Power of Three (AMD) Map [AGPro Series]Power of Three (AMD) Map
🔹 Overview
The Power of Three (AMD) Map visualizes ICT's foundational session-framework concept directly on the chart: Accumulation → Manipulation → Distribution. For each daily or weekly session, the indicator automatically segments the AMD phases, detects classic liquidity sweeps during Manipulation, and projects a distribution target based on the accumulation range. Built for ICT / Smart Money Concept traders who want session-aware bias, transparent sweep validation, and forward-looking expansion projections.
🔹 Unique Edge vs Other PO3 Scripts
Most PO3 indicators on PulseWire simply highlight time-based session blocks and leave liquidity detection to the user's eye. This implementation distinguishes itself through:
• Phase detection by bar count, not timestamps — ensuring consistent AMD ratios across every timeframe from 15m to 1D
• Adaptive sweep confirmation — accepts both same-bar ICT-strict sweeps (wick + close-back) and 2-bar delayed confirmations, significantly improving setup capture without sacrificing quality
• Dual-reference sweep logic — checks both the previous session's accumulation range AND the current session's accumulation range, capturing sweeps that single-reference scripts miss
• TF-adaptive target multiplier — Daily sessions project targets at 0.7× accumulation range, Weekly sessions at 0.3×, aligned with realistic crypto volatility profiles
• Transparent dual-KPI panel — separates Sweep Rate (how often valid sweeps occur) from Target Hit rate (how often the projected expansion completes), giving traders honest, verifiable performance metrics
🔹 Methodology
Each session is divided into three bar-count-based windows:
• Accumulation (first 33% of expected session bars) — tracks the initial range
• Manipulation (next 17%) — scans for liquidity sweeps against the previous session's accumulation high/low and the current accumulation extremes
• Distribution (remaining 50%) — the expected expansion phase, measured against the projected target
A valid Manipulation sweep requires a wick penetrating a reference level followed by a body close back inside (classic ICT definition). In Adaptive mode, sweeps can also confirm within a 2-bar window. The detected sweep direction determines the PO3 bias: sweeping a high produces a Bearish PO3 (expected downside distribution); sweeping a low produces a Bullish PO3 (expected upside distribution). A target price is projected from either the accumulation midpoint (default, symmetrical expansion) or the sweep extreme, multiplied by the configured ratio.
🔹 Signals & Alerts
Four built-in alert conditions:
• Manipulation phase started — Accumulation complete
• Bullish sweep detected — Low was swept, Bullish PO3 forming
• Bearish sweep detected — High was swept, Bearish PO3 forming
• Distribution target hit — Expansion reached projected level
🔹 Key Inputs
• Session Scope — Auto (TF-adaptive), Daily, or Weekly
• Accumulation / Manipulation window percentages (defaults 33% / 17%)
• Sweep Reference — Previous Accumulation, Current Accumulation, or Both (default)
• Sweep Confirmation — Strict (same-bar) or Adaptive (up to 2-bar, default)
• Target Projection Method — From Accumulation Mid (default) or From Sweep Extreme
• Multiplier Mode — Auto TF-adaptive (default) or Manual
• Historical sessions to display (default 5, max 10)
• Full visual customization — colors, label position, font size, panel position & theme
• Premium visuals — sweep triangle markers, target price label (toggleable)
🔹 How to Use
1. Add the indicator to any crypto or forex chart with timeframe 1H–4H (for Daily PO3) or 1D (for Weekly PO3)
2. Watch the Accumulation range form at the start of each session — this defines the sweep reference level
3. When Manipulation phase begins, monitor for a wick that sweeps the previous accumulation high/low with a body close-back (triangle marker appears on confirmed sweeps)
4. Once a sweep confirms, the panel displays the directional bias (Bullish/Bearish PO3), the projected target price, and a dashed target zone extends toward the session end
5. Use the Sweep Rate and Target Hit percentages in the panel to contextualize reliability on your chosen symbol and timeframe
6. The panel's Completion counter grows as new sessions close — give the script enough historical bars to build meaningful statistics
🔹 Limitations & Transparency
• AMD phase windows are bar-count approximations — real sessions do not cleanly segment into 33/17/50 splits. The indicator is a structural guide, not a timing oracle
• Sweep detection requires the chart timeframe to contain at least 4 bars per session. On 1D charts, use Weekly mode; on 1W charts, the indicator will display a warning
