how is the missed turn percentage represented

[simhatus]

Hi

I am currently playing a game where the player has missed a turn yet they are still on 100%.

Is the percentage rounded up or to the nearest % ?

I have not missed any turns but it would be nice to be able to calculate how many i could theoretically miss before my percentage goes to 99%.

Simon

[Barns]

I presume its .5 and up would be rounded up to the next whole number and .4 and below would be rounded down as is usual with maths. So if you've had 1,000 turns and only missed 2 then it would still say 100% since you've taken 99.8% of your turns but if you'd missed 6 turns then you'd go to 99% since you'd taken 99.4% of your turns. Hope my maths is right there, I'm a bit drunk seeing as it's Christmas Eve...

[simhatus]

Hi

thanks but if you reread my post that wasn't my question.

simon

[Barns]

Unless I'm drunker than I thought, that's exactly what you asked!

It's (presumably) rounded up or down to the nearest whole number i.e % ...as I said! lol

[simhatus]

Hi

precisely "you assume" as would i but i don't know for sure. My origonal question was, is it rounded to the nearest percentage or rounded up to the nearest percentage ?


simon

[blakebowling]

Hi

precisely "you assume" as would i but i don't know for sure. My origonal question was, is it rounded to the nearest percentage or rounded up to the nearest percentage ?


simon

It is rounded to the nearest percentage, I'm not sure how much clearer we can make this.

[simhatus]

Hi

Thanks that is clear unlike the previous posts which just expressed an opinion that it was one of the 2 options.

Simon

[Barns]

I was quite clear and was absolutely correct, presuming that blakebowling is also correct of course. I only added the word presumably since I am a humble man and I don't make the game so I can not, therefore, state it as a fact.

Blakebowling states it as a fact and you accept it as gospel.

I presume if I had written my reply without the word presumably you would have been satisfied?

Presumption is the mother of all fuck-ups, I know, but, in this case, it was a 99.9999% presumption since that's how maths works in general.

Yours presumably

Barns

[simhatus]

Hi barns

I was rather hoping somone who knew for sure would answer my post, i already assumed that what you suggested and blake stated were by far the most likely option.

of course i could work it out:-

pick somone who hasn't played many games but has missed a few look up how many turns they have and go through the game log to find out how many they missed if the percentage is somthing . < 5% it will clarify.

asuming its nearest wonder what happens if its exactly .5?

Simon

[Barns]

Usually with maths, exactly 0.5 is rounded up since the total number of decimals between 0 and 10 is 9, i.e. an odd number, and there are four either side of it so it has to go one way or the other, presuming we're only talking one decimal place of course, and I'm pretty sure that's how it works here, it would be silly otherwise. So I now state, categorically, that a .4 and below is rounded down and a .5 and above is rounded up!

[Metsfanmax]

Usually with maths, exactly 0.5 is rounded up since the total number of decimals between 0 and 10 is 9, i.e. an odd number, and there are four either side of it so it has to go one way or the other, presuming we're only talking one decimal place of course, and I'm pretty sure that's how it works here, it would be silly otherwise. So I now state, categorically, that a .4 and below is rounded down and a .5 and above is rounded up!

Sure, but the webmaster is not a mathematician and it's possible he chose some other rounding method. At any rate, the problem has been resolved; no need to carry on the discussion further.

[simhatus]

Hi

Thanks barns.

I have played 2059 rounds therefore i could theoretically miss the next 10 without my percentage dropping to 99%.

simon

[Barns]

Usually with maths, exactly 0.5 is rounded up since the total number of decimals between 0 and 10 is 9, i.e. an odd number, and there are four either side of it so it has to go one way or the other, presuming we're only talking one decimal place of course, and I'm pretty sure that's how it works here, it would be silly otherwise. So I now state, categorically, that a .4 and below is rounded down and a .5 and above is rounded up!

Sure, but the webmaster is not a mathematician and it's possible he chose some other rounding method. At any rate, the problem has been resolved; no need to carry on the discussion further.

Aww, I was enjoying it..

As a Mod, do you not have PM access to the webmaster? I don't think any other rounding method exists but, then again, I didn't think you could lose 9 3v1 dice rolls in a row but I've proved myself wrong on that account!

[Jippd]

Or you could put this much effort into something useful. Like flying a kite

[Barns]

It didn't take much effort...flying a kite is far too much like hard work..you have to go outside apparently...

[CanuckSteve]

this discussion demonstrates two things ..

My job as a math computer business professor is safe. people need take, and pass my course.

My frustration at teaching those who need my courses will continue to infinity ...

Of course, there are different sizes of infinity ... so probably only a small infinity ... not a large infinity.