Recent comments in /f/dataisbeautiful

TotallyCalculated OP t1_j6qbbim wrote

Sources:

https://cepr.org/voxeu/columns/debating-defence-budgets-why-military-purchasing-power-parity-matters (Brief explanation of what Military PPP is and why it gives a more accurate picture than nominal defense budgets, for the few Countries the data is obtainable from)

https://databank.worldbank.org/ (GDP, GDP-PPP, Mil. Exp, and Mil. Exp %GDP figures)

https://www.researchgate.net/publication/354697825_The_Real_Military_Balance_International_Comparisons_of_Defense_Spending

Made with: Google Sheets, Adobe Illustrator, and Photoshop

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anisotropicmind t1_j6pjn9n wrote

I would plot the derivative of this (e.g. daily or monthly hospitalizations) to make it easier to see the waves. Cumulative (of course) always goes up monotonically, and you have to visually look for higher-slope times to figure out when things are especially bad.

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Savage_X t1_j6pjhhd wrote

Growth prospects have varied wildly over the last few years. From things like Covid changing the entire consumer and corporate landscape, to inflation and the Federal Reserve whipsawing interest rates around dramatically, there is little way to predict what is going to happen even in the near future.

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mediandude t1_j6pfzlu wrote

> It’s a 3652 day moving avg, so that takes care of the leap year.

No, it doesn't.
A 1461 day moving average would. Or a multiple of that.

> Even if it were an issue, and it’s not, it at most could impact it at most a small percent of 1/3652.

A day of difference would be a day of difference. During the fast changing season periods the change is 2x the annual average change. High daily averages top 100k per day. Divide that by 10x and you get 10k per day - against the max variance of 150-200k. That is significant.

> I would be interested to see some data showing a correlation between the solar cycle and global warming metics.

You were looking at it. The northern hemispheric sea ice extent data shows a quite clear 22 year full cycle (or two individual 11-year cycles).

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