Monday, April 23, 2012

The Long Waves in Economic Life | Nikolai Kondratieff

XII. THE NATURE OF LONG WAVES  

Is it possible to maintain that the existence of long cycles in the dynamics of the capitalist economy is proved on the basis of the preceding statements? The relevant data which we were able to quote cover about 140 years. This period comprises two and one-half cycles only. Although the period embraced by the data is sufficient to decide the question of the existence of long waves, it is not enough to enable us to assert beyond doubt the cyclical character of those waves. Nevertheless we believe that the available data are sufficient to declare this cyclical character to be very probable.

We are led to this conclusion not only by the consideration of the factual material, but also because the objections to the assumption of long cyclical waves are very weak.

It has been objected that long waves lack the regularity which business cycles display. But this is wrong. If one defines “regularity” as repetition in regular time-intervals, then long waves possess this characteristic as much as the intermediate ones. A strict periodicity in social and economic phenomena does not exist at all — neither in the long nor in the intermediate waves. The length of the latter fluctuates at least between 7 and 11 years, i.e., 57 per cent. The length of the long cycles fluctuates between 48 and 60 years, i.e., 25 per cent only.

If regularity is understood to be the similarity and simultaneity of the fluctuations of different series, then it is present to the same degree in the long as in the intermediate waves.

If, finally, regularity is understood to consist in the fact that the intermediate waves are an international phenomenon, then the long waves do not differ from the latter in this respect either.

Consequently, there is no less regularity in the long waves than in the intermediate ones, and if we want to designate the latter as cyclical, we are bound not to deny this characterization to the former.

It has been pointed out [by other critics] that the long waves — as distinct from the intermediate ones which come from causes within the capitalistic system — are conditioned by casual, extra-economic circumstances and events, such as (1) changes in technique, (2) wars and revolutions, (3) the assimilation of new countries into the world economy, and (4) fluctuations in gold production.

These considerations are important. But they, too, are not valid. Their weakness lies in the fact that they reverse the causal connections and take the consequence to be the cause, or see an accident where we have really to deal with a law governing the events. In the preceding paragraphs, we have deliberately, though briefly, considered the establishment of some empirical rules for the movement of long waves. These regularities help us now to evaluate correctly the objections just mentioned.

1. Changes in technique have without doubt a very potent influence on the course of capitalistic development. But nobody has proved them to be the cause of long waves. On the contrary, the great importance of technical inventions and of the investment of new capital is most clearly evident during the upswing of the long cycle and during the first years after its highest point. During the downswing, on the other hand, the number of important inventions and new installations put into operation decreases noticeably. This is perfectly natural, for during the downswing the conditions for new investments are relatively unfavourable. Consequently, changes in technique cannot be considered as primary causes of the long waves; they are themselves only a function of their course.

2. Wars and revolutions also influence the course of economic development very strongly. But wars and revolutions do not come out of a clear sky, and they are not caused by arbitrary acts of individual personalities. They originate from real, especially economic, circumstances. The assumption that wars and revolutions acting from the outside cause long waves evokes the question as to why they themselves follow each other with regularity and solely during the upswing of long waves. Much more probable is the assumption that wars originate in the acceleration of the pace and the increased tension of economic life, in the heightened economic struggle for markets and raw materials, and that social shocks happen most easily under the pressure of new economic forces.

Wars and revolutions, therefore, can also be fitted into the rhythm of the long waves and do not prove to be the forces from which these movements originate, but rather to be one of their symptoms. But once they have occurred, they naturally exercise a potent influence on the pace and direction of economic dynamics.

3. As regards the opening-up of new countries for the world economy, it seems to be quite obvious that this cannot be considered an outside factor which will satisfactorily explain the origin of long waves. The United States have been known for a relatively very long time; for some reason or other they begin to be entangled in the world economy on a major scale only from the middle of the nineteenth century. Likewise, the Argentine and Canada, Australia and New Zealand, were discovered long before the end of the nineteenth century, although they begin to be entwined in the world economy to a significant extent only with the coming of the 1890’s. It is perfectly clear historically that, in the capitalistic economic system, new regions are opened for commerce during those periods in which the desire of old countries for new markets and new sources of raw materials becomes more urgent than theretofore. It is equally apparent that the limits of this expansion of the world economy are determined by the degree of this urgency. If this be true, then the opening of new countries does not provoke the upswing of a long wave. On the contrary, a new upswing makes the exploitation of new countries, new markets, and new sources of raw materials necessary and possible, in that it accelerates the pace of capitalistic economic development.

