0-to-1 and 1-to-n are radically different phases.
- 0-to-1 and 1-to-n are radically different phases.
- In 0-to-1, the idea automatically diffuses if you don't put constant pressure on it.
- It's default-diverging.
- You need to compress all of the potential to an ignition point.
- Everything you do has to go into this convergence.
- The ignition point is discontinuous; it is when true value is created.
- In 1-to-n, you have a coherent thing that will continue on its own.
- Now, you want to fan the flames so it can go stronger, faster.
- It is default-converging.
- You can now start ramping up adjacent experiments in proportion to how much momentum the main flame has.