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 Forum index » Diversions » Perplex City Puzzle Cards » PXC: Silver Puzzle Cards
[Puzzle] Silver #238 Riemann
Moderators: AnthraX101, bagsbee, BrianEnigma, cassandra, Giskard, lhall, Mikeyj, myf, poozle, RobMagus, xnbomb
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EvilGenius
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Joined: 04 Mar 2006
Posts: 227
Location: Vancouver

Hee hee, ALISDAIRPARK! I told you my grammer sucks but that statement put together with yours about my grandama gives me an image I could do without Shocked Thanks for not noticing the stupid possessive 's on "Canadians." I actually spelled grammar wrong every time today - what a retard. Maybe I'm not the right person to be proofing this card Very Happy

PostPosted: Fri Mar 10, 2006 7:39 pm
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Guin
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Joined: 11 Jan 2006
Posts: 400
Location: Antartica

have we decided on a format for the proof?

is it a final version or the one with [sic] inserts?

I only ask as I am getting my bro to look this over using his editorial knowledge.
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PostPosted: Fri Mar 10, 2006 7:41 pm
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ALISDAIRPARK
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Joined: 27 Nov 2005
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EvilGenius wrote:
.... Thanks for not noticing the stupid possessive 's on "Canadians."
errr yup didn't notice, which is why I'm not doing the proof!
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PostPosted: Fri Mar 10, 2006 7:44 pm
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magicmancraig
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Joined: 29 Nov 2005
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Guin I think you should get your bro to look at the [sic] version, because I think thats what it means by proof. Very Happy

You could get him to write down both.... Wink
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PostPosted: Fri Mar 10, 2006 7:52 pm
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EvilGenius
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Joined: 04 Mar 2006
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Location: Vancouver

I'm gonna try both ways since the corrected passage would be easier to match with the reference answer. For example the first sentence doesn't need the word "other" in it. Should I take it out or put a [sic] after it? A real editor would cross it out (a possibility that we have yet to consider). How do you properly append [sic] to incorrect brackets, one after each of them or just one at the end of the construction? Beats me. The use of [sic] is to highlight pre-existing errors in quoted material from another author and I'm not convinced that what we are trying to convey. I have no good argument one way or the other and feel we should try both until something works.

PostPosted: Fri Mar 10, 2006 8:44 pm
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EvilGenius
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Joined: 04 Mar 2006
Posts: 227
Location: Vancouver

Tried this:

Spoiler (Rollover to View):
Prime numbers are numbers that cannot be divided by any number except themselves and 1. For example, 2, 3, 5, 7, 11, 13 and 17 are all prime numbers. Aside from their theoretical interest large prime numbers have become increasingly important in day-to-day life since they underpin the cryptography that allows secure transactions to take place on the Internet (such as encrypting your credit card details when you buy online).

While there are standard techniques to discover new primes and, more importantly, check whether a number really is a prime, mathematicians have not been able to discover if there is any order to the way in which primes are distributed. However, the German mathematician G.F.B. Riemann (1826-1866) noticed that the frequency of primes is highly related to the zeta function, now known as the Riemann zeta function.

[EQUATION]

The Riemann Hypothesis is that 'the real part of any non-trivial zero of the Riemann zeta function is 1/2.' It sounds complicated (and it is!) but a lot rests on whether his hypothesis is true. There are many equations in abstract mathematics that have been solved on the assumption that the hypothesis is true and, if it isn't, then not only would we have to look at those equations again, but it would also imply that there is a certain order to primes.

(As of 2004, the largest known prime was 7235733 digits long!)



Tried this:

Spoiler (Rollover to View):
Prime numbers are numbers that cannot be divided by any other [sic] number except themselves and 1. For example, 2, 3, 5, 7, 11, 13 and 17 are all prime numbers. Aside from their theoretical interest, large prime numbers have become increasingly important in day [sic} to [sic] day life since they underpin the cryptography that allows secure transactions to take place on the internet [sic](such as encrypting your credit card details when you buy online).

While there are standard techniques to discover new primes, [sic] and [sic] more importantly, check whether a number really is a prime, mathematicians have not been able to discover if there is any order to the way in which primes are distributed. However, the German mathematician G.F.G. [sic] Riemann (1826-1866) noticed that the frequency of primes is highly related to the Zeta [sic] Function, [sic] now known as the Riemann Zeta [sic] function.

