYOs=w400-h301" width="400" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: left;">09. Vérifiez que le
gabarit est bon avant de fixer définitivement l’entrée !</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhVJZ4NoDa1rR781trl8Xv2X8tk0YJ49qg_CdxJpzf-TWXe3AV4fWmFaCWkDCjbfQgxVuSVH9YMbwYa1A1SY0VFKivsOBq_Dmzdus21tJRTM9dsy6ZWjPXyUmJTiqKg4rHjuE20p0wVVvOzwPHLY65QVKo8RkSqe4Y5Le7PEw150OZgFbBLuQksxBHU=s4080" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/a/AVvXsEhVJZ4NoDa1rR781trl8Xv2X8tk0YJ49qg_CdxJpzf-TWXe3AV4fWmFaCWkDCjbfQgxVuSVH9YMbwYa1A1SY0VFKivsOBq_Dmzdus21tJRTM9dsy6ZWjPXyUmJTiqKg4rHjuE20p0wVVvOzwPHLY65QVKo8RkSqe4Y5Le7PEw150OZgFbBLuQksxBHU=w640-h482" width="640" /></a></div><br /> <p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-8376891622286384762022-01-10T10:13:00.003+01:002023-09-18T11:42:10.106+02:00Découpage Clés n°59 : Le camping !<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiQLqTRt9Ss5pfGxx3WcFbYhLeVWKxFgNex4bABdzfua8VqSPrt3TU6j9ie8rRvVYrVoCsKNsNwp-wEu2EUpymUl7UGk4YBk5pG-gPJMDWg-O-WSg-hg8levG2vWLDZeE6otK0fHMeMzh6lLqh_B7r0rtrHcoIKSH-C83tbgbghbP5GdriiWXrK4Y_j=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="426" src="https://blogger.googleusercontent.com/img/a/AVvXsEiQLqTRt9Ss5pfGxx3WcFbYhLeVWKxFgNex4bABdzfua8VqSPrt3TU6j9ie8rRvVYrVoCsKNsNwp-wEu2EUpymUl7UGk4YBk5pG-gPJMDWg-O-WSg-hg8levG2vWLDZeE6otK0fHMeMzh6lLqh_B7r0rtrHcoIKSH-C83tbgbghbP5GdriiWXrK4Y_j=w640-h426" width="640" /></a></div>
<p></p><p style="line-height: 100%; margin-bottom: 0cm;">Le découpage que
nous vous proposons aujourd’hui est un ensemble pour meubler un
terrain de camping.</p><p><span></span></p><a name='more'></a><br /><p></p><p>Avant de procéder
au montage de ces bâtiments, il convient de réunir le matériel
suivant : une règle de préférence métallique, un réglet
métallique, une règle d’écolier carrée elle aussi métallique
(afin d’être insensibles à la colle), un cutter, un stylo à
bille pointe fine sec et hors d’usage, un pinceau (plutôt une
petite brosse), de la colle blanche à bois type Sader lente, de la
colle type UHU à bague noire, qui pour la circonstance, permet un
ajustage par glissement, un tapis de découpe, et, en option, un bloc
de bois dur à faces bien dressées (voir Clés pour le train
miniature n°1, page 18). On se réfèrera aussi aux différents
montages de "Clés" déjà publiés. </p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjSQt7AyppvLZEUvjISnxg5VC_P8-lmzOxoqNcmYnkFzobqEXBie7nyBp6OqB5ZawtKWLOtNkjYixRIWLgdHcXvUeUGO7DwP_P9mTm-LUQRZs6-xVARvqFDaTg7uu9kbvd7IcQrQXb0Q_p463fL4O-pPEobMPIKDy-JfSKzBDMJIKpSqAhTGmylRX_u=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEjSQt7AyppvLZEUvjISnxg5VC_P8-lmzOxoqNcmYnkFzobqEXBie7nyBp6OqB5ZawtKWLOtNkjYixRIWLgdHcXvUeUGO7DwP_P9mTm-LUQRZs6-xVARvqFDaTg7uu9kbvd7IcQrQXb0Q_p463fL4O-pPEobMPIKDy-JfSKzBDMJIKpSqAhTGmylRX_u=w400-h266" width="400" /></a></div>
