Number of Gay Baby Jails this episode: 2 11:22 12:40 Current GBJ wetstreak: Endcard As proven by this video, Simpleflips does not have sufficient IQ, this is also the reason why he must be sent to the Rainbow correctional, as we can correct his IQ to be sufficient. Old comment: I'm super excited to watch this video already, starting now. This comment will be edited to your usual GBJ shenanigans once i'm done.
Props to the hacker for removing the Mario sound-effects! These spooky hacks just can't create the vibe they're going for when Mario's all like "Yahoo!" and "Yippeee!" all the time. This one's actually pretty spooky.
This rom hack was made by a Piplup guy’s admirer who wanted for Simple to suffer in GBJ, but jokes on him he already knows how it feels to be stuck in GBJ for life.
Rule 1 of puzzle solving: Read all the instructions before doing anything. A faulty understanding will almost always lead to a faulty solution. Speaking of which, this reminds me of a puzzle!
Here's how the logic puzzle works: Since only 2 statements can be true total, statement 5 is out. 5 says all evens are true, and if that were true, then 2, 4, and 5 would be true, meaning 3 are true, which is impossible. So 5 is a lie. If 5 is a lie, it means that either one or both of the evens are false, since 5 says both evens are true. If it's not true that both evens are true, it must mean that only one or neither of the two even statements are true. Looking at 2, it says either statement 1 or statement 3 is false, or both. Statement 1 says door 2 is incorrect, 3 says door 2 is correct, so 2 has to be true, since both 1 and 3 can't be true at the same time. So we know 2 is true. Going back to that first step, if we know only one of the even numbered statements can be true, 2 being true automatically rules out 4. 4 states that the number of the correct door has a corresponding true statement. Since this is false, we know that the correct door can't correlate to a true statement. With this in mind, if statement 3 were true, and door 2 was correct, there would be a correlation between door 2 being correct and statement 2 being true. That would automatically make 4 true, which we've already ruled out. So we can infer that 3 is not true. This leaves only statement 1 and 2 leftover. Since the correct door can't correlate to a true statement, door 1 isn't an option, since statement 1 is true. The only door option left is 3.
Yeah, I got the answer exactly the same way. I'll explain it with different wording in case that's helpful to anyone. Statement 2 is true: The only way for it to be false is if statements 1 and 3 are true. Statement 1 says door 2 is incorrect and statement 3 says door 2 is correct. Them both being true isn't possible. Statement 5 is false: If it were true, statements 2, 4, 5 would be true, but it is given that there are 3 lies i.e. 2 true statements. Statement 4 is false: If it were true, statement 5 would be true, which is a contradiction. Statement 3 is false: As statement 4 is false, a true statement can't have the same number as the correct door. Statement 2 is true, therefore door 2 can't be correct, therefore statement 3 is false. Statement 1 is true: 2 statements are true, and this is the only one left. As statement 1 is true, doors 2, 4, 5 are incorrect. As stated before, as statement 4 is false, a true statement can't have the same number as the correct door. Statement 1 is true, so door 1 can't be correct. The only door left to be correct is 3.
tbh, I found it super easy to not go with all these if-and-when statements as the basis, but just go through each door, see what wrong/true distribution I got, and quickly found that it's door 3.
Damn. From archivist recording wether SimpleFlips was serving his time to living meme and part time Jumpscare. Not bad for a Starter Pokemon, nice going Jet.
If you'd like to understand the logic behind it, I-a local galaxy brain, a resident Huge Nerd, if you would-would be delighted to share my thought process behind solving the puzzle at 8:30 of this video. To start, we need to establish our basis of knowledge-and it's not much. It's only that there are five statements, and three of them are lies (Meaning only two of them are actually true). Per the hacker's recommendation, the first thing I did was write them all down: 1. Doors 2, 4, and 5 are incorrect 2. Either statement 1 or 3 is a lie 3. Door 2 is correct 4. The statement with the number corresponding to the correct door is true 5. All statements with an even number are true First, I just looked at that for a while. I took a moment to consider what it would mean for each statement to be true, as well as what it would mean for each statement to be false. I think properly interpreting the inverses of the statements is what led to a lot of confusion regarding how to solve the puzzle, so for your convenience, I've written down what I believe to be the most accurate inversion of each of these statements as well: False 1. Doors 2, 4, and 5 are correct False 2. Statements 1 and 3 are both true False 3. Door 2 is incorrect False 4. The statement with the number corresponding to the correct door is false False 5. All statements with an even number are false Right away, I realized I could rule out statement 5, because it being true would mean that statements 2 and 4 are true, and having statements 2, 4, *and* 5 be true would violate the base condition that there are only two true statements. So we definitely know that statement 5 has to be false, and because of that, either statement 2, statement 4, or both have to be false as well. In addition, I recognized the fact that statements 1 and 3 contradict one another. I mean, obviously door 2 can't be both correct *and* incorrect, right? Therefore, between statements 1 and 3, one of them *has* to be true and the other *has* to be false. With these observations, the problem is simplified significantly. The number of possibilities has been reduced from too many to parse to a much more manageable amount-in fact, there are only four possible cases from this information: A. A case where statements 1 and 2 are true; B. A case where statements 1 and 4 are true; C. A case where statements 3 and 2 are true; D. A case where statements 3 and 4 are true. From here, we can examine each case individually and search for contradictions. In case D, door 2 is stated to be correct by statement 3, but statement 4 dictates that statement 2 should be true if door 2 is correct. This contradiction allows us to discount this case. There is a similar contradiction in case B-statement 4 is true, which should indicate that door 4 is correct, but statement 1 states that door 4 is incorrect. Case C is the tricky one, where I think a lot of people got confused. In it, door 2 is stated to be correct, and statement 2 is true (Because statement 1 is false), but because statement 4 is false, doors 2 and 3 cannot be correct, leading to yet another contradiction. And that leaves us with case A. Here, none of the statements contradict one another, statement 1 states doors 2, 4, and 5 are incorrect, and the false statement 4 tells us that door 1 is incorrect because of the true statement 1. And that means the only correct door is door 3.