4. There remains the question whether the discovery of new gold mines, the increase in gold production, and a consequent increase in the gold stock can be regarded as a casual, outside factor causing the long waves.

An increase in gold production leads ultimately to a rise in prices and to a quickening in the tempo of economic life. But this does not mean that the changes in gold production are of a casual, outside character and that the waves in prices and in economic life are likewise caused by chance. We consider this to be not only unproved but positively wrong. This contention originates from the belief, first, that the discovery of gold mines and the perfection of the technique of gold production are accidental and, secondly, that every discovery of new gold mines and of technical inventions in the sphere of gold production brings about an increase in the latter. However great may be the creative element in these technical inventions and the significance of chance in these discoveries, yet they are not entirely accidental. Still less accidental — and this is the main point — are the fluctuations in gold production itself. These fluctuations are by no means simply a function of the activity of inventors and of the discoveries of new gold mines. On the contrary, the intensity of inventors’ and explorers’ activity and the application of technical improvement in the sphere of gold production, as well as the resulting increase of the latter, depend upon other, more general causes. The dependence of gold production upon technical inventions and discoveries of new gold mines is only secondary and derived.

Although gold is a generally recognized embodiment of value and, therefore, is generally desired, it is only a commodity. And like every commodity it has a cost of production. But if this be true, then gold production — even in newly discovered mines — can increase significantly only if it becomes more profitable, i.e., if the relation of the value of the gold itself to its cost of production (and this is ultimately the prices of other commodities) becomes more favorable. If this relation is unfavorable, even gold mines the richness of which is by no means yet exhausted may be shut down; if it is favorable, on the other hand, even relatively poor mines will be exploited.

When is the relation of the value of gold to that of other commodities most favorable for gold production? We know that commodity prices reach their lowest level toward the end of a long wave. This means that at this time gold has its highest purchasing power, and gold production becomes most favorable. This can be illustrated by the figures in Table 2.


At the same time, we believe ourselves justified in saying that the long waves, if existent at all, are a very important and essential factor in economic development, a factor the effects of which can be found in all the principal fields of social and economic life.

Even granting the existence of long waves, one is, of course, not justified in believing that economic dynamics consists only in fluctuations around a certain level. The course of economic activity represents beyond doubt a process of development, but this development obviously proceeds not only through intermediate waves but also through long ones. The problem of economic development in toto cannot be discussed here.

In asserting the existence of long waves and in denying that they arise out of random causes, we are also of the opinion that the long waves arise out of causes which are inherent in the essence of the capitalistic economy. This naturally leads to the question as to the nature of these causes. We are fully aware of the difficulty and great importance of this question; but in the preceding sketch we had no intention of laying the foundations for an appropriate theory of long waves.¹Gold production, as can be seen from these figures, becomes more profitable as we approach a low point in the price level and a high point in the purchasing power of gold (1895 and the following years).

It is clear, furthermore, that the stimulus to increased gold production necessarily becomes stronger the further a long wave declines. We, therefore, can suppose theoretically that gold production must in general increase most markedly when the wave falls most sharply, and vice versa.

In reality, however, the connection is not as simple as this but becomes more complicated, mainly just because of the effect of the changes in the technique of gold production and the discovery of new mines. It seems to us, indeed, that even improvements in technique and new gold discoveries obey the same fundamental law as does gold production itself, with more or less regularity in timing. Improvements in the technique of gold production and the discovery of new gold mines actually do bring about a lowering in the cost of production of gold; they influence the relation of these costs to the value of gold, and consequently the extent of gold production. But then it is obvious that exactly at the time when the relation of the value of gold to its cost becomes more unfavorable than theretofore, the need for technical improvements in gold mining and for the discovery of new mines necessarily becomes more urgent and this stimulates research in this field. There is, of course, a time-lag, until this urgent necessity, though already recognized, leads to positive success. In reality, therefore, gold discoveries and technical improvements in gold mining will reach their peak only when the long wave has already passed its peak, i.e., perhaps in the middle of the downswing. The available facts confirm this supposition.¹ In the period after the 1870’s, the following gold discoveries were made: 1881 in Alaska, 1884 in the Transvaal, 1887 in West Australia, 1890 in Colorado, 1894 in Mexico, 1896 in the Klondike. The inventions in the field of gold-mining technique, and especially the most important ones of this period (the inventions for the treatment of ore), were also made during the 1880’s, as is well known.

