Pi’s teritory is circular area (2D).
Phew’s territory is circumference (1D).
Let’s examine 1D stuff in which Phew rules.
Scale of Radius = 1×100 Cm = 100 Cm AKA 1 Meter
Base Line = 13.0806 Cm
Pi’s arc = 13.0899 Cm
Phew’s Arc = 13.2149 Cm
Neck = 0.2141 Cm
Even worse for Pi:
The difference of Pi’s arc vs Base Line =
13.0899 Cm – 13.0806 Cm = 0.0093 Cm AKA 0.093 Milimeter.
It even does not touch 1/10 Millimeter.
The question is: If 7.5° Pi’s arc was correct, -after getting bent or pressed with 0.0093 Milimeter displacement- it would be able to lift a neck of 0.2141 Cm as required by a perfect 7.5° of arc.
Can the difference 0.093 Milimeter ‘produce’ a neck of 0.2141 Cm??
No one can imagine it would happen.
What about Phew?
Its arc equals 13.2149 Cm and the difference with the base line equals 13.2149 Cm – 13.0806 Cm = 0.13426 Cm.
Does it make sense that the difference 0.13426 Cm (between Phew’s 7.5 Cm arc and the Base Line) can create a neck of 0.2141 Cm?
Why not? 🙂