The quote "Well, king, you guess this case is closed" is attributed to the character of Sherlock Holmes in Arthur Conan Doyle's story "The Adventure of the Sussex Vampire." In this story, Holmes addresses the King of Bohemia, reflecting on the resolution of a complex case. The phrase encapsulates Holmes's confidence in solving mysteries and the closure of the investigation.
"Case closed" means that something is wrapped up or completed. Additionally, it is usually a cliche said at the end of detective dramas.
"Case closed" means that something is wrapped up or completed. Additionally, it is usually a cliche said at the end of detective dramas.
it will either be open or closed universe look it up
Sorry we are closed
That would be the King of Siam as portrayed by Yul Brynner in The King and I.
"Case closed" means that something is wrapped up or completed. Additionally, it is usually a cliche said at the end of detective dramas.
John Hancock
John Hancock
"Case closed" means that something is wrapped up or completed. Additionally, it is usually a cliche said at the end of detective dramas.
The bad news was that the king said that the habitation was closed...
jerry lee Lewis
It means the case is over, it has been decided, it is closed.
Yes it's a closed syllable.
I have No idea . However at his funeral servive the preacher in closing said Peace be to his ashes, and rest be to his soal. But Dr King was in a casket. So was it his ashes in the Casket or his Body. I have googled this question with no solid answer given. I guess only His family knows the answer to this question. It doesnt really matter. I guess Because no matter what the case may Be His living Body during his lifetime and His memory now seen through his glorious speaches He is an inspiration for the ages . RIP Dr King !
The lines are . . ." Oh, yuck," Grover said. His eyes were still tightly closed, but I guess he could hear the thing gurgling and steaming. " Mega-yuck."
it will either be open or closed universe look it up
a subspace is said to be closed if it's complement is open. But a set may be neither open nor closed.