Sunday, January 20, 2013

01/20/2013 States of Confusion


Cognitive dissonance is what happens when we compartmentalize contradictions.

 

There’s one more curve to throw into the mix: the Krugman curve.  Paul Krugman has never claimed it, but I’m officially nominating him right now…

The Laffer curve is the maximum progressive Federal tax rate.

The Krugman curve is the maximum progressive academic tax rate.

In theory the Krugman curve would be identical to the Laffer curve.  Economic studies are nearly unanimous in placing the peak of the Laffer curve between 65% to 70% maximum progressive tax rates, which is the same as 35% average tax rates.

My own calculations placed the idealized capital gains maximum at 35%, which would create a maximum revenue point on progressive tax rates at 65%.  That is, capital gains are flat rates, so a 35% average is the same as a 5% to 65% progressive tax.

So then, Paul Krugman and I agree with virtually all mathematical studies of the Laffer curve: a progressive tax rate should peak at 65% (which is an average of 35%).

And yet… my historical graph of actual per capita revenues shows a peak when the maximum tax rates are at 35% -- not 65%.

When I first produced that graph I had to scratch my head, because the graph for maximum progressive IRS revenues was identical to the curve of where average revenues should be.

It was perfect.

It was also perfectly wrong.

And there are exactly 50 reasons for it to be wrong: Alabama, Alaska, Arkansas…..

Right, the Federal government only gets part of our taxes.  The states get another part.  That 35% average or 65% maximum is for all taxes put together – not just the IRS.  When you plot the actual IRS revenues, then, you can only plot the Federal government’s share.

The Laffer curve is what’s left of the Krugman curve after reality takes a bite out of it.

Add all State and Local taxes together, and they’ve cut that 65% maximum down to the 35% maximum we see from actual Federal revenues:


Art Laffer himself never gives an actual number for the peak, because it is impossible to do so unless you also know what other taxes are forcing the curve to contract.

A European VAT tax at 20% would cause the Laffer curve to peak at a 25% max / 15% average.

The State and Local taxes are also close to 20%, but many of them can be deducted from your Federal taxes, leaving us with the 35% max / 20% average for the historical IRS revenues.

Occasionally you’ll see an economist laugh at Conservatives who point to the true peak at 35%, because the math very clearly shows it SHOULD be at 65%.  And, unfortunately, Liberals tend to stick with the Krugman curve as well.

Krugman and the Liberals would be 100% correct – if there were only one tax in the entire country.

So, their math is perfect.

And it is also perfectly wrong.

So, that’s the back story: in the absence of all other taxes, the average tax rate would be 35%; but the presence of other taxes turns that 35% average into a 35% maximum.

So what are all those other taxes?  On the state level, here are some categories from the United States census bureau:


Property Tax (T01)

Tot Sales & Gr Rec Tax

Total Gen Sales Tax (T09)

Total Select Sales Tax

Alcoholic Beverage Tax (T10)

Amusement Tax (T11)

Insurance Premium Tax (T12)

Motor Fuels Tax (T13)

Parimutuels Tax (T14)

Public Utility Tax (T15)

Tobacco Tax (T16)

Other Select Sales Tax (T19)

Total License Taxes

Alcoholic Beverage Lic (T20)

Amusement License (T21)

Corporation License (T22)

Hunt and Fish License (T23)

Motor Veh & Oper Lic

Motor Vehicle License (T24)

Motor Veh Oper License (T25)

Public Utility License (T27)

Occup and Bus Lic NEC (T28)

Other License Taxes (T29)

Total Income Taxes

Individual Income Tax (T40)

Corp Net Income Tax (T41)

Total Other Taxes

Death and Gift Tax (T50)

Docum and Stock Tr Tax (T51)

Severance Tax (T53)

Taxes NEC (T99)

Yeah, some of those overlap, but who can keep track?

