from Osgoode

m12:1 r10

to Casimir St.

m10:3 r17

DIRECTION

- m12 to m10

- r10 to r17

= city counter clockwise

= outwards

 DISTANCE

inwards/outwards:

radius r10 - r17 = 700m

--------

Time-space / Minutes distance

A) from m12:1 to m12: 100m

B) from m12 to m11

The with of a sector (minutus maximus) is radius/2!

(Confirm: 360 / 12 = 30 degrees, sin 30 = 0,5)

On average radius r14, minutes distance = :14/2 = 700 m

C) from m11 to m10:3 = :14/2 - :3 = 400m

A) + B ) + C) : 100 + 700 + 400 = 1200m