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You do not control a project plan. You control a 2n space.

Investments often appear as a linear list: Project proposals, business cases, priorities, approvals. But a real company portfolio is not a project plan - it is a combinatorial decision space

What counts in a portfolio is not just which project makes sense on its own, but which combination of all projects together generates the highest overall value

Each project competes for the same scarce resources: capital, capacities, time, management focus and risk budget

40 projects generate:

1.099,511,627,776 possible portfolios.

In practice, this means:

A portfolio is selected while over a trillion alternatives remain unevaluated.

This is not a management error or a management problem. It is a mathematical limit: exponential combination spaces cannot be fully captured using linear planning and valuation methods

This is precisely why portfolios are created that "work" - but systematically remain below their possible optimum

What if you could calculate this space?

Not compare projects individually, but visualise the entire decision space under real restrictions: Budget, dependencies, risks, resources and timelines

The decision space is thus defined

What has changed in the physics of decision-making?

How can a 2ⁿ-space be calculated?