télécabine sous solidworks 2007

télécabine sous solidworks 2007 - Infographie 3D - Graphisme

Marsh Posté le 07-07-2007 à 20:19:38    

alors voici les images présentant l'évulotion de la construction de ce télécabine
 
si vous avez des idées ou autre n"hésitez pas à me le dire ;)
 
 
première étape
 
vue général de la gare
http://vallrol.free.fr/rm/rm_solidworks/TC8/g1.jpg
 
en transparance
http://vallrol.free.fr/rm/rm_solidworks/TC8/g1_2.jpg
 
de dessous
http://vallrol.free.fr/rm/rm_solidworks/TC8/dessous.jpg
 
en coupe
http://vallrol.free.fr/rm/rm_solidworks/TC8/g1_coupe.jpg
 
la bannane d'entrée de gare
http://vallrol.free.fr/rm/rm_solidworks/TC8/entree.jpg
 
un galet isolé
http://vallrol.free.fr/rm/rm_solidworks/TC8/galet.JPG
 
la poulie
http://vallrol.free.fr/rm/rm_solidworks/TC8/poulie_gare.jpg
 
 
 
deusième étape : refonte des bannanes d'entrée de gare
 
elles sont constitué d'un 4S suivit d'un 2S
http://vallrol.free.fr/rm/rm_solidworks/TC8/2/entree.jpg
 
 
 
troisième partie : le rail de roulement
 
http://vallrol.free.fr/rm/rm_solidworks/TC8/3/rail.jpg
 
http://vallrol.free.fr/rm/rm_solidworks/TC8/3/rail_2.jpg
 
 
 
quatrième partie : les galets de redirection du câble en gare sont fait et aligné
 
http://vallrol.free.fr/rm/rm_solidworks/TC8/4/cable.jpg
 
http://vallrol.free.fr/rm/rm_solidworks/TC8/4/g1.jpg
 
http://vallrol.free.fr/rm/rm_solidworks/TC8/4/interieur.jpg
 
la futur prise de mouvement avec l'entrée de gare
http://vallrol.free.fr/rm/rm_solidworks/TC8/4/entree.jpg
 
galets de redirection verticale et horizontal
http://vallrol.free.fr/rm/rm_solidworks/TC8/4/redir_v%20h.jpg
 
alignement
http://vallrol.free.fr/rm/rm_solidworks/TC8/4/redirections_cable.jpg
 
 
j'attend d'avoir fait le rail de roulement, le cheminement du câble et la cabine pour faire le quai
 
des videos arriveronts pour montrer les pièces en mouvement


Message édité par dj_jean_jean le 07-07-2007 à 20:25:52
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Marsh Posté le 07-07-2007 à 20:19:38   

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Marsh Posté le 07-07-2007 à 20:22:47    

hello, c est jolie ,puis faut avoir de la neige,sinon avec le Hardware y a t il un rapport.... [:atlantis]   :whistle:  :lol:


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Marsh Posté le 07-07-2007 à 20:30:36    

oui je viens d'arriver et je crois qu'il irait mieu dans http://forum.hardware.fr/hfr/Graph [...] ujet-1.htm en effet :sweat:  :sarcastic:

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Marsh Posté le 07-07-2007 à 20:32:00    

Tout a fait et bienvenue sur HFr.....


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Marsh Posté le 07-07-2007 à 20:33:05    

Vu la position des piliers et le decoupage des roulettes dans le planché, je ne monte pas dedans :D
 
Je ne suis pas ingenieur en batiment, mais je rajouterais un 3eme pilier derriere, y a trop de porte-a-faux  :kaola:


Message édité par kachoux le 07-07-2007 à 20:33:47

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Marsh Posté le 07-07-2007 à 20:35:35    

ok ben je vais en rajouter un, la gare fait 30m de long

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Marsh Posté le 07-07-2007 à 20:39:11    

je ne suis pas technicien en batiment mais on fait des pont avec deux pillier qui ont plus de trente mettre de porte a faux.......
 
de toute façon on est hs,donc priere de continuer la discution du topic dans la bonne section.....merci


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Les créateurs de l'Electro, c'est eux KRAFTWERK http://www.kraftwerk.com/concerts/ [...] _robo.html - Mes Cartes https://drive.google.com/drive/fold [...] 0-vZPkdfoi
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Marsh Posté le 07-07-2007 à 20:40:28    

interessant ton projet :)


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Marsh Posté le 07-07-2007 à 20:42:33    

chriskenoby a écrit :

je ne suis pas technicien en batiment mais on fait des pont avec deux pillier qui ont plus de trente mettre de porte a faux.......
 
de toute façon on est hs,donc priere de continuer la discution du topic dans la bonne section.....merci


 
les ponts ne transportent pas une cabine en mouvement pleine passagés sur un plancher en bois dont le toit et les murs tiennent sur la facade avant :o


Message édité par kachoux le 07-07-2007 à 20:43:17

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Marsh Posté le 07-07-2007 à 20:51:05    

kachoux a écrit :

les ponts ne transportent pas une cabine en mouvement pleine passagés sur un plancher en bois dont le toit et les murs tiennent sur la facade avant :o


en même temps je n'ais pas encore fais la structure métalique interne de la gare
 
http://www.remontees-mecaniques.ne [...] ge-71.html voici l'exemple sur lequel je me base pour cette appareil

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Marsh Posté le 07-07-2007 à 20:51:05   

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Marsh Posté le 07-07-2007 à 20:52:51    

bon les gars c est pas que je vous apprecie pas ,mais la le topic risque de fermer......rien a voir avec le Hardware..


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Les créateurs de l'Electro, c'est eux KRAFTWERK http://www.kraftwerk.com/concerts/ [...] _robo.html - Mes Cartes https://drive.google.com/drive/fold [...] 0-vZPkdfoi
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Marsh Posté le 07-07-2007 à 20:52:56    

dj_jean_jean a écrit :

en même temps je n'ais pas encore fais la structure métalique interne de la gare
 
http://www.remontees-mecaniques.ne [...] ge-71.html voici l'exemple sur lequel je me base pour cette appareil


 
Ok, manque encore le beton :D


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Marsh Posté le 07-07-2007 à 20:55:35    

chriskenoby a écrit :

bon les gars c est pas que je vous apprecie pas ,mais la le topic risque de fermer......rien a voir avec le Hardware..


ben je sais que je me suis planté mais tu veux que je fasse quoi ? seul un modo peut déplacer le sujet ...
 
modo alerté ...


Message édité par dj_jean_jean le 07-07-2007 à 20:58:24
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Marsh Posté le 07-07-2007 à 21:23:12    

Et le porte-a-faux il tient comment ?
Parce que même avec une structure métallique, vu l'emplacement et le nombre de pilliers (en BA ?), je ne suis pas sûr que celà puisse tenir.
 
Sinon bonne chance pour ce projet.

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Marsh Posté le 07-07-2007 à 21:47:43    

piliers en beton armé et avec 19m entre eux ...

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Marsh Posté le 07-07-2007 à 21:57:17    

dis moi ca sert à quoi exactement ????
tu comptes commercialiser ton fichier solidworks auprés des constructeurs de télécabines....

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Marsh Posté le 07-07-2007 à 22:19:27    

non je fais ça pour moi, après je vais m'en servir pour en faire des videos d'animations 3d

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Marsh Posté le 07-07-2007 à 22:52:29    

j'ajoute une mise en plan au format .PDF avec les côtes pour bien ce rendre compte de la taille, car elle est faite à l'échelle 1:1
 
 
mise en plan au format A0 échelle 1:150

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Marsh Posté le 08-07-2007 à 13:12:37    

C'est une gare accessible, où on peut circuler à l'intérieur ?
19m de portée il faut de sacrées poutre pour ça, surtout avec les "découpes" dans le plancher afin de faire passer les cabines. Une structure métallique avec effet poutre pourrait être une solution avec ce type de portée, mais avec tous les contreventements et les renforts l'accessibilité sera très restreinte.
De plus une structure metallique avec bardage bois, ce n'est pas très cohérent, enfin ce n'est que mon avis :-D .