I think you misunderstand case B, if statement 4 is true, it doesn't indicate door 4 is correct, it can also indicate door 1 is correct. This puzzle can really be solved with door 1.
Writing this before I see the answer to the riddle, and I'm saying it's door 3 Statement 5 must always be false, because if it's true than three statements would be true Statement 2 must always be true, because if it's false than statements 1 and 3 must be true and they directly contradict each other If statements 1 and 2 are correct, then it's door 3. (Rewriting those statements so the false statements are their true equivalents) 1: Doors 2, 4 and 5 are incorrect 2: Statements 1 or 3 or both are lies (statement 3 is a lie so this checks out) 3: Door 2 is not correct (correlates with statement 1) 4: The statement with the number of the correct door is not true (This can't be statement 1, doors 2, 4 and 5 are incorrect, only leaving 3) 5: Not all statements with an even number are true (statement 4 is not true, so this also works) If statements 2 and 4 are true it must also mean 5 is true, if statements 2 and 3 are true it contradicts statement 4 so statement 2 would have to be both true and untrue, so this is the right answer Edit: I'm a smart boi, also professor layton's theme is dope
lol this was awesome, the piplup jumpscare cracked me up also professor layton music nice, and I think the puzzle is actually from professor layton lmao
Idk but i felt like posting this (i just love riddles ok leave me alone) Statement 5 was the easy lie since if it was correct 3 would be correct and that is just a falacy Statements 3 and 4 could eliminated together as if both were correct then statement 2 was right and so would invalidate the riddle Now the reason it's door number 3 is quite simple: Statement 4 states that both the correct door and the statement with that number would be correct, so if statement 1 was correct then door 1 was eliminated as for it to be correct in this scenario statement 4 would have to be correct Therefore the only correct door is the one never mentioned directly or indirectly, that being door number 3 Now if you excuse i need to get a life. Edit: Actually, i just realized, i'm an idiot, this is actually the easiest shit ever lol: The fallacy to statement 1 means more than one answer, therefore statement 1 MUST be true That in turn invalidates statements 3 and 5 That also makes statement 2 true due tp statement 3 being false which, by sheer numbers, invalidates statement 4, which leaves us with door number 3
I think this reasoning is off: -Your first piece of logic is right; 5 being true would break the three-falses rule. -Your reasoning shows that statements 3 and 4 can't both be true, but that doesn't mean they're both false. They ARE both false, but that's because a) statement 2 is inherently true, so statement 4 being true would break statement 5 being false, and b) since statement 2 is true, statement 3 being true would make door 2 correct and statement 2 true, breaking statement 4 being false. -Your final piece of logic is right though; statements 1 and 2 are confirmed true so they can't be the correct doors, therefore 3 is the only one remaining that can be correct.
Just to make sure I understand, does it mean that statements 1 and 2 are true and 3,4,5 are lies + that since statement 4 is a lie, statements 4 now read as "the number of the statement of the correct door is a lie" and it can't be 1 because we would have 4 lies 1 true in this situation?
@@Walouisgi Actually you should read it as: "The correct statement is NOT the correct door" Meaning that the number of the door could not be a correct statement, therefore eliminating 1 and reaffirming 2 out of the equation.
Oh god I got "incorrect" and "lying" mixed up so it took me a while to understand. It's obviously 1 and 2 being true statements now. True statements, yet incorrect doors.
The reasoning for the door puzzle: I. If Statement 5 is true, then Statements 2 and 4 become true. However, only two statements are true. *Statement 5 is FALSE.* II. Statements 1 and 3 cannot both be true (that would make Door 2 both correct and incorrect). Since this is what Statement 2 says, *Statement 2 is TRUE.* III. Statement 2 is true. If Statement 4 is also true, it would make Statement 5 true, but it is confirmed false. *Statement 4 is FALSE.* IV. Statement 4 is false, therefore the correct door must correspond to a false statement. *Door 2 is INCORRECT.* V. Door 2 is incorrect. *Statement 3 is FALSE,* and since there is one more true statement, *Statement 1 is TRUE.* VI. According to Statement 1, the correct door is either Door 1 or Door 3. The statement corresponding to the correct door is false. Statement 1 is true, and Statement 3 is false. Therefore: *DOOR 3 IS CORRECT.*
@@threeedog1 That's step VI: Statement 4 being false means that the correct door is attached to a false statement. But Statement 1 was proven true; therefore Door 1 cannot be correct. Statement 3, on the other hand, is false, and is not ruled out by that line of logic.
0:09 Mandatory bruh 0:47 the start of the note 1:07 filming the snow flea 1:25 you collected in great peril. 1:33 the end of the note (F) 1:45 No one's homo!
The solution to the riddle: I started out by crossing out statement 3, which means statement 2 is True. Statement 3 now claims that door number 2 is incorrect, just like statement 1, which I then also marked as true. Now I got the statements: True statements: 1, 2 False statements: 3, 4, 5. Statement 1 claims door 2, 4 and 5 are incorrect, which leads to a 50/50 chance. Statement 4 is wrong aswell, which means the right door has to be a false statement. Luckily, statement 3 is false. Therefor, the right door to pick was door 3. Just think man.
So the trick with mazes is really to just hug any wall and stay consistent. Obviously it doesn't work if the maze has free floating objects (Like that initial piece Simple went around) but if you're staying against A wall the whole time you will pass by EVERY single part of the maze. That's the gimmick. You don't get turned around if you explore the ENTIRE maze. This also works in RPGs with large dungeons, pick a wall, follow it, never stop, even if you follow it to a dead end and now you're technically following the wall on the left (it's right to the character).
