So I wonder
unceuncerave
Posts: 471 Arc User
PW is slowly declining in population e'ry day. If we create an equation of lose to gain ratio of player base I wonder how long it would take before we have no more remaining base. Formula would of course include factors of new releases which would hurt the player base more.
y = y1 -[(a-b)x] - c
y = player base remaing
y1 = current player base
a = players leaving
b = players joining
x = days/weeks
c = inpact of loss of players from new releases.
The countdown begins?
Though I'm too lazy to include a formula for half-life (as fewer people remain more will leave.)
y = y1 -[(a-b)x] - c
y = player base remaing
y1 = current player base
a = players leaving
b = players joining
x = days/weeks
c = inpact of loss of players from new releases.
The countdown begins?
Though I'm too lazy to include a formula for half-life (as fewer people remain more will leave.)
[SIGPIC][/SIGPIC] for GD Onion 2012 b:victory
Post edited by unceuncerave on
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Comments
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Let me help you
y = y1 -[(a-b)x] - c
y = player base remaing
y1 = about 50.000
a = about 152/day
b = 1/week
x = days/weeks WTH
c = inpact of loss of players from new releases. o.o
I suck at math o.o
b:shocked0 -
Emancipator - Lost City wrote: »Let me help you
y = y1 -[(a-b)x] - c
y = player base remaing
y1 = about 50.000
a = about 152/day
b = 1/week
x = days/weeks WTH
c = inpact of loss of players from new releases. o.o
I suck at math o.o
b:shocked
So with your theory. Let's say 20,00 leave for the new releases. We want y to = 0
y = 50,000 - (1064-1)x - 20,000
y = 30,000 - 1063x
In less then 29 weeks There will be no more players. That's also not factoring in half life.[SIGPIC][/SIGPIC] for GD Onion 2012 b:victory0 -
Of people I know in game only 1 has quit in the past month.... Yeah.......[SIGPIC][/SIGPIC]0
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Seriously getting tired of the pwi dying threads.
Give it a rest people.0
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