Originally posted by rhinoceros
reply to post by JPhish
You're just dodging the question.
Originally posted by JPhish
I’m afraid you’ll have to answer your own rhetorical question.
Doesn’t seem like dodging to me, answer your own rhetorical question, I’m all “eyes” and no one is stopping you.
You saying that my post is illogical fallacy of causation, does not make it so.
It isn't so because i say it, i say it because it is so. If you’d really like for me to explain why it is a fallacy of causation I will, but you have ignored my logical formulas in previous posts, so I personally felt it would be a waste of time.
You’ve committed MANY logical fallacies and have continued to do so . . . Perhaps you don’t realize that you’re being illogical so I’m going to start emphasizing your logical fallacies in bold
I won.
wishful thinking
Evolution won.
wishful thinking
End of debate.
I wasn’t aware that such a debate was “winnable” but if you insist, let’s tally up how many times you’ve been illogical juxtapose to how many times I have.
argumentum ad consequentiam, bare assertion fallacy & poisoning the well
Quote mining, another baseless assertion and an appeal to flattery
red herring OR causal simplification
(you can pick)
LOADED QUESTION & poisoning the well
poisoning the well again and argumentum ad consequentiam again
argumentum ad consequentiam a third time
We can also add all of your recent wishful thinking to the list which tallies up to THIRTEEN illogical fallacies in only 7 posts! That’s an average of more than 2 logical fallacies per post. Impressive.
Now let’s say your argument is only impaired by the ones I’ve shown logical proofs for . . .
If I understood genetics, I would agree with you
But I don’t agree with you, and since it is DESIRABLE for me to agree with you
(for you)
Then I do not understand genetics
So in review
P = I understand genetics
Q = I agree with you
If P, then Q
⌐Q is undesirable
Therefore ⌐P
Argumentum ad consequentiam
X = You
A = Everything I said is false and everything you said is true
Fact 1: X claims A is true.
Fact 2: X claims X are correct.
Conclusion: Therefore A is true.
bare assertion fallacy
P = It’s pointless to discuss the topic with me because I don’t understand the evidence.
Q = you won’t debate with me
If P, then Q
Q is desirable for you (because you’re losing the debate?)
Therefore P
Argumentum ad consequentiam
P = I understand the connection
Q = I answer your question
If P, then Q
⌐Q is undesirable for you (because it doesn’t animate your straw man)
Therefore ⌐P
Argumentum ad consequentiam
Of course logic is derived from the Latin, “logos” which means “argument”.
So,
My argument : 0
Your argument : -4
[edit on 5/2/2009 by JPhish]