So for anyone who's wondering how to solve the puzzle, here's how you do it. A couple of things to note: Simple misunderstood the puzzle. When a door is correct, that is the door you should enter. 3 of the statements are lies however. Also, for simplicity's sake, I denoted each statement to their corresponding door, such that door 1 tells statements 1. So here are the 5 statements. 1: 2, 4, and 5 are incorrect 2: 1, 3, or both lie 3: Door 2 is correct 4: The correct door is telling the truth 5: 2 and 4 tell the truth Right off the bat, we know 5 must be lying, as then we would have 3 doors telling the truth, which is impossible. For 5 to be lying, then between 2 and 4, one or both must be lying Additionally, 1 and 3 contradict each other, meaning one of them must be lying. Remember that only 3 doors can be lying, the other 2 telling the truth So, recap: 5 is lying 1 or 3 is lying 2 or 4 is lying However, we know that 1 or 3 is lying, therefore 2 must be telling the truth. As such, we know 4 must be lying. If 4 is lying, then any door telling the truth cannot be the correct door. 2 is telling the truth, so it cannot be the correct door This means 3 is lying As we can only have 3 lying doors, 1 must be telling the truth If one is telling the truth, then only 1 or 3 can be correct. However, we know the correct door is lying, so 3 must be the correct door 1: 2, 4, and 5 are incorrect (TRUTH) 2: 1, 3, or both lie (TRUTH) 3: Door 2 is correct (LIE) (CORRECT) 4: The correct door is telling the truth (LIE) 5: 2 and 4 tell the truth (LIE) I hope this helps someone! Also thanks to Ingo, as this was a fun puzzle (the Professor Layton music was a nice touch).
@@fenril0542 Because of statement 4, you have to pair each door with the statement of the same number. However, the doors and statements are two separate things. The doors can be correct or incorrect and the statements can be true or lies.
So, for the door puzzle, we can immediately call Statement 5 out as a lie because 2, 4, and 5 could not all be true due to there being 3 lies among the 5 statements. We can also use this to know that statements 2 and 4 cannot both be true statements. After that we can rule statement 4 out because if it was true, then statement 2 would have to be a lie because of statement 5 being a lie, and if statement 2 was a lie then 1 and 3 would both have to be true, which again brings us to the fact there are 3 lies among 5 statements, as well as the fact that 1 and 3 contradict each other, as well as the fact that neither statements 1 or 3 would work unless statement 2 was also true. This means statement 2 must be true. Using this, we can find that Statement 3 is a lie because Statement 4 tells us that the correct door's number corresponds with a correct statement. The fact statement 4 is a lie means the correct door is in fact not the same number as a correct statement, and statement 3 says that the correct door is 2. This means that if statement 2 is true, which it is, then according to statement 4 being a lie, the correct door is not door 2. This means we've figured out all of the lies, and only statements 1 and 2 are left. Statement 4 being a lie means that door 1 can't be correct since it would correspond to a correct statement, and statement 1 says that 2, 4, and 5 are all wrong doors. This only leaves door 3 as the correct door.
heres how you figure out that brain puzzler without going through any of the doors beforehand if anyone is wondering: there are 5 statements, three of them have to be lies. the statements are as follows: 1: Door 2, 4, and 5 are incorrect 2: 1 or 3 are lies (or both) 3: the correct door is 2 4: the statement with the number of the correct door is true 5: all statements with an even number are true to start, we can immediately rule out statement 5 because for both 2, 4, and 5 to be true there would be three truths, and because theres only 5 statements that would mean theres only 2 lies left, which goes against the rule we know to be true. Now, because both statements 1 and 3 contradict each other, one of them has to be a truth and the other has to be a lie. we arent sure which one is it yet but that does mean that 2 is a true statement. now because we already ruled 2 as truth, we can rule out 4 because if 4 were true then 5 would have to be true and i already explained why 5 cant be true. that leaves us with 1 and 3. since 4 is false, that means that the correct door cant be associated with a true statement. since we know 2 is a truth, 2 cannot be the correct door. and since 3 says door 2 is correct, statement 3 is confirmed the third lie, meaning 1 is a truth. now that we have established which statements are true and false, we get to knock out doors. since 1 and 2 are correct statements, neither 1 or 2 can be the correct door per statement 4, and since statement 1 explicitly states that 4 and 5 are wrong, then 3 is the correct door. you're probably thinking, "why the hell did this guy do this? the video is 4 years old and the puzzle was solved"... :(
I'm gonna quick go through the solution for the statements at 10:27 if anyone is curious: First of all, Statement 5 has to be a lie since if it were true that would mean Statements 2, 4, and 5 would all be true and that exceeds the amount of true statements Second, Statement 2 has to be true since it could only be a lie if both Statement 1 and 3 were true BUT they can't both be true since they have opposite statements (Statement 3 says door 2 is correct and Statement 1 says door 2 is incorrect) Now since Statement 2 is true, Statement 4 has to be a lie since if Statement 4 were true then Statement 5 would also be true, since that would mean all even numbered statements would be true Lastly, since Statement 4 is a lie, that means Statement 3 is a lie because Statement 4 says Statement 3 is true, but Statement 4 is a lie (I know that sounds kinda complicated due to repeating vocab but basically Statement 4 is lying when it's saying Statement 3 is true) So overall that would put us at 1: T
- Statement 5 has to be false since if it were true, then 2 and 4 would also be true, meaning there would be more than two true statements. *That leaves all pairs of statements that don't use statement 5 (1+2, 1+3, 1+4, 2+3, 2+4, and 3+4).* - Conversely, if statements 2 and 4 were true, then 5 would also be true. *That eliminates 2+4 (leaving 1+2, 1+3, 1+4, 2+3, and 3+4).* - Statements 1 and 3 cannot both be true since they contradict each other. *That eliminates 1+3 (leaving 1+2, 1+4, 2+3, and 3+4).* - If statement 2 is false, then 1 and 3 must both be true. Since 1 and 3 contradict each other, 2 must be true. *That leaves 1+2 and 2+3.* - If statements 2 and 3 are correct, then they would prove 4 to be correct. This would also be more than two true statements, so 2 and 3 together cannot be true. *That eliminates 2+3, leaving 1+2 as the correct statements.* - We now know that either door 1 or 3 is correct since statement 1 is true. Since statement 4 is false, we know that the statement with the number of the correct door is false, eliminating door 1. *Door 3 must be the correct door.*
sorry to water down the scenario for you, but if you just take statement 1 seriously from the start, it already reduces the chance to a 50/50 since the terms correct and incorrect only refer to the door choice, leaving the other statements as fodder for the mind. you could easily brute force the level from there
Ah, I feel like most of the people who got confused by the riddle forgot the fact that at the begining they make it clear that 3 of the statements are lies if you forget that it's easy to think door 2 is correct
10:27 This took a while. 3 statements are wrong. If 1 is right, 3 is wrong. 3 and 4 are essenctially the same. 5 makes 2 wrong, so it can't be 5. 4 goes to 3, which doesn't work, so it has to be 1 and 3, meaning no door. But that makes no sense... so... I wasted my time. Edit: Just read Brian Bethea's comment and realised I didn't fully read Statement 2. Door 1 is already a lie and it has to be a door, so door 3 is the good door and door 1 is a lie twice over.