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Marsh Posté le 08-07-2007 à 18:31:02    

ben je vais racourcir la gare car elle est trop longue

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Marsh Posté le 08-07-2007 à 18:49:38    

[:cerveau manust]


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Marsh Posté le 08-07-2007 à 18:50:53    

[:osweat]  [:spamafoote]


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Marsh Posté le 08-07-2007 à 19:47:02    

oula big beug :s

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Marsh Posté le 12-07-2007 à 17:05:46    

en mem temp solidworks ne sert pas a ca :)

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Marsh Posté le 13-07-2007 à 00:14:58    

ce n'est pas la fonction principale mais c'est possible :d
 
bon je vous passe un lien pour voir la gare en 3D, ce qui est plus pratique que des simples mises en plan et des photos
 
animation 3d G1 TC8 sw

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Marsh Posté le 13-07-2007 à 11:29:40    

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 uHKuAuuxF+WifSgP5aP96ADuLUXcde4Gd5O7xf3GFXO/cyXcbe4Od5e7x93nHnAPuUfcY+4P3OIj3CHuMPYKi45xR7ij+NoWXeMKuatcAfcrd4W7zF3iLnIXuPPcOe4sd4Y7zZ3iTnInuF+446Abt5bL5tZx6/H7G/HnBnxthspRBapEVeg5qkYv0Ev0Cr2Gf1KWoigLdBvdQXfRPXQfPUAP0SP0GP2BnqBS9BSVoWdY703cZm4Lt5Xbxm3ndnA53E5uF7eb28Pt5XK5fVwel8/t5w5gjAJ0FRWia6gIXUc30E10C/2GitHvqARb6QiOsMM4wmxRFjeX+w/3LTeHy+Rmc7O4mdwMbjr3DTeNm8pN4SZzX3OTuIncV9B6/NZR/BaLfsHXx/G1CTqNzqCz6Bw6jy6gi+gSuoyuoF+xjvO4+dx33PfcAm4h9wP3I7eIW8z9xC3hlnLLuOXcCm4lt4pbjWWyLM0yOMJZxLMsy+FrFhmyPGuAr1lkzBqyRvjaAJmwpqwZa85asJasFf7Gga3D2uMewSIbfG+Nnxqguqwz68LWY11ZN9Ydf+PEOrCOuJYtCqeaUc2pFlRLqhXVmmpDtaXaUe2pDlRHqhPVmepCdaW6Ud2pHhSL6uM3PfD7LPJi67Oe+NoAebMN8NTsyzZkG7F+rDWKpWKowdQgKpoaSA2g+lP9qCiqLxVJfUb1oXpTvagIqidli8ZSY6jPqdFUGjWKSqVGUiOoFCqZSqISqQQqnhpOxVHDqKHUEFzTnw1gA1kJK2VlrJxVsEpWxQaxajaYbcyGsE3YUDaMbcqGY50YHB/wt31Z1IftxfbGIwGLOIqhWPyURZFsH/Yz/NQA/hkjyoQypcwoc8qCskHN2OZsC7Yl24ptzbZh27Lt2PZsB7Yj24ntzHZhu7Ld2O5sD9YMWVJWlDVlQ9lSdlQdyp5yoBwpJ6ou5UxZIReqHuVKuVHulAdVn/KkvChvqgHlQ/lSDalGlB/lTxmgJDaZTWFHsCPZVHYUa4P6slFsP7Y/O4AdyEazg9jBbAwbyw5hh7LD2Dh2OBvPJrCJ2KJNqTAqlGpChVCNqWBKTQVRKkpJKSg5JaOklIQKpAJwv1jOrmBXsqvY1ewadi2bza5j17Mb2I3sJnYzuwVLeUW9pF5Q1dRzqoqqpCqocuoZVUY9pUqpJ9Qf1GPqEfUQ65jD7mR3sbvZPexeNhfbbxt+dyuWwKId7DZ2O762RdPYqewUdjL7NTuJnch+xWawE9jx7JfsOPYLNp0dy45hP2dHs2m45gPqPnWPukvdoW5TJdTvVDH1G3WLukndoK5TRdQ1qpC6ShVQv2L7fcNOZ2ewM9lZ7Gw2k53Dfsv+h53LZrHz2Pnsd+z37ALstx/ZRexi9id2CbuUXYZbdIQ6Sh2jjlO/UCeok9Qp6jR1hjpLnaPOUxeoi9Ql6jJ1Bfv9B/zuQizBAL1mNRAQHM0xHMtZoyXUUmoZtZxaQa2kVlGrqTXUWiqbWketpzZQG6lN1GZqC46OB+xD9hH7mP2DfcKWsk/ZMvYZW85WsJVsFfucrWZfsC/ZV7ith6lD1M/UQeoAtZ/Kp/KofVQutZfaQ+2mdlE7qRxqB7Wd2kZtxTY+y55jz7MX2IvsJfYybscMajr1DTWNmkpNoSZTX1OTqInUV1QGNYEaT31JjaO+oNJxP7jC/soWsFfZQvYaW8ReZ2+wN9lb7G9sMfs7W8LeZu+wd9l77H0cV/vYPDaf3c8eYA+yP7OH2MPsEfYoe4w9zv7CnmBPsqfY0+wZrPFP1GJqEfUj9QO1kFpAfU99R82n5lFZ1FzqP9S31Bwqk5pNzaJmUtZoL72H3k3vonfSOfQOeju9jd5Kb6E305vojfQGej29js6mrdE8OoueS/+H/paeQ2fSs+lZ9Ex6Bj2d/oaeRk+lp9CT6a9pW7SWXkOvplfRK+kV9HJ6Gb2UXkL/RC+mF9E/0j/QC+kF9Pf0d/R8XPM3upj+nS6hb9N36Lv0Pfo+/YB+SD+iH9N/0E/oUvopXUY/o8sx8i36Jn2Dvk4X0dfoQvoqXUD/Sl+hL9OX6Iv0Bfo8fY4+i+Xl0vvoPDqf3k8foA/SP9OH6MP0EfoofYw+Tv9Cn6BP0qfo0/QZXPM1paFwKk7TNEOzNEfztAFtSBvRxrQJbUqb0ea0BW1JW2Hk+rQH7U670a50PdqFdqbr0k60I+1A29N1aDvalrahrbG8IFpFK2kFLadltJSW0IF0AO1P+9GN6Ia0L+1DN6C9aS/aE8tT08F0YzqEbkKH0mF0UzqcbkY3p1vQLelWdGu6Dd2Wbofltac70B3pTnRnugvdle5Gd6d70D3pCLoX3ZvuQ39GR9J96Si6H645iZ5If0Vn0BPo8fSX9Dj6CzqdHkuPoT+nR9Np9Cg6lR5