One By One
Riddle Lyrics


Jump to: Overall Meaning ↴  Line by Line Meaning ↴

I'll get by
As long as I have you
Though there be rain
And darkness too
I'll not complain
I'll see it through

Poverty
May come to me, it's true
But what care I
Say, I'll get by
As long as I have you.

But what care I




Say, I'll get by
As long as I have you.

Overall Meaning

These lyrics from Riddle's song One By One reflect the idea of resilience and perseverance in the face of hardship. The singer is expressing their assurance that they can get through anything as long as they have their loved one by their side. They acknowledge the existence of rain and darkness, symbolizing tough times, but they are determined to see it through without complaining. The next verse mentions poverty, perhaps alluding to financial struggles, but the singer remains unbothered by it as long as they have their loved one.


The overall tone of the lyrics is one of optimism and determination. The singer seems confident that they can overcome whatever obstacles come their way. The repetition of the phrase "But what care I" highlights this attitude - the singer is emphasizing that they don't care about the challenges they face because they know they can handle them.


One interesting fact about this song is that it was composed by Jule Styne, who was a prolific Broadway composer and collaborated with lyricists such as Stephen Sondheim and Sammy Cahn. Another interesting fact is that this song has been covered by many influential musicians, including Ella Fitzgerald and Nat King Cole. Additionally, the song was featured in the 1956 film "The Opposite Sex" and was performed by June Allyson.


The chords for One By One are as follows (in the key of C):


Verse:
C Cmaj7 Dm7 G7
C Cmaj7 Dm7 G7
C Cmaj7 Dm7 G7
C Cmaj7 Dm7 G7


Chorus:
C C7 F A7
Dm7 G7 C G/B
Am7 D7 G7
C Cmaj7 Dm7 G7


Line by Line Meaning

I'll get by
I will manage to survive


As long as I have you
If I have you by my side, then I can face anything


Though there be rain
Even if there are difficulties and hardships


And darkness too
And even if everything seems bleak


I'll not complain
I won't whine or grumble about my problems


I'll see it through
I will persevere and make it to the other side


Poverty
The state of being poor or lacking necessities


May come to me, it's true
It is possible that I may experience poverty


But what care I
But I don't really care


Say, I'll get by
Because I know that as long as I have you, I will be okay


As long as I have you.
Once again, emphasizing the importance of having the person they love by their side




Lyrics © Peermusic Publishing
Written by: Fred Ahlert, Roy Turk

Lyrics Licensed & Provided by LyricFind
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Most interesting comments from YouTube:

Magic Gonads

The best solution I've seen in the comments so far is "If I had asked you earlier, which door would you say leads to paradise/death" It will always result in the guard telling you which one leads to the door you asked for, as the liar will negate his previous lie when trying to lie about what he would have said.This solution does not require that either guard know anything about the other guard, but only which door that he is standing behind.

But, to make it more challenging I think the guards should only be able to agree or disagree with a statement, instead of answering a question.

Also let us strictly define the liar and the truth teller:

The liar will respond with agreement to a statement he disagrees with, and respond with disagreement to a statement he agrees with.
The truth teller will respond with agreement to a statement he agrees with, and respond with disagreement to a statement he disagrees with.

By these definitions, it acknowledges the fact that neither guard are omniscient (instead of "the truth teller always tells the truth" which implies that anything he says is objectively true and thus he must be omniscient (or omnipotent so he changes reality to fit his statements)). And the liar cannot manipulate his statement so that he doesn't tell the truth, but simply negate his actual answer.

Are there any solutions now? I thought about this for a while and I only really got Yes/No/No/No spreads for all the possibilities of an answer.

Also, there are some other cases to consider in this new puzzle:

Should the guards respond with disagreement or agreement if they don't know the answer? (Though that's unlikely to make inconclusive solutions conclusive).