[EQUATION]

The Riemann Hypothesis is that 'the real part of any non-trivial zero of the Riemann zeta function is 1/2.' It sounds complicated (and it is!) but a lot rests on whether his hypothesis is true. There are many equations in abstract mathematics that have been solved on the assumption that the hypothesis is true – and [sic] if it isn't, then not only would we have to look at those equations again, but it would also imply that there is a certain order to primes.

(As of 2004, the largest known prime was 7235733 digits long!)


Tried this:

Spoiler (Rollover to View):
Prime numbers are numbers that cannot be divided by any other [sic] number except themselves and 1. For example, 2, 3, 5, 7, 11, 13 and 17 are all prime numbers. Aside from their theoretical interest, [sic] large prime numbers have become increasingly important in day [sic] to [sic] day life since they underpin the cryptography that allows secure transactions to take place on the internet [sic](such as encrypting your credit card details when you buy online).

While there are standard techniques to discover new primes, [sic] and [sic] more importantly, check whether a number really is a prime, mathematicians have not been able to discover if there is any order to the way in which primes are distributed. However, the German mathematician [sic] G.F.G. [sic] Riemann (1826-1866) [sic] noticed that the frequency of primes is highly related to the Zeta [sic] Function, [sic] now known as the Riemann Zeta [sic] function.

[EQUATION]

The Riemann Hypothesis is that 'the real part of any non-trivial zero of the Riemann zeta function is 1/2.' It sounds complicated (and it is!) but a lot rests on whether his hypothesis is true. There are many equations in abstract mathematics that have been solved on the assumption that the hypothesis is true – and [sic] if it isn't, then not only would we have to look at those equations again, but it would also imply that there is a certain order to primes.

(As of 2004, [sic] the largest known prime was 7235733 digits long!)


Nothin' GRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRR

BTW - just for the hell of it I did a high-res scan of the card and photoshopped it six ways to Sunday - no hint of anything lurking in the gradient or elsewhere that I discovered. Maybe there is a hidden message that can only been seen when soaked in human blood. Won't belong before I'll want to investigate that. Evil or Very Mad

PostPosted: Sat Mar 11, 2006 12:40 am
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Bendover
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Joined: 06 Mar 2006
Posts: 111
Location: San Jose

I know this sounds redundant but has any one copied and pasted the theory description from the Clay site. their wording is in a totally different style and omits some extranious language and description.since we seem to be on a grammer/semantic bent it might be worth a shot since that is the "official" language of the Reimann challenge http://www.claymath.org/millennium/Riemann_Hypothesis/

PostPosted: Sat Mar 11, 2006 1:41 am
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Guin
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Joined: 11 Jan 2006
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Location: Antartica

Bendover wrote:
I know this sounds redundant but has any one copied and pasted the theory description from the Clay site. their wording is in a totally different style and omits some extranious language and description.since we seem to be on a grammer/semantic bent it might be worth a shot since that is the "official" language of the Reimann challenge http://www.claymath.org/millennium/Riemann_Hypothesis/


Tried it

(In the style of Little Britain)

Computer says no!
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PostPosted: Sat Mar 11, 2006 5:15 am
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hairysocks
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Joined: 09 Jan 2006
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Location: Exeter, Devon, England

I put the text through the spelling and grammar checker on MS Word 97 and it suggested that the last sentences in the first and last paragraphs were "long", although it didn't suggest how to shorten them.

It also suggested that the "1" at the end of the first sentence should be "one".

I think the "long" sentences may need marking with [sic, for the entire sentence], as is done in the Sentinal letters page.
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PostPosted: Sat Mar 11, 2006 5:47 am
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hairysocks
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Joined: 09 Jan 2006
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Location: Exeter, Devon, England

ALISDAIRPARK wrote:
Do you grammar?


Do you mean "Do you mean grammar?"

Those of you who think I'm being rather a pedant are absolutely correct.
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PostPosted: Sat Mar 11, 2006 5:49 am
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Stratman
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Joined: 03 Feb 2006
Posts: 81
Location: Kettering UK

Taking a breather from Shuffled...
I have been a journalist all my life and used to proof read copy to be sent back to typesetters before computers.
I think using [sic] as some sort of proof mark is unlikely. I have always used this to mean 'as written' ie showing that what I have written includes a previous, noted, mistake. If I was proof reading, I would correct mistakes, not mark them like that.
I like the idea of 'the proof' meaning a proof of the card...but there are just so many possibilities, again, I think it is unlikely. Some earlier cards were tough enough to get the wording right for the answer with only a few possibilites.
The things that have struck me about this card (although I have no idea where they are leading me) are...
1 It is written all in caps (large and small caps) - unusual
2 Von's clue did not work because it was in lower case
3 Mind Candy's answer boxes do not differentiate between upper and lower case.
Some connection there?

