Mortage/month is cr203145 (all fractional credits rounded up to the
nearest whole credit). Multiplying by 12 for the yearly payments give
us cr2,437,740, then dividing by the 25 jumps/year gives us cr97510,
which is the income needed per jump to pay the mortgage.

On 8/16/17, Alex Goodwin <xxxxxx@multitel.com.au> wrote:
> Amber,
>
> Tim was asking, in a fancier way, what the monthly mortgage payment
> would be after the effect of your changes, which you've already included.
>
> It looks like the mortgage works out to ~KCr97/month or thereabouts.
>
>
> Alex (who is not, nor has ever been, an accountant - but that didn't
> stop one auditor-general mistaking him for one)
>
>
> On 17/08/17 02:50, Amber Witherspoon wrote:
>> Ah, don't know how to do or calculate that (I'm not an accountant, my
>> older brother is). Unless you mean the mortgage, in which case that's
>> included.
>> After being paid off (and being given the 40 year overhaul), the base
>> cost of running a subsidized merchant is only cr28,175/jump, before
>> calculating for any subsidies and/or passengers.
>>
>> On 8/16/17, Tim <xxxxxx@little-possums.net> wrote:
>>> On Wed, Aug 16, 2017 at 02:36:16AM -0700, Amber Witherspoon wrote:
>>>> I calculated all costs of just running the ship and converted them to
>>>> the per jump amount, arriving at cr125,685
>>> Did you add in any capital costs?  E.g. amortisation of the ship's
>>> purchase price over a reasonable working life.  Given that you
>>> increased the cost of already expensive jump drives significantly,
>>> this would probably dominate running expenses by a large margin.
>>>
>>>
>>> - Tim
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