There is no definitive answer to the quiz, you are still stuck with door 1 or 3...Statement 2 could have been something stupid. i.e. Statement 2: only the bird flies free. or you could do something more obscene like "up yours" referring to the middle finger.
So Simp slightly brute-forced it, but my trying to puzzle it out before even watching him puzzle it out left me with the following solution: If Statement 5 is True, then 3 statements are true, and only 2 statements can be true as per the conditions. Therefore, Statement 5 is false. Statement 2 has to be true, because statements 1 and 3 contradict each other, and thus one of them has to be a lie. Because 5 has to be false *and* 2 has to be true, this means statement 4 has to be false, or else statement 4 being true would make statement 5 true. Statement 4 being false means that Statement 3 has to be false, because if 3 was true, 2 would be the correct door and that would make statement 4 true. Therefore, Statement 1 is true, door 1 being correct would make statement 4 correct, therefore, it's door 3. (My last step was realizing that 4 has to be false because of 5. If I could wrap my head around logic notation this comment wouldn't be so damn long.
Hey Simp, just wishing you the best, good luck with everything and all. Just know you will always have all of our support through everything. It's understandable you don't let people in on your personal life a lot. I just hope you find a good place for yourself. Thanks for all of the fun streams, I'm hoping to catch one soon. From all of us, thanks.
Number of Gay Baby Jails this episode: 2
11:22
12:40
Current GBJ wetstreak: Endcard
As proven by this video, Simpleflips does not have sufficient IQ, this is also the reason why he must be sent to the Rainbow correctional, as we can correct his IQ to be sufficient.
Old comment: I'm super excited to watch this video already, starting now. This comment will be edited to your usual GBJ shenanigans once i'm done.
Lmao, i made it before the edit.
Yes
Yeeeees
👌
"I'm super excited to watch this video already, starting now. This comment will be edited to your usual GBJ shenanigans once I'm done."
-Jet Eriksen
2:04 "bomb omb"... why are you doing this to me simpleflips :(
:( sad moments
Make Waluigi's taco stand 2.
Bobm mom
Trust me it's not more annoying than getting the same comment every video lmao
Gay baby jail
Props to the hacker for removing the Mario sound-effects! These spooky hacks just can't create the vibe they're going for when Mario's all like "Yahoo!" and "Yippeee!" all the time. This one's actually pretty spooky.
The fact how this is just a meme hack more than a horror hack is great.
The music at 8:31 is the Professor Layton “Puzzle” music.
Fire Spark I thought this theme sounded familiar!
the puzzle itself is probably from layton too, there are a lot of puzzle like that one in those games
ZennyBagz the song is literally called “Puzzle.”
@@marinanicole5693 Like puzzle 29 from curious village as an example
Immediately hit me with a damn truck of nostalgia. One of the best games ever
This rom hack was made by a Piplup guy’s admirer who wanted for Simple to suffer in GBJ, but jokes on him he already knows how it feels to be stuck in GBJ for life.
That's like a metaphor for life and really I just think that's beautiful.
oof...?
Rule 1 of puzzle solving: Read all the instructions before doing anything. A faulty understanding will almost always lead to a faulty solution.
Speaking of which, this reminds me of a puzzle!
when I heard the music it fricking killed me dude
Kaera猫 Every puzzle has an answer!
what puzzle?
@@404_coffee9 (it's a reference)
@@KaeraNeko yeah but a reference to what?
Here's how the logic puzzle works:
Since only 2 statements can be true total, statement 5 is out. 5 says all evens are true, and if that were true, then 2, 4, and 5 would be true, meaning 3 are true, which is impossible. So 5 is a lie. If 5 is a lie, it means that either one or both of the evens are false, since 5 says both evens are true. If it's not true that both evens are true, it must mean that only one or neither of the two even statements are true.
Looking at 2, it says either statement 1 or statement 3 is false, or both. Statement 1 says door 2 is incorrect, 3 says door 2 is correct, so 2 has to be true, since both 1 and 3 can't be true at the same time. So we know 2 is true.
Going back to that first step, if we know only one of the even numbered statements can be true, 2 being true automatically rules out 4. 4 states that the number of the correct door has a corresponding true statement. Since this is false, we know that the correct door can't correlate to a true statement.
With this in mind, if statement 3 were true, and door 2 was correct, there would be a correlation between door 2 being correct and statement 2 being true. That would automatically make 4 true, which we've already ruled out. So we can infer that 3 is not true. This leaves only statement 1 and 2 leftover.
Since the correct door can't correlate to a true statement, door 1 isn't an option, since statement 1 is true. The only door option left is 3.
thank you
Yeah, I got the answer exactly the same way. I'll explain it with different wording in case that's helpful to anyone.
Statement 2 is true: The only way for it to be false is if statements 1 and 3 are true. Statement 1 says door 2 is incorrect and statement 3 says door 2 is correct. Them both being true isn't possible.
Statement 5 is false: If it were true, statements 2, 4, 5 would be true, but it is given that there are 3 lies i.e. 2 true statements.
Statement 4 is false: If it were true, statement 5 would be true, which is a contradiction.
Statement 3 is false: As statement 4 is false, a true statement can't have the same number as the correct door. Statement 2 is true, therefore door 2 can't be correct, therefore statement 3 is false.