<p></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">01. Les différents
découpages ne présentent pas de difficultés. Tous les plis sont
vers l’extérieur, sauf les attaches des caravanes et la terrasse
du mobil-home. Commencez par découper soigneusement toutes les pièces
du « puzzle ». Passez un coup de feutre aux couleurs
approchantes sur les tranches des découpes colorées (dans le doute,
utilisez un gris clair). Assemblez en premier
par les petites tentes en collant la patte blanche sous le tapis de
sol.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p>
<p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhRtaHnk5tOMFVANCQu0FZOXhPJbTnmTQTBHXv1GP-CXkOSi5c1P8Iak_xz-HMXcxsHyHoz7ICNh5Rz03sxE7S8X9HBICifrXrWOGdbtKMxp-7FUfBDJUU2KRXNMfhDd32RCfCH_6AVz3wA294ESu1hlnaviayvFi8Uks2ZP1_77nbBUJnRJOEKIe5B=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEhRtaHnk5tOMFVANCQu0FZOXhPJbTnmTQTBHXv1GP-CXkOSi5c1P8Iak_xz-HMXcxsHyHoz7ICNh5Rz03sxE7S8X9HBICifrXrWOGdbtKMxp-7FUfBDJUU2KRXNMfhDd32RCfCH_6AVz3wA294ESu1hlnaviayvFi8Uks2ZP1_77nbBUJnRJOEKIe5B=w400-h266" width="400" /></a></div>
<p style="text-align: center;"></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">02. Une pince brucelles
facilite tous les collages des petites pièces. Terminez par les
triangles d’extrémité.</p><div style="text-align: center;"><br /></div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh5EkgKAXsEDY9-6en8YKAyUz2SVKrUvXUfyD9XyUIv8L4aj2eHqrf3dRWHoAczWt0-GsM0OmJNjR3ajrALtnKILIde3b7e7jc-HkK7065J6NhOL_Xk56EluM1Tymg5qF4-UkXt9k6T-iPxG_q9qV6WUXA_8_tCElYJnMoYpnZblA4DgFlW_KTZaYur=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEh5EkgKAXsEDY9-6en8YKAyUz2SVKrUvXUfyD9XyUIv8L4aj2eHqrf3dRWHoAczWt0-GsM0OmJNjR3ajrALtnKILIde3b7e7jc-HkK7065J6NhOL_Xk56EluM1Tymg5qF4-UkXt9k6T-iPxG_q9qV6WUXA_8_tCElYJnMoYpnZblA4DgFlW_KTZaYur=w400-h266" width="400" /></a></div><div style="text-align: center;">03. La tente moyenne ne
présente pas non plus de difficulté. Commencez de la même façon
en collant le tapis de sol.
</div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEir1tq18YlWTolqAcxQY9_jtg6fe7-3sWvVdS4YOY3LfW4cdZcrsuuZYcA3rhdwwsp-9f3sT0X7l-MWfC4Ah3vp1brY5aGqlCAiRiiifrWse_5TKNt9jSKLhMgAeQqutB9NmyoFDE3Ki_7lq_WMogg-zDJi7YP9a_6i34etCRwgjXwbEgN5qav-aVRP=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEir1tq18YlWTolqAcxQY9_jtg6fe7-3sWvVdS4YOY3LfW4cdZcrsuuZYcA3rhdwwsp-9f3sT0X7l-MWfC4Ah3vp1brY5aGqlCAiRiiifrWse_5TKNt9jSKLhMgAeQqutB9NmyoFDE3Ki_7lq_WMogg-zDJi7YP9a_6i34etCRwgjXwbEgN5qav-aVRP=w400-h266" width="400" /></a></div><div style="text-align: center;">04. Collez un pan de
