During the first nine days of December, UAH has averaged 0.17 C lower than last December – which finished at 0.29. If the current trend keeps up, December will finish somewhere between 0.10 and 0.20.
Disrupting the Borg is expensive and time consuming!
Google Search
-
Recent Posts
- “Earlier Than Usual”
- Perfect Correlation
- Elon’s Hockey Stick
- Latest Climate News
- “Climate dread is everywhere”
- “The Atmosphere Is ‘Thirstier.’”
- Skynet Becomes Self Aware
- “We Have To Vote For It So That You Can See What’s In It”
- Diversity Is Our Strength
- “even within the lifetime of our children”
- 60 Years Of Progress in London
- The Anti-Greta
- “a persistent concern”
- Deadliest US Tornado Days
- The Other Side Of The Pond
- “HEMI V8 Roars Back”
- Big Pharma Sales Tool
- Your Tax Dollars At Work
- 622 billion tons of new ice
- Fossil Fuels To Turn The UK Tropical
- 100% Tariffs On Chinese EV’s
- Fossil Fuels Cause Fungus
- Prophets Of Doom
- The Green New Deal Lives On
- Mission Accomplished!
Recent Comments
- Terry Shipman on “Earlier Than Usual”
- arn on “Earlier Than Usual”
- Gordon Vigurs on “Earlier Than Usual”
- conrad ziefle on “Earlier Than Usual”
- Bob G on “Earlier Than Usual”
- Gamecock on “Earlier Than Usual”
- Gamecock on “Earlier Than Usual”
- conrad ziefle on “Earlier Than Usual”
- Mac on “Earlier Than Usual”
- Bob G on “Earlier Than Usual”
Steve,
Based on the weather reported in various areas of the world, your UAH prediction would make sense.
BTW, does UAH list the average baseline temperature for each month at one of their URLs? Do they make public the month’s average temperature that they then calculate the anomaly from? (I don’t think they make it public, which I imagine causes many to question their numbers.)
If you know where that monthly baseline information is, it would make your 0.17 figure much more believable.
JB
1998 will be warmer then.
http://www.nowpublic.com/environment/new-paper-suggests-atmosphere-hit-max-co2-1998
1998 was a very special year
So, Mauna Loa (something like the island in “Lost”) has been moving back in time?