Gold discoveries and technical improvements, if they occur, will naturally influence gold production. They can have the effect that the increase in gold production takes place somewhat earlier than at the end of the downswing of the long wave. They also can assist the expansion of gold production, once that limit is reached. This is precisely what happens in reality. Especially after the decline in the 1870’s, a persistent, though admittedly slender, increase in gold production begins about the year 1883,² whereas, in spite of the disturbing influences of discoveries and inventions, the upswing really begins only after gold has reached its greatest purchasing power; and the increased production is due not only to the newly discovered gold fields but in a considerable degree also to the old ones. This is illustrated by the figures in Table 3.

From the foregoing one may conclude, it seems to us, that gold production, even though its increase can be a condition for an advance in commodity prices and for a general upswing in economic activity, is yet subordinate to the rhythm of the long waves and consequently cannot be regarded as a causal and random factor that brings about these movements from the outside.

XIII. CONCLUSIONS  

The objections to the regular cyclical character of the long waves, therefore, seem to us to be unconvincing. In view of this circumstance and considering also the positive reasons developed above, we think that, on the basis of the available data, the existence of long waves of cyclical character is very probable.

At the same time, we believe ourselves justified in saying that the long waves, if existent at all, are a very important and essential factor in economic development, a factor the effects of which can be found in all the principal fields of social and economic life.

Even granting the existence of long waves, one is, of course, not justified in believing that economic dynamics consists only in fluctuations around a certain level. The course of economic activity represents beyond doubt a process of development, but this development obviously proceeds not only through intermediate waves but also through long ones. The problem of economic development in toto cannot be discussed here.


In asserting the existence of long waves and in denying that they arise out of random causes, we are also of the opinion that the long waves arise out of causes which are inherent in the essence of the capitalistic economy. This naturally leads to the question as to the nature of these causes. We are fully aware of the difficulty and great importance of this question; but in the preceding sketch we had no intention of laying the foundations for an appropriate theory of long waves.
 



Long Wave Theory - Kondratieff Wave Already Bottomed? | Martin Armstrong

Friday, April 20, 2012

Market & Solar Activity

Yesterday a rapid increase in Sunspots went along with the market's decline.

Geomagnetic forecast suggests weakness also for next Monday, April 23. 


Monday, April 16, 2012

Recent STD Red Weeks






































April 16-17 major High - sharp decline into April 20-23 Low - rally into mid May 
(follow upper STD scheme)


The Sun, the Moon, and the Number 56 | David McMinn

A 56-year cycle has been established in trends of US and western European financial crises since 1760 (Funk 1932; McMinn 1996). Clearly, many major financial crises are precipitated by some mechanism, as they tend to occur preferentially in patterns of the 56-year cycle and not as random events. Numerous cosmic factors were examined for some link with the timing of financial crises.

 
Traditional astrology and sunspots were the initial areas favoured for assessment, but no significance could be realized. This is hardly surprising, as rigorous research has offered little support for astrological theory (Dean and Mather 1978; Culver and Ianna 1984). However, the 56-year cycle was found to correlate very closely with cycles of the sun and moon.

The author believes changing mob psychology forms the basis of cycles of financial crises. This repetitive cycle of speculative frenzy, panic, and pessimism has persisted throughout modern economic history; people learn very little from the greed and foolishness of the preceding generation. People are hypothesized to undergo alterations in mass mood in accordance with changing sun-moon cycles. Financial crises occur when there is a sudden shift in sentiment from optimism to fear.

This paper follows directly on from the work of McMinn (1996). The underscored years are listed as major crises by Kindleberger (1989).

Solunar Cycles: The nodal cycle (or nutation cycle) equals 18.6 years. The north and south nodes are two hypothetical points, 180° apart on the ecliptic circle, where the plane of the earth’s orbit around the sun (the ecliptic) is intersected by the plane of the moon’s orbit around the earth. (The moon’s orbit is inclined at 5° to the ecliptic.) The ascending (north) node is the point where the moon crosses from below to above the ecliptic. The descending (south) node is where the moon crosses from above to below the ecliptic. The moon’s north node takes 18.6 years (one nodal cycle) to complete one cycle retrograde (clockwise) through the ecliptic circle.

