Lecture on Interesting Numbers Paradox

[iwillfoolu]

Only if said deity BELIEVES he can't pick up the stone.

[randomadlib]

since god is almighty "and omnipresent" god can be the stone and he cant pick himself up, but god can also be the man who will pick up the stone... he doesnt have to be just the object or the observer he can be both and at the same time neither as well, depending on what word you assign to god. paradoxes depend only on ur understanding of words.

[Ruest420]

@randomadlib the concept of god being an individual or a human like figure is what throws people off.... the way you explained it was perfect

[oringent]

How are those paradoxes?

[Ramadulla]

Off topic, but he has a big bulge.

[HotRockx]

1134 views and no one has bothered to rate it? omg i'll be the first to rate this vidio then.

[rsakshay2]

i got a better trick

choose a 3 digit number

now reverse the digits of the 3 digit number and subtract your reversed number with original number

ignore any -ve values.

divide it by 99 and you will always get an integer i.e. no decimal values no matter what 3 digit number you choose

[BudaMax]

:) thank you

however, instead of my trials and errors i used somebody's elses... google is a powerfull thing:) and yes, there are plenty of such numbers

[vidigod]

How did you figure out those numbers with such interesting properties? Trial and error? I wonder if there are more that work the same way. I liked the paradox at the end. Very interesting.

[MasterGhostKnight]

Actualy is a very simple tricks for fools.

The first case is very simple, he just got a 111111 that is divisible by 7 that is 15873.

Notice that 111111*n is nnnnnn for n from 1 to 9.

Sense the multiplication is comutative 15873*n*7 = 15873*7*n = 111111*n

He in fact made a very simple math trick for people that doesn't know math.