Jj6BTMHJ/egA9kI6mB9GD6Rg6lh5CD6WH0XH0cDqeTqAT6SQ6mbZCS/ll/HJ+Bb+SX8Wv5tfwa/lsfh2/nt/Ab+Q38Zv5Lbwt0jCvmVfMS+YFU808Z6qYSqaCKWeeMWXMU6aUecL8wTxmHjEPGQO0nd/B5/A7+V38bn4Pj0cb/P5WLMUaPWDuM/eYu8wd5jZTwvzOFDO/MbeYm8wN5jpTxFxjCpmrjA2ayk/jv+Gn8zP4mfwsfjafyc/hv+X/w8/ls/h5/Hz+O/57fgFvgBbyP/A/8ov4xfxP/BKs4RHmKHOMOc78wpxgTjKnmNPMGeYsc445z1xgLjKXmMvMFeZXpoCxRtuZHUwOs5PZxexm9jB7mVxmH5PH5DP7mQPMQeZn5hBzmLFF25itzBZmM7OJ2chsYNYz65hsZi2zhlnNrGJWMiuY5cwyZimzBGtcwt/m7/B3+Xv8ff4B/5B/xD/m/+Cf4HXTU76Mf8aX8xV8JW+DzvMX+Iv8Jf4yf4X/lS/gr/KF/DW+iL/O3+Bv8rf43/hi/nfcktP8Kf4kf4L/hT/OH+OP8kf4w/wh/mf+IH+A38/n83n8Pj6X34st+hOzmFnE/Mj8wCxkFjDfM98x85l5TBYzl/kP8y0zh8lkZmP9Krkq7jlXzb3gXnKvuNecBv5qIU/zDM/yHM/zBrwhb4Qtasyb8Ka8GW/OW/CWWHpzpgXTkmnFtGbaMG2Zdkx7pgPTkenEdGa6MF2Zbkx3pgdjhax4a96Gt+Xt+Dq8Pe/AO/JOfF3emXfh6/GuvBvvjls0i5nJzGCmM98w05ipzBRmMvM1M4mZyHzFZDATmPHMl8w45gsmncHZCK7vgd8yQJ68F+/NN+B9eF++IdZmGBPHDGfimQQmkUlikpkUZgQzkkllRjFpzGjmc2YMMxZ7rScTwfRiejN9mM+YSKYvE8X0Y/ozA5iBTDQziBnMxDCxzBBmKK7ZiPfj/fkAPpCX8FJexst5Ba/kVXwQr+aD+cZ8CN+ED+XDMHIFXUlX0c/pavoF/ZJ+Rb+mNfBv9zM0wzAswzE8Y4Djvjvfg+/JR/C9+N58H+ztpnw434xvzrfgW/Kt+NZ8G74t345vz3fgO/Kd+M58F74r3w3bpi7jxDgyDow9U4exY2wZG8aasWIsGQvGnDFjTBkTxpgxYgyxxlP4yfzX/CR+Iv8Vn8FP4MfzX/Lj+C/4dH4sP4b/nB/Np/Gj+FSssTPjwtRjXBk3xp3xYOoznowX4800YHwYX6Yh04jxY/yxxgl8Ip/EJ/Mp/Ah+JNb4Mz6S78tH8f34/vwAfiAfzQ/iB/MxfCw/hB/KD+Pj+OF8PF7Emd61RajBqnLvNLdph3t7qozl3b4Outg9pfjFxR7Xo3qviKyIyro8dnRMTlR8QdTuwXOC3Qu7F/ZR7O3WSHW3btY6xRrv4S8Dh3t/Vr26up76lvHkG573+nDzh15/VbKj9/XDF9dc6TTvcp1z+YeKDp3fp1DFFBSfncWeXn55x9e9Lx5/fja+54mvD89juo06FnYwxebkqMPynhEXjobly7NyL+RJFa2f7WqxR83mem7v2KIfmxO/+asLW1puW7JiXf2NX2y87rnh99UnWvrGZtuvfOG5fvKa3j2lyuzhq37wXM6tvsBJV/60emXDVSsiFt89nOW9POPH5CPLhyzzbJ3DL3+xdOyUH4Ysa1N55vbC10tPfL40aOGcnV7Tlo5beHXq0l1LL9on71q6aNkk9cKqpVTc1WkLdy2P913+zQ/tjE6NXTHlxznHl/+ysrDdpbUr7FcHNFxkvHpy9ensn/qsOd04u8PSedPdG22ou5JttH7G5jV9FR029t9298HqdZu/7uBxLXtAzs4Ou65tWWZy1CR3/I7dL3bVPbD45emQ/POHc6/l9T144IvdCT+fPLam8LjzyY1fpO89lXk2q++JGWeHm440Od3+YpOZF06cf9X+eHyB88WtCy+fKLz3y2fGBVNvfN74191Xy6erFxa8LFxtfOv41a3Hezf+reKaOrjI8ffEBUXHirb87tWuaNj1vsezfK7HXd/4fUmf62hY719L2v/a/fDlyTemKVdxBcYFfbhbOVePzqtuVcxc63SksM7vg1X/mX+tc8lRVdHRourWAZVFHte7fVcy9Hp8g/o7ns6//8rzHncrUrlG+Vufq0zO1R0vjI7g56n3Z7Qqs3sgPN99FQs7Umh0JEH9stMzpH5ph1dhqTte3Cy7WfLicNmMVrvtHpQVO15+UOf36laDVdc6m2BAOzbqcqcK5uZLoU4nPsr7WdlDoc7YISuO/N65COvjbXO1ddRlk6vMoSkmt5lOFZ34l7uf7a7zcvSzKO+xQx4e+v3q5YetS1Ycudq6qNrJ4yiu321okzvWV02E+v69vY8yu18K9b2D/Fc/O/RIqN/EHjev+jpu6G6n+AYbhzlxHj/ftd7toT7eN7iulw232+mutZfv+T4mP9fl9jj72m65N2WBzW2T5QUm95iQbwqOMa1fFqhfHnuWoEbHnsV5oT6Pgr1etuv9i0uFrVC/9X3Txqa3GaH+1uetHV+2fibUP78muu2juBJc3+c6unuuqiirBPuo4CHXbkrcQ6+y5b7P7r8w/WXmnheu7Mz2bHuzqvQWdc2vOdCFddLd+oeEh3iUF+GX2pUUHet7/HfuAX7pl7LbBaPal5m+wC+ls1XTY0+wVRb4pRCHtSY7Cx37e+KXGjeaGvJqT6N71xIXXHP8/cdgrn3xlvutnR7sebqycYsHpdeqY0NeNOLOFYb+yJ2zsuhoea3uyJMDO9Yz8z3+g3fwNT5q6/HCH3/DLzW+37sx3ejeyif4pcLqtS9CE6rP8filk1bZfhdzbUa645eifDd2bDLOj5eNfCFt/Gt6hw2/XP68qHz6jUa3w0+Y+f2+8+HIJo9dnl/s+JVZlZ3RV68MFjk++LLYv97sAIW/70P5sH7ZfurMy/ilE0VbF049URh+C7/U8eHAXPm+excr8EtfGj2YFXHa5IEnfqlfQEDnzE6KYU3wS+tCd/94/kHYyXPOJ87HFzQP4ddfPl64Mfd64u1yv+KiW7OfRIQ9W2yRm1TvRp3coPjZfkWN59TL3tdsVatcv2Yh57bltp9xtvkF/JJfYZOZiqLL5YX4paQnAXn1Au/lNsAv1QtK+ul78xZz2uKXclstmrXYtP22NrtN2vQ9sXMv7sZZJ4ebnt1wLtM5c9+JYcfix19I/nXO48k3cpIGTQ5sN75z+01dXvf+quf4os5+nbsm9rzWbfzhjV8ccz55YEb2taOZh/FLj4+t8v/+de6cRfilTYPaD3g8PrH9APxSYk/jenVcPusagV/q28XDr/8XXQbk4oHkWt7JH7Z13JO7ZdGXO83XjPc3fryky/RvkmbNTnMbn9Pvc7f4QaHDogayLkGmg6dGrVkX+UNuTCEei07uwC/5b1n8suuideN/wC+Nn75nQ86GaW5j8Esu8R0WrYhKZGPxS4VRv4XU3ds/ps+89N