The argument suggests a direct link between the number of penalties and the number of cards which is illogical. At some point they have drawn that conclusion and it fails logically.
Here;s my analogy, in cricket a bowler batting at 10 who has played 5 tests, got out once and accumulated 65 runs. Apparently this player would be opening for South Africa as soon as they realised his average was the highest in the team
I'VE EXPLAINED THIS! THE PRESENTATION OF ALL OF THE ARGUMENTS MAKE IT VALID BUT UNSOUND. ILLOGICAL WOULD SUGGEST THAT THE ARGUMENT IS NOT VALID, WHICH THEY ALL ARE, YOUR EXAMPLE HAS NOT BEEN MADE BY ANYONE.
Please read the examples I have given, as they are what the SA posters are arguing. The argument you are arguing is not what anyone else is. "The argument suggests a direct link between the number of penalties and the number of cards" Therefore you disagree with the premise of the argument, and as a result, you disagree with the outcome! I am ot going to further explain this!
The conclusion DOES follow from the premise in all of the arguments I've presented. I've used direct quotes to show how this was their argument.
YES it is wrong, because the premise in which the argument was based is false, so the argument is unsound, but it is valid. The word illogical infers that it is invalid.
This would make the argument invalid -
A.) Yellow Cards are given for serious infringments
B.) The All Blacks have infringed a lot.
C.) Therefore the All Blacks should have a lot of yellow cards.
This is invalid (and by extension also unsound), because the two premise to NOT lead to the conclusion, whether the premise is true of false is irrelevant in this example. Another example could be -
a.) Yellow Cards are punishment for infringments
b.) The Boks have had more yellow cards than the All Blacks
c.) The All Blacks have a larger infringment count
d.) Therefore referees favour the All Blacks.
This argument is invalid (illogical if you'd prefer", because the conclusion can not be drawn from the premise. However their arguments can be presented in ways which are totally valid, but still unsound. Do you now see?