MB : Good.
What is the what is the debate?
(Q – BluePanther: there is no debate Michel, sorry, it's Blue Panther. I propose a ketchup game where Mayo, quite simply, I don't know if you know the “burger quiz”?
MB : Ah, I saw that once or twice, it made me laugh.
(Q – BluePanther: There you go, it’s on Canal Plus. At the time, it was very funny. Well, these are questions that are a bit “Mission Impossible” in general and therefore I played a little with words when talking about “mission impossible” and “Midits impossible”.
And there are Midits, in fact, who are disturbing, not because they reveal truths to us and who are... on the contrary, in general, when we have Midits who "annoy our feet", it's is saving.
But here, these are Midits which are downright impossible. Well, in any case, from my point of view, they are impossible, so let's do it!
The first.
“The puzzles are independent. After you added, except 2 already well the 2 they are a little contradictory but let's move on, we'll say except 2”: this is impossible for several reasons. This is impossible because the measure is already used in 3 puzzles, so does that mean that you consider that the measure potentially is not part of what you call independence?
Because already…
(Q – BluePanther: there is no debate Michel, sorry, it's Blue Panther. I propose a ketchup game where Mayo, quite simply, I don't know if you know the “burger quiz”?
MB : Ah, I saw that once or twice, it made me laugh.
(Q – BluePanther: There you go, it’s on Canal Plus. At the time, it was very funny. Well, these are questions that are a bit “Mission Impossible” in general and therefore I played a little with words when talking about “mission impossible” and “Midits impossible”.
And there are Midits, in fact, who are disturbing, not because they reveal truths to us and who are... on the contrary, in general, when we have Midits who "annoy our feet", it's is saving.
But here, these are Midits which are downright impossible. Well, in any case, from my point of view, they are impossible, so let's do it!
The first.
“The puzzles are independent. After you added, except 2 already well the 2 they are a little contradictory but let's move on, we'll say except 2”: this is impossible for several reasons. This is impossible because the measure is already used in 3 puzzles, so does that mean that you consider that the measure potentially is not part of what you call independence?
Because already…