4mOZONsxptX7Zx/LUtj1b19Dv/cFmdrEGnvkucyj66MW5Kh/QbM/8/ut4DLIrkefxu2EBO4i2KiWRkTRwoHgYc5FAEE+KKAgZEFAUMnAEMq4LhUEQOzOEA0RE9T0VROceIohhxOROKEWXPrIAgaP+repw7v+/ved1nZ2rL7mJ2dqaqPjPT1fPN4+LV96fN6D8lxSxqzPhuKYvzJlzLh07q/cwfjtwBnV5nrNi3c1+6PBk6qRPi7xudSIifCZ1SpsxJLCuc2m0idAoZ2+Xe1VVj/84Dvzo291b0JNccfuOTy5u3rE1pmJOSej9py8ukaYldt5zNS+w6mzed/es0780FHaerIpfPnxSd1605uOZbWdCpYWOLwd0SN6SsgU5bkqz2nh2T1DUROm2eHXzvjkm893To1DwyeM+9eZHdwo8Zh5vu3jZQbbpr9HZw8P7rF4+Z459Ztpr/vLpTkne03iQpeIG+PjEkfkFz5ab4uJhq45iLkemerlWRy3Kh05jtdiUQHhZnQKfo1aqEO/Up3sugU/MFC/RWvRYsiIdOnjHbjnUbHZMeCZ3mhpe9uLwi/F4OxJdBW6d1XL5qS/lvBXd/25MSHKKcmhK3zOrSMs8FORd7DFyQE+9+J14Tc/l2TM+Y65ELiiNNctrOlU/NHrQZOoX81k1fXZcenAKdLi7bNrDHsWU5C6DT7fhLfhOPxl+OgU5zI82Mrqsi24Z9XR92LKthvfu8rLjNEO/4dNdm13end0u53D6leNlEv3cXloUueNdjwaj4Zar2yvi0aYPaTS+I0CeX/j3RJQs6NdvcdmWZ3WbXdOjklxJTXD85ZeIy6KRasOy5qjZx2WzolDztVOaqI9H6CdDJY4w2V1cTUpWVdhRi7sSjbVdsXvCb2af0XSl5o9rXpqQlqZRJfyfmte2Tm5g3S6OYfWTqu5HXk6a4hncPHn8069lhv09ZEzdDp1G/XX8+6NZveauhU9ukU5F9gpPyEqHTyFk3Jq2Kn/kuCjodDo+XbykLfRbc/XzwhZyOmW5zdsZtc/l5q29maVtX3/WrUt/tXPMsaVVSnU/ypIS6/ARZXIrz2KCYk+MvyiKajp4X9MA52G4ndGq7rdMubfD20g3QKSn1erxzxtpVydDJOSFF57Bsfso06BQ0vqFJZ9uwecOh0+GAvbppZYMTd+9W7M7dkVDzbEBW983x1Rs/prUqGpuTfnKFw+zl6fMOTxw0Yu7hSdvcpjQJ8R3x58SRev8lzkNqdk+QRSfzCTnQqWjzFpeLH7e2yoBOE1c0PBmUvfLwL9BpxKSHS2psxvkOgU4y/yU3A/J9J/h4Vvu47PtxEqREDbs1I3Nzdtg96/w0e96WbWc3zPzVN3vOhDUPY+asm/VeYzNz0cwhB/pPXDrQuX/woZ9/6+1z4PKA/c92ZyU90OXZ7YJO2Vv0T2oe/+6bDp1mxtgsOfL7RBsf6HSof5RByM2fgj2hU9JPwc5943/qewySMt3BgQMmfDyy5OgSp4NLDk6cFfX+xKI7CTcK0tqvG//4hmqdS8YS9Ygupf0vO3XcoM782HXAsXOzIa8bWAidZh0N8AnmTk68CJ3G34l7/NhBv84KOvV38VnX0ql1qQt0mq021dUHdTzX5Uh8V/dTQlHnpme6n/PRnXQ6/3PEjEOXQ8ozZuomvCs9mNe92sck74xZevOms65wqpmth/s4ZrTb4TPP3aXHWegUcY7llj+XQqeD5RuyW958XFoLnWaZNF266INRU1vo5NPaNf+DrsUOJ+gU2fGU+wiPjoFXIUeV3Ug+fG6ZLrPC1Ln8kH54vqvPqyv1/zSpd1YG687+pgi2eudj7d5slPxLmSqr1eia1oev8uchzU2+BZ3yK+pzduQ/Hv4GOunq1/x4NuJzsAI6ya26uJxoajnqB+h0vtWY85+PtOSdA3u4FN2MuGDoW/a0HJJl52fziga6PP/w7l3+27LPo6o3uzd0kW8ukvtaGP2ScsTcuenxyqbPWzRvt7NHiyFl0KmoXHUeUu15L6BT9busohPP3o9qgE6/yI2SZ/vKjcyhU7umHz3mr7dtbg+dejp9Luhi5OQkg9zsomz6xameZqQJ8TTjm0w4pulgTxxJM/uNjv789IsyYgaJT1WTqZ4TjjU5Zw/J0UZHTQd/3nGqU9vjTsftH3iWGjspHJk+4w6YmyqbLtqEbndtvVaZbbJt2xHyqOVOB/UterX1vHSol0utM+RF+hZbL8VMdT7YzvOS06C2ntHAEY0/QNL0T9PckvhC85/lkDTVy9rYHzJpPFQNSRNf7TX/XLPXNyshaaqq1NwhUypIBbDGlAr/0ZDTTn3NcqdzzbzmV7dtZLnTIZM29vI25ix3ii/MLfnhfmuWO+3+HPK5XU1H/U+uXk6Hov/4qaN3+5oEh8/t5pZAuhzyjOXPYy89v/vy4EeWF8X71/3acF/O8qLIy3vMrEqbs7zoaPkKLxcLV8iLGrp/KfRP7DqrizK045Z23OWWXp0vuUOSNdgtYy9gUoILJEEBjjX3fwxU7VdCcqRW/vA673593ltImhreWZ0Iv/xiz2NIpn56stu08fg9zd3aS/dM73puhrQ+5AXLl8IvW514e7Se5Ut59394rfxBxfKlHwNr7rukdmX5UnQj79pj7U9X9vZRe55JOZP4U17Pta9+dO2xP0VfUsaXf/Evm3Z3xeXxJx5f0rNc6Efh5ZraVDOWCwVf6zLE5YQ7y4XWBh7f2ntXX8iFzPxuvixu8Dnuk3/CV93/yrRrl71PXIPE6q+rs8wASxJusTzH/UGXk+VT9CzPad01dkf7WB+W52y03LZm4BJ/ludsNz/6l9+igHFjh94fnvRXRvngkYMWqYf85ZfdAEh5dDQkMurgqhY3W4Y5TYIEp/W4wrBV22eZpkPiM27bm9QlqQf9T0JC1Pl8XiCw0q7zkCilnD+TeAXg6dzNFmfunzw+PS/w5Lf8Z0nqm9T0obNY/rNqe2HYJIcwlv/cbFnVYvSKEZD/JGgcy6+VBGcGTyoP3Tvm1mZ5eRB/DAB38LHjDdsbjxzdy3KbYdsK/9iiWslym4I/Bm+bNziG5TY7IRuK7B/OcpsWfyWbjr425u+QsXkT7H5Sfw5ZDJ/Gm44e/TmtV2hyBCQv9yaWH59TGN1lFiQ1iTOtxm5pkTgnGZKd+8lGAf0b0+K3QhK0b0fPRsDFFQcgOdp7IDwF+HHcbgDKsblVL3s2buXTWM7Tv9EoIPl+Ist5trSwGjurazTLeeYUlh+PUIVCzmMcPu2uwaawY2HdmkfOnyTfNKg+dDkP/P55d+avLQZnJW9g+Uy3RKu9a8qSWD5zdkzwvcTgeJbP3DEJ3jM9LpLlM/fmbRsYviz83tzwqsi289xXhruGL7sYOTA8biDw77ZtAMSDtnbppErIKE9hucqd+gX6ZXELWK5i1WvbsficGJardBtd9iLyejjkKuvDLq/wMwr/Gt52bmRx5ES/NL/wBaGQ+KwPK6idP2dSw3RITIxi8nbVr483WwAJi9+C0J6Xji67lAKJzMAU9w7pF9O3bYYER7/53kqDqdndsiDxOZZ1rA44fVs6y2HSL7p3SOm2jOUwl46G9lwQGs9ymPr1ebump01iOcz8ORm3Ql3GVnmM+Xtip1Fuy8eWhroURNwKjetxb0VWxmZ2TaDMLqY4fUEKy0/qJy97viwtkeUnqtpTmbPzoll+suqINneCawjkJ+eDdTXRv2i6j352ODx4fIJid83o7kGQ7GQGN5Rpdo7pGAnJiDyqlbvzpBnxiZCkTEqc1PRGRtKN1ZC8RK7W1Oh/yTi1BZKa55vnL2+YnH095+vk7HY5Bcr5y7dkZLC8Rf+Lpmb1qiSWt9zImNQ0cdIMlrc4T2rlHnlyDMtbNDsrykbYDU08HOAc/PvIrPihD4bbNR1dNuLy4arzuRXbdYpduTu0wdfjN3Rfy3IS54wUXfLJ+SwncVjW0GTa4TCWk3S23asbrh8MOUm1z7Syn+V+nn4TZP7OQwYeDqsetCQPEpzIvO4eW1xyOm5l+cbFjw1PMuatZPnGoOyHS355OI7lGzU2S24OOeDL8o2A/B8n+fj06Zv002+9f9zZ+Vnfn719nPtP8uleNDyp548/QkLh7Dnj6QzOPbgnJBoGPnE2CQ6DorZBArIk/ciwAwa8zV5ITJ7s+jN9r/N+/QFIWJIO/L4zcUB+1v5pLod1B/c6w/8s4VkecsDgyLBtiwaxPCTBIc6m5zp3lofM4GY8/XFDD8hD4rtqXNZUdz/idm62+mPX5AHTdrpnntC49Mg44SkP8Cn88STLMYK5uMcXQ/Qsx3js4LPOyqc1yzFaOpnqXGZ2ZDlGfZBQ1KWHa2BkR3cXlYfhEdd5nXtktCvq8tR95fn2ggMkEe5Opr8MLGt+ygaSi3zbNef+eaJ0rYOkY2ntIsOZE583vQXJSHbp5ZszbK9sgOOoOP583yS8JnZFU3ZJdmOG7eWbtzKfs9xj5sRFhnVXlCz3+OfJmnM2wc1Z7jGwzPQXh6x2kHv0cNlVY9KjbWBb/nyrmtayn4sj242+saumnXvpkaT6nFvCY5ZX7Mhf8+ObD59ZXnE2oouLooslyytONB1z/gfnliyv+Hwk4oLzECennk49WtwrKL7gtNN5yPMWF5zTJ0+77RhhD4lDgf3wqHvtbD+bQULhYR5669EP8o8NkGgkN8w+4nzkg5EeEpCiF19cTJMfZt2CxCTz1ojzfHv7QMcjux2jKtZv4G9Xrn89fEOl3evtfuuLq3s3dt5d3bPxt56/FcvambUrlmnM1vfcfrRJZ/veL5pE2fPt129wHF4Bf7yq8ogG+pLXZPTri9WsL2lkOQzrS8xYDsP64iNEkJPw7eFP/jsd7a7zJ/7ZaNJ3ynwzb+N3FoQ4atpoemocOU/OUxOi0WjiNCHcTG6mJl2TpuE16dwebo+mRHNR80hTwj3hnmhaCY6CEd9KpxSUvAvfnu/Muwiugivfhe/O9+S7CB6CB+/Je/H9eE/BS/DiOd6XH8Rzgq/gywfwQ/ggPkAYKgzlR/EaPpQfJYQIIXwYP56fzIcJEUIEH8VH83F8lBAjxPAz+Xh+Lj9TiBfi+UR+Ib+ETxQWCYv4JH4Fn8InCSuFlXwqn8Zn8qlCupAO6438dj5T2Cps5Xfw2TzP7xB2Cbv4Pfw+/gC/R9gn7OPz+QK+kM8XCoQCXuBP8UW8IJwWTvPF/EX+Kl8slAgl/DW+lL/NXxPKhDL+Dl/OP+LvCBVCBf+Er+Sr+CdCpVDJv+Lf8B/4V8Jb4S1fy9fxjXytUC/U846wV9rwjkIrvpVgJ9jzKt6Ot+VtBQvBhjfnLXgT3kSw1xvx9rpWOnuhFbSAl96O2uvs9PaCnc6etxMIteNlehm1o7bETm9L7XS2ejvBVqcCO9YqW96a2BJrakut9bZ6a52tzloAPW/DW6ss1NbEQmVNLYi13oJa6yz01oKFzpq3EEw4+NtqC7WJykKFpS9NqAU10VvoTXQWOhPYOhPYulruA/dGU6t+y73VfFB/4GpVtepXXBX3Vv1K/UH1VlVLPpB6Wksb9fX6Sk2jrpKr1FSpq7hXqlfqt+St6gP9QGr1tbReV69vFBp1H2HPfBBqhbe6D7pX+rf6KvqKVpIq8kRVqapQP1GXcxXcB/4j/1b4ILzSvdVV6V/pK2kVfUIqSYXqiapcXaG+w5VztzV3NHrY41XCK6FSV6V7oq/UV9AntJxUkDuqclWZ+o66lCvjqng9XylUCU90lboK/RN9Oa2gd0g5KVPdUZWqy9TXuFLuquaappyv4MvhF72jK9eV6e/oS2kZvUZKSYnqmqpYXaIu4oq5cvjd7wjlQpnujq5UX6a/RktpCblGilUlqiJ1sfo0V8Sd0pzW3OTL+FI4Uq7pSnUl+mv6YlpCi0gxOa0qUgnq0+pCTuBK+ZtwNJUKJbprumJ9ib6IFtPTpIgIqtOqQrWgLuAKuQJNgeYiX8KOwCJdse60vkgv0NO0kAikQFWoylcXqA9w+VwRHKlFQrFwWlekE/Sn9YVUoAWkkOSrClQH1PnqfdwBbp9mn6YQju5CQRAKdIW6fH2B/gDNp/vIAbJHtU+1S71Hnc3t4grhTCgQCoV8XYHugD5fv48eoHvIPrJLtUeVrd6l3sFlc9s1OzQH4aw5IOQL+3QHdHv0+/S76B6aTXaRHaps1Vb1DvVGbit3gD/I7xMOCHt0+3S79Hv02XQX3UGyyVbVDtVG9VZ1JreRy9RkanL4XXw2nJU7dNm6rfod+o10K80kG0m6KlOVqk5Xp3CpXDafA2dutrBVt0O3Ub9Vn0k30nSSSVJV6aoUdap6JZfCrdCs1Gzit/Ib4WzP1G3Upesz9ak0naaQVLJSlaJKUq9UL+GSuI38JvAIG4V0XaYuVZ+uT6GpdCVJIUmqlaol6iT1Im4Jt1CzSJPGpzMvkqJL1a3Up+iT6Eq6hCSRRaolqkT1IvVcLpFLAW+TIqQKK3UpuiT9Sv0SmkQXkSUkUbVINVedqI7n5nLxmnjNUvBQS4QkYZFuiS5Rv0g/lybSeDKXzFTFq2LUM9XRXAy3hF/KLxKWCIm6Rbq5+kR9PJ1LZ5J4EqOaqYpWx6ijuGhusiZKMw8831whUYjXzdXN1MfrY+hMGk1iSJQqWhWhjlKP5yK4ufw8Pl6YK8zUxeti9DP10TSGRpFoEqGKUo1XR6jDuPFcqCZME83H8NHgWaN00boIfZR+PI2gYWQ8CVGFqUapQ9RB3CguGvxvlBAtROiidOP1EfowOp6GkDAyShWiClKPUg/lgrghmqGaCXwEPx48dphuvC5EH6YfRUNoEBlFhqqCVAHqoepBXAA3np8AXn28EKIL043Sh+iD6Cg6lASRANVQ1SB1gNqXG8T5anw1Gj6ERYIg3SjdUH2QPoAOpYNIAPFVDVJxal91P47jgiBiBAmjhKG6IF2Afqh+EA2gvmQQ4VS+qn5qTu3F9eO8NF6aQRBlBgkBgq9ukI7T++r7UY56