toit, après avoir tracé un trait tout autour, à 3 mm des bords,
ce qui facilité le centrage et la mise en place.</div>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh6SXcsjLKGg67MwvlJBuWxrIu18kJ34MRXYC_mJoj5Lb-wyMeL9EoPD6cG23Vc7lImNuYDwxuOxAkddIAeB6rW_8EGSP4z3q0OLB8NGQAqhHHtomKg3gn4uX1RUsDMbAvEyWMdtE5OCzGtI-x8Cqvw6C-CJ9_kk2zVmWGvrmrY1OmWvCyvFuhJ9_qF=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEh6SXcsjLKGg67MwvlJBuWxrIu18kJ34MRXYC_mJoj5Lb-wyMeL9EoPD6cG23Vc7lImNuYDwxuOxAkddIAeB6rW_8EGSP4z3q0OLB8NGQAqhHHtomKg3gn4uX1RUsDMbAvEyWMdtE5OCzGtI-x8Cqvw6C-CJ9_kk2zVmWGvrmrY1OmWvCyvFuhJ9_qF=w400-h266" width="400" /></a></div><div style="text-align: center;">05. Vous devez obtenir
quelque chose comme ça.</div>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh3HinoXzJPsnE3gItq8Fu5b_5QE4c49oGODzVW3Y86AIgo9JdToB2aWPmEdFpp2gYEa6BPSiH79wuyXIqQM93IIsRzbumpAH4DVn8gQ5Xpe2n8enQc1oStobZiru195TFn_nWmFpLKUKXOMxb7fIaREOKsi_b7n_J8kECo0yXhyXpulNNWHL_6p8Jv=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEh3HinoXzJPsnE3gItq8Fu5b_5QE4c49oGODzVW3Y86AIgo9JdToB2aWPmEdFpp2gYEa6BPSiH79wuyXIqQM93IIsRzbumpAH4DVn8gQ5Xpe2n8enQc1oStobZiru195TFn_nWmFpLKUKXOMxb7fIaREOKsi_b7n_J8kECo0yXhyXpulNNWHL_6p8Jv=w400-h266" width="400" /></a></div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">06. Collez le deuxième
pan de toit.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgZh5fL1TkzvOCr_0IOwKhYASF4r3gbj5O-SxjDFzmnm2iPIcfG61vbig1KIlYYYAW8uryYaOQYsvhEkYi_SqeMcnQRWac3xd3_uVaDPRpjLaDnCROgEgff_tpOdhU5NiPS7uwAQIjUsF4_z67TTKBKABwOUYdUqmFd6m14gmjaOSyPNe7sinTDwC3b=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEgZh5fL1TkzvOCr_0IOwKhYASF4r3gbj5O-SxjDFzmnm2iPIcfG61vbig1KIlYYYAW8uryYaOQYsvhEkYi_SqeMcnQRWac3xd3_uVaDPRpjLaDnCROgEgff_tpOdhU5NiPS7uwAQIjUsF4_z67TTKBKABwOUYdUqmFd6m14gmjaOSyPNe7sinTDwC3b=w400-h266" width="400" /></a></div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">07. La grande tente
verte se fait de la même façon. Vous pourrez soutenir l’auvent
avec deux épingles de couturière.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p>
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" width="400" />
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">08. Repérez les pièces
des bungalows.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhW8xJTVgLk-xF9OmblsT_mfL27ITARhVkMOjOGzj_B7VuZo9JesqoNo_3rJGM1XHWTcyEYOiZtgEnViqEgf5T1qpyD5gcehht5jDV3tRWIZtsXHdFH_TFJ9dUDXtIc5hQkCeeAHoqknC-mIs8dDWCge9zZXdXz3tNqeeYoSM-Ch5W6Swlkhspt6-VK=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEhW8xJTVgLk-xF9OmblsT_mfL27ITARhVkMOjOGzj_B7VuZo9JesqoNo_3rJGM1XHWTcyEYOiZtgEnViqEgf5T1qpyD5gcehht5jDV3tRWIZtsXHdFH_TFJ9dUDXtIc5hQkCeeAHoqknC-mIs8dDWCge9zZXdXz3tNqeeYoSM-Ch5W6Swlkhspt6-VK=w400-h266" width="400" /></a></div><div style="text-align: center;">09. Voici les pièces du
