the jesus bit wasnt far off, im still impressed , even more impressed that you did it too , in so doing to make it more accurate.
Hmm, now this got me thinking, just how can you be sure you are 100% accurate , how can you mathematicallh prove your calculation has the lowest 'margins for errors' bear in mind, im not a mathematician but i do appreciate some of the details they do go at lenght to argue just how correctly things are measured (similar can be said for carbon dating - im alittle leery of it myself)
but anyway
what i hope to ask you is, can you show us how you did the calculations?
i mean give us something like a 'blackboard view' and while so explain the process of converting it to 'real world, easy to understand eqavalent'
I'm really intriqued and I'm sure this is not going to be too boring right? Oh while at it, what computers (programs) or what calculators did you use? (yes i know there was like a trigonomentry calculators which surveyors used in the 1980's costed like thousands of dollars , not because calculators were 'rare' this particular Hewlet/parkard calculators were high-precision equipment, even the today's most feature-laden 'scientific calculators couldnt match, maybe faster but accurancy? i doubt it.
Looking forward to your reply
Cheers