The solar year equals 365.24 days. This is the time the sun takes to complete one cycle of the ecliptic circle. This time unit forms the basis of the 56-year sequences, the 36-year subcycles (9, 18, 36, 54 years), and the various artifact subcycles (10/20 years, 13/26/52 years, etc.).

The eclipse year equals 346.62 days. This is the time the sun takes to complete one cycle, north node to north node. For an eclipse to take place, the sun-moon-earth must align in a straight line, which can only happen when the sun and moon are near the north and/or south node. A solar eclipse (partial or total) can occur only when a new moon (i.e., the sun is 0° to the moon) is within about 19° of the nodes. Similarly, a lunar eclipse may only be evident when a full moon (i.e., the sun and moon are 180° apart) is within about 12° of these points.

The saros cycle equals 18.03 years. It has been widely appreciated for millennia and was known to the ancient Babylonian astronomer-priests. Every 223 lunar months (one saros cycle), the sun, moon, and the moon’s nodes align in the same relative angles to each other within a fraction of a degree. One saros cycle of 18 solar years is equal to 19 eclipse years.

The half-saros cycle equals 9 years. Every 9 solar years (or 9.5 eclipse years), the moon’s mean relative position is the same angle to the north node, with the sun 180° on the opposite side of the zodiac.

The 56-year cycle. Every 56 years, the sun conjuncts (0° angle) the moon’s north node in almost the same zodiacal position (3° clockwise) and on the same date (minus three or four days). Every 56 solar years (or 59 eclipse years), the sun’s relative position is approximately the same angle to the north node, with the moon 180° on the opposite side of the zodiac.

A similar alignment of solunar cycles occurs every 56 years (692.5 lunar months), as is evident for the half saros (111.5 lunar months) (see Table 1). The 5 in the latter two figures result in alternating solar/lunar eclipses and full/new moons every 111.5 and 692.5 lunar months, respectively.
These cycles—based on the angles 0° and 180° between the sun, moon, and nodes—repeat to within one degree. This is an astonishing astronomical fluke.



 
Solar year: one cycle of the sun from spring equinox to spring equinox; equal to 365.2422 days
Eclipse year: one cycle of the sun from north node to north node; equal to 346.6200 days.
Synodic month: interval between two successive new moons; equals 29.5306 days
Tropical month: one 360° cycle of the zodiac (tropical) by the moon; equal to 27.3216 days.
Nodical month: one cycle of the moon from north node to north node; equal to 27.2122 days.
 
Note: These are average figures. Perturbations exist in the motions of the earth and moon around the sun and deviations from these figures are evident.
 
These 9- and 56-year solunar cycles would not arise if the radii of either the earth-sun or earth-moon orbits varied a little from their current mean distance. The reasons for the importance of 0°/180° angles in these two cycles is unknown, though it may be related to the fact that the north and south nodes are always 180° apart in zodiacal and aspectual circles.

Perturbations. Most importantly, solunar cycles are expressed in terms of mean periods, with considerable fluctuations around the averages. For example, the zodiacal position of the moon may vary by as much as 8° from its mean position.

Saturday, April 14, 2012

The Kondratieff Cycle and Its Subdivisions | David Knox Barker

The economic long wave is a boom-and-bust cycle that drives the global economy, first discovered by Russian economist Nikolai Kondratieff in the 1920s. Kondratieff was researching debt, interest rates, production, and prices when he uncovered the economic long wave. The ideal Kondratieff Long Wave Cycle (K-Wave) is 56 years in length, though it can vary, running longer or shorter in Fibonacci ratios relative to the ideal duration (between five 11-year sunspot cycles and three 22-year Hale cycles).
 
 56 year cycle in commodities, bonds, wages, and foreign trade.
 
The current long wave is of the extended variety and began in 1949. Current analysis suggests that this K-Wave will end in 2013, running eight years, or 14.5%, longer than the ideal 56-year duration. 
 
 The Long Wave, the Long Wave Seasons, and 16 Kitchin Cycles.

Harvard economist Joseph A. Schumpeter, author of 'Business Cycles: A Theoretical, Historical, and Statistical Analysis of the Capitalist Process', believed that the economic long wave is the single most important tool for economic prognostication.

