- by New Deal democrat
Exactly one year ago today the title of this column was dueling inflection points edition, as both initial jobless claims and gasoline prices were at 52 week extremes, but in opposite directions. Here we are again, almost exactly in the same spot.
Employment related indicators were all positive:
The Department of Labor reported that Initial jobless claims rose by 3,000 to 351,000. The four week average declined by 6250 to 359,000. This too is the lowest reading since spring 2008.
The American Staffing Association Index rose by 1 to 87 last week. It is now right in between its levels of 2011 and 2007, higher than the former and below the latter.
The Daily Treasury Statement showed that for the first 15 reporting days of February, $120.7 B was collected vs. $115.6 one year ago, a gain of 4.4%. For the last 20 reporting days, $151.1 B was collected vs. $146.6 B a year ago, an increase of 3.3%.
On the other hand, Gasoline prices are markedly higher than one year ago while usage continues to be much lower:
Oil rose about $4.00 this week through Thursday to close over $108 a barrel. Gas at the pump rose another $.07 to $3.59. Both of these are significantly above the point where they can be expected to exert a constricting influence on the economy. Gasoline usage, at 8627 M gallons vs. 9101 M a year ago, was off -5.2%. The 4 week moving average is off -6.1%. The YoY comparisons went negative last March, and have continued substantially so since July.
Housing reports were mixed:
The Mortgage Bankers' Association reported that The Refinance Index decreased -4.8% from the previous week, but is still closetto its highest level in over half a year. The seasonally adjusted Purchase Index decreased another -2.9% from the prior week, and was -9.2% lower YoY. The purchase index is at the bottom of its 21 month overall flat range. Any further significant deterioration would have to be viewed as a violation of that trend to the downside.
YoY weekly median asking house prices from 54 metropolitan areas at Housing Tracker were positive, up +4.1%. This number has stabilized on a YoY basis in the last few weeks, which is what I would have expected. I expect this series to continue positive, but it will be interesting to see if it drifts lower as we hit the peak selling season.
Sales remained positive, while transportation turned negative:
The ICSC reported that same store sales for the week ending February 11 were off -2.2% w/w, but increased 3.2% YoY. Shoppertrak reported +6.3% YoY gains. Johnson Redbook reported a 2.9% YoY gain.
The American Association of Railroads reported a decline in weekly rail traffic for the week ending February 18, 2012, with U.S. railroads originating 281,989 carloads, down 5.2 percent compared with the same week last year. Intermodal volume for the week totaled 221,003 trailers and containers, down 5.6 percent compared with the same week last year. I am pleased to report that Railfax is back with some free graphs. While the YoY comparisons have been decidedly erratic this winter, that may be because of the batch of winter storms that hit in 2011 in the comparison period. The Railfax graphs show that rail traffic continues to trend higher on a YoY basis.
Money supply was mixed and Credit spreads were flat:
M1 was up +0.3%t last week, and also up +0.3% month over month. On a YoY basis it increased to +23.1%, so Real M1 is up 20.2%. YoY. M2 also rose +0.3% week over week, but was down -0.4% month over month. It was up 10.1% YoY, so Real M2 was up 7.2%. In short, real money supply indicators continue strongly positive on a YoY basis.
Weekly BAA commercial bond rates decreased .02% to 5.15%. Yields on 10 year treasury bonds also fell .02% to 1.97%. The credit spread between the two, which had a 52 week maximum difference in October but remained tightened this past week.
Last year I concluded my column by saying that I expected Oil to win its duel with initial jobless claims. It did as initial claims flattened and then rose in the summer. I expect the same result this year. While as I said yesterday I expect U-3 unemployment to decline to under 8% by May, that is a lagging indicator. Consumers are better able to handle $4 a gallon gasoline than they were in 2008, but depleted most of their savings since then last year. If an Oil shock is going to bring on more than a stall this spring and summer, watch the weekly same store retail sales comparisons. They held up well all last year. If their YoY readings start going under +2%, that will be a danger sign. If consumers also retrench further than they already have in terms of gasoline usage, i.e., a one week YoY usage decline of more than 10%, or a 4 week YoY decline of more than 7.5%, that would be another strong danger signal.
Have a nice weekend.
Saturday, February 25, 2012
Friday, February 24, 2012
Unemployment Rate By Age
Let's take a look at the unemployment rate by age bracket, starting with the youngest and moving to the oldest.
![](data:image/png;base64,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)
The unemployment rate for 16-19 YOs spiked to over 25% after the last recession, but has been dropping. However, I certainly wouldn't call this fatal, as this age group is probably now staying in school as opposed to working.
The 20-24 YO unemployment rate spiked to nearly 17.5%, but is also heading lower. This number is a bit more troubling than the 16-19 YP chart, but, again, this is an age group that would be in college/education at this age. However, the high number could also mean the job opportunities for recent graduates aren't that high, which is concerning.
![](data:image/png;base64,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)
Now we're moving into troubling areas, as the 25-24 age group should be fully engaged in the labor force. Instead, they are unemployed at a high rate -- the highest since the recession of the early 1980s.
![](data:image/png;base64,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)
The unemployment rate for the 35-44 age group spiked to about 9%, but has since moved lower to around 7%. However, again, this number is far too high.
This age group should be fully engaged as well, and they should be getting paid higher salaries as they are starting to hit their peak earnings potential. While 6.5% is not a bad unemployment rate, notice how this age group has historically been less prone to higher rates of unemployment.
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)
The unemployment rate for the 55+ is also far too high.
![](data:image/png;base64,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)
I charted the larger age groups on the above chart for the last 10 years. Notice first that the 25-34 age group has experienced a higher rate of unemployment than other groups. Part of this is educationally related -- these are the age groups when most post college education occurs. Next, notice that he 35-44 experiences the next highest rate of unemployment on average, even during the last expansion. This is followed by the the 35054 age groups and finally the 55+ age group.
The unemployment rate for 16-19 YOs spiked to over 25% after the last recession, but has been dropping. However, I certainly wouldn't call this fatal, as this age group is probably now staying in school as opposed to working.
The 20-24 YO unemployment rate spiked to nearly 17.5%, but is also heading lower. This number is a bit more troubling than the 16-19 YP chart, but, again, this is an age group that would be in college/education at this age. However, the high number could also mean the job opportunities for recent graduates aren't that high, which is concerning.
Now we're moving into troubling areas, as the 25-24 age group should be fully engaged in the labor force. Instead, they are unemployed at a high rate -- the highest since the recession of the early 1980s.
The unemployment rate for the 35-44 age group spiked to about 9%, but has since moved lower to around 7%. However, again, this number is far too high.
This age group should be fully engaged as well, and they should be getting paid higher salaries as they are starting to hit their peak earnings potential. While 6.5% is not a bad unemployment rate, notice how this age group has historically been less prone to higher rates of unemployment.
The unemployment rate for the 55+ is also far too high.
I charted the larger age groups on the above chart for the last 10 years. Notice first that the 25-34 age group has experienced a higher rate of unemployment than other groups. Part of this is educationally related -- these are the age groups when most post college education occurs. Next, notice that he 35-44 experiences the next highest rate of unemployment on average, even during the last expansion. This is followed by the the 35054 age groups and finally the 55+ age group.
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