You may pack your statement with multiple conditions, so it evaluates to a single condition but is essentially the ALL operator on a list of conditional statements (I used this for the crux of my attempted solutions). But you could also use the ANY operator or, really any sort of operator you want, by modifying the statement to have a statement inbuilt in it, for instance: "Of the statements, "You are a guard" and "You are standing in front of the door to paradise." and "you are...", an odd number of them are true" instead of "(You are a guard XOR you are standing in front of the door to paradise) XOR you are..."

Also something to consider, stating "I will die if I enter the door you would suggest is the door to paradise", ignoring that it wouldn't actually give you which door you should enter, it also wouldn't work because the guards can only agree or disagree, so they cannot evaluate an answer to a question they would have given since they cannot answer questions.
But maybe that's something you could allow in the problem.

Can you accept an answer if it results in a conclusive outcome most of the time (or a specific, arbitrary accuracy)?
If using a modulo system with a bunch of different conditions, if the answer itself can be sourced from different outcomes but trusting that answer will lead to success a sufficient percentage of the time, can it be considered a solution?
(Let's say that an answer gives you a conclusive answer 75% of the time, is it worth risking your life on?)



WestFactor

+DrGerbils Hello! I apologize for the late response. Thanks for the great comment. You actually bring up something that I considered regarding this puzzle. When I did the video, I had to decide on the solution to use, and that was mostly based on what I thought would be easiest to understand and explain (from talking to different people). But I considered that the other approaches, using a "yes/no" challenge, might do a better job of limiting the responses. 


However, I thought about the very thing you are describing and realized that, in theory, any standard solution exposes itself to nebulous responses by the liar. It's so funny you mention this, because I again considered this very point just the other day. Saying "Neither" is a great example in this version, and "I don't know" could apply in any variation. I thought about a guard answering in a way that didn't clearly identify one door, which cripples this solution. And an approach based on a yes or no answer, could be met with possibly/maybe or, as you said, "I don't know." The guard could even say things like "if you're lucky" just to be a jerk ... lol.


For example, the approach of "If I asked the other guard if your door leads to paradise, would he say yes?" That's really trying to force a binary response. As long as each guard answers consistently, we're fine. If the liar, instead of saying yes or no, says he doesn't know, then we have problems. We know he's the liar, (or even the honest guard trying to reflect crazy answers used by the liar) but choosing the correct door was based on the assumption that the liar would always key off of the honest guard's answer in a binary fashion. Without that, we can't tap into the truth regarding the doors, and it's really no better than just asking a guard directly.


This point is the one thing that troubles me about this riddle. But it's probably as you said; the question itself can combat this, in exchange for making the solution murky.


Thanks for commenting on this!



ali mahan

Ask either gaurd what would the other gaurd tell me is the door to life, then go through the oposite door.

proof is ,
minus into pluse minus

suppose
lier is minus( negative)
and true is plus (positive)
when you ask a one about another then
-*+ is equal to -(minus)

practically approved



cazinger

I came up with a lightly different question, but it works along the same principles.

I would ask: "Is the lying guard guarding the door leading to death?"

If you ask that question to the truth telling guard, and he answers "Yes", then that means that the truth telling guard is guarding the portal to paradise and you take his door (the door of the guard you asked the question of).

If you ask that question to the lying guard, and he answers "Yes", then that means that the lying guard is actually guarding the door to paradise and you take his door (again - the door of the guard you asked the question of).

If you ask that question to the truth telling guard, and he answers "No", then that means that the truth telling guard is guarding the door to death and you take the opposite door (the door of the guard you didn't ask the question of).

If you ask that question to the lying guard, and he answers "No", then that means that the lying guard is actually guarding the door to death and you take the opposite door (again - the door of the guard you didn't ask the question of).

So a "Yes" answer means you take that door and a "No" answer means you take the other door. But like I said, it is pretty much the same question as in the video, just phrased a little differently.



risgüey karaya

Noooooo.

If you ask “does the guard of truth guard the portal to paradise” to even one of them, no matter which, he could say something to the effect of “every other Wednesday” , or “sometimes”.