  Long Wave (ideal length of 56 years).
Long Wave Seasons (ideal length of 14 years).
Kitchin Cycles (ideal length of 42 months).
Kitchin Third Cycles (ideal length of 14 months)
Wall Cycles (ideal length of 141.9 Day cycle).
Quarter Wall Cycles (ideally 35.475 days).
 
The ideal K-Wave spans 56 years and is divided into four 14-Year Seasons, each consisting of four Kitchin Cycles (approximately 42 months each). Each Kitchin Cycle is further broken down into three Kitchin Thirds (about 14 months each). Within the Kitchin Third Cycle, there are three Wall Cycles (each lasting 20 weeks or 142 calendar days). The Wall Cycle is further subdivided into four Quarter Wall Cycles (approximately 35 calendar days each). These cycles give rise to recurring patterns in financial markets and business trends.
 
The current long wave began in 1949 and is now in the Kondratieff Winter season. Most investors wish they had access to this long wave season chart in 2007. Every long wave has four seasons, just like a year. The approximate length of a long wave season is 14 years, though they can be shorter or longer. Each season typically contains four Kitchin cycles, with an ideal length of 42 months. However, long wave seasons can have fewer or more Kitchin cycles than the usual four.
 
Kitchin Cycles: Joseph Schumpeter concluded that every long wave was made up of 18 smaller business cycles, or Kitchin cycles. In more recent years, with more sophisticated charting technology and market analysis, the research conclusions of market analyst P.Q. Wall—that the long wave is made up of only 16 Kitchin cycles—have been validated. This is an essential distinction in cycle research. 

Schumpeter’s model of how all the cycles worked together to produce long waves included Kitchin cycles (the regular business cycle of 3-5 years) and Juglar cycles (7-11 years), with three Kitchins in each Juglar. Schumpeter also wrote about the Kuznets cycles (15-25 years), but didn’t include them in the charts above. The charts depict the flow of the Kitchin and Juglar cycles integrated into 56-year long wave cycles. Note that Schumpeter’s model presented 18 business cycles in a regular long wave.
 
Market Cycles differ from Business Cycles in that they are identified on an index chart, rather than necessarily in the economic data as a business cycle. However, they often correlate with the regular business or trade cycle. Every long wave appears to be made up of 16 market "Kitchin" cycles. The 16 Kitchin cycles that make up a long wave are ideally 42 months in length, though they are rarely ideal and fluctuate in length, both shorter and longer. In each Kitchin cycle, there are ideally 36 dips or 36 Hurst "5-week" lows.


Kitchin Third: The ideal Kitchin cycle is 42 months, or 1,277.5 days, in length, while the ideal Kitchin Third is 14 months, or 425.83 days. A Kitchin cycle is made up of 9 Wall Cycles, so each Kitchin Third consists of three Wall Cycles. P.Q. Wall had a general rule: the third is often the last and weakest. This applies to the final Kitchin Third in a Kitchin Cycle, as well as to Wall Cycles #3, #6, and #9—the final Wall Cycle in each Kitchin Third. The Kitchin Cycle often unfolds in three Kitchin Third sections, but the Kitchin Third is not typically as distinct as the other cycles.
 
 
Wall Cycle (aka 20-Week Cycle): The Wall cycle is the ideal trader’s cycle. Accurate technical analysis of the Wall cycle is essential for traders. Dividing the ideal 56-year long wave by 144, one obtains the ideal Wall cycle. The mathematical relationship of these cycles indicates that the Wall cycle is a miniature long wave. The approximate 20-week cycle (141.9 days) fluctuates shorter and longer by Fibonacci ratios to the ideal length. 
 
 

Quarter Wall Cycle (aka Trader’s Cycle)
: As the name implies, the Quarter Wall cycle reflects that the Wall cycle tends to unfold in four sections, or Quarter Wall cycles. The Quarter Wall cycle is a mini version of the long wave season. The ideal Quarter Wall cycle fluctuates in Fibonacci ratios relative to its ideal length of 35.475 days. The Quarter Wall is the critical cycle for traders. Just like the other cycles, the Quarter Wall will run shorter and longer relative to the “ideal”. The forecasting power of the Quarter Wall forecasting tool is often startling.
 
