Sunday, February 9, 2025

"Prepare for a Springtime CPI Collapse"

There are two countervailing forces that will determine the course of interest rates and the economy over the next couple years, and getting the interplay right will probably mean the difference between a stagflationary hellscape and an economy growing without the need for stimulus (deficits) amounting to a truly demented 7% of GDP.

Without anything being done on deficits the debt and the interest on the debt will continue to grow until the yield demanded by Treasury buyers becomes impossible to pay and the Federal Reserve is forced to step into the market and print money to buy enough newly issued debt to allow the Treasury meet the interest payments.

This is the definition of a Ponzi scheme and is the point from which there is no turning back.

Add in the inflationary effects of what are loosely being referred to as tariffs, anywhere from 0.4% to 1.5% on the CPI depending on substitution effects and behavioral changes.

Opposing the deadweight and inflationary forces is any success that might come from deficit reduction in the immediate and near-term.

Two weeks ago I would have given the administration a less than 5% chance of cutting $750 billion or more from the deficit. Today a reasonable guess might be a 20% chance. Still not odds-on but approaching a point where we have to become aware of the deflationary effects of budget cuts of that magnitude.

And with that longer-than-usual introduction here is ZeroHedge from three weeks ago,  January 19, 2025 with a mathematical wrinkle in the perceived inflation rate.

Annualized inflation growth is on the verge of falling apart…

Early in my career, I was fortunate enough to work with some very sharp people. The firm I worked for had hired a team from one of the oldest investment banks in the country. Many of these people had spent much of their careers working for the same firm. But the company had sold itself to a foreign entity and they were moving headquarters somewhere else. So, when they joined my firm, they brought generations of passed-down business wisdom with them.

It was such a successful investment bank because it made sure the people who worked there employed best practices in everything they did. One of those habits was always being proactive instead of being reactive. The employees challenged each other to act and think about where the environment was headed. That way, they were always prepared for any challenge that lay ahead.

And the longer I spent working with the group, the more I saw these habits pay off. The research analysts, salespeople, and traders always seemed to be a step ahead of the market. Because they spent so much time studying, analyzing, and understanding, they were better able to help their clients prepare for every environment. And in the process, they made complicated situations seem routine.

Recently, I’ve been reminded of those habits I learned and now employ. Yesterday, the talking heads in the financial media were in a panic about the December consumer price index (“CPI”) data from the U.S. Bureau of Labor Statistics (“BLS”). Some of the commentators on CNBC labeled the increase in annualized growth a disaster. 

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

Yet as I stated back in November, the pace of growth would increase into year end, before rapidly fading in the first part of this year. And as the shift happened, it would likely catch the markets and financial media off guard. Well, based on yesterday’s numbers, the rollover should soon start to happen. And if annualized inflation starts to drop as I expect, it will lead to a steady rally in the S&P 500 Index.

But don’t take my word for it, let’s look at what the data’s telling us…

This past week, the BLS reported its headline consumer price index rose 2.9% on an annualized basis. Now, while that was in-line with the consensus expectation, it was an increase compared to the November gain of 2.7%. So, it appeared that price pressures were rising.

Compounding matters was the way monthly growth is reported. The BLS releases the data on a seasonally adjusted basis (accounts for things like weather). That number showed a 0.4% increase for December. It was the highest reading since April and double the number from November. The implication being that inflation growth is accelerating, hence the media reaction.

However, those outlets weren’t digging into the entire picture. To get a better sense of how the headline-annualized numbers are shaping up, I like to look at the non-seasonally-adjusted numbers (raw data). After all, that’s how the annual numbers are reported. And according to those results, inflation growth was unchanged in December compared to November...

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So, the numbers drawing the headlines made inflation seem like it's heating up. But when we focus on the non-seasonally-adjusted data, we see something different taking place.

Like I said at the start, there’s a shift taking place because of the way the yearly numbers are calculated. You see, it’s a sum total of each month’s growth. By looking at the above chart, we notice the numbers from January through April of last year ran hot. But ever since, they’ve been trending lower. And moving forward, those high numbers from last year will start disappearing when the January data’s released. That means the pace of annualized growth could start to cool rapidly...

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

In the above table I’ve highlighted the numbers in two different shades. The red ones are the hot numbers, indicating inflation is picking up, while the green numbers tell us price pressures are cooling. If we add the data up from January through April, we see that it accounted for 2.1% of the 2.9% growth over the last 12 months. That means that May through December only accounted for 0.8%.

But to get a sense of the trend moving forward, we can observe the six-month average. Because, that number removes the older data that’s about to disappear. And according to the result, the pace of monthly inflation growth since July has averaged just under 0.07%. That works out to just 0.9% on an annualized basis.... 

....MORE

We'll get an indication of the correctness of this analysis next week and over the next six to twelve weeks we'll get a feel for the Fed's intentions vs. the data and vs. the Administration.

Earlier:
U.S Debt Clock Now Has A Number For DOGE Savings