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Guess how many beans in the jar!

JonF
in General Discussion

Featured Replies

Or in this case, spent primers in the water bottle. :p

 

Standard issue .5L bottle, mix of LPP but mostly SPP. Any guesses? Even i don't know! :lol:

 

I can say its well into the thousands though, whatever it is. If i had a shipping scale, i'd weight it cuz even i'm curious.

 

IMG_20120106_001108.jpg

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    are the price is right rules in effect? my guess is 4,257. :icon_twisted: you have to count them out one at a time now. cant just tease us and leave us hanging like that.

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    2500

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    are the price is right rules in effect? my guess is 4,257. :icon_twisted: you have to count them out one at a time now. cant just tease us and leave us hanging like that.

     

    4258 :icon_mrgreen:

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    All of em...

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    • Like 1

     

    4259 :p Thank you, Price is Right.

     

    And Rod Roddy, who is out next contestant?? :unsure:

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    • Author

    Ok, i was able to take a few measurements and do some math and i came up with a rough value.

     

    1 spent SPP == 2.9 grains == 0.00662857143 ounces as measures with my digital reloading scale.

     

    The entire bottle with contents weighs 3lb, 0.2 oz (48.2oz) per my digital trigger scale.

     

    So dividing the weight of 1 primer into the cumulative bottle weight we get:

     

    48.2 / 0.00662857143 =

     

    7271.6 PRIMERS!

     

    Assuming price is right rules, the closes value without going over wins so that makes tony the weiner!

     

    Congratulations tony, you win the honor of knowing more about spent primer volume than anyone else here. :lol:

  • Quote

    Ok, i was able to take a few measurements and do some math and i came up with a rough value.

     

    1 spent SPP == 2.9 grains == 0.00662857143 ounces as measures with my digital reloading scale.

     

    The entire bottle with contents weighs 3lb, 0.2 oz (48.2oz) per my digital trigger scale.

     

    So dividing the weight of 1 primer into the cumulative bottle weight we get:

     

    48.2 / 0.00662857143 =

     

    7271.6 PRIMERS!

     

    Assuming price is right rules, the closes value without going over wins so that makes tony the weiner!

     

    Congratulations tony, you win the honor of knowing more about spent primer volume than anyone else here. :lol:

     

    You need a bit more precise measure....you have the weight of 1 primer, now weigh 50 and divide by 50, you'll get a much more accurate number.

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    You need a bit more precise measure....you have the weight of 1 primer, now weigh 50 and divide by 50, you'll get a much more accurate number.

     

    Yea, Recount, recount... :icon_mrgreen:

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    • Author

    Meh, good enough for government work!

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