Tim

Saturday, January 19, 2013

01/19/2013 rotation: selling PAAS; buying STRA (again)


Small Portfolio
XLU & IAU
19.53%
Sector
XLU
29.86%
Secular
IAU
9.19%
Large Portfolio
Date
Return
Days
RIMM
7/16/2012
118.48%
187
SEAC
9/25/2012
31.82%
116
CAJ
9/25/2012
9.56%
116
DDAIF
9/25/2012
12.06%
116
CFI
10/31/2012
40.24%
80
RE
11/26/2012
8.01%
54
CGX
12/12/2012
9.48%
38
PAAS
12/20/2012
2.96%
30
OKE
12/28/2012
11.34%
22
HTSI
1/14/2013
0.46%
5
S&P
Annualized
6.26%
Small Portfolio
Annualized
11.49%
Sector Model
Annualized
17.27%
Large Portfolio
Annualized
34.95%
S&P
Total
10.46%
Small Portfolio
Total
19.53%
Sector Model
Total
29.86%
Large Portfolio
Total
63.49%
Small Portfolio
Advantage
5.23%
Sector Model
Advantage
11.02%
Large Portfolio
Advantage
28.69%

 

NOTE: all return numbers are from the launch of the live model on 5/31/2011.

Rotation: selling PAAS; buying STRA (again).

As always, a negative gap will cancel the trade.

I’ve included more numbers today because the model is approaching a milestone I never thought it could reach: outperformance over the S&P by 30% (not there yet, but REAL close).

I’ll have more to write tomorrow.  Many thanks to Bill Spetrino for taking note of my tax revenue studies in Newsmax:


quoted here:


There’s more detail to give on WHY 35% tax rates is the point of contention, and the coming tax rate war between the Federal government and the States.  But that’s for tomorrow’s post.

Tim

 

 

 

01/19/2013 Tax Rate Summary (for Newsmax)

Thanks to Bill Spetrino for mentioning this article on Newsmax: http://www.moneynews.com/BillSpetrino/Clontz-tax-rates-revenue/2013/01/18/id/472009

This is a summary of the effect of tax rates on government revenues...


When it comes to taxes, there is only one difference between conservatives and liberals.

They both want to raise as much money as possible.

They even have a similar tax rate target: 35%.

The difference is that conservatives want a 35% maximum tax rate, and liberals want a 35% average tax rate.  Now, in a progressive tax system, that’s a big difference.

Here’s how it works: 

0% to 35% brackets gives an average of 20% (the conservative target).

0% to 65% brackets gives an average of 35% (the liberal target).

So, who’s right?  Which raises as much money for the government as possible?

Well, the government’s been tinkering with rates between 28% and 94% for over 70 years, and it’s a simple matter of just looking at what happened during that long experiment.  Since we’ve been the guinea pigs, we might want to see how it worked out.

Here’s what we need to look at:

> United States population
> Inflation adjusted tax revenues
> Government’s percent  of gross national product (for average tax rates)
> A list of the legislated tax brackets (for maximum tax rates)
> Revenues per capita (to see how well those rates worked)

(A full table is available here: http://market-mousetrap.blogspot.com/2013/01/01152013-source-data_2926.html)

We then have two questions:

> What maximum tax rate creates the most revenue per capita; 35% or 65%?
> What average tax rate creates the most revenue per capita; 20% or 35%?



The good news is that the Republicans are right.  The government gets the most money possible when the maximum tax rate is 35%, and the average is 20%.

The bad news is that the President just raised those rates, and government revenue should go down by about 14%.

In other words, they didn’t raise revenue, they just threw it away.

 

 

 

 

Wednesday, January 16, 2013

01/16/2013 market getting defensive

XLU (utilities) is now quite solidly the pick of the sector model.

The market is growing quite defensive now.  I'm not a market timer, but this normally happens before a pullback.