kX7EU+Wl8lB7qrtzHtwgiEi+wiCB0/nq+uk5vRftRz2JF/FQeaq6qz3UXbjuXGdNF403RK9+Aid46frpPPVeeg/qSbsTD9JF1V3lqu6ibs+5cv14b95L6Cd46rx0HnpPfXfqQbuQ7sRV1UXVXu2qduHacy4aF40b78F3h+jYRddd56rvom9PXakLaU8cVS6qVmpHtT3XiuvOu0EE7S646rro2utd9S60PXUkLqSVylFlr26ltuPsOZXGTtOBd+XbQ9R10bXXOepd9K2oI7UnrYidyl5lq7ZTW3O2XHu+A0Tm9oKjzkXXSu+ot6etqB1kBLYqO5W12lZtwVlz5hoLTT1ppPWqRlKvblTVc43qek0jBzpNvapWVa+uVddztVy9pk7zQfNW81EDMUFTyzXSOugHkQAjAkYGiBBvNBApNJUavQbiAchPNG80TyA+VKoruSpVlfoVeaV6S9+SD/oPtFZXq4dYqWvkGyFiUr5eqONBJ8D/6aCNHtpS6EOgrwpyDvUjTQVXDjGgXAMRA+S3/CPNW+EN/0r3SqjSV+kqaaX+CXlCK1QVpFxdrrrD3VHf1pRxpeDrb2ogMoBcorkNGQx4f4wCGA0wKmB0wCiB0QKjBkQPjPFPhEc86AT4Px200UNbCn0I9FWVcCXqi5pirgh8f5EGIgXId/iLmjvCbb5MVyaU6kt11+g1fQkpocWqYlKkLlKd5k6rT2kErhB8fKEGIgLI1/hTmmvCVb5EVyIU64t1RbRIf5qcpoJKIIXqQlUBV6Au0ORzB8CXH9SA5wd5D/Tfg94dvTx6e/T66P0xCmA0wKgA0eE0ZDWnhVM86AT4Px200UNbCn0I9FVBTqfmNbu4bPDtORqIBCAX8LwGc6J8Xb5wQH9At4/u0+8he+gu1S6Src5W7eB2qLdrtnIbwYdv0oDHBzldsx0yRPDq6N3Ry6O3R6+P3h+jAEYDiAqYf+0ReB50AvyfDtrooS2FPgT6qtK5dHWaJpVLAZ+eooEIAPIOPk2zQ9jOb9VtFTbqN+oyaaY+naTTVFUqSVGnqFZyK9UrNEncEvDdSzXg6UHO5FdoMoVMPl2XLqTqU3UpNEW/kqykSaokskS9RLWIW6ReqEnk5oKPnqcBjw7yTM1CzUz02ui90YujN0evjt4dvTx6e/D6KyHjXCms4EEnwP/poI0e2lLoQ6CvCnJmdZwmhosGnx2tAQ8P8iI+TrNIWMgn6hKFufq5ungar59JZtIYVQyJVkerorgo9WRNBDcefPMEDXhykEM0kyEDB2+NXhu9N3px9Obo1dG7o5cHb4+58UwhjgedAP+ngzZ6aEuhD4G+qhAuRK3RjOKCwFcHacCzgxzFazRRwmQ+QhchjNeP14XRMH0ICaGjVKNIkDpINZQbqh6iCeAGgU8epAEPDnIYP0QTJoTyIboQYZR+lC6IBumHkqE0QBVABqkHqXw5X7WvhuP6ge/11oCnBtkT+nuiN0avjN4ZvTR6a/Ta6L3Ri4M3Hwo0MFQYwoNOgP/TQRs9tKXQh0BfFTCJuqfGg+sOvthNA54bZF++pwZZgtNxQj99P50X9dJ7Ek/qofIg3dXdVV24LurOGleuPfjcDhrw0CA7ajoD4YAXRm+MXhm9M3pp9NbotdF7gxdHbvEUevKgE+D/dNBGD20p9CHQV+XIOarbaFpx9uCD7TXgsUHuwrfRdBE68646V6G9vr3OhbroHYkjbaVqRezV9io7zk6t0thy1uBrbTTgmUE20ag0Juh90QujN0avjN4ZvTR6a/Ta4L2VnAtvpFFqlEBcSsjSlZCtKyFrV0L2roQsXgnZvJIzURuBNSVvAu1kglIn0yn1Mr2SyqiSyIhSJVMp1TK1kpNxSo1MQ4Ks1KykeWuD/ylp3kcqaX71SkAf68NKLKQxmzxnBbvLZ+DQGCx1gqVcX0/IlOFwJCyPXD7jORsWRMjDGdheKvfacbxSninDvq8nYIkSuTHK04KwhKmjJcq/+mLpVEmPZTHEMr+Vwd+XOf3V19ESh24R0q5XguedHyQZS4vc+QH7Jnhi2XOLNsyOGsuH7uiI8ipHLFsq6bHEhFRu4vsSo6scd3SUSj18tovywNJDWAL0iZUXN8ML5Re2qMdyr1iSGst9SGVCsWy1F4f2n1hhqY03Q1EONRFLp2KbqSahJm+GYnkNQvootfLAcCzfhCUxxxtgyXSUx8pQH8ymoNoixxKdUtnM0QZY7gltjmcltbkFKBsRLDsZk8K+O8Fyl5IeSx9IZRC+L02ZQGJSpBIExwxjN2MpMCwdeVRps2dRNsoH5KjHMqGEXDbEMhRSeUlifHCfzR60f1SJw/YdjrL9aS6W3MQ2M8ynmTscxbIPOJxfsI0uwnJqWLYxs6VwA4cYw7GhQv2YIpTFUvZSaUcsVy7cQJuZLbGcwttylG+2w3KFtytRHuaGZRIlPQ7Jl8qbf1/ScJgbXk4Rh8ZX9h3+5vth8sPfYN9KVkq9bw3KEQE4bHzFZ5S3jMGygZJeLL+PNm39sE0uKydIx2wZs4INgcdh5mOm2n0Vi/BNmxc97wltzuTqONQ3sjbhU7HUgFQSMCcBjhA2+Vn0PBzmL8qZK7DMnd1XlHPXY3k9SY9DxcUSf6HJ35fCy11v9xXLF2Bd+0m5Kz5LMg63F7/LpFycSkD8LlvzscSc+N3tz2BpO0mPw66lIdjfl6GzPzP8jTT8+c+rtyux3CiWiesMv8rXRyjv1qEeSwJiOX0cAi+VksOS++Jv1PkuDj8Xf9Pop2J5PTY8/2n0U+l4cNBzr6KLsGQrlk3L+CgdPw/foF48Tjq+wjJuUmm12x+lYy+DTQcgHpMD67E0WexmlP2+YEk0SY/DgaWhwd+XL/P7ErtZGpabTGNSsPwvlhero9yCE0vFKepQj6XkCJlNcWi2VILsApXOwToqlmJDecdXScYhrju+Suf1zsbFDYHhWEIZS3vl1Ep+4Gw96sXzXZweQir/hVMtiD4kpxaHGIu+pdU7LGkV5YGyogpLaUl6HKYqTc3wfdkrRVWUB5Ykwmkd5lTs6CjJONRX9I1zKnJuS74xQ4el40VfmlycfF3ypRk6cUoLscT99+Xlk4vvsDJQcH4JvxQ6WtoZo7x6X8Y+uXETM5SbHEY9lv/CUvA4/NbOmJXk3WefJ8WCjH049FWMEU22f1/6vsl2Kb6EZLqsfU4kGYedivHIhU1j8e/0Z2zYplj6ycACjFgrSCQbPDiFTCX/DcyUBmKqSFPyA6xbkObAQzKSTw6SQ7BeSrTA8v8NrJQGCPYg7sB8MmC6rqQbDu40MDSQGchIPRsG9t/ASz0b/CUDbvUng2E9i8wgM2F9lw2skpFz5Aw5S5TkAPmT7Cd/gGfeS3CqRyOC0/TJ2bBRnKDGHLZSSXLJTpJDskkW+R3+dxfZ/W2onJKcJqfISSKQE+Qv6NEMvg8OJVUSW9KE2BBrYkUsoUcBOcoGSBZCG3FIqT1IR+Db4kBJOUmC74tDJZWkC+lM1