Debug

Overview

graph BT
     Box 3: Slice and Dice
    subgraph Slice_Dice_Box ["Slice and Dice"]
        direction LR
        Q1["🔍 Slice 1"]
        Q2["🔍 Slice 2"]
    end

     Box 1: Books and Papers (Bottom)
    subgraph Books_Box ["Books and Papers"]
        direction LR
        B1["📚 Thinker 1"]
        B2["📚 Thinker 2"]
        B3["📚 Thinker 3"]
    end

     The Mesh: Every Thinker connects to every QSet
    B1 ==> S1
    B1 ==> S2
    B2 ==> S1
    B2 ==> S2
    B3 ==> S1
    B3 ==> S2

     Convergence: All Slices terminate at the Informed View
    Q1 --> IV
    Q2 --> IV

     Nodes
    Start([Start: Issue Identified])
    CausalityCheck{Check Causality}
    
     Complex Path
    ComplexDomain[COMPLEX DOMAIN<br>Unknown Unknowns<br>Retrospective Coherence]
    
     Probe Phase
        Vector[Set Vector<br>Define direction & speed<br>NOT a fixed goal]
        DesignProbes[Design Multiple Probes<br>Must be Safe-to-Fail<br>Contradictory Hypotheses]
        ExecuteProbes[Run Probes in PARALLEL<br>Do not run sequentially]
        
         Respond Phase
        Amplify[RESPOND: Amplify<br>Add resources/energy<br>Stabilize Attractors]
        Dampen[RESPOND: Dampen<br>Disrupt/Remove Energy<br>Break Barriers]
        ModConstraints[Modify Constraints<br>Shift from Governing to Enabling]
    end
    
     Connections
    Start --> CausalityCheck
    
    CausalityCheck -- "Predictable / Repeatable" --> OrderedDomain
    OrderedDomain --> BestPractice
    
    CausalityCheck -- "Only coherent in retrospect" --> ComplexDomain
    ComplexDomain --> Vector
    Vector --> DesignProbes
    DesignProbes --> ExecuteProbes
    ExecuteProbes --> Sense
    Sense --> PatternCheck
    
    PatternCheck -- "Beneficial Pattern" --> Amplify
    PatternCheck -- "Negative Pattern" --> Dampen
    PatternCheck -- "Unclear / No Pattern" --> ModConstraints
    
    ModConstraints --> ExecuteProbes
    Dampen --> DesignProbes
    
    Amplify --> StabilizeCheck
    StabilizeCheck -- "Yes, it is stable" --> MoveToComplicated
    StabilizeCheck -- "No, keep monitoring" --> Sense

     Nodes Definition
    Start["Start: Encounter Situation"]
    Diagnosis{"Diagnosis:<br/>Is the problem<br/>definable & separable?"}
    
     Wicked Problem Path Nodes
    Epistemic["Epistemological Shift"]
    Mindset["Abandon 'Objectivity'<br/>Enter Second-Order Understanding"]
    Stakeholders["Assemble Stakeholders<br/>(Symmetry of Ignorance)"]
    
     Outcome Nodes
    Action["Implementation<br/>(One-Shot Operation)"]
    Traces["Irreversible Traces<br/>& New Context"]
    ReSolution["Problem Re-appears<br/>in New Form"]

     Tame Path Connections
    Diagnosis -->|Yes: Tame Problem| Linear
    Linear --> Define
    Define --> Gather
    Gather --> Calc
    Calc --> Implement_Tame
    Implement_Tame --> End_Tame

     Subgraph for the Recursive Argumentative Loop
    subgraph ADL ["Argumentative Design Loop"]
        direction TB
        Stakeholders --> Propose
        Propose --> Argue
        Argue --> Judgment
        Judgment --> Consensus
        Consensus -->|No| Propose
    end
    
     Styling
    classDef startNode fill:#f9f,stroke:#333,stroke-width:2px;
    classDef decisionNode fill:#ffd,stroke:#333,stroke-width:2px;
    classDef tameNode fill:#e1f5fe,stroke:#333;
    classDef wickedNode fill:#fff3e0,stroke:#333;
    classDef outcomeNode fill:#ffcc80,stroke:#333;
    
    class Start startNode;
    class Diagnosis,Consensus decisionNode;
    class Linear,Define,Gather,Calc,Implement_Tame,End_Tame tameNode;
    class Epistemic,Mindset,Stakeholders,Propose,Argue,Judgment wickedNode;
    class Action,Traces,ReSolution outcomeNode;