Statement 1 is true: 2 statements are true, and this is the only one left.
As statement 1 is true, doors 2, 4, 5 are incorrect. As stated before, as statement 4 is false, a true statement can't have the same number as the correct door. Statement 1 is true, so door 1 can't be correct. The only door left to be correct is 3.
Barf
tbh, I found it super easy to not go with all these if-and-when statements as the basis, but just go through each door, see what wrong/true distribution I got, and quickly found that it's door 3.
@@ubeka3013 that... that's just brute forcing it...
8:31 yoooo layton puzzle music threw me all the way back
"This place is actually surprisingly simple to escape"
*CEAVE GAMING INTENSIFIES*
*WHO-RAY*
*A SHINY YET DEADLY COIN*
*_KEVIN MACLEOD - ADVENTURE MEME INTENSIFIES_*
Heya Simp, hope you're doing alright
Good luck with the new house!
Remember kids, 1,2, (oatmeal) which was the 3rd door. Oatmeal is always right.
are you fucking kidding me
oh my god i swear if this was intended
@@fourtrifiveo4350 Of course it was.
How I love the SimpleFlips lore
Did someone say *_LORE_*
Finally caught a simpleflips stream. He spent 3 hours looking through a maze and fell asleep on stream. Great entertainer he is.
Imagine how confused some people would be if this was the first simpleflips video they watched.
No not piplup he's my favourite please no he did nothing wrong
Todd Howard please give me my son back I gave Fallout 76 a 10/10 on Metacritic please Todd give me my family back it's been seven weeks
I thought Skyrim was your favorite thing Todd.
@@MultiCool55 yes of course
God damn it Todd!
Get back in the fucking corner!
Shush, Todd. You’re not allowed to have emotions. Your job is to say buy skyrim every few years. You’re not getting paid to do a different job
Damn.
From archivist recording wether SimpleFlips was serving his time to living meme and part time Jumpscare. Not bad for a Starter Pokemon, nice going Jet.
If you'd like to understand the logic behind it, I-a local galaxy brain, a resident Huge Nerd, if you would-would be delighted to share my thought process behind solving the puzzle at 8:30 of this video.
To start, we need to establish our basis of knowledge-and it's not much. It's only that there are five statements, and three of them are lies (Meaning only two of them are actually true). Per the hacker's recommendation, the first thing I did was write them all down:
1. Doors 2, 4, and 5 are incorrect
2. Either statement 1 or 3 is a lie
3. Door 2 is correct
4. The statement with the number corresponding to the correct door is true
5. All statements with an even number are true
First, I just looked at that for a while. I took a moment to consider what it would mean for each statement to be true, as well as what it would mean for each statement to be false. I think properly interpreting the inverses of the statements is what led to a lot of confusion regarding how to solve the puzzle, so for your convenience, I've written down what I believe to be the most accurate inversion of each of these statements as well:
False 1. Doors 2, 4, and 5 are correct
False 2. Statements 1 and 3 are both true
False 3. Door 2 is incorrect
False 4. The statement with the number corresponding to the correct door is false
False 5. All statements with an even number are false
Right away, I realized I could rule out statement 5, because it being true would mean that statements 2 and 4 are true, and having statements 2, 4, *and* 5 be true would violate the base condition that there are only two true statements. So we definitely know that statement 5 has to be false, and because of that, either statement 2, statement 4, or both have to be false as well.
In addition, I recognized the fact that statements 1 and 3 contradict one another. I mean, obviously door 2 can't be both correct *and* incorrect, right? Therefore, between statements 1 and 3, one of them *has* to be true and the other *has* to be false.
With these observations, the problem is simplified significantly. The number of possibilities has been reduced from too many to parse to a much more manageable amount-in fact, there are only four possible cases from this information:
A. A case where statements 1 and 2 are true;
B. A case where statements 1 and 4 are true;
C. A case where statements 3 and 2 are true;
D. A case where statements 3 and 4 are true.
From here, we can examine each case individually and search for contradictions.
In case D, door 2 is stated to be correct by statement 3, but statement 4 dictates that statement 2 should be true if door 2 is correct. This contradiction allows us to discount this case.
There is a similar contradiction in case B-statement 4 is true, which should indicate that door 4 is correct, but statement 1 states that door 4 is incorrect.
Case C is the tricky one, where I think a lot of people got confused. In it, door 2 is stated to be correct, and statement 2 is true (Because statement 1 is false), but because statement 4 is false, doors 2 and 3 cannot be correct, leading to yet another contradiction.
And that leaves us with case A. Here, none of the statements contradict one another, statement 1 states doors 2, 4, and 5 are incorrect, and the false statement 4 tells us that door 1 is incorrect because of the true statement 1.
And that means the only correct door is door 3.
I think you misunderstand case B, if statement 4 is true, it doesn't indicate door 4 is correct, it can also indicate door 1 is correct. This puzzle can really be solved with door 1.
>OUTPUT TEXT: "ERROR: BUPCOUNTER.DAT NOT FOUND."
8:31 I love how the music is a remix of professor layton's puzzle ost.
Today must be Jet's day.
Not mine, clearly
I love how it just threw professor Layton puzzle in there
11:14 Was made infinitely funnier because we couldn't see the screen.
Him going it's 2 then scream had me busting out laughing
warning this video contain Piplup and GBJ
I love how simple thought that *5 was an even number*
8:30 damn this Professor Layton remix justt threw me back in time this is good!
SimpleFlips and me: It's gotta be door 2.
Game: Did you really think you'd be that lucky?
"No one's homo!"
He did that on purpose.
