Posted by bad_luck on 1/8/2014 11:32:00 AM (view original):
Posted by MikeT23 on 1/8/2014 10:26:00 AM (view original):
Posted by bad_luck on 1/8/2014 10:15:00 AM (view original):
Posted by MikeT23 on 1/8/2014 10:10:00 AM (view original):
Posted by bad_luck on 1/8/2014 10:03:00 AM (view original):
Posted by MikeT23 on 1/8/2014 9:40:00 AM (view original):
Is it safe to assume BL is using WAR? If so, there are half a dozen within 10%(and I believe BL has used 30% as a rough number for "meaningless") range of Raines. I also believe BL has said dWAR is somewhat questionable. If both of these hold true, Raines might be 5th or 15th. Just eyeballing the stats, he's no better than 10th or so.
I never said anything about 30% being meaningless. I said you should round WAR to the nearest whole number. Ignore the number after the decimal. So instead of 69.1, Raines is 69. Gwynn gets rounded up to 69. Duke Snider gets rounded up to 67. Joe DiMaggio down to 78. Etc.
I don't keep a file with your posts in it like you do mine but, yeah, you did. Something to the effect of the difference between a single season WAR of 3.8 was not significantly different than a single season of 3.1.
You round and the difference is 1. But a difference of one isn't big. 3.1 and 3.4 are essentially the same. Like 3.6 and 3.9.
So, over a 20 year career, a difference of say 15-18 is rather meaningless?
No. That's meaningful.
If I hit 38 home runs last year and you hit 34, the difference between us in terms of home power last year is negligible. But over twenty years, I might have 80 or 100 more home runs than you. And that's a significant difference.
How so?
Player A has a career WAR of 69. He played 20 seasons. 3.45 wins per season.
Player B has a career WAR of 54, He also played 20 seasons. 2.7 wins per season.
Now that .75 WAR per season is pretty meaningless. Less than 1 win per season.
Yet, somehow, over 20 seasons, those less than 1 win per season becomes significant.
And that's ignoring the effect of dWAR which none of us seem to trust.