There has been a murder!
Crazy Dan, one of the members of the Puzznk rock band, was found dead on the ground after a wild party with the other band members last Saturday. He didn't die of an overdose either: he had a knife sticking out of his back.
Detective Inspector Jorkins is in charge of the investigation; her officers have arrested the other three band members - Mad Jason, Drunken Carl, and Jumpy Mick - and brought them in for questioning. But the alcohol and drugs must have addled their heads, and none of them is able to give a coherent story of what happened on the night of the murder.
Mad Jason says:
I dunno, man. We was talkin' about the big performance we had planned in Tokyo in a few years' time. Dan was yellin' about what a flop it was gonna be - said the date was unlucky. I dunno what's wrong with 19/11/20, but he was goin' on about how the only reason the Berlin one went so well was that it was on 11/03/08. Loada rubbish if you ask me.
Drunken Carl says:
Yeah, that was one hell of a party. Haven't been so stoned since our American tour in 2005, when we had a gig in Caracas on the 9th of August and then one in New York on the 18th of September. And already we'd hardly recovered from the one in Hong Kong on the 12th of December the previous year. This Saturday night was a blur - I don't remember nothing of what Dan did.
Jumpy Mick says:
I'll always remember Dan as he was in our last really big show, in Lisbon. It was June the 12th last year, and he was magnificent. The year before that, we was in London on April the 5th, but that weren't such a good year. Oh, I remember! His finest hour was way back in 2009, October the 9th I think it was. We had a great time in Sydney - don't think I've ever seen Dan so happy since.
Jorkins is stumped. She can't work out which of the men is guilty of the murder of Crazy Dan.
Can you identify the killer?
Note: I write dates in dd/mm/yy form. Hints will be added if necessary.
Hint 1:
this puzzle doesn't reflect a realistic scenario, and isn't solvable 'in-universe'. The solution involves putting together parts of all three men's testimonies in the correct order so that an enciphered message emerges.