Love the professor layton puzzle music when he’s doing the door iq test
Writing this before I see the answer to the riddle, and I'm saying it's door 3
Statement 5 must always be false, because if it's true than three statements would be true
Statement 2 must always be true, because if it's false than statements 1 and 3 must be true and they directly contradict each other
If statements 1 and 2 are correct, then it's door 3. (Rewriting those statements so the false statements are their true equivalents)
1: Doors 2, 4 and 5 are incorrect
2: Statements 1 or 3 or both are lies (statement 3 is a lie so this checks out)
3: Door 2 is not correct (correlates with statement 1)
4: The statement with the number of the correct door is not true (This can't be statement 1, doors 2, 4 and 5 are incorrect, only leaving 3)
5: Not all statements with an even number are true (statement 4 is not true, so this also works)
If statements 2 and 4 are true it must also mean 5 is true, if statements 2 and 3 are true it contradicts statement 4 so statement 2 would have to be both true and untrue, so this is the right answer
Edit: I'm a smart boi, also professor layton's theme is dope
8:31 OMG PROFESSOR LAYTON MUSIC
MOM GET THE OATMEAL
lol this was awesome, the piplup jumpscare cracked me up
also professor layton music nice, and I think the puzzle is actually from professor layton lmao
Idk but i felt like posting this (i just love riddles ok leave me alone)
Statement 5 was the easy lie since if it was correct 3 would be correct and that is just a falacy
Statements 3 and 4 could eliminated together as if both were correct then statement 2 was right and so would invalidate the riddle
Now the reason it's door number 3 is quite simple: Statement 4 states that both the correct door and the statement with that number would be correct, so if statement 1 was correct then door 1 was eliminated as for it to be correct in this scenario statement 4 would have to be correct
Therefore the only correct door is the one never mentioned directly or indirectly, that being door number 3
Now if you excuse i need to get a life.
Edit: Actually, i just realized, i'm an idiot, this is actually the easiest shit ever lol:
The fallacy to statement 1 means more than one answer, therefore statement 1 MUST be true
That in turn invalidates statements 3 and 5
That also makes statement 2 true due tp statement 3 being false which, by sheer numbers, invalidates statement 4, which leaves us with door number 3
I think this reasoning is off:
-Your first piece of logic is right; 5 being true would break the three-falses rule.
-Your reasoning shows that statements 3 and 4 can't both be true, but that doesn't mean they're both false. They ARE both false, but that's because a) statement 2 is inherently true, so statement 4 being true would break statement 5 being false, and b) since statement 2 is true, statement 3 being true would make door 2 correct and statement 2 true, breaking statement 4 being false.
-Your final piece of logic is right though; statements 1 and 2 are confirmed true so they can't be the correct doors, therefore 3 is the only one remaining that can be correct.
Thanks lol I was so confused as to how you could know if it was 1 or 3 but I read stmt 4 wrong
Just to make sure I understand, does it mean that statements 1 and 2 are true and 3,4,5 are lies + that since statement 4 is a lie, statements 4 now read as "the number of the statement of the correct door is a lie" and it can't be 1 because we would have 4 lies 1 true in this situation?
@@Walouisgi Actually you should read it as: "The correct statement is NOT the correct door" Meaning that the number of the door could not be a correct statement, therefore eliminating 1 and reaffirming 2 out of the equation.
Oh god I got "incorrect" and "lying" mixed up so it took me a while to understand. It's obviously 1 and 2 being true statements now. True statements, yet incorrect doors.
The scariest part about this is finding out why dad hasn't come back home :c
I loved that it included the Layton puzzle music
The reasoning for the door puzzle:
I. If Statement 5 is true, then Statements 2 and 4 become true. However, only two statements are true. *Statement 5 is FALSE.*
II. Statements 1 and 3 cannot both be true (that would make Door 2 both correct and incorrect). Since this is what Statement 2 says, *Statement 2 is TRUE.*
III. Statement 2 is true. If Statement 4 is also true, it would make Statement 5 true, but it is confirmed false. *Statement 4 is FALSE.*
IV. Statement 4 is false, therefore the correct door must correspond to a false statement. *Door 2 is INCORRECT.*
V. Door 2 is incorrect. *Statement 3 is FALSE,* and since there is one more true statement, *Statement 1 is TRUE.*
VI. According to Statement 1, the correct door is either Door 1 or Door 3. The statement corresponding to the correct door is false. Statement 1 is true, and Statement 3 is false. Therefore: *DOOR 3 IS CORRECT.*
Why is door 3 correct but 1 isn't? What confirmes that door 1 is false?
@@threeedog1 That's step VI: Statement 4 being false means that the correct door is attached to a false statement. But Statement 1 was proven true; therefore Door 1 cannot be correct. Statement 3, on the other hand, is false, and is not ruled out by that line of logic.
8:40 yo the professor Layton vibes made me want to pick up the games again. That nostalgia
the most terrifying sm64 hack ever made right here
LMFAO the piplup jumpscare was really funny LOL
0:09 Mandatory bruh
0:47 the start of the note
1:07 filming the snow flea
1:25 you collected in great peril.
1:33 the end of the note (F)
1:45 No one's homo!
The solution to the riddle:
I started out by crossing out statement 3, which means statement 2 is True. Statement 3 now claims that door number 2 is incorrect, just like statement 1, which I then also marked as true.
Now I got the statements:
True statements: 1, 2
False statements: 3, 4, 5.
Statement 1 claims door 2, 4 and 5 are incorrect, which leads to a 50/50 chance. Statement 4 is wrong aswell, which means the right door has to be a false statement. Luckily, statement 3 is false. Therefor, the right door to pick was door 3.
Just think man.
So the trick with mazes is really to just hug any wall and stay consistent. Obviously it doesn't work if the maze has free floating objects (Like that initial piece Simple went around) but if you're staying against A wall the whole time you will pass by EVERY single part of the maze. That's the gimmick. You don't get turned around if you explore the ENTIRE maze. This also works in RPGs with large dungeons, pick a wall, follow it, never stop, even if you follow it to a dead end and now you're technically following the wall on the left (it's right to the character).
That fucking ceave reference caught me so off guard
So for anyone who's wondering how to solve the puzzle, here's how you do it. A couple of things to note: Simple misunderstood the puzzle. When a door is correct, that is the door you should enter. 3 of the statements are lies however. Also, for simplicity's sake, I denoted each statement to their corresponding door, such that door 1 tells statements 1. So here are the 5 statements.