And if that happens, even if you get the correct answer from the guard of truth, considering you don’t have a straight forward answer from the guard of falsehood, there’s no way to know definitively which one of them is the liar.

The converse is also true.


The question has to be very specific with no space for loop holes.

The riddle never says the guard who lies has to give you a flat out lie.

It just says that he is a liar.



ShikasiXMS

Isn't there another option where you hypothetically refer to a guard that's a copy of the one you're questioning and ask whether they would say this door leads to freedom?
So basically all possibilities are:

You ask the truth-teller:
1. You refer to the door to freedom; their copy would say YES, so the original would also say YES. Thus this leads to freedom.
2. You refer to the door to death; their copy would say NO, so the original would also say NO. Thus the other door leads to freedom.

You ask the liar:
1. You refer to the door to freedom; their copy would say NO, so the original would lie about that and say YES. Thus this door leads to freedom.
2. You refer to the door to death; their copy would say YES, so the original would lie about that and say NO. Thus the other door leads to freedom.



Ian Moldovan

Let's go thru the scenarios.

Paradise guarded by Truth. Death guarded by Lies.
Truth will say Yes because he does guard the door to paradise, Lies will of course lie and say No.
Guard that answers Yes leads to paradise.

Other way around:
Paradise guarded by Lies. Death guarded by Truth.
Truth will say No, because he is not guarding the door. Lies however will say Yes (because he himself is guarding the door).
The guard that answers Yes leads to paradise.

In both scenarios, you go with the guard that answers Yes.



ali mahan

Ask either gaurd what would the other gaurd tell me is the door to life, then go through the oposite door.

proof is ,
minus into pluse minus

suppose
lier is minus( negative)
and true is plus (positive)
when you ask a one about another then
-*+ is equal to -(minus)

practically approved



dbfan2scfan

There is another solution to this problem which is the answer I came to.

Ask the guard:

Is exactly one of the following qualities true about you:
are you the truth teller OR are you guarding the door to life?

If the truther guards the door to life he must answer false since both qualities would be true about him (not only one).
If the lier guards the door to life, he must answer false since only one of the qualities are true about him and he always lies.

If the truther guards the door to death he must answer true since only one of the qualities would be true about him.
If the lier guards the door to death he must answer true since neither quality is true about him (not only one) and he always lies.

If the guard answered false, walk through the door, if they said true, walk through the other one...



Jordan Gabrielle

By asking one what the other would say, you're always going to invert the answer by including both of them, since one will lie. If you ask a question that only involves one or the other... well you end up with the fundamental problem, not knowing which information stream is effectively negated.

Notice that the question can also be asked as a negative to get the door you should walk though, "What portal would the other guard say is NOT the gateway to paradise".

And furthermore, "What portal would the other guard say that you would say is the gateway to paradise?", notice that this question will not suffice, not because it is too complicated, but because you are unevenly distributing the negation.

When asking one of the other...
0 lie -> 1 lie = 1 lie, binary flip in this case
1 lie -> 0 lie = 1 lie

When asking one of the other, of the original...
0 lie -> 1 lie -> 0 lie = 1 lie
1 lie -> 0 lie -> 1 lie = 2 lie

Same issue as originally, but instead of making unnecessary assumptions about if there are 0 or 1 lie, now 1 or 2.

Lastly, because this is kind of fun...

"What portal would the other guard say that you would say that the other guard would say is the gateway to paradise?"
0 lie -> 1 lie -> 0 lie -> 1 lie = 2 lie (or 0 w/ binary)
1 lie -> 0 lie -> 1 lie -> 0 lie = 2 lie (or 0 w/ binary)

In theory, this convoluted question gets you the correct door pointed out without asking a negative.
Hope it helps!



Jordan Gabrielle

Ok, also very interestingly, this overkill solution (the last one) should work whether or not both guards are liars, one of each, or none.

