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J'apprends à compter avec audiofanzine

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J'apprends à compter avec audiofanzine
Dans la série "jusqu'ou peut on pousser la débilité", je propose un jeu instructif et ludique (forcément pour un jeu...).

le but est de compter aussi loin que possible, avec la contraine de trouver une illustration à chaque pas.

exemple :

Afficher le sujet de la discussion
Un petit Cessna

1c790d968dc010feaa8584d46a5ab4b212d0fd7e

Incrédule sur tout, sceptique sur le reste

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

 "Les gens d'en bas qu'il faut respecter". M. Barnier

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Dans l'autre sens.
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Encore un Cessna.

Sonic: pas toujours facile, je regarde d’une part les immatriculations américaines en N#####, d’autre part au petit bonheur. Quand c’est Une compagnie aérienne qui a un lot d’immatriculations suivies, on se tape le même avion pendant 3 pages.
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J'ai trouvé un hélico pour changer : Bell UH-1P Iroquois. L'immat' est pas bien visible mais c'est bien le bon chiffre ;)

Incrédule sur tout, sceptique sur le reste

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What your values mean
Your blood pressure is: Ideal!
But regarding your systolic (upper) value your blood pressure is rather: Prehypertension / High normal

If you are getting two different types of classification for your blood pressure it is more likely to chose the one that is considered worse, e.g. if your systolic (upper) value is 'normal' and your diastolic (lower) value is 'high normal', consider 'high normal' as your classification.
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J'ai pas été vérifier mais il parait que c'est le cockpit d'un Beechcraft B2000




Sinon j'avé ça aussi



Incrédule sur tout, sceptique sur le reste

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Northrop T38, non ?

Incrédule sur tout, sceptique sur le reste

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Di-t-butoxydiacetoxy silane

Melting point: -4°C
Boiling point: 102°C 5mm
Density 1.02
refractive index 1.4040 [25°C]
Flash point: 95°C
Specific Gravity 1.02
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« Ce n'est pas sur une montagne qu'on trébuche, mais sur une pierre. » - Proverbe indien

Mes photos ici

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Bon, ben là, ça se voit bien que c'est un Northrop T-38 :-D

Incrédule sur tout, sceptique sur le reste

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