1: 2, 4, and 5 are incorrect
2: 1, 3, or both lie
3: Door 2 is correct
4: The correct door is telling the truth
5: 2 and 4 tell the truth
Right off the bat, we know 5 must be lying, as then we would have 3 doors telling the truth, which is impossible.
For 5 to be lying, then between 2 and 4, one or both must be lying
Additionally, 1 and 3 contradict each other, meaning one of them must be lying.
Remember that only 3 doors can be lying, the other 2 telling the truth
So, recap:
5 is lying
1 or 3 is lying
2 or 4 is lying
However, we know that 1 or 3 is lying, therefore 2 must be telling the truth.
As such, we know 4 must be lying.
If 4 is lying, then any door telling the truth cannot be the correct door.
2 is telling the truth, so it cannot be the correct door
This means 3 is lying
As we can only have 3 lying doors, 1 must be telling the truth
If one is telling the truth, then only 1 or 3 can be correct.
However, we know the correct door is lying, so 3 must be the correct door
1: 2, 4, and 5 are incorrect (TRUTH)
2: 1, 3, or both lie (TRUTH)
3: Door 2 is correct (LIE) (CORRECT)
4: The correct door is telling the truth (LIE)
5: 2 and 4 tell the truth (LIE)
I hope this helps someone! Also thanks to Ingo, as this was a fun puzzle (the Professor Layton music was a nice touch).
I still don't get it... What's the relation between the door and the statements ?
@@fenril0542 Because of statement 4, you have to pair each door with the statement of the same number. However, the doors and statements are two separate things. The doors can be correct or incorrect and the statements can be true or lies.
Thank you for this video papa.
Will you bless me with a shiny piplup in Pokemon Pearl via soft reset?
No, you must play Diamond for a shiny. It is confirmed in the bible of "Cartwheels without intensive thought".
Fool, Platinum is the only true way to obtain blessings
Ya all are fools! You must wait for Diamond and Pearl remakes to get the ability to obtain a Shiny Jet
@@UltraAryan10 Piplup won't be in the remakes cause no national dex and so Piplup will forever be trapped in its home land of GBJ
@@juliewinchester1488 lol I said Diamond and Pearl remakes which will have the New New Sinnoh Regional Dex so it will have Piplup.
excellent hack, im glad this video was made, i loved watching this one on stream
I have started a new youtube channel because you've inspired me and i have always loved mario and tetris
Love your channel so keep it up man
The last couple romhacks took the "creepy" out of "creepypasta."
So, for the door puzzle, we can immediately call Statement 5 out as a lie because 2, 4, and 5 could not all be true due to there being 3 lies among the 5 statements. We can also use this to know that statements 2 and 4 cannot both be true statements. After that we can rule statement 4 out because if it was true, then statement 2 would have to be a lie because of statement 5 being a lie, and if statement 2 was a lie then 1 and 3 would both have to be true, which again brings us to the fact there are 3 lies among 5 statements, as well as the fact that 1 and 3 contradict each other, as well as the fact that neither statements 1 or 3 would work unless statement 2 was also true. This means statement 2 must be true. Using this, we can find that Statement 3 is a lie because Statement 4 tells us that the correct door's number corresponds with a correct statement. The fact statement 4 is a lie means the correct door is in fact not the same number as a correct statement, and statement 3 says that the correct door is 2. This means that if statement 2 is true, which it is, then according to statement 4 being a lie, the correct door is not door 2. This means we've figured out all of the lies, and only statements 1 and 2 are left. Statement 4 being a lie means that door 1 can't be correct since it would correspond to a correct statement, and statement 1 says that 2, 4, and 5 are all wrong doors. This only leaves door 3 as the correct door.
heres how you figure out that brain puzzler without going through any of the doors beforehand if anyone is wondering:
there are 5 statements, three of them have to be lies. the statements are as follows:
1: Door 2, 4, and 5 are incorrect
2: 1 or 3 are lies (or both)
3: the correct door is 2
4: the statement with the number of the correct door is true
5: all statements with an even number are true
to start, we can immediately rule out statement 5 because for both 2, 4, and 5 to be true there would be three truths, and because theres only 5 statements that would mean theres only 2 lies left, which goes against the rule we know to be true. Now, because both statements 1 and 3 contradict each other, one of them has to be a truth and the other has to be a lie. we arent sure which one is it yet but that does mean that 2 is a true statement. now because we already ruled 2 as truth, we can rule out 4 because if 4 were true then 5 would have to be true and i already explained why 5 cant be true. that leaves us with 1 and 3. since 4 is false, that means that the correct door cant be associated with a true statement. since we know 2 is a truth, 2 cannot be the correct door. and since 3 says door 2 is correct, statement 3 is confirmed the third lie, meaning 1 is a truth.
now that we have established which statements are true and false, we get to knock out doors. since 1 and 2 are correct statements, neither 1 or 2 can be the correct door per statement 4, and since statement 1 explicitly states that 4 and 5 are wrong, then 3 is the correct door.
you're probably thinking, "why the hell did this guy do this? the video is 4 years old and the puzzle was solved"... :(
It's actually surprisingly simple.
Just stick to the left wall 4Head
I'm gonna quick go through the solution for the statements at 10:27 if anyone is curious:
First of all, Statement 5 has to be a lie since if it were true that would mean Statements 2, 4, and 5 would all be true and that exceeds the amount of true statements
Second, Statement 2 has to be true since it could only be a lie if both Statement 1 and 3 were true BUT they can't both be true since they have opposite statements (Statement 3 says door 2 is correct and Statement 1 says door 2 is incorrect)
Now since Statement 2 is true, Statement 4 has to be a lie since if Statement 4 were true then Statement 5 would also be true, since that would mean all even numbered statements would be true
Lastly, since Statement 4 is a lie, that means Statement 3 is a lie because Statement 4 says Statement 3 is true, but Statement 4 is a lie (I know that sounds kinda complicated due to repeating vocab but basically Statement 4 is lying when it's saying Statement 3 is true)
So overall that would put us at
1: T
I think we're all sleeping on the fact that IngoH is one of the few lucky (literally) people to beat Lucky Draw
Is there a link to the Prof. Layton with sm64 soundfont or something?
