Scholar & Brutalman
First Post
I'm a bit perplexed by Mike Mearls and Logan Bonner apparently contradicting each other on the number of classes in the PHB. Logan's statement was pretty exact about there being 8 classes. My kremlinology:
i) They were both correct when they made their respective statements. When Logan said eight, there were eight. Now the number is more "fluid".
ii) One or both of them was honestly mistaken.
iii) One of the always tells the truth, the other always lies! What question to you have to ask them to find out the correct number of classes?
iv) They are both filthy, dirty liars! There are no classes in 4th ed! Instead, it's now an unspecified point-buy system licensed from Steve Jackson Games. Also, combat has been removed from the game, since "that's so anime."
v) We are witnessing a battle within Wizards R&D over the number of classes in the PHB. Soon, one of them will the found floating face down in Puget Sound, and a press conference will be held where "the one, true number of classes in the PHB" will be revealed.
I don't suppose someone from Wizards would be able to clear this up at all? Seriously, I think the answer is i), that the number is changing, but conflicting statements are very confusing.
i) They were both correct when they made their respective statements. When Logan said eight, there were eight. Now the number is more "fluid".
ii) One or both of them was honestly mistaken.
iii) One of the always tells the truth, the other always lies! What question to you have to ask them to find out the correct number of classes?
iv) They are both filthy, dirty liars! There are no classes in 4th ed! Instead, it's now an unspecified point-buy system licensed from Steve Jackson Games. Also, combat has been removed from the game, since "that's so anime."
v) We are witnessing a battle within Wizards R&D over the number of classes in the PHB. Soon, one of them will the found floating face down in Puget Sound, and a press conference will be held where "the one, true number of classes in the PHB" will be revealed.
I don't suppose someone from Wizards would be able to clear this up at all? Seriously, I think the answer is i), that the number is changing, but conflicting statements are very confusing.
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