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Criterion
Paper illustration of a Polarity Map with two poles and four quadrants
Systems Thinking
Polarity Mapping
Paper illustration of a two-by-two Ansoff Matrix with four growth directions
Business Strategy
Ansoff Matrix
Paper illustration for Flywheel.
Growth
Flywheel
Purposedifferent
Polarity Mapping makes tensions between two opposing poles tangible, such as standardization and adaptation or control and autonomy. The method guards against making apparent either-or decisions prematurely.The Ansoff Matrix organizes growth options by market and product relation. It helps weigh expansion, diversification, and adaptation cleanly against each other.Growth often breaks down where a reinforcing mechanism builds up too much friction. A Flywheel shows the cycle of value, repetition, and reinforcement meant to sustain growth.
Complexitydifferent
MediumLowMedium
Timedifferent
1-2 h45-90 min60-120 min
Participantsdifferent
3-122-83-8
Formatdifferent
WorkshopWorkshop + asyncWorkshop
Outputdifferent
Polarity Map, Warning Signs, Balance ActionsAnsoff Matrix, Growth Options, Risk NotesFlywheel Map, Friction Points, Growth Levers, Experiment Backlog
Tagsno overlap
Systems thinkingTradeoffsLeadership
GrowthStrategyMarketPortfolio
GrowthRetentionConversion
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Often compared together

Methods with strong topical overlap with the current selection, not yet in the comparison.

Funnel Analysis workspace showing the question, observations, and next decision.
Growth
Funnel Analysis
Paper illustration of Leverage Points with its method-specific working model.
Systems Thinking
Leverage Points
A paper-based illustration representing North Star Metric with its core stages and visible working result.
Growth
North Star Metric