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Posté (modifié)

nous ne cherchons pas de personnage ayant vécu ni d'empereur.....

Mais il s'agit de trouver la maigre contribution Romaine à l'astro quoique l'idée n'est peut être pas d'eux non plus à l'origine!;)

 

comme chantais Renaud dans son HLM "C'est vous dire s'ils sont C..!"

 

focalise plutôt sur :

la double erreur...........

 

voire confusion..........

Modifié par chab
Posté
aquilifer.gif L'aquilifer (porte-aigle, porte-étendard) était un sous-officier d'élite. Il portait l'enseigne de la légion romaine , I'aquila, un aigle en argent ou argenté, aux ailes déployées, serrant dans ses griffes des foudres. L'aigle était monté sur une hampe de bois munie, à sa partie inférieure, d'une pointe à cran d'arrêt (permettant de ficher l'étendard en terre) et, vers le milieu, d'un crochet (pour le porter et pour l'arracher de terre). L'aigle ne servait jamais de moyen de signalisation; il était conflé à la première cohorte de la légion.
Posté

j ai trouvé ça....voir ci-dessus

cela n a rien à voir mais tant pis, seul rapport visible avc l'Astronomie, l'Aigle

Posté (modifié)

ce n'est pas l'Aigle romaine........

les noms se réfèrent bien à l'astronomie

et ça ne porte pas un PIAF;)

Modifié par chab
Invité Julie Charland
Posté (modifié)

 

A propos de la médaille, j'ai trouvé une image sur le site "fotosearch"

 

1158985.jpg

 

Bonjour ygogo,

Il s'agit effectivement de cette image:cool:

 

Bonjour chab,

Oui, le poste initié par moi sur la maigre contribution romaine à l'astronomie est devenu, grâce à ceux qui y sont intervenus, vraiment très intéressant.

Modifié par Julie Charland
Posté (modifié)

Je pense au calendrier romain...et ce fameux mois de février de 28 jours, qui tire son nom de Febro, le dieu des morts. Le mois était donc considéré comme maudit.

Il y eu de nombreuses versions (304, 354, 355 jours...) avant d'arrivée à une durée de 365,25 jours, la calendrier Julien (sous Jules César).

Modifié par Smith
Posté (modifié)

alors; ça aurait pu être ça en effet: ce mois est néfaste pour les Romains......

de plus ce mois fut objet de nombreuses modifications et d'erreurs mais c'est pas ça:confused:

 

ni même Fabro..............

 

on devrait trouver sous peu plusieurs noms dont celui d'un maudit...............

indication et c'est la dernière:

 

Les romains héritèrent des grec (bien sûr de cette erreur) mais ne cherchèrent pas à l'approfondir.....

Modifié par chab
Posté
Je pense au calendrier romain...et ce fameux mois de février de 28 jours, qui tire son nom de Febro, le dieu des morts. Le mois était donc considéré comme maudit.

Il y eu de nombreuses versions (304, 354, 355 jours...) avant d'arrivée à une durée de 365,25 jours, la calendrier Julien (sous Jules César).

attention , calendrier et jour julien sont différents :)

d'aprés l'IMCCE -http://www.imcce.fr/langues/fr/

 

Le calendrier julien est, dans ses principales dispositions, conforme au calendrier romain réformé par Jules César. Dans l'usage moderne, on l'emploie avec l'ère chrétienne dont l'an 1 fut la 47ème de cette réforme julienne.

Ce calendrier est de type solaire. Il comporte deux sortes d´années, les années communes de 365 jours, divisées en 12 mois de 31, 28, 31, 30, 31, 30, 31, 31, 30, 31, 30 et 31 jours, et les années bissextiles de 366 jours dans lesquelles le deuxième mois est de 29 jours. Les années bissextiles sont celles dont le millésime est divisible par 4; une année sur 4 est donc bissextile.

La durée moyenne de l'année julienne (365,25 jours) est une approximation médiocre de celle de l'année tropique. Il en résulte que les dates des saisons se décalent d´environ 3 jours tous les 400 ans, soit d´un mois tous les 4000 ans.

Le calendrier julien a été en usage dans la plupart des nations d´Europe jusqu´au XVIème siècle.

Il a été remplacé ensuite par le calendrier grégorien mais il est encore utilisé de nos jours pour déterminer les fêtes religieuses orthodoxes.