I just realized something is in the window in the animated intro, I just can't regocnize what it actually is?
10:20
Im pretty sure oatmeal comes after 2.
YES.
I’ve been waiting for this one
GBJ=GreenBabyJelly
the iq quiz is kind of ambiguously worded but whatevs
TJ "Henry" Yoshi VS Jet "Piplup" Eriksen - who would win?
I use to know that piplup guy we could of been friends but his greed got to him.
You're a champ, simp. The best out of all of us. Hope everything ends well for you, my man. I'll be rooting for ya.
8:50 Love them Professor Layton Music
0:38 that's Simpleflips imitating Peach but corrupted
Jet Eriksen is my favorite character in the SimpleFlips extended universe
8:38 whoever had the idea to put a professor layton puzzle in here is an absolute motherfucking genius
SIGN MY BABY
Shoutouts to this being released on my birthday
Piplup, if you let him stream from his cell maybe he’ll stay in more easily, and also we wouldn’t miss him
- Statement 5 has to be false since if it were true, then 2 and 4 would also be true, meaning there would be more than two true statements. *That leaves all pairs of statements that don't use statement 5 (1+2, 1+3, 1+4, 2+3, 2+4, and 3+4).*
- Conversely, if statements 2 and 4 were true, then 5 would also be true. *That eliminates 2+4 (leaving 1+2, 1+3, 1+4, 2+3, and 3+4).*
- Statements 1 and 3 cannot both be true since they contradict each other. *That eliminates 1+3 (leaving 1+2, 1+4, 2+3, and 3+4).*
- If statement 2 is false, then 1 and 3 must both be true. Since 1 and 3 contradict each other, 2 must be true. *That leaves 1+2 and 2+3.*
- If statements 2 and 3 are correct, then they would prove 4 to be correct. This would also be more than two true statements, so 2 and 3 together cannot be true. *That eliminates 2+3, leaving 1+2 as the correct statements.*
- We now know that either door 1 or 3 is correct since statement 1 is true. Since statement 4 is false, we know that the statement with the number of the correct door is false, eliminating door 1. *Door 3 must be the correct door.*
sorry to water down the scenario for you, but if you just take statement 1 seriously from the start, it already reduces the chance to a 50/50 since the terms correct and incorrect only refer to the door choice, leaving the other statements as fodder for the mind. you could easily brute force the level from there
Sure, if you want to guess instead of actually knowing.
8:32 that professor Layton music tho!
4:20 Who knew SimpleFlips was also a very talented singer
Ah, I feel like most of the people who got confused by the riddle forgot the fact that at the begining they make it clear that 3 of the statements are lies
if you forget that it's easy to think door 2 is correct
10:20 1, 2, 3, 4, 5 kirby is a pink guy
I’ll be honest expected an oatmeal reference at 10:20
1 2 picka door
10:27 This took a while.
3 statements are wrong. If 1 is right, 3 is wrong. 3 and 4 are essenctially the same. 5 makes 2 wrong, so it can't be 5.
4 goes to 3, which doesn't work, so it has to be 1 and 3, meaning no door. But that makes no sense...
so...
I wasted my time.
Edit: Just read Brian Bethea's comment and realised I didn't fully read Statement 2. Door 1 is already a lie and it has to be a door, so door 3 is the good door and door 1 is a lie twice over.
Oh boy I can't wait for the part where he traverses the maze for 2 hours
8:38 omfg
10/10 hack for music choice
Can anyone explain the puzzle with the statements ( The first one)
Same commenting to check later
I thought just the sign was a fever dream... But nevermind. Maybe it was the whole hack. At least I can have peace at the end card.
8:31 Professor Layton music is pure white phosphorus
what is the music at the outro? it sounds like nimbus land but creepy
1:42 love him or hate him he spittin straight facts here
5:56 Shoutouts to Ceave Gaming 😍🥺
There is no definitive answer to the quiz, you are still stuck with door 1 or 3...Statement 2 could have been something stupid. i.e. Statement 2: only the bird flies free. or you could do something more obscene like "up yours" referring to the middle finger.
Totally forgot I saw part of the stream live and nearly had a damn heart attack when the video showed my name
This night i get nightmares for piplup the creepy cute
A vengabus is my new favorite unit of time
When will Piplup evolve?
when we have a gbj wetstreak of 16
11:14 (insert prof. layton "I suppose I... Thought wrong" quote)
Dude my voice and body in a rom hack? This is my peak
i can't believe someone made the omaewa mou shindeiru meme in sm64.
So Simp slightly brute-forced it, but my trying to puzzle it out before even watching him puzzle it out left me with the following solution:
If Statement 5 is True, then 3 statements are true, and only 2 statements can be true as per the conditions. Therefore, Statement 5 is false.
Statement 2 has to be true, because statements 1 and 3 contradict each other, and thus one of them has to be a lie.
Because 5 has to be false *and* 2 has to be true, this means statement 4 has to be false, or else statement 4 being true would make statement 5 true.
Statement 4 being false means that Statement 3 has to be false, because if 3 was true, 2 would be the correct door and that would make statement 4 true.
Therefore, Statement 1 is true, door 1 being correct would make statement 4 correct, therefore, it's door 3.
(My last step was realizing that 4 has to be false because of 5. If I could wrap my head around logic notation this comment wouldn't be so damn long.
Peach talking was you but much louder
I feel smart for having figured out the door puzzle
But isn't a reverse backwards long jump just a normal long jump 🤔?
that's the joke
@@coolestdude244 Oh really. Did you figure it out on your own?
@@RanEncounter did *you?* obviously you needed some help by commenting that.
@@RanEncounter heh, Good job
@@itsomega7724 ur like 12
Hey Simp, just wishing you the best, good luck with everything and all. Just know you will always have all of our support through everything. It's understandable you don't let people in on your personal life a lot. I just hope you find a good place for yourself. Thanks for all of the fun streams, I'm hoping to catch one soon.
From all of us, thanks.
Note 7: * *explodes because of a faulty battery* *
8:35 the professor layton music fucking killed me ngl