> While it is true that homosexuality is wrong

No, it is right. This is the fundamental issue. You as a hetero man feel that you like women and not men, therefore anybody who feels other is strange and perverse. You know, for me as a homo, it's exactly the other way round, that's how I'm wired, that's how god created me, if you like to put it this way. Why would god create me this way if he did not like it? He would be a hateful god indeed.

The real truth however is that sexuality is not as clearly defined as you think. In the late 19th century, the words for homo and hetero were invented, and after that time the world was neatly split into two parts. Or three if you count bisexuals. Or four, if you count trans people. Or five, if you count hermaphrodites. Or six, if you count people who only get off on smelly feet. Or seven, eight, nine, ten... it's all just words and concepts in our heads.

Please, could we ultimately drop this boring, pointless and annoying categorizing of sexuality and just accept people as they are, diverse and with different preferences?

And another apology to the apology. I re-read your post I commented at and saw that you were expressing yourself quite clearly, I was just confused from the previous posts.
However, I hope that the posts are useful anyway, as I tried to state my process of thought.

After some meditation, I'd like to apologize. You are not a troll, I think you are just expressing yourself imprecisely.

From the probabilities given above, it's obvious that the probability in total that for two tosses, at least one of the two coins is a head is 75%.

So, if we only look at the cases where at least one coin is a head, what is the probability that both coins are head? It's of course 33% ! (of the 75% of the total, which is 25% of the total). I guess this was what you were aiming at.

You, Sir, are a troll. Here, have some food.

Assumed you have fair coins, then the chance that a toss of a coin is head or tail is exactly 50 % or 1/2, no?

So, if I toss 2 coins, then I have the following probabilities:
p_HH = 1/2 * 1/2 = 1/4
p_HT = p_TH = 1/2 * 1/2 = 1/4
p_TT = 1/2 * 1/2 = 1/4

So, basically, each of the four outcomes of the two-coin experiment has an equal chance of occurring, at 25%.

My assumption is that you don't have fair coins, if you actually flipped coins in reality. Most aren't, I seem to have heard.