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
Stayed constant or declined during the pause? Let's bring back a few of those comments about reading graphs.
Not gonna fudge --- you can't read a graph. Not a one. And your memory is lousy as well since we've had this EXACT conversion TWICE before..
When did the "pause" begin? Look at the graphs for THAT PERIOD of time (i'll cheat and tell you to look ONLY above 2000 to the end)) -- and NOTICE that the RATE OF STORAGE (the slope on those graphs) actually DECLINES during the pause. That is what I meant by "the RATE" of warming declined.. It is particularly apparent in the black Upper 300 graph, but it appears in ALL of them.
So if the oceans STOLE heat out of the surface/atmos interaction during the pause -- would you expect the ocean warming to ACCELERATE or DECELERATE?
I could be a toad and insist on using the NOAA version of these graphs. The ones that DONT have phoney "volcanic signatures" showing up 700 meters deep.. But I won't. You can keep thinking this BTK study is actual data.
And I COULD also SUPPORT this concept of deep ocean warming as very delayed (retarded would be better) reaction to a warming that MIGHT have occurred even 100 years prior. Because we know that once it's stored, it tends to be very complex thermal redistribution and could take DECADES to equalize..