Original case already covered in OP:
Both Liars:
1 lie -> 1 lie -> 1 lie -> 1 lie = 4 lie (or 0 w/ binary)
1 lie -> 1 lie -> 1 lie -> 1 lie = 4 lie (or 0 w/ binary)

Both Truth:
0 lie -> 0 lie -> 0 lie -> 0 lie = 0 lie
0 lies...

Nifty.



tails55

Let's make this riddle harder: instead of our language, guards speak their own - there are "da" and "ya" words, one means "yes" and another means "no", but you don't know what word means what. Guards understand our language however. You still have 1 question, but it may be as complicated as you want. Answer is under "Read more". Sorry for bad English.








Choose one portal and ask one guardsman "Will another guardsman answer "ya" if I'll ask him "Does this portal lead to paradise?"?"
If answer is "da", portal leads to paradise, otherwise portal leads to death.



truth96130

This is the question you should ask--
"If I were here yesterday and I asked you (which door leads to life?)
which door would you have pointed to?
Truth Guard-
Points to the door of life.
Lying Guard-
He knows he would have pointed to the (door of death) there for
(he lies) and points to the door of life.
So with this question, they will both point to the door that leads to life.



Old’s Cool Gaming

This riddle is pretty tricky, but I know how to solve it.

Simply ask "If I were to asked the other guard which door is the correct door, what would he say?" Then choose the opposite of the answer he gives you.

Here's how it works:

The Lying guard would lie to you and say that the honest guard would choose the wrong door.

The Honest guard would tell you that the liar would choose the wrong door because that's the truth.



klandersen42

It doesn't matter if the guards know the nature of the other guard. One guard ALWAYS tells the TRUTH and the other ALWAYS LIES.

If you ask "which door is the paradise door" you won't know which guard is lying because they will point to both doors. The truth guard points to the true paradise door and the lying guard points to the death door.

By asking either guard "which door would your fellow guard say is the paradise door" you find out the nature of each.
Asking The Truth saying Guard which door the other guard would say is the paradise door, he would say the one that is the death door because the liar guard would try deceiving you by making you think the death door was the paradise door.
Asking the lying guard which door the other guard would say is the paradise door he would still indicate the death door because the truth guard would indicate the paradise door (if asked which is the paradise door) but since you are talking to the liar he will indicate the other door which is the death door because he couldn't indicate the real paradise door because by indicating the paradise door the lying guard would be telling the truth.

It is confusing but makes sense. If you try to read deeper into it then you get more confused.



All comments from YouTube:

Kyle Young

The key to understanding how this problem is solved is understanding that by asking a guard what the other one would say, you're basically filtering the answer through one liar and one truth-teller. You're guaranteeing that you're being lied to once and only once.

WestFactor

That's right. Sorry for the late reply to this! Thanks for watching and posting a great comment.

Mr Master Grimmbo

You really helped me understand this

The Azure

Thank you Yu-Gi-Oh for always making me remember that depending on who tells me the information for the riddle, I may have already been lied to.

Solonizer Solonizer

That's exactly what I was also thinking. Which is why Yu-Gi-Oh! was the best Anime until it became crap with all the battle shitty finals and after :/

WestFactor

Haha - I still haven't seen that episode. One thing I should mention is that in my version, I picture that some entity or mechanism (the narrator?) is giving the rules, not the guards. This is to avoid precisely that problem - lol. I agree that it's a major gotcha if the guard explains it. Thanks, guys!

straswa

I remember that episode, good point.

Dorgi2

PARADOX BROTHERS

8 More Replies...

Aldin Lewis

This is a neat twist to the classic, "one of us lies, and the other tells the truth" riddle. That said I find it funny that people missed the goal of the riddle, it doesn't matter if you know who tells the truth the goal is to find the right door. (Personally I couldn't think of an answer, but it's 2 in the morning for me so I'll give myself a pass)

WestFactor

Thank you! I've always loved this riddle, and wanted to render it in a sort of fantasy style. You're right about people thinking the goal is to spot the liar ... lol. I wish I had elaborated on that in the video. Most people miss the real goal of finding the right door, as you said. And I accept your pass! Aha ... thanks for commenting!

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