I'd fund a hoax believer that was worth the time. One that had interesting and well-worked out arguments and one whose arguments evolved during discussion.
This is not a non sequitur. You last post on log graphs, you mentioned the necessity of the minor divisions. I agree; they make the data easier to read. But here's a question; what if I look close at the graph and the data point I want to read falls between two of the minor divisions? How do you read that one? Say, if on the paper I am using, there is 1 cm between the minor division at "2" and the one at "3." A data point sits at .5 cm above the "2." What is that number?
Remember the it is logarithmic. When dividing between minor graduation it is still logarithmic. Halfway between marks is roughly a third.
Lie. There is no such requirement as has been demonstrated in this very thread.
Or to be precise, it depends on whether you listen to most of the world, or what Tim was arguing earlier in the thread.
The weasel is still there. The graph is log, top to bottom. It would be so if you had no index lines large, small, proportional or log spaced, red or blue or blinking.