• The projected target is a statistical expectation based on the accumulation range. The Target Hit rate (shown in panel) reflects the historical frequency of this expectation being met on the current symbol/timeframe — typically 40–55% on crypto majors
• Sweep Rate shows the percentage of completed sessions where a valid Manipulation sweep was detected; sessions without sweeps produce no bias and no target
• Historical statistics accumulate from the first bar available on the chart and reset only when the chart reloads
🔹 Risk Disclosure
This indicator is a visualization and analysis tool. It does not generate trade signals, predict price movement, or guarantee outcomes. Past Sweep Rate and Target Hit statistics reflect historical behavior only and do not imply future performance. All trading decisions and risk management remain the responsibility of the user. Indicator
TUF_LOGICTUF_LOGIC: Three-Value Logic for Pine Script v6
The TUF_LOGIC library implements a robust three-valued logic system (trilean logic) for Pine Script v6, providing a formal framework for reasoning about uncertain or incomplete information in financial markets. By extending beyond binary True/False states to include an explicit "Uncertain" state, this library enables more nuanced algorithmic decision-making, particularly valuable in environments characterized by imperfect information.
Core Architecture
TUF_LOGIC offers two complementary interfaces for working with trilean values:
Enum-Based API (Recommended): Leverages Pine Script v6's enum capabilities with Trilean.True , Trilean.Uncertain , and Trilean.False for improved type safety and performance.
Integer-Based API (Legacy Support): Maintains compatibility with existing code using integer values 1 (True), 0 (Uncertain), and -1 (False).
Fundamental Operations
The library provides type conversion methods for seamless interaction between integer representation and enum types ( to_trilean() , to_int() ), along with validation functions to maintain trilean invariants.
Logical Operators
TUF_LOGIC extends traditional boolean operators to the trilean domain with NOT , AND , OR , XOR , and EQUALITY functions that properly handle the Uncertain state according to the principles of three-valued logic.
The library implements three different implication operators providing flexibility for different logical requirements: IMP_K (Kleene's approach), IMP_L (Łukasiewicz's approach), and IMP_RM3 (Relevant implication under RM3 logic).
Inspired by Tarski-Łukasiewicz's modal logic formulations, TUF_LOGIC includes modal operators: MA (Modal Assertion) evaluates whether a state is possibly true; LA (Logical Assertion) determines if a state is necessarily true; and IA (Indeterminacy Assertion) identifies explicitly uncertain states.
The UNANIMOUS operator evaluates trilean values for complete agreement, returning the consensus value if one exists or Uncertain otherwise. This function is available for both pairs of values and arrays of trilean values.
Practical Applications
TUF_LOGIC excels in financial market scenarios where decision-making must account for uncertainty. It enables technical indicator consensus by combining signals with different confidence levels, supports multi-timeframe analysis by reconciling potentially contradictory signals, enhances risk management by explicitly modeling uncertainty, and handles partial information systems where some data sources may be unreliable.
By providing a mathematically sound framework for reasoning about uncertainty, TUF_LOGIC elevates trading system design beyond simplistic binary logic, allowing for more sophisticated decision-making that better reflects real-world market complexity.
Library "TUF_LOGIC"
Three-Value Logic (TUF: True, Uncertain, False) implementation for Pine Script.
This library provides a comprehensive set of logical operations supporting trilean logic systems,
including Kleene, Łukasiewicz, and RM3 implications. Compatible with Pine v6 enums.
method validate(self)
Ensures a valid trilean integer value by clamping to the appropriate range .
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The integer value to validate.
Returns: An integer value guaranteed to be within the valid trilean range.
method to_trilean(self)
Converts an integer value to a Trilean enum value.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The integer to convert (typically -1, 0, or 1).
Returns: A Trilean enum value: True (1), Uncertain (0), or False (-1).
method to_int(self)
Converts a Trilean enum value to its corresponding integer representation.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The Trilean enum value to convert.
Returns: Integer value: 1 (True), 0 (Uncertain), or -1 (False).
method NOT(self)
Negates a trilean integer value (NOT operation).