Vous pouvez à titre d'exemple aller sur cette page qui se charge via un plugin Tcl/Tk de convertir toute date du calendrier en jour julien et vice versa.

et

http://fr.wikipedia.org/wiki/Jour_julien

Posté

Perefog !:)

tu n'y es pas!

RIEN à VOIR avec le calendrier!

 

il s'agit d'une confusion, d'une erreur"(introduite sans doute par les grecs) acquise par les romains ......

à trouver :

  • cette confusion
  • différents noms propres liés à cette confusion( dont celui d'un "maudit" )

Posté (modifié)

bravo écliptic !

Avec un tel pseudo tu ne pouvais que trouver!;)

 

tu peux faire "péter les smiley"!!!!

 

les romains voyaient en Venus deux astres différents Vesper , l'étoile du soir et Lucifer le porteur de lumière l'étoile du matin............

ce dernier est resté dans notre culture judéo-chrétienne :

l'ange de lumière qui devin un ange déchu.........

 

cette confusion les grecs l'auraient aussi commise un temps en nommant Vénus Hesperos et Phosphoros:)

 

 

Perefog:be:

tu n'étais vraiment pas loin avec ton "aquilifer" mais c'est pas un "piaf" qu'il s'agissait de porter mais "LUX" la lumière!;)

 

allez HOP énigme suivante............................

Modifié par chab
Posté (modifié)

Très intéressant ce lien !!

Merci Ecliptique :)

(va falloir s'en rappeler histoire de briller en soirée :cool::p, surtout la nuit dehors :D)

 

A moi, A moi :) !!!

 

Que représente ce schéma :?:

6829911434_af87ba7295_m.jpg

oh !! il devrait être animé celui-là !! (il doit être en grève :()

"si j'aurais su j'aurais" mis le mois de Mars ;)

 

 

Ah sur mon ordi je vois Irish :)

(sûr qu'il va nous trouver une belle animation animée :))

 

 

Oups !!

Ecliptique tu as dégainé le premier !!

 

On met ma question de côté :)

Modifié par yui
Posté
En attendant le prochain quizz :

 

Quel est le nom du plus grand microscope au monde?

(Pas difficile).

 

Hello !

 

Le LHC ? Il n'a pas de lentille, mais permet de voir l'infiniment petit mieux que quiconque. Et il est lui-même particulièrement grand :be:

Posté
Très intéressant ce lien !!

Merci Ecliptique :)

(va falloir s'en rappeler histoire de briller en soirée :cool::p, surtout la nuit dehors :D)

 

A moi, A moi :) !!!

 

Que représente ce schéma :?:

6829911434_af87ba7295_m.jpg

oh !! il devrait être animé celui-là !! (il doit être en grève :()

"si j'aurais su j'aurais" mis le mois de Mars ;)

 

 

Ah sur mon ordi je vois Irish :)

(sûr qu'il va nous trouver une belle animation animée :))

 

 

Oups !!

Ecliptique tu as dégainé le premier !!

 

On met ma question de côté :)

 

Salut yui,

 

Ca sent le troyen terrestre cette affaire :refl: 2010 TK7 ?

Posté (modifié)
Salut yui,

Ca sent le troyen terrestre cette affaire :refl: 2010 TK7 ?

Presque ;)

(tu peux d'ores et déjà raffler la moitié du point :))

 

Mais c'est troublant car je vois que sur le wiki de 2010TK7 on le présente comme le premier satellite troyen de la Terre or mon truc à moi a été découvert avant :)

 

il faut dire que mon truc à moi est qualifié de satellite tout court ou de "compagnon"...

 

(au fait cela n'a rien à voir mais je rappelle qu'en russe "compagnon de route" se dit "Spoutnik" :))

Modifié par yui
Posté
Perefog !:)

tu n'y es pas!

RIEN à VOIR avec le calendrier!

 

il s'agit d'une confusion, d'une erreur"(introduite sans doute par les grecs) acquise par les romains ......

à trouver :

  • cette confusion
  • différents noms propres liés à cette confusion( dont celui d'un "maudit" )

je répondais pour souligner les differences entre le calendrier et le jour julien, pas du tout a l'énigme :)

Posté (modifié)
je pense à un lampadaire , au tableau de diffusion ,au Graphique. Données photométriques d’un luminaire correct : pas d’émissions lumineuses dans la demi-sphère au-dessus
de l’horizon.
(on note toutefois une émission horizontale excessive : éblouissement)
Graphique. Données photométriques d’un globe : fortes émissions lumineuses dans la demi-sphère au-dessus de
l’horizon.
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[/IMG]
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[/IMG] 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