MSVdCId4ZMzcSKOxIG0Ia3h069kFVlJVpDlJBlspkBcwcGTa6F/B9hP7WE/KdkwUy826LQvfMokGeQ3kk7WkTTosYUNotxOdkAPcSCqB0g/wr7E4ahyshn28ibYy0piYEAMKPlKvpBGnLSQjGLDUkOgjdJAboBDpXBOyyAyggwnw8hQ0DewIXh1OMzWwNhAGjilIOLQKRwQpWBDWEPZgFbFt0F4OHxPTnzgV+PgV5OTl2y4XhVYeU/ekbfkDXlNXsGnAWy4qx8b5Kog/w2tUkJOVEmekafkCXkM/YfA741DYo3I94OuWkG7xWQRWUgWkESIwMr/GWin+G5on4INj53LBsvKvw2SnQlSORsEeAckHOxXxI6caDKNDZaNJXHwaRKJIBPJBDKejINPl0kJuUQukmJyAWxeIVe/DfAzMDIPxRMrxhgOtc3GHjirqAdOoXbPeDMoUG8CClD5kcN4glw3iTaFv+RkCvrrJqC6TkBhStaaNqJebgaHaKMprORkKh6sO8x6mcMxcAv1O8xAtYOAwpz4mB9EfRmOdo61aA0LlM1hEWsBZ1yKBdObWMIvWGcBh6yJ5WRYkBxLOID7Wuks4WgC2RIWfa3gbPa2Yvo7VuQPbYqV1goWID8jsLDS/mE1FxSot9SaWI2y1L7XwsJSu9XyPcomqB9lCaqu2rMWWgvtCYsTFtqzsGJzay431zpqYWGhfWHuaAHySAutOShAlaC1MNeaaV+ZDTfTDtf+bsZkUL3SDkfZzey8KeiPmmpNtedNYXVUO9pUa6JtabrURLtU+xLnrWppCqqWWlCYaBeZ2KD+hbHWWBtonAMLlE1gEWistdH2MNYagf6QkfaStpkRyM2MQA7VHkL5ktFbpbYZ6pXaJfjk/ELtQiXIC5VPFdqm2oEKrQIWIO/WPkW5qfInUKBerr0qt5Vr92thIdeOk+9H+apcKwMFqD5ok2Ugz5fNl2mTYaU11DaT+RhqK7SwwLlBK1BuhnofQ1D10d4w0Bpo98BpBrs1QpRBtUdriXItOAytJRzJWgIOogXRtteiDIv2BP6LzYrZHlwheDE2s9QZojaARSic/6TWYBMsRDnUoNYA/JKRITjwWoN1hmDRFZ25qwzkxwQWMhJvOEQGngv0MnJCdkIGx/4FdKMXZOPl4M0a5Ogm5CCvJ+NR7iiXKcBvNOBcgzMU3dBbdUPnW6HIVIA8A2eK6qYE1WByTAlyibJECV60BEfytzVqawRxJdIIZFgYg4/DmVbhBMJbawm92ezKl3TG3h6G53ob98ao00i/0k8Qoz6TT7QRPn2iX0H6RD7Sj+QNfQPrdxRk+pq+oXqCb3jB8hl9Th7Sh7B+Qp/TZxRkeh80t8g9eofcovdgfQs0t+jfpJSKr2sgFZMrtIQU0yuwLgZNMWjO0iJykp6E9WlaRM9SgZ6kx0FzmBynBeQwyMcpLg/TfPInFV/7QMoleZQnuTQP1rmgyQVNFs0mW+lWWG+n2TSLbqFb6QaCb3jBMp1mkDV0DazX0QyaTkGmv4Imiayky0kSZddiQJNElxEM2wlAMIvpAjab73yaQH8h+IYXLGfQWWQanQbrWDqLzqAg0ymgmUii6CQykUbBeiJoJtIJJIyKrzEgBZHRFCCXjoZ1EGiCQDOUDiP+1B+vWtBheG2Z+tOfQeNNfClEAeoLa2/QeNN+xIuKL0+Q3EgP6kHcaA9Yu4HGjXYnnWkX0oF2gHUn2oV2pu1pB+pM8A0vWLamDqQ5bQ7rVtSBtgY6aE5VoLEmP9AmxJr+AGtr0FhTK2JGzSm+jUHCchFKIHYDqqCEGgCmd2aY7vAdpgOafz/zmGCNMweJCM5mdJshIjumS+VMlmYnxoqYkh5nZclkKP96As6aIlYwFbFeyeYz7jh+WpCc4ThgUzAiOM6YhNU9UW/H0jdx1pqHrKqKWM3xDkPzBM8R3G0rR5b6/eqLKI8pIfYVkV1sIyI7QyiG5s5tsM0i9TS1BUs5sWomovkulq6mOYpYj+1XOeJMUFEMxz/bIY57MWR/YoUzeEh6rNooVsFR2GOVRLFaz2eG45gyY0VMRPyfWSpdw/r+O9sJQ3bUi8gezOaj3yLHqpCBLG3XysXZLVAez6oPilWZRawPYVgw2sCIcAzHKe3FEBxnysIeqPdhGOFMEOv/nZ0DsDuWIfgxw31k5poYhiAJDOURTUQ4R9wR2+AsEDYM5Y8qcZYGscK3iPWIPlipEdE8owDlDuaI4Fh1D6szor4VwymxGp/AkD2zJc66EM3wS7DFynxSNUcRu1Fe4XKz3dtynC0Bqx4i4hcw1NvO+kozVGCbr4/YflAjmhcxlA93E7Ee7Q9zw9nMhrNZuyv7YrXCvjUoRwQgpkt6xHexytoffRDBEVuxSl9EQN8aF4azcay9NKMCYrfdV+w7ZiodkwtYzC6rsCpxYnW6imFYJU5qg5X7n7A9Gz0PK+uLsxaIWC/CYE5C5gpJDk1GBG/OZLM01F9ncsYKxHppNgCscCb+3Um52zdL25O7HlG+ObNvliYiu9hGRHaURTQXa8al5W/N78suRWAlOURzX4byTc+IWI/t7c/gLHbi/vyT4fhbhuyd72KVd0mPlczESpDel7FymFixMvcJ4jheSsEqcYj4Dxi+t2R9pYr4IrKzY0YvojnzD6+wUpp4nHCvsAK6A0P5DFaRS5yJRcR68di7/XFgvXRM0k+I4DizHFY1Q70JQ/au9Yj1UgV3xG7x+E+mZ79I54XfF0R5vGSFfbGqltQGK4VzDOXrKFbyFmf1EbFePAcvUERz8dzc/RURHCtRYcUy1IsoL1aoesOQPacWK3OL5/viBqxWJVU4E7Eb5V/et3rnxWFFbawEhoj/keH7etZXqmKObWZ4ob7ZK0TzXxjKv3shYj279FiFMzGK/m0Oq7ok+sYMHWK6pEd8FysNuzxEBMfLmVi5KkNnAf4T5SWsvVR1G7Fb9MO/FN69IPnn5GJEebFCc/J1rCwltcEZ2+QM5TP24axriPVYiQqxXowF9nmI5mKMuLVDRHOUQzJRn8tQ3pKhvFSdWpprVKrQLMYgF1ZBSqpoZeCKyG70L7CLkPP/X0/pNKsDIwP4RbiVAfRaA/b+VxepF0CmJ6xFPJRBOonQJyPmDBBlgHlYk+W/ukcqBnayb0goIzYMHmUAfoh/MsA1hDYZ4BlCmuwbmMkAviYAfn1fwUYBUL+fVSs6CFtsSpCsjECbAyifyxBewfAeaccK5B8YumOVJzngPNa4QVgX60HZwP+3BHDHmlAOoBUvVjQDe4cYwh/5BvhGrNrRMlbraDmAugLSYTWrFNUV5JWA778ybJcDqjsTF9hDim8Ij1WPFAziO0Cq3AlkEeH7MSwWq0d5gjad1UXKhBRawUD+d5JFsuHvbmDovvkb4hux6lJurLaUB4C+4t+qOFjf5AurlPMZfz8G81hBCZFdATgQxOpQjYIeIqiPA6CVAxRilZ0akD6y+jnvQLJkdVHMwN5Y+PXGwK+n