Also, as has been mentioned, the last paragraph (…but it would also imply that there is a certain order to primes) appears to be plain wrong. Can a mathematician can confirm that, or am I reading it wrong? If it is wrong, that has to be a big clue to solving this.
Mind Candy says it can be solved - so they must have an answer - therefore it cant be proof of the hypothesis...can it?

PostPosted: Sat Mar 11, 2006 7:19 am
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EvilGenius
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Joined: 04 Mar 2006
Posts: 227
Location: Vancouver

Stratman - a voice of reason I have been having some trouble with the [sic] thing too - I mentioned a while back that a real editor wouldn't do this but have been exploring it anyway for lack of another approach. I agree that there are way to many possibilities (I estimated about a million but that may be an exaggeration). As for your observations:

1) never considered the caps business but, looking over other cards now with that in mind, this doesn't seem unusual to me. The typesetting is wildly variable across cards, some of which use all caps (014, for instance uses just this sort of large and small cap mix);

2) ? Don't know what to make of this;

3) surely this is to keep people with the right answers from having their head's explode messing about with guessing at capitalization.

Your note brings me full circle to my very first post on this puzzle: there is a major error in the last sentence and, though you didn't recap this, there is no reason for the parenthetical note about how long the longest prime of 2004 was to appear as it has nothing to do with the Riemann Hypothesis. I, too, believe this (these) is important but I have no idea whatever as to how to proceed in that direction. I will keep thinking on that and also try to exhaust the proofing line as well (better to keep busy - at least I may be able to rule that out once and for all). I have also tried banging my head off my desk 7255733 times but the giant purple banana that has been my constant companion since about bang 400 says I'm wasting my time.

One last thing - the number 7235733 appears just like this, with no commas (I'd write it 7,235,773). Is this a British thing? If not, maybe a clue that this number means something else. I'm guessing it's the number of Hells awaiting the Mind Candy folks for ruining our lives with all this nonsense Smile

PostPosted: Sat Mar 11, 2006 2:10 pm
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Guin
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Joined: 11 Jan 2006
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Location: Antartica

just tried:

Spoiler (Rollover to View):
Prime numbers are numbers that cannot be divided by any other number except themselves [sic] and 1. For example, 2, 3, 5, 7, 11, 13 and 17 are all prime numbers.Aside [sic] from their theoretical interest, large prime numbers have become increasingly important in day to day [sic] life since they underpin the cryptography that allows secure transactions to take place on the internet [sic] (such as encrypting your credit card details when you buy online).

While there are standard techniques to discover new primes, and [sic] more importantly, check whether a number really is a prime, mathematicians have not been able to discover if there is any order to the way in which primes are distributed. However, the German mathematician G. F.G. Riemann (1826-1866) noticed that the frequency of primes is highly related to the Zeta function, now known as the Riemann Zeta Function.

[Equation]

The Riemann Hypothesis is that 'the [sic] real part of any non-trivial zero of the Riemann zeta [sic] function is 1/2.' It sounds complicated (and it is!) but a lot rests on whether his hypothesis is true. There are many equations in abstract mathematics that have been solved on the assumption that the hypothesis is true - [sic] and if it isn't, then not only would we have to look at those equations again, [sic] but it would also imply that there is a [sic] certain order to primes.

(As of 2004, the largest known prime was 7235733 [sic] digits long!)


locked out now for another hour.

just a few thoughts having spent some time working on this and discussing with my bro.

even if the text is case insensitive it would explain the [sic] text as there are some capitals to correct. equally when my brother saw the sentinel letters he said "you wouldnt do that" and we have taken it to mean an indication of the method of answering the question which would solve any case insensitive issues. Going out on a limb I can see the validity of this. My Bro isnt involved in PXC but is interested in puzzles. when I showed him the "enter your proof" on the solve page he just went "thats really clever - so simple"

well will keep trying - who knows.
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PostPosted: Sat Mar 11, 2006 6:52 pm
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locqust
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"so clever - so simple" as in he has a new idea on what the answer is???
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PostPosted: Sat Mar 11, 2006 7:06 pm
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Guin
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locqust wrote:
"so clever - so simple" as in he has a new idea on what the answer is???


alas no see previous post - but he was impressed by the cleverness of the question adn he thinks the proof reading is the right tack. He just saw it to mean exaclty that - i suppose its a fresh set of eyes type thing - nothing is set in stone until we get those elusive points
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PostPosted: Sat Mar 11, 2006 7:16 pm
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