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The integer value to negate.
Returns: Negated integer value: 1 -> -1, 0 -> 0, -1 -> 1.
method NOT(self)
Negates a Trilean enum value (NOT operation).
Namespace types: series Trilean
Parameters:
self (series Trilean) : The Trilean enum value to negate.
Returns: Negated Trilean: True -> False, Uncertain -> Uncertain, False -> True.
method AND(self, comparator)
Logical AND operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The first integer value.
comparator (int) : The second integer value to compare with.
Returns: Integer result of the AND operation (minimum value).
method AND(self, comparator)
Logical AND operation for Trilean enum values following three-valued logic.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The first Trilean enum value.
comparator (series Trilean) : The second Trilean enum value to compare with.
Returns: Trilean result of the AND operation.
method OR(self, comparator)
Logical OR operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The first integer value.
comparator (int) : The second integer value to compare with.
Returns: Integer result of the OR operation (maximum value).
method OR(self, comparator)
Logical OR operation for Trilean enum values following three-valued logic.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The first Trilean enum value.
comparator (series Trilean) : The second Trilean enum value to compare with.
Returns: Trilean result of the OR operation.
method EQUALITY(self, comparator)
Logical EQUALITY operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The first integer value.
comparator (int) : The second integer value to compare with.
Returns: Integer representation (1/-1) indicating if values are equal.
method EQUALITY(self, comparator)
Logical EQUALITY operation for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The first Trilean enum value.
comparator (series Trilean) : The second Trilean enum value to compare with.
Returns: Trilean.True if both values are equal, Trilean.False otherwise.
method XOR(self, comparator)
Logical XOR (Exclusive OR) operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The first integer value.
comparator (int) : The second integer value to compare with.
Returns: Integer result of the XOR operation.
method XOR(self, comparator)
Logical XOR (Exclusive OR) operation for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The first Trilean enum value.
comparator (series Trilean) : The second Trilean enum value to compare with.
Returns: Trilean result of the XOR operation.
method IMP_K(self, comparator)
Material implication using Kleene's logic for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The antecedent integer value.
comparator (int) : The consequent integer value.
Returns: Integer result of Kleene's implication operation.
method IMP_K(self, comparator)
Material implication using Kleene's logic for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The antecedent Trilean enum value.
comparator (series Trilean) : The consequent Trilean enum value.
Returns: Trilean result of Kleene's implication operation.
method IMP_L(self, comparator)
Logical implication using Łukasiewicz's logic for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The antecedent integer value.
comparator (int) : The consequent integer value.
Returns: Integer result of Łukasiewicz's implication operation.
method IMP_L(self, comparator)
Logical implication using Łukasiewicz's logic for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The antecedent Trilean enum value.
comparator (series Trilean) : The consequent Trilean enum value.
Returns: Trilean result of Łukasiewicz's implication operation.
method IMP_RM3(self, comparator)
Logical implication using RM3 logic for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The antecedent integer value.
comparator (int) : The consequent integer value.
Returns: Integer result of the RM3 implication operation.
method IMP_RM3(self, comparator)
Logical implication using RM3 logic for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The antecedent Trilean enum value.
comparator (series Trilean) : The consequent Trilean enum value.
Returns: Trilean result of the RM3 implication operation.
method MA(self)
Modal Assertion (MA) operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The integer value to evaluate.
Returns: 1 if the value is 1 or 0, -1 if the value is -1.
method MA(self)
Modal Assertion (MA) operation for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The Trilean enum value to evaluate.
Returns: Trilean.True if value is True or Uncertain, Trilean.False if value is False.
method LA(self)
Logical Assertion (LA) operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The integer value to evaluate.
Returns: 1 if the value is 1, -1 otherwise.
method LA(self)
Logical Assertion (LA) operation for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The Trilean enum value to evaluate.
Returns: Trilean.True if value is True, Trilean.False otherwise.
method IA(self)
Indeterminacy Assertion (IA) operation for trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The integer value to evaluate.
Returns: 1 if the value is 0, -1 otherwise.
method IA(self)
Indeterminacy Assertion (IA) operation for Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The Trilean enum value to evaluate.
Returns: Trilean.True if value is Uncertain, Trilean.False otherwise.
method UNANIMOUS(self, comparator)
Evaluates the unanimity between two trilean integer values.