grand.</div><div style="text-align: center;"> </div><div style="text-align: center;"> </div><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjqwqFYh2d4niHN91gJYrTFtMjUtYW0JkrtXNQXN-a1GOX0i38RdpU6Q92MeFbUQ-kZV2oqJuxarST3yySiC_QnoLey8P6U0Nz6wjk2pS5FgZ-KoNShVIusyVRV9ILHvgsFUJj7S_B6-zyLk2u4kuMaIsAu4DkXnwi2IdM2ilAW0R-IMQZrdcalJK6c=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEjqwqFYh2d4niHN91gJYrTFtMjUtYW0JkrtXNQXN-a1GOX0i38RdpU6Q92MeFbUQ-kZV2oqJuxarST3yySiC_QnoLey8P6U0Nz6wjk2pS5FgZ-KoNShVIusyVRV9ILHvgsFUJj7S_B6-zyLk2u4kuMaIsAu4DkXnwi2IdM2ilAW0R-IMQZrdcalJK6c=w400-h266" width="400" /></a></div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">10. Collez les pattes
sur la face. Pour l’alignement des murs, référez-vous au tuto du
n°57.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi7_X-ar5ULKEmxsrd7RIsDZaNMfRHiXbhduAnhxmSlM2kbLmceFv4d0TD2S46ZOi9FPSlF5uxsspLjA9-WYsnm33Cq0KWC8w-EOlFQZoOE5IEEGYPYcJZJDv5WQkLACNRgyJ-SaKCdD2lrqLsGKgO3d0L7cKb7E8HITGt7beaKIIN-xCf3HnF73p5m=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEi7_X-ar5ULKEmxsrd7RIsDZaNMfRHiXbhduAnhxmSlM2kbLmceFv4d0TD2S46ZOi9FPSlF5uxsspLjA9-WYsnm33Cq0KWC8w-EOlFQZoOE5IEEGYPYcJZJDv5WQkLACNRgyJ-SaKCdD2lrqLsGKgO3d0L7cKb7E8HITGt7beaKIIN-xCf3HnF73p5m=w400-h266" width="400" /></a></div><div style="text-align: center;">11. Le bungalow /
mobil-home est près à recevoir sa toiture.</div><div style="text-align: center;"> </div><div style="text-align: center;"> </div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiJKatDLW-CQULLWXBV595RwJYPh_sg_qlaJOi1WOcRB_-qgbSRgcql7eEUbjHrsPcNfXVDXox0UaFpQ2UneODcgwC-QtOfyRNDGcA89t0Gtk_d2IBVgHH9hXAwaH1yLj7i-PyOi3eDdab-aROh6qwNrOouQvgu75F26VZ1vUhLL0QUks-JLsQAwCOW=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEiJKatDLW-CQULLWXBV595RwJYPh_sg_qlaJOi1WOcRB_-qgbSRgcql7eEUbjHrsPcNfXVDXox0UaFpQ2UneODcgwC-QtOfyRNDGcA89t0Gtk_d2IBVgHH9hXAwaH1yLj7i-PyOi3eDdab-aROh6qwNrOouQvgu75F26VZ1vUhLL0QUks-JLsQAwCOW=w400-h266" width="400" /></a></div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">12. Tracez des traits à
3mm des bords de l’envers des toits pour en faciliter la pose.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh8vYz-o0rvv3nGcJI6HzUlQnWMHcksonpZocbJeN0OeG5nSVqP-JGp3FvvKihYJMkuc4Wr9W__V6DfbDKcYz4-aXCDsmEzKvaqVN4mRGxlvYrmz-C8mZJFFVX_teeOBrdWDj9Ham0N0JEuOz6WETyy4vKQ4ofjWTjmBbPMhtmMKA1k4UmtQKKPwB50=s1500" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEh8vYz-o0rvv3nGcJI6HzUlQnWMHcksonpZocbJeN0OeG5nSVqP-JGp3FvvKihYJMkuc4Wr9W__V6DfbDKcYz4-aXCDsmEzKvaqVN4mRGxlvYrmz-C8mZJFFVX_teeOBrdWDj9Ham0N0JEuOz6WETyy4vKQ4ofjWTjmBbPMhtmMKA1k4UmtQKKPwB50=w400-h266" width="400" /></a></div><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> 13. Collez le toit un
