This t-shirt investigates the oft overlooked "other half" of the battle. So if knowing is half the battle, what's the other half? Lasers. 25% red. 25% blue. We''ll all sleep better having reconciled this age-old conundrum. $20 [Nerduo]

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DISCUSSION

worsethannormal

Just to point out, "knowing is half the battle" is specious logic.

We can express the statement thusly:

K=(1/2)B (where K=Knowledge and B=Battle)

For this statement to be true then

2K=B

should obtain. But ask yourself, if you know twice as much have you already won the battle? No, the battle must still be fought. Even if twice the knowledge helps you avoid the battle, the battle was not fought and therefore we would have express thusly:

2K=0B

which leads to

K=(1/2)0B

at wich point I'm confused about what my original point was...

## DISCUSSION

Just to point out, "knowing is half the battle" is specious logic.

We can express the statement thusly:

K=(1/2)B (where K=Knowledge and B=Battle)

For this statement to be true then

2K=B

should obtain. But ask yourself, if you know twice as much have you already won the battle? No, the battle must still be fought. Even if twice the knowledge helps you avoid the battle, the battle was not fought and therefore we would have express thusly:

2K=0B

which leads to

K=(1/2)0B

at wich point I'm confused about what my original point was...