ChatterBank7 mins ago
Listener No 4270 Alma Mater By Oyler
39 Answers
Full marks, Oyler! Sheer joy to have a numerical Listener with a theme. I never thought I would open the thread for a numerical. This will make our Listener year!
Yippee - great fun!
Yippee - great fun!
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I found this quite tough; headway into finding the first value was slow but the rest of the values came out reasonably easily after that.
I'm afraid I 'cheated' and didn't use modular arithmetic to solve the 'last 2 digit' clues.
Final stage was interesting!
Thanks Oyler for a decent workout
I found this quite tough; headway into finding the first value was slow but the rest of the values came out reasonably easily after that.
I'm afraid I 'cheated' and didn't use modular arithmetic to solve the 'last 2 digit' clues.
Final stage was interesting!
Thanks Oyler for a decent workout
The number work wasn't too bad once you found the right starting points (the preamble information helps tremendously in that regard), though took a bit longer to find the right thematic dates and their second appearance in the grid. This last step isn't necessary, perhaps, which is a pity as it ties the whole thing together. Never mind, a good exercise in logic from Oyler.
Nicely put together and excellent use of theme to tie the elements together, but, if I can do it in an hour in my office with a calculator, then even the most numericophobe should think about giving this a crack. Many thanks, Oyler, for the fun and pleasure of having something quite so approachable.
Contrarian, I suspect that your 'cheating' was the way all of us who solved quickly proceeded. Is it 'cheating' if you see a direct way to a solution and make a few correct assumptions? I know there is a lot of discussion of this but, to my mind, 'cheating' is going to the other website and saying 'I have C?A?L?T?N' for 99dn. What is the answer? (borrowed that idea from Alan Connor's 'Two Girls on One Knee' which I thoroughly recommend!) He has some interesting comments on 'cheating'. I maintain that on this thread we give ourselves the opportunity to react to a puzzle without that dull three week wait but studiously steer clear of cheating (with the rare exception - to which we quickly react and even ask for deletion).
I made a lucky, inspired, or perhaps obvious stab at how the numbers and letters lined up, after which the grid fill took perhaps 5 minutes. Having girded my loins for battle, metaphorically, I was thus all dressed up with nowhere to go. This left more time than I was planning to spend with the weekend's house guests.
dr B, you obviously have less fat fingers than I do ... even with my calculator by my side and having made most of the likely stabs, I took a tad longer than 5 minutes. But then again, I'm tickled pink that I managed to complete a numerical. (My downfall this year was the Radix. What a pleasure this sort of puzzle is instead!).
For what it is worth, I agree wholeheartedly with ruthrobin. A little focused "cheating" (in the loosest possible sense) at an early stage meant I could engage more quickly with the gridfill. By contrast, the Radix puzzle (for which I most certainly didn't brush up on base 24!) required, for me, rather more use of a bashed-up BBC.
Ruthrobin,
You are right, of course, that there is an important difference between taking a short cut to a solution by writing a computer program, and simply asking someone else to provide the solution. The fact is, though, all of these Listener numerical puzzles have, or ought to have, an ideal, elegant solution path that is reachable without computer assistance.
Here I took the lazy route, as I did with Radix's 'Boxes' puzzle from a few months ago, of writing a short program that just sifted through all the various possibilities to come up with the answer. The fact that this is not the ideal, intended solution path is a point in its disfavour.
You are right, of course, that there is an important difference between taking a short cut to a solution by writing a computer program, and simply asking someone else to provide the solution. The fact is, though, all of these Listener numerical puzzles have, or ought to have, an ideal, elegant solution path that is reachable without computer assistance.
Here I took the lazy route, as I did with Radix's 'Boxes' puzzle from a few months ago, of writing a short program that just sifted through all the various possibilities to come up with the answer. The fact that this is not the ideal, intended solution path is a point in its disfavour.
If a puzzle can only be solved by writing computer programs it won't be published. You only need at most a scientific calculator for this one as indeed is the case for probably all my puzzles! It seems to me that some solvers just want to solve a puzzle as quickly as possible and move on to doing something else. Try savouring them a bit!!!