pan après l’autre.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjVvCav03dSEJVAfVFsVUiGunkSiWebVlmLLVPUbHi6mpBS7eBSvahac5oBjRV655Hj3WQErfQu4CPWekNmF8YEDWKMrtmXJ-3AsFmudmdlDFQK10UvwWo3Mv3HMHDl9X4wzTLkM-MejF8SeaIBxeInUfwHCIy5NF8lrnS5YsRYOg7LVy8wrxrlekhM=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEjVvCav03dSEJVAfVFsVUiGunkSiWebVlmLLVPUbHi6mpBS7eBSvahac5oBjRV655Hj3WQErfQu4CPWekNmF8YEDWKMrtmXJ-3AsFmudmdlDFQK10UvwWo3Mv3HMHDl9X4wzTLkM-MejF8SeaIBxeInUfwHCIy5NF8lrnS5YsRYOg7LVy8wrxrlekhM=w400-h266" width="400" /></a></div>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">14. Assemblez les murs
du petit mobil-home.</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br />
</p><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjJPHQ3bGIxAtFZfeBJieOxduk0u0bWvT3rkPQKA6cCZh3_Hn5r0vAb04vcoc2uHUJQTvOkJRrE_28uHaN6TgE6FaSeHJeadg3aqYPiAl9j1-uogLfyYZeVFbLuOMvoQoCvkGy1Fdb_mXO2pHU3L45lYbU7lVIkGkhB7fcJK5MfJm0bUJzcIH45M7NL=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEjJPHQ3bGIxAtFZfeBJieOxduk0u0bWvT3rkPQKA6cCZh3_Hn5r0vAb04vcoc2uHUJQTvOkJRrE_28uHaN6TgE6FaSeHJeadg3aqYPiAl9j1-uogLfyYZeVFbLuOMvoQoCvkGy1Fdb_mXO2pHU3L45lYbU7lVIkGkhB7fcJK5MfJm0bUJzcIH45M7NL=w400-h266" width="400" /></a></div>15. Collez le toit, puis
la balustrade contre la terrasse.<p style="line-height: 100%; margin-bottom: 0cm;"> </p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
</div><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgKBdVQBdeDajimc1z235Y1CFyuw63SvWZeGc8XqDXUq3bMHFJWXmoJDQai4n408T6SZSd4GmVzjZghL_4t2x6ElF52HCqyh6gM7dYr1-n2-tVYWKSlTCRyulHqwvW-jezL6_UrS56mLbncnw09I9GhLP96T9pLzTXJYfR1NwTxxFZnSOGmnLvhH0hC=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEgKBdVQBdeDajimc1z235Y1CFyuw63SvWZeGc8XqDXUq3bMHFJWXmoJDQai4n408T6SZSd4GmVzjZghL_4t2x6ElF52HCqyh6gM7dYr1-n2-tVYWKSlTCRyulHqwvW-jezL6_UrS56mLbncnw09I9GhLP96T9pLzTXJYfR1NwTxxFZnSOGmnLvhH0hC=w400-h266" width="400" /></a></div><p style="text-align: center;">
</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">16. La caravane
« Caravelair » est on ne peut plus simple. </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhfBZlmPW8_GUDOcveglEYZPYugDJu73X1hlcj_g0YsPw7aI6qjlU13ftYiHpYq8ZXDqd6yEppFU7gl6vV7mpmNkXHlHb-24nTxGwCG1ViQHxKNwzkTYnY9xWtcovcXLLON8YaK2EgqO30uSe7oO0L6VfW_JmJkJrFBppUbPWn6Lx7x2lGfyaS9gLpF=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEhfBZlmPW8_GUDOcveglEYZPYugDJu73X1hlcj_g0YsPw7aI6qjlU13ftYiHpYq8ZXDqd6yEppFU7gl6vV7mpmNkXHlHb-24nTxGwCG1ViQHxKNwzkTYnY9xWtcovcXLLON8YaK2EgqO30uSe7oO0L6VfW_JmJkJrFBppUbPWn6Lx7x2lGfyaS9gLpF=w400-h266" width="400" /></a></div><div style="text-align: center;"> 17. Pliez la barre