 
"There is a tide in the affairs of men.
Which, taken at the flood, leads on to fortune;
Omitted, all the voyage of their life
Is bound in shallows and in miseries.
On such a full sea are we now afloat,
And we must take the current when it serves,
Or lose our ventures."
  Julius Caesar, Act 4, Scene 3 — William Shakespeare, 1599.

"By the Law of Periodical Repetition, everything which has happened once must happen again,
and again, and again - and not capriciously, but at regular periods, and each thing in its own period,
not another’s, and each obeying its own law [...] The same Nature which delights in periodical 
repetition in the sky is the Nature which orders the affairs of the earth. 
Let us not underrate the value of that hint."
The Mysterious Stranger — Mark Twain, 1898.
 
Reference:

Friday, April 13, 2012

Natural Times | Al Larson

Apparently, Al Larson's Natural Times is a set of fixed cycles dividing the 24-hour day into four major cycles of six hours each, shifting back about four minutes per day. It is about four minutes because the geocentric movement of the Sun (or the Earth's rotation toward the Sun) averages 1° every four minutes [1 day = 1440 minutes ÷ 360°]. Sometimes it is slightly more, sometimes a little less—check the solar ephemeris for the Sun’s daily angular speed.

» Every now and then, God blesses me with a new insight into the marvelous workings of the universe. A few weeks ago, I observed a new phenomenon operating in the S&P. I call this Natural Times. These represent moments of energy impulses in the S&P. Most of the time, no planetary aspect occurs at these points—they are not that simple. Yet, these points tend to be quite accurate and seem to account for many intraday turns. «

The basic rhythm between these times is always [in minutes]:
 
00:30   00:23   00:19   00:25   00:33   00:53   00:48   00:44   00:23   01:01   =   05:59 hh:mm
00:30   00:23   00:19   00:25   00:33   00:53   00:48   00:44   00:23   01:01   =   05:59 hh:mm  
00:30   00:23   00:19   00:25   00:33   00:53   00:48   00:44   00:23   01:01   =   05:59 hh:mm  
00:30   00:23   00:19   00:25   00:33   00:53   00:48   00:44   00:23   01:01   =   05:59 hh:mm

e.g.

2012-Apr-12 (Thu)   08:17    08:50    09:43    10:31    11:15    11:38    12:39    13:09     ...
2012-Apr-13 (Fri)    08:13    08:46    09:39    10:27    11:11    11:34    12:35    13:05 ...
2012-Apr-14 (Sat)    08:09    08:42    09:35    10:23    11:07    11:30    12:31    13:01  ...
2012-Apr-15 (Sun)    08:05    08:38    09:31    10:19    11:03    11:26    12:27    12:57  ...
2012-Apr-16 (Mon)    08:01    08:34    09:27    10:15    10:59    11:22    12:23    12:53 ...

Solar Forecast for SPX


Thursday, April 12, 2012

STD-Green-Red-Blue-Pattern in the SPX & ST Outlook


This week was a 'Blue Week' = M-shaped. Ideally the right M-shoulder-high was today.

Next week is a red week = trending = high of week on Monday - low of week on Friday or inverse

tomorrow Friday = last Monday or inverse = blue = W-shaped 
= choppy 
= (9.40H) 10.00-30L 12.45H 1.40L 3.00-30H

Next Monday = today Thursday or inverse 




SLT - LT - IT Delta-Pattern in current Stock Indices




























German DAX























Wednesday, April 11, 2012

W.D. Gann's Cycles for Stock Market, Soybeans & Corn



In the stock market and commodity courses that W.D. Gann published during the 1930's he had a section on cycles. Gann listed his major cycles as:

82 to 90 Years, 60 Years, 45 Years, 30 Years, and 20 Years

Some analysts state that Gann's 60-Year Cycle was his "Master Time Factor" because it is twice his 30-Year Cycle and three times his 20-Year Cycle.

Gann listed his minor cycles as:

10 Years, 5 Years, 3 Years, 2 Years, and 1 Year.

Gann taught his students to go back in time to see what the market under study was doing 82 to 90 years ago, 60 years ago, 45 years ago etc. This method of Gann Cycle Analysis is quite useful as it gives one a roadmap of what pattern may unfold during the coming year or so.

If one finds in the market under analysis the pattern that unfolded 60 years ago has comparisons to the pattern that unfolded 30 years ago, or 20 years ago, the probabilities favor a comparable pattern unfolding at the current time.

