Then don't just show up like that and break my train of thought! Are you acting in a play? Regin: Shhh! Oh, you didn't say anything. But what if everything was the other way around? Perhaps it's "space" that moves, while "time" is the one that's set in stone. Regin: We're used to thinking of "time" as something that flows, and "space" as something static. (Talk to Regin) Regin: I'm onto something. It takes one day for half a reservoir of algae to grow into one whole reservoir.ĭialogue Day 1 Speak with Regin at the Goethe Hotel.How many days would it take for the algae to fill half of the reservoir?.In either case, the treasure will be behind the gold door. If the silver door lies, the gold door will be actually saying that the treasure is not behind the silver door, only to be reversed by the silver door. If the silver door speaks the truth, then the gold door will be lying in saying that treasure is behind the silver door.Which door should Sampo - Tall, Blue, and Handsome - open?.Now since he can see the white flower on Hook, he will be able to guess correctly that he has a purple flower. At this point, Julian, based on the fact that Luka cannot make the guess, should be able to conclude that he and Hook has one white and one purple flower. Luka cannot either because he sees one white flower and one purple flower in front of him. Trailblazer is blindfolded so he/she cannot make the guess.The value can be found by counting the number of circles in the numbers in the left hand side.If he is not the good man, then what he says will be real. Phillip cannot be the good man since what he says will be false in this case.This would make Chris the thief, which contradicts the scenario that there is only one thief. If Jack is the thief, then Jack should be telling the truth.Since Jack is not the thief, this contradicts Gepard's statement. If Chris is the thief, then Jack is telling the truth.Who was the thief that stole the Limesteins' wheels?.A simple equation of 3 x + 4 ( 42 − x ) = 154.This means the cardinality of the two sets are the same. Instead, we note the fact that there exists a bijection between the set of prime numbers and the set of natural numbers, that is, for each prime number there is one corresponding natural number, and vice versa. Since both counts are infinite, the conventional sense of 'counting' no longer applies.Which are there more of: prime numbers, or natural numbers?.The following are some unofficial explanations for the quizzes. The answers for the Ministry of Education Quizzes are:.The answer for the question on the first day is "The same.".Help Regin test the question bank reserves of the Ministry of Education Officers.Tell Regin the good news (if answered correctly).
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