lets face it, its highly unlikely that over the years there will be a WL team that never leaves the WL since the first season it was established. wat do you think?
Forum > Pro Leagues > Will there actually be any World League 4 life teams
tautology
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Originally posted by Ahrens858
lets face it, its highly unlikely that over the years there will be a WL team that never leaves the WL since the first season it was established. wat do you think?
It looks like there will only by 7 left after season 13....8 if you count MoD I guess.
lets face it, its highly unlikely that over the years there will be a WL team that never leaves the WL since the first season it was established. wat do you think?
It looks like there will only by 7 left after season 13....8 if you count MoD I guess.
Ahrens858
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Originally posted by tautology
It looks like there will only by 7 left after season 13....8 if you count MoD I guess.
i guess youd count MoD/Drinkin considering the actual team never left, just changed names. so sure.
It looks like there will only by 7 left after season 13....8 if you count MoD I guess.
i guess youd count MoD/Drinkin considering the actual team never left, just changed names. so sure.
Deathblade
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Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
JuniorMcSpiffy
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Originally posted by Deathblade
Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
Your mom resembles the positive side of a 1/x function.
Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
Your mom resembles the positive side of a 1/x function.
Polorl69
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Originally posted by JuniorMcSpiffy
Originally posted by Deathblade
Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
Your mom resembles the positive side of a 1/x function.
style points have been awarded!
Originally posted by Deathblade
Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
Your mom resembles the positive side of a 1/x function.
style points have been awarded!
Originally posted by Deathblade
Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
Truth.. I might last a while but something tells me that I might die eventually?
Cannot solve because there's an unknown variable.
If this is the last season of GLB, there is a 100% chance of it happening.
If GLB stays running forever, there is a 0% chance of it happening.
The curve would resemble the positive side of a 1/x function.
Truth.. I might last a while but something tells me that I might die eventually?
bhall43
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Originally posted by Stobie
Truth.. I might last a while but something tells me that I might die eventually?
but the team could still go on tho!
Truth.. I might last a while but something tells me that I might die eventually?
but the team could still go on tho!
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