However, there are additional ways to use Gann's Cycles. Smaller intervals of Gann's Cycles are useful tools as they align with highs, lows, and accelerations.

One-fifth (the 17-year cycle) divisions of Gann's 84-Year Cycle regularly align with major highs and lows in stocks. The depression era low of July 1932 to the beginning of the post WW II bull market in 1949 is 17 years. The low of 1949 to the high of 1966 is another 17 years. From early 1966 to August 1982, it is 17 years. August 1982 to January 2000 is another 17 years. January 2000 to December 2016 will be another 17 years.

Obviously, the one-fifth (17-year) division of Gann's 84-Year Cycle is quite important in the stock market.

Various intervals of Gann's smaller cycles are just as significant.

Let's now look at Gann's 84-Year Cycle in soybean prices.

This chart shows the sawtooth, high-low pattern of one-sixth divisions of Gann's 84-Year Cycle in soybeans. In soybeans, measurements of Gann's 84-Year Cycle are taken from the spike high in soybean prices of February 1, 1918. One revolution of the 84-Year Cycle completed at the historic low of October 2001. It is amazing that after 84- Years, this interval of the cycle continues to align with historic highs and lows.

The 84-Year Cycle shows there is a one-third division to the lows and a one-third division to the highs. The only exception to the sawtooth pattern was the historical low of October 2001. The probabilities favor the turning point in 2016 will revert to the pattern and be a significant low.

Let us now take a look at smaller divisions of the 84-Year Cycle in soybeans. This chart shows an approximate 48 to 50 Week Interval of Gann's 84-Year Cycle measured from February 1, 1918.

... A major bull market in beans began on June 8, 2010 just as this interval of Gann's 84-Year Cycle bottomed and turned up.

STD-Yellow-Green-Pattern in SPX

















Saturday, April 7, 2012

SPX vs Solar Forecast | April 6



April 9 L
April 10-11 H
April 16 L
April 17 H
April 20 L

Thursday, April 5, 2012

Wednesday, April 4, 2012

Eurodollar COT Indications for Stock Market Tops | Tom McClellan

www.mcoscillator.com - February 03, 2012 

... For almost a year, we have known that a top was due to arrive in February 2012.  And sure enough, stock prices have been rising nicely in recent weeks as fulfillment of that expectation.

Now this leading indication says that things are going to get less fun for investors for a while. The next 3 months show a sideways to downward structure in the eurodollar COT data, and the implication is that the steep price advance that we have been seeing should transition to a more sideways market ...

Eurodollar futures COT chart (from last year) sees the S&P 500 correcting until June, but then rallying hard. The next major inflection point is due in early June, when this leading indication says that a big multi-month rally is due to begin

_____________________________________________

www.mcoscillator.com - May 05, 2011 



There are some informational jewels in the CFTC’s weekly Commitment of Traders (COT) Report, and sometimes in ways that most people would not imagine. This week’s chart looks at data on commercial traders’ net positions in eurodollar futures, but with a twist: that data is shifted forward by one year to reveal that it actually leads the movements of the stock market. 

... The term “eurodollars” should not be confused with the exchange rate between the dollar and the euro.  It refers to dollar denominated time deposits in European banks, and the term predates the creation of the euro currency.  Eurodollar deposits typically follow the LIBOR interest rates.

... I am taking data from the eurodollar market, and applying it to an analysis of the US stock market.  The key discovery that I made a few years ago is that the movements of the SP500 tend to echo what the commercial eurodollar traders were doing previously.  I played around with alignments to get the best fit, and found that a one-year lead time gave the best correlation.


Let’s pause a minute to let that deep point sink in.  Commercial eurodollar traders seem to “know” a year in advance what the stock market is going to do.  It is not a perfect correlation, but it is a darned good one.  I’m not sure what makes this work, but I have seen that it has worked great since about 1997.  It may help to understand that the commercial traders of eurodollar futures are typically the big banks, who are using these futures contracts to manage their assets and fund flows.  So what we are seeing in their futures trading are responses to immediate banking liquidity conditions, and those actions give us a glimpse of future liquidity conditions for the stock market.  These liquidity conditions are revealed first in the banking system, and then the liquidity waves travel through the stock market a year later.  But even if we cannot identify exactly what makes something work, after a few years of seeing that it does work we can learn to accept it.