+K7ajpw0Y5VPfoD/94VfE+tWyYktq4tiDbo3rCLPS9CJlav8oLdYUwer9hiR/9Adq6UYsSpXgay21TAyHNouAJjHClc46/AdVi3nb5AS4bjASleK7yr1yAHusXrPPdAizsczxJcDwmP1olOgPcdq+GBNHsU3nMdLRQpWm6eE1ZmSf6uDNRG27Or/1OoBoB+PQL9ZBHpYxYhwT0Sgv/cv0Hsg6APX/wvxJkD111FmoC83A4hvBK4HOdrU6V+4l5vtMIPzcIcI9Lf+Bfpe5gz0fb6DeKB6lAH0y4Df4bCuswCuNwGul+C+taifbAksn/Md0OuA5RnQA9f3lSD+GUA8k2EB4P4HgruV9r0lcP1cEe6fWTGg32opAf0oBH0LbVdL4PoTWkcR6E+gfFaEeFC9QL0Z6Bm4vzIDfQLC/XLgfQb0wPXfgH64CPpuZgDuR01bAtUj0KN8HuF+KQL9S5OWCPQM9F8Yv0BwX4Rwv9Tk5b9wz4A+B1iegX4PBP1vEB8KVC/Kh4yA3y9pl4gQD1z/VoT7UNQvBH4HiH+KQP9UBPrdioHfgB5BHyD+J4R4OUA8yOO0+xHor8qB5ecjxAPXywDubYH3Gdw3Q30FAn2FCPR7DSWg90HQN9D2MfwP4iMM9qAMCgR34PeVwPWgtzSIQOj/D+hb4AKBfsQ3qjeAAxyAPhRlhPtaVGwSgZ7p1yHQxxsC16/D/zQQ4X6TCPSPDV3/BXpXGbD8EOB6OBnGyy9gpTsG9ydk6/HiHwP68XIA944I7sDvigaMEwzu18sZ0Ff8C/TdEPSB65XA9SXI70oA+hKUj+E1WPEEIuki3CPoI9Rf6sugvtmtb1DvLUI9vAgmdV9FqAe/9glf38D+HQP7j+CXPiLQU7yg+E6Ee/oMfM0zeD0BCaH+ISzvMbC/T/FiH/qMUnj9TUsB7m+BdIdcA/kKvSJCPWxvMb5AApjHx0UA7M9CJCxiIC9AHDlNBBHqIUIchlc+SAD1ZB+gPMJ9LizzIGrtg6iFl5dzaZYI96DbDjIAPt3KoH4LTWdYn4F4T9YxsE+HmJIBIP8rfFoDv+AaEepZtb0ksgwkLQT9BQzsF4Pf0yLQw6f54D8Z3NMZ7ML4DBILEkL9NFhGMbCfAutJkANEQRwIIxNoGMD9RJAmkTEgj6ajRaiHuB2EL5AA5kkAA/uh4POHAcj/DJ/w0TF/EerZRV5v0g8kgHriCSiPcO8Gyx7gH/GSNF7+7k47A9y7geRBOoEMgA+Ij1DfnrZmWO+AeE9aMbBvDZHbAUBeBZ+aQ4xuLkI9y0SsiRVIgPXEGGDejOJUw+YUr23jdSbMYYKsuohTiuMNvrXcyVItd3Lt2V96g9wXZPH++w0FITHr+hh0ZwlW3Lquy9t9u99BtKgfza4KLE6PW9fd4BiD+Z3bU7JPyQ+bovzpkGH+JlOOTTmxKA/1D+UoL8neuf2Y7LAp9v10qPrIS7NNpmjTML/q9F6b7CYoLz+Lcn4TbJN4dvnZ7CazmmHf/pev3jjScmcHlNMepD/I7tDdgd0fL0O9riXKR270vzyr2c4ObKrQB2celHXI7oA20x/8VTnQrWsPlDdVbXrfwbelL8r73597Nae3pE+sGtBjILuH9VcltvH1Y9PxfNj/vqXv1hEMdD/trHMKboxE2fPL2C81keNYgr6qAfWdglFOqTv6aeuIxkjs6/nF4+vs6JpItD/2yyFaOMdnLsonKMoD5mKbAvjkM9dumYh4J+iJlUYMNvzBvunmmLUMtJj++Ep2Lw+SVrtlRmzqJf8v8i/bt5huFu0X1a/Z/SCPQUXduvdlhU8Lxe84oaZ1vqRfUXczb81u7FtUj23cT6L8/O3+908LCy6i/XH6TVU3LklyalXxpRuXxP1z//Gqm2G3xf1ZfMPnqf9TlK/eiLu7sVzSzw== 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Perhaps you don't deserve to breathe
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Marsh Posté le 14-07-2007 à 02:23:44    

tu utilise pas internet explorer 5 ou tu as pas téléchargé l'extension IE Tab pour FireFox ou pas accépté l'instalation du control activeX :d

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Marsh Posté le 14-07-2007 à 11:54:28    

pwah, pas envie de télécharger l'extension IE tab :D


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Perhaps you don't deserve to breathe
Reply

Marsh Posté le 28-08-2007 à 12:46:54    

un petit point sur l'avancement des traveaux :
 
- la Gare est presque fini, il me reste à faire les pneu, le rail équilibreur avec les trompètes, le quai, le planché à l'intérieur de la gare
- le P1 est monté et posé, il me reste à mettre les échelles et les passerelles
- le P2 est monté avec les supports des passerelles, il me reste a mettre les échelles et les marches des passerelles
 
 
voici une animation présentant le P2 http://www.dailymotion.com/video/x [...] s_creation

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Marsh Posté le 15-09-2007 à 01:05:05    

et voici une nouvelle présentant ici la gare G1
 
--==>> ici <==--

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Marsh Posté le 15-09-2007 à 23:21:02    

et voici une nouvelle video avec une suspente que vous trouverez ici
vous le trouverez ici

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Marsh Posté le    

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