Easy mode
Easy mode
...
hard mode
Paradoxical or I'm a brainlet
>self referential logic can be inconsistent
Great breakthrough faggotron.
If only you were born over a hundred years earlier - so I wouldn't have to deal with your bait and shitposts making Veeky Forums unreadable
3
Brainlet. Statement 3 is true. The other 3 false. Even if its an easy riddle I must say I liked it.
That's not hard mode, it's Liar's Paradox No. 536382915
Using analytical continuation we can say that 1/2 of the statements on the list are false.
pseud city in here
Assuming one is true means other three are false.
Assumption gives no contradiction for third statement. Assuming third is false gives contradiction.
Should give three false statements
Three.
Top kek
This is the basis of intelligence you fucking retord
What do we say about assuming? It makes and ass of you and me
how can you even type?
All of them
> Not exactly four statements on this list are true
We'll suppose then.
Would it be correct to say that they are all false.
>1 is false
That statement is false and therefore 2, 3, and 4 statements are true, making them all false.
>2 are false
That statement and the previous are false and therefore 3, and 4 are true making them all false
>3 are false
That statement and the previous two are false and therefore 4 is true making them all false
>if all 4 are false
Then all four are inversely made true which leaves them all to be false.
...
1. All statements contradict all others, but no statement contradicts itself.
2.In other words, only one statement can be true. All the others must be false.
3. Since there are four statements, three statements must be false.
4. Statement # 3 is therefore proven true. All other statements are therefore proven false.
The above was my thought process.
And what do we say about suppositories?
Learn the difference between suppositions and suppositories. If could save your dignity one day.
shit i constructed it using truth tables
yeah no.3 it true
but 4 is so contradicting
easy peasy, only 3 statements are false since statement number 3 is true... and also I know nothing about those suppositories...