d’attelage vers l’extérieur. </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><p style="text-align: center;"></p><div class="separator" style="clear: both; margin-left: 120px; text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhejtx9KO0S5iaYzg_5-4xhzQJ_B9qLLk3So7NnhuXoeyUd2xbvogSSl9IqtOJV_lkwMIdQr2trphV6q5VwD1oKubZoXL9UoUZAArWEgsypoEmyHwfmJZ57suB4htMGPw4oO3I_wwT3BvuJfTFgUM4QXelorHno8QQpvY4okC7sVGkFlBmii4dv41HC=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEhejtx9KO0S5iaYzg_5-4xhzQJ_B9qLLk3So7NnhuXoeyUd2xbvogSSl9IqtOJV_lkwMIdQr2trphV6q5VwD1oKubZoXL9UoUZAArWEgsypoEmyHwfmJZ57suB4htMGPw4oO3I_wwT3BvuJfTFgUM4QXelorHno8QQpvY4okC7sVGkFlBmii4dv41HC=w400-h266" width="400" /></a></div><p></p><p style="text-align: center;"></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">18.L’assemblage du
camping-car est facilité par l’utilisation d’une pince brucelles
pour serrer les assemblages le temps de la prise.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p>
<p style="text-align: center;"></p><div class="separator" style="clear: both; margin-left: 120px; text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgqL3GPOMOk6GY0emoAwRCSHJEhkv9g9EXk9yRJSbC4mLwtZSuGVkfa-FA-kwp11JU4VwvPTewlCPAKNwK0YEtC9gqsrvBrG_PXoG82pMU1Ynk3-cWyofTEXAve_eZ3mcM-99zOhmmCmfLPbVcJAUVB_D_vXUCN3TarXZGID4X4YGkJYaA2m4mweusK=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEgqL3GPOMOk6GY0emoAwRCSHJEhkv9g9EXk9yRJSbC4mLwtZSuGVkfa-FA-kwp11JU4VwvPTewlCPAKNwK0YEtC9gqsrvBrG_PXoG82pMU1Ynk3-cWyofTEXAve_eZ3mcM-99zOhmmCmfLPbVcJAUVB_D_vXUCN3TarXZGID4X4YGkJYaA2m4mweusK=w400-h266" width="400" /></a></div><p></p><p style="text-align: center;"></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">19. Le mini-bus VW type
2 recyclé est un peu carré, mais il fera illusion !</p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">
</p>
<p style="text-align: center;"></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><br /></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgtlLiL2y8bdxwrpepXC2BUstTH-TnTZ5tXx-EIilFtRL6qcgADcCRQjaIhHD62_mYWqvG1eC9gAWF5-OZxIDYOpiCyYsxe7KZhhfx4F16g2aCAZRkbMCnQvgOlLyZv4Y_-lKnajccXyAOqjtUW0cKmW2TcWRJb1Ysvqq0RmLsKnxXimGEkJ4HgX5vI=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEgtlLiL2y8bdxwrpepXC2BUstTH-TnTZ5tXx-EIilFtRL6qcgADcCRQjaIhHD62_mYWqvG1eC9gAWF5-OZxIDYOpiCyYsxe7KZhhfx4F16g2aCAZRkbMCnQvgOlLyZv4Y_-lKnajccXyAOqjtUW0cKmW2TcWRJb1Ysvqq0RmLsKnxXimGEkJ4HgX5vI=w400-h266" width="400" /></a></div><p></p>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">20. Après avoir
soigneusement découpé la caravane « œuf », formez les
extrémités en frottant le bristol imprimé contre un crayon
cylindrique. Tenez le carton d’une main, et de l’autre, glissez
en serrant a partie à cintrer entre le pouce et le cylindre.