HB

graph TD
     Subgraph for the Intervention Process
    subgraph ArticulateReflection ["Articulate Reflection (The Intervention)"]
        Select["Process of Selection / Articulation"]
        
        AT["Boxed T: Active Theories"]
        AP["Boxed P: Active Proposals"]
        AA["Boxed A: Potential Actions"]
        
        Model["Modelling / Abstract Technology"]
        
        C["Cascade of Consequences<br/>(Predicted Future States)"]
        
        Debate["Critique & Debate"]
    end

     Flow Connections
    LT --> Select
    LP --> Select
    LA --> Select
    
    Select --> AT
    Select --> AP
    Select --> AA
    
    AT --> Model
    AP --> Model
    AA --> Model
    
    Model --> C
    C --> Debate
    Debate --> Dec
    Dec --> Real
    
     Styling for emphasis
    style Select fill:#f9f,stroke:#333,stroke-width:2px
    style Debate fill:#f9f,stroke:#333,stroke-width:2px
    style C fill:#ff9,stroke:#333,stroke-width:2px

five

flowchart BT
     Box 2: Aspects of Ideas
    subgraph qsets_box ["aspects of ideas - qset"]
        direction LR
        s1[qset a]
        s2[qset b]
    end

     Box 4: Share Website
    subgraph website_box ["share - website"]
        direction LR
        q1[" slice 1"]
    end

     Styling
    style website_box fill:#eceff1,stroke:#455a64,stroke-dasharray: 5 5
    style slice_dice_box fill:#fff3e0,stroke:#e65100
    style qsets_box fill:#e1f5fe,stroke:#01579b
    style iv fill:#ffffff,stroke:#2e7d32,stroke-width:4px

four

flowchart BT
     Box 2: Aspects of Ideas
    subgraph qsets_box ["aspects of ideas - qset"]
        direction LR
        s1[qset a]
        s2[qset b]
    end

     Box 4: Share Website
    subgraph website_box ["share - website"]
        direction LR
        q1[" slice 1"]
    end

     Styling
    style website_box fill:#eceff1,stroke:#455a64,stroke-dasharray: 5 5
    style slice_dice_box fill:#fff3e0,stroke:#e65100
    style qsets_box fill:#e1f5fe,stroke:#01579b
    style iv fill:#ffffff,stroke:#2e7d32,stroke-width:4px

three

flowchart BT
     Box 2: Aspects of Ideas
    subgraph qsets_box ["aspects of ideas - qset"]
        direction LR
        s1["☰ qset a"]
        s2["☰ qset b"]
    end

     Box 4: Share Website
    subgraph website_box ["share - website"]
        direction TB
        iv([" informed view"])
    end

     Styling
    style website_box fill:#eceff1,stroke:#455a64,stroke-dasharray: 5 5
    style slice_dice_box fill:#fff3e0,stroke:#e65100
    style qsets_box fill:#e1f5fe,stroke:#01579b
    style iv fill:#ffffff,stroke:#2e7d32,stroke-width:4px

two

flowchart BT
     Box 2: Aspects of Ideas
    subgraph qsets_box ["aspects of ideas - qset"]
        direction LR
        s1["☰ qset a"]
        s2["☰ qset b"]
    end

     Box 4: Share Website
    subgraph website_box ["share - website"]
        direction TB
        iv([" informed view"])
    end

     Styling
    style website_box fill:#eceff1,stroke:#455a64,stroke-dasharray: 5 5
    style slice_dice_box fill:#fff3e0,stroke:#e65100
    style qsets_box fill:#e1f5fe,stroke:#01579b
    style iv fill:#ffffff,stroke:#2e7d32,stroke-width:4px

one

graph BT
     Box 3: Slice and Dice
    subgraph Slice_Dice_Box ["Slice and Dice"]
        direction LR
        node_Q1["🔍 Slice 1"]
        node_Q2["🔍 Slice 2"]
    end

     Box 1: Books and Papers (Bottom)
    subgraph Books_Box ["Books and Papers"]
        direction LR
        node_B1["📚 Thinker 1"]
        node_B2["📚 Thinker 2"]
        node_B3["📚 Thinker 3"]
    end

     Styling
    style Website_Box fill:#eceff1,stroke:#455a64,stroke-dasharray: 5 5
    style Slice_Dice_Box fill:#fff3e0,stroke:#e65100
    style QSets_Box fill:#e1f5fe,stroke:#01579b
    style IV fill:#ffffff,stroke:#2e7d32,stroke-width:4px