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Just used excel to do this and the maths of starting with a penny then working up to 365 pennies does work out at ?667.95 for a standard year and ?671.61 for a leap year ...


Interesting to see how many people can keep it going or will it be like collecting the parts to build a model of the titanic (first issue 99p then 5000 issues at ?7.99 each😳)

Loz Wrote:

-------------------------------------------------------

> Seabag Wrote:

> --------------------------------------------------

> -----

> > If I start with a ?1 where do I get to by day

> 365

> >

> > I'm thinking big here

>

> That would be (2366 - 1), which is 7.5153 x 10109.

> Or a little over a billion googol quid.



Or 100,000 Brit coins (whatever they are)

Loz Wrote:

-------------------------------------------------------

> Seabag Wrote:

> --------------------------------------------------

> -----

> > If I start with a ?1 where do I get to by day

> 365

> >

> > I'm thinking big here

>

> That would be (2366 - 1), which is 7.5153 x 10109.

> Or a little over a billion googol quid.


Wow, you seem to have a good understanding of maths. I have a calculation I need help with.


Is it true that 20,000 is 0.001% of 4,000,000?

Loz Wrote:

-------------------------------------------------------

> Seabag Wrote:

> --------------------------------------------------

> -----

> > If I start with a ?1 where do I get to by day

> 365

> >

> > I'm thinking big here

>

> That would be (2366 - 1), which is 7.5153 x 10109.

> Or a little over a billion googol quid.


If you use 2 as a base, and you missed a ^, (2^366 - 1) :-)


Have now spent a good 20 minutes reading about power series, partial sum, divergent and convergent infinite series and such. Nice diversion!


Of course, Alan Medic was right about the ?1 calculation, it's ~?67k if the problem is as stated by OP, but with pounds instead of pennies. Saving >?50 quid a day from mid-Feb would start proving a bit of a problem.

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