Entraînez-vous avant avec des chutes !</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiwNwyE3fGcBAaBV6f8q7_nJD24ZXnY2S_O3Na3rplNlhl7pysvgheb2xbs3YtgYsR-H_ujBETydCWC_gQWRj6WsNLIvKj4b10d0ZKpqC4zwJsttNk33dxrJSKNrHmd-SYQlx2ChSl5T5JN5GJT6-PkvmB2_u3ESxl9fkmVaL8sKzu-gJgL-yYCOIhp=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEiwNwyE3fGcBAaBV6f8q7_nJD24ZXnY2S_O3Na3rplNlhl7pysvgheb2xbs3YtgYsR-H_ujBETydCWC_gQWRj6WsNLIvKj4b10d0ZKpqC4zwJsttNk33dxrJSKNrHmd-SYQlx2ChSl5T5JN5GJT6-PkvmB2_u3ESxl9fkmVaL8sKzu-gJgL-yYCOIhp=w400-h266" width="400" /></a></div>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">21. Le résultat à
obtenir.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgat_8Dmquxe2qR4xdn3WdcO0Qoh8L_VJtQiy5nZ3JHFKk1gL-3xneufCxMT61XwlmDGsup-PIkKykmlCexLUJ75BBcPBO1JjSei6WRoTadPjmGVOL2M3rbSYNupnI-IcuFDXOv4mUvCkkBn_Cd2FH5NMlNVH6tIZoFTfE-z31EpLg93Vwd0E_x83_X=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEgat_8Dmquxe2qR4xdn3WdcO0Qoh8L_VJtQiy5nZ3JHFKk1gL-3xneufCxMT61XwlmDGsup-PIkKykmlCexLUJ75BBcPBO1JjSei6WRoTadPjmGVOL2M3rbSYNupnI-IcuFDXOv4mUvCkkBn_Cd2FH5NMlNVH6tIZoFTfE-z31EpLg93Vwd0E_x83_X=w400-h266" width="400" /></a></div>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">22. Collez d’abords
l’arrière de la caravane.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiddWEAlxVRKyAcr4SxzPcC8YES0sE0lxPvxBnfoc--kvdkbym1K-v7UD4lkRUyS0cjgMhZMmir0t6uPak0a7Ny5wJvvEKSYCuPeu29G-bV7fa7O2FYp-049wSTCuonqVtA07kDCVDkHvroQM-4AgyUibIbbt9W-yxLglf3Ca3gFFL6vxhYSV9773jR=s1500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="266" src="https://blogger.googleusercontent.com/img/a/AVvXsEiddWEAlxVRKyAcr4SxzPcC8YES0sE0lxPvxBnfoc--kvdkbym1K-v7UD4lkRUyS0cjgMhZMmir0t6uPak0a7Ny5wJvvEKSYCuPeu29G-bV7fa7O2FYp-049wSTCuonqVtA07kDCVDkHvroQM-4AgyUibIbbt9W-yxLglf3Ca3gFFL6vxhYSV9773jR=w400-h266" width="400" /></a></div>
<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;">22. Et voilà. Le
camping, c’est le paradis !</p>
<br /> <p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0tag:blogger.com,1999:blog-5715166450904718926.post-47183583126464274082021-11-22T18:19:00.004+01:002021-11-22T18:26:18.129+01:0020 ans et pas une ride (enfin presque) !<p>Cette BB 4600 Roco va avoir 20 ans... Et elle n'a pas à rougir à côté des modèles plus récents. Pour une centaine d'euros, vous voilà en possession d'une très belle locomotive pour débuter. Seule petite ombre au tableau, des pantographes aux palettes plutôt grossières, que nous vous proposerons de remplacer facilement dans le prochain numéro de Clés pour le train miniature.</p><p style="text-align: right;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgG8OnlnJRiilXXcv5bquFX2QN1XihvRadPrJlhpA9Taq8gqkDJtLF-LFBcXs9rDpgwjxwdmXLTNP-M-T0zMjg06aP6pkMknznkOMWmWM8BQeSjt7Y0qEdFspoxxzmd7NhDAHINhbG6jvmetOHLYFT78qvyma4r9o3hNI8_EcE_eE8nayetWo2euW9f=s2048" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1456" data-original-width="2048" height="456" src="https://blogger.googleusercontent.com/img/a/AVvXsEgG8OnlnJRiilXXcv5bquFX2QN1XihvRadPrJlhpA9Taq8gqkDJtLF-LFBcXs9rDpgwjxwdmXLTNP-M-T0zMjg06aP6pkMknznkOMWmWM8BQeSjt7Y0qEdFspoxxzmd7NhDAHINhbG6jvmetOHLYFT78qvyma4r9o3hNI8_EcE_eE8nayetWo2euW9f=w640-h456" width="640" /></a> Photo : A. Avril</div><p></p>Alexis Avrilhttp://www.blogger.com/profile/03195078915928097213noreply@blogger.com0