THE WILBUR PIVOT POINT
(ALSO KNOWN AS THE CYCLE PIVOT POINT, THE TIME CYCLE PIVOT POINT, THE TIME CYCLE SLOPE MOMENTUM PIVOT POINT, AND THE ECHOVECTOR PIVOT POINT)
CALCULATION AND CONSTRUCTION
THE TIME CYCLE SLOPE MOMENTUM PIVOT POINT PROJECTION PARALLELOGRAM
WILBUR PIVOT POINTS, also known as CYCLE PIVOT POINTS, TIME CYCLE PIVOT POINTS, TIME CYCLE SLOPE MOMENTUM PIVOT POINTS, and ECHOVECTOR PIVOT POINTS, are important components of the EchoVector Technical Analysis of the financial markets. WILBUR PIVOT POINTS, ie., EchoVector Pivot Points, and their related EchoVector Support and Resistance Vectors, are fundamental components of EchoVector Analysis.
EchoVector Support And Resistance Vectors (SREVs) are constructed as key components within the EchoVector Pivot Point Calculation. EchoVector SREVs are defined and calculated, and referred to also as Coordinate Forecast EchoVectors (CFEVs) to the initial EchoVector (XEV) calculation and construction. While X designates not only the time length of EchoVector X-EV, it also subsequently designates the time length of X-EV's CFEVs. The EchoVector Pivot Point Price (and Time] Projections are found at the far right side endpoints of X-EV's related CFEVs constructions, within the subsequent EVPPPP calculations and identifications.
The
EchoVector Pivot Point Calculation is a fundamentally different and more
advanced calculation than the 6 otherwise commonly understood pivot
point calculations also often referenced in financial markets technical analysis
(Standard, Fibonacci, Wilder, Woodies, Camarilla, and DeMark pivot
points). The EchoVector Pivot Point Calculation, the 7th in this string
of pivot point calculation types, is an ongoing, data intensive,
potentially highly precision-ed, often aggregated, and powerfully
effective time cycle pivot point 'time and price' calculation and
construction, and is especially suited for the most active and advanced
position and risk management approaches and applications, and financial
physics forecasting and 'market meteorology.'
The EchoVector Pivot
Point Calculation differs from traditional pivot point calculation by
reflecting this given and specific cyclical price pattern length and
slope momentum reference (occurring within Echovector X-EV, and then
also occurring within its parallel and derivative CFEV constructions)
and by also reflecting this important cyclical and slope momentum
information in the subsequent EchoVector Pivot Point Calculation and
Projection (found at the far right endpoint of each CFEV construction).
And while this specific cyclical price pattern length and slope
momentum reference was included in the calculation and construction of
the subject EchoVector, and it is also included within the calculation
of X-EV's CFEVs. And each respective CFEV construction then projects
from its radiating NPP as an Support (S) or Resistance (R) or SREV with
its EchoVector Pivot Point found at the far right (forming S1, or S2, or
S3, or S4, or R1, or R2, or R3, or R4, etc., EchoVector Pivot Point
(WILBUR PIVOT POINT).
While a traditional pivot point calculation
may use simple price averages of prior price highs, lows and closes
indifferent to their sequence in time to calculate its set of support
and resistance levels, the EchoVector Pivot Point calculation begins
with any starting time and price point and respective cyclical time
frame reference X, and then identifies the corresponding
“Echo-Back-Date-Time-And-Price-Point” (EBD-TPP) within this cyclical
time frame reference coordinate to the starting reference price and time
point A (SRP-TPP). It then calculates the EchoVector (X-EV) generated
by the starting reference time/price point and the
echo-back-date-time-and-price-point, and includes the pre-determined and
pre-defined accompanying constellation of “Coordinate Forecast
EchoVector” origins derived from the key price pattern inflections
evidenced forward from the EBD-TPP within a certain pre-selected and
specified range (time and price scale) that occurred within the
particular referenced cyclical time-frame and period X. Security I's
EchoVector Pivot Point constructions are then calculated and projected
from the related, accompanying, and ensuing CFEVs.
EchoVector
Pivot Point Price Projection (EV-PPPPs) vectors are therefore advanced
and fluid calculations of projected coordinate support and resistance
levels and pivot points that follow the starting reference point time
and price point A (SRP-TPP) of the focus EchoVector (X-EV of Cycle Time
Period Length X), levels and pivot points which are derived from
ascending, descending and/or lateral support and resistance Coordinate
Forecast EchoVectors (CFEVs) calculated and emanating from particular
'scale and range defined' nearby EchoBackPeriod time and price points
(NPP-TPPs) reflecting the time and price points at pivoting action that
followed the focus EchoVector's Echo-Back-Date Time-And-Price-Point
(EBD-TPP) within, and relative to, the focus EchoVector's starting
reference time and price point, SRP-TPP, and the EchoVector's given and
specified cyclically-based time period X, and the EchoVector's related
slope momentum measure (X-EV's directional incline). This enables EchoVector Pivot
Points to be constructed from any relevantly identified time cycle
period length, or the aggregation of any set of time cycle period
lengths: eg., Intraday, Global Rotation, Daily, Weekly, Monthly, Quarterly, Bi-Quarterly,
Annual, Congressional Cycle, Presidential Cycle, Senatorial Cycle, Regime Change Cyclem Maturity Cycle, etc.,
and in accordance with the economic calendar, earnings calendar,
political economic calendar, or any statistically significant 'calendar'
cycle periodicity evident and recursive in backdata mining and processing.
The
EchoVector Support and Resistance Vectors, again, referred to as the
Coordinate Forecast EchoVectors, are used to generate the EchoVector
Pivot Points, ie., WILBUR PIVOT POINTS.
FROM "An Introduction To EchoVector Pivot Points".
COPYRIGHT MDPP PRECISION PIVOTS. 2021. ALL RIGHTS RESERVED.
===================================================================
COPYRIGHT EVTAA.COM. 2021. ALL RIGHTS RESERVED.
No comments:
Post a Comment
Note: Only a member of this blog may post a comment.