Tuesday, January 15, 2013

01/15/2013 Source Data


Fiscal Year
Population
Max Tax Rate
Receipts in 2005 dollars
Receipts as % of GDP
Spending as % of GDP
Receipts per capita
1940
132.12
79.0%
81.40
6.80
9.80
0.62
1941
133.40
81.0%
104.20
7.60
12.00
0.78
1942
134.86
88.0%
156.30
10.10
24.30
1.16
1943
136.74
88.0%
233.90
13.30
43.60
1.71
1944
138.40
94.0%
461.00
20.90
43.60
3.33
1945
139.93
94.0%
499.00
20.40
41.90
3.57
1946
141.39
91.0%
433.70
17.70
24.80
3.07
1947
144.13
91.0%
385.10
16.50
14.80
2.67
1948
146.63
91.0%
392.80
16.20
11.60
2.68
1949
149.19
91.0%
384.90
14.50
14.30
2.58
1950
152.27
91.0%
370.70
14.40
15.60
2.43
1951
154.88
91.0%
493.00
16.10
14.20
3.18
1952
157.55
92.0%
635.60
19.00
19.40
4.03
1953
160.18
92.0%
619.30
18.70
20.40
3.87
1954
163.03
91.0%
599.30
18.50
18.80
3.68
1955
165.93
91.0%
544.10
16.50
17.30
3.28
1956
168.90
91.0%
590.60
17.50
16.50
3.50
1957
171.98
91.0%
602.80
17.70
17.00
3.51
1958
174.88
91.0%
566.80
17.30
17.90
3.24
1959
177.83
91.0%
542.80
16.20
18.80
3.05
1960
180.67
91.0%
630.90
17.80
17.80
3.49
1961
183.69
91.0%
626.30
17.80
18.40
3.41
1962
186.54
91.0%
659.70
17.60
18.80
3.54
1963
189.24
77.0%
674.90
17.80
18.60
3.57
1964
191.89
70.0%
704.30
17.60
18.50
3.67
1965
194.30
70.0%
721.10
17.00
17.20
3.71
1966
196.56
70.0%
789.10
17.30
17.80
4.01
1967
198.71
70.0%
875.40
18.40
19.40
4.41
1968
200.71
70.0%
866.70
17.60
20.50
4.32
1969
202.68
70.0%
993.50
19.70
19.40
4.90
1970
205.05
70.0%
968.40
19.00
19.30
4.72
1971
207.66
70.0%
877.40
17.30
19.50
4.23
1972
209.90
70.0%
908.10
17.60
19.60
4.33
1973
211.91
70.0%
956.90
17.60
18.70
4.52
1974
213.85
70.0%
1004.30
18.30
18.70
4.70
1975
215.97
70.0%
966.00
17.90
21.30
4.47
1976
218.03
70.0%
956.20
17.10
21.40
4.39
1977
222.59
70.0%
1054.80
18.00
20.70
4.74
1978
225.06
70.0%
1113.60
18.00
20.70
4.95
1979
227.22
70.0%
1187.30
18.50
20.10
5.23
1980
229.47
70.0%
1197.60
19.00
21.70
5.22
1981
231.66
50.0%
1251.40
19.60
22.20
5.40
1982
233.79
50.0%
1202.80
19.20
23.10
5.14
1983
235.82
50.0%
1113.60
17.50
23.50
4.72
1984
237.92
50.0%
1174.30
17.30
22.20
4.94
1985
240.13
50.0%
1250.90
17.70
22.80
5.21
1986
242.29
50.0%
1277.70
17.50
22.50
5.27
1987
244.50
38.5%
1375.70
18.40
21.60
5.63
1988
246.82
28.0%
1421.10
18.20
21.30
5.76
1989
249.62
28.0%
1494.00
18.40
21.20
5.99
1990
252.98
28.0%
1508.70
18.00
21.90
5.96
1991
256.51
31.0%
1473.00
17.80
22.30
5.74
1992
259.92
31.0%
1467.50
17.50
22.10
5.65
1993
263.13
39.6%
1511.50
17.50
21.40
5.74
1994
266.28
39.6%
1617.70
18.00
21.00
6.08
1995
269.39
39.6%
1691.40
18.40
20.60
6.28
1996
272.65
39.6%
1775.50
18.80
20.20
6.51
1997
275.85
39.6%
1889.90
19.20
19.50
6.85
1998
279.04
39.6%
2040.90
19.90
19.10
7.31
1999
282.16
39.6%
2136.40
19.80
18.50
7.57
2000
284.97
39.6%
2310.00
20.60
18.20
8.11
2001
287.62
39.1%
2215.30
19.50
18.20
7.70
2002
290.11
38.6%
2028.60
17.60
19.10
6.99
2003
292.81
35.0%
1901.10
16.20
19.70
6.49
2004
295.52
35.0%
1949.50
16.10
19.60
6.60
2005
298.38
35.0%
2153.60
17.30
19.90
7.22
2006
301.23
35.0%
2324.10
18.20
20.10
7.72
2007
304.09
35.0%
2414.00
18.50
19.60
7.94
2008
306.77
35.0%
2288.10
17.60
20.80
7.46
2009
309.33
35.0%
1899.00
15.10
25.20
6.14
2010
311.59
35.0%
1927.90
15.10
24.10
6.19
2011
313.85
35.0%
1998.70
15.40
24.10
6.37

 

Sources:




The only added column is the receipts per capita, which is the receipts in 2005 dollars divided by the population.