First whack at at it:

Assumptions:  signal: 1.860 MHz;  local osc: 1.860 + 8.215 = 10.075 MHz

In 6 weeks, there are about 36.56016E12 local oscillator cycles, for the
top-band frequency given.

Each cycle takes the reciprocal of 36.56016E12 in time.

Think of the local osc signal as a Slinky on its side with 36.56016E12 turns
spread exactly evenly over 6 weeks.

I'm thinking that expecting the first and all subsequent cycles not to
wander a bit in time-position over a 6-week term is not justifiable.

Does that make sense?

Brgds,
Dave, N3HE
Maths done on windoze accessory calculator

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