Kogorous Riddle Thread and eworms Deduction Thread

[Kogorou]

So people there is nothing to see here.
KidSherlock go on please!

[eworm]

IF YOU'RE NOT KOGOROU, YOU CAN IGNORE THIS POST.
(I haven't yet forgiven you, Akonyl!).

you tell me not to read it and then you address me anyway? Good thing I break the rules or I never would have seen it! :P

I knew you'd ignore this, you cheat >:)

[kidSherlock]

sorry 4 l8 reply but i am not good at making riddles so (again) anyone go ahead and post one,,

[Kogorou]

Then I will take this chance and give out one of my riddles for all of you

I am a father's child and I am a mother's child. But I am not their son.
Who am I?

[dumytru]

Then I will take this chance and give out one of my riddles for all of you

I am a father's child and I am a mother's child. But I am not their son.
Who am I?

Probably wrong, but

Spoiler:

Step-son ?

[eworm]

I am a father's child and I am a mother's child. But I am not their son.
Who am I?

Suspiciously easy...

Spoiler:

Their daughter, obviously.

[dumytru]

Suspiciously easy...

Indeed

[Kogorou]

Go on eworm

[eworm]

Three friends - A, B and C - are chess maniacs. One day, they played seven times - and they all ended with the same number of wins and loses. Weird thing? There were no draws. How is that possible?

[dumytru]

Three friends - A, B and C - are chess maniacs. One day, they played seven times - and they all ended with the same number of wins and loses. Weird thing? There were no draws. How is that possible?

The only thing I can come up with is this, though it doesn't sounds right (so I'm probably wrong again)

Spoiler:

They played seven times, but with a different player

A played 7 times with B and won every time.
B played 7 times with C and won every time.
C played 7 times with A and won every time.

So everyone has 7 wins and 7 loses.

[eworm]

Wrong. They played seven times total.

[dumytru]

Wrong. They played seven times total.

Saw that coming..

[VQ]

Three friends - A, B and C - are chess maniacs. One day, they played seven times - and they all ended with the same number of wins and loses. Weird thing? There were no draws. How is that possible?

Spoiler:

They didn't play against each other.

[eworm]

VQ, your turn.

[dumytru]

So that was the actual answer