Namespace types: series int, simple int, input int, const int
Parameters:
self (int) : The first integer value.
comparator (int) : The second integer value.
Returns: Integer value of self if both values are equal, 0 (Uncertain) otherwise.
method UNANIMOUS(self, comparator)
Evaluates the unanimity between two Trilean enum values.
Namespace types: series Trilean
Parameters:
self (series Trilean) : The first Trilean enum value.
comparator (series Trilean) : The second Trilean enum value.
Returns: Value of self if both values are equal, Trilean.Uncertain otherwise.
method UNANIMOUS(self)
Evaluates the unanimity among an array of trilean integer values.
Namespace types: array
Parameters:
self (array) : The array of integer values.
Returns: First value if all values are identical, 0 (Uncertain) otherwise.
method UNANIMOUS(self)
Evaluates the unanimity among an array of Trilean enum values.
Namespace types: array
Parameters:
self (array) : The array of Trilean enum values.
Returns: First value if all values are identical, Trilean.Uncertain otherwise. Library
Three (3)-Bar and Four (4)-Bar Plays StrategyThis strategy analyzes the three and four-bar play which is when price action has a wide igniting bar that has a full body, then one or two narrow bars which have a relatively equal high for long plays and relatively equal low for short plays, then a continuation bar. You should not take plays that will encounter resistance. The stop loss is placed for long plays below the 2nd bar (or 3rd bar for 4-bar play).
This is commonly used on 1m, 2m, 5m, and 10m charts.
Jared Wesley is one of the more notable traders that use this setup. You can edit as an input the start date, end date, igniting bar size, the body percentage of the igniting bar, the relative equality of the 2nd bar (and 3rd bar for 4-bar play) compared to the igniting bar, and profit multiplier. Strategy
Indicator
Relative Falling three Methods IndicatorAbstract
This script measure the related speed between rising and falling.
This script can replace binary Falling Three Methods detector and, report continuous value and estimate potential trend direction.
My suggestion of using this script is combining it with trading emotion.
Introduction
Falling Three Methods (F3M) is a candlestick pattern.
Many trading courses say traders can regard it as predicting falling will continue.
However, it is not easy to see perfect Falling Three Methods pattern from charts.
Therefore, we need an alternative method to measure it.
We can use the observation that falling is faster than rising during those time.
When falling is faster than rising, some long ( buy , call , higher , upper ) position owners may worry the price will fall very much suddenly.
When rising is faster than falling, some traders may worry they may miss buy opportunities.
Computing Related Falling Three Methods Indicator
(1) The value of rising and falling
In this script, open price is replaced with previous close price.
If the previous price is equal to the close price, than both rising and falling are equal to high-low.
If the previous price is lower than the close price, than the falling value becomes smaller, high-close+previous-low.
If the previous price is higher than the close price, than the rising value becomes smaller, high-previous+close-low.
(2) Area of value (aov)
Area of value is equal to highest-lowest. The previous close price is included.
(3) Compute weight and filter noise
We need a threshold for the noise filter. The default setting is aov/length, where length means how many days are counted.
When a rising or falling value <= threshold, it is not counted.
When a rising or falling value > threshold, the counted value = original value - threshold
and its weight = min ( counted value , threshold )
(4) compute speed
Rising speed = sum ( counted rising value ) / sum ( rising weight )
Falling speed = sum ( counted falling value ) / sum ( falling weight )
(5) Final result
Final result = Rising speed / ( Rising speed + Falling speed ) * 100 - 50
I move the middle level to 0 because 0 axis is always visible unless you cannot see negative values or you cannot see positive values.
Parameters
Length : how many days are counted. The default value is 16 just because 16=4*4, using binary characteristic.
Multi : the multiplier of noise threshold. Threshold applied = default threshold * multi
src : current not used
Conclusion
Related Falling Three Methods Indicator can measure the related speed between rising and falling.
I hope this indicator can help us to evaluate the possibility of trend continue or reversal and potential breakout direction.
After all, we care how trading emotion control the price movement and therefore we can take advantage to it.
Reference
How to trade with Falling Three Methods pattern
How to trade with Related Strength Indicator Indicator
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