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Scout_in_da_house

Verified Tanker [NA]
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About Scout_in_da_house

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    Camps Base w/ Chai Latte

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  1. As we express our gratitude, we must never forget that the highest appreciation is not to utter words, but to live by them. John F. Kennedy
     

  2. omg you're still playing!

  3. i'm doing it wrong i think, surely you'll fix my things
  4. dank recruiting plis

    1. ZXrage

      ZXrage

      Give me some time to crop it :doge:

  5. 'If I had a dollar for every racist joke i'v said, some black motherfucker would probably rob me.'

    - Random youtuber

    1. RutgerS

      RutgerS

      Your humour is so dark the police shoots at it.

  6. 30-0 repairs, medkit, big repairs (coffee if you got cash) def need GLD and stabs, with maps atm probably vents
  7. Reading through books of someone who had more statistics than I have, might a t-distribution help me out?
  8. Sadly, my french is even worse than my engrish Err I guess it's because that one source just happens to have lower values? I'll try to give an analoge example: I know people donate on average 50$ to charity, which gives them a tax benefit of 30% of that 50$; population is 500 000 In my sample, people of one region donate on average 37$ to charity, which gives them a tax benefit of 25% (benefit is unrelated to region, i'm just saying region instead of that one provider) on that 37$; sample size is around 1300. I can calculate mean, deviation, range (of donation size) etc from
  9. I think I may be mixing up english terms. I have 1 data provider out of X (unknown amount of providers), with this one provider I got 1500 "subjects" of the population. Is this "big enough"? How exactly can I determine how it is unrepresentative? For example with the mean of the sample size and the mean of the actual population?
  10. Writing a paper and my puny statistics knowledge can't handle all the info (which I don't have). Decided to make a thread rather than status update because more questions may follow in the next weeks. Data I have: A small sample size (represents roughly 1/400 of population) The actual mean of the population Question numéro uno: Is it possible to calculate a range of values of the population? The problem is that the mean of the data that I have is quite far under the actual mean, and thus (I hope) the highest values as well.* *part of my research is around
  11. ahora LABS esta reclutando jugadores Scout_in_da_house: Help!
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