Nutcases in the history of sgforum
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Yes you left. But you still lurk around. That's why you came into this topic.Originally posted by Nelstar:Yeah I didn't understand why they didn't leave the forums after like some 5 years.
Heck, I would have left!
Keep this alive for a while more, more old timer may suddenly appear like this.
Lurkers. Show yourself. I know you are here.
Bo Chi ar!! -
Anyway there are plenty of nutcases who post their fetishes regularly at the Bar. Some of them might even be clones -
Farced, although I must say this guy has originality. I think he might be parallelling himself with the demon. I do feel that his stories relate to life.Originally posted by Illegal Operation:Nutcase No. 3: jliu
No explanation need. Just do a search for his name on the search box on the left. This link is self-explanatory.
http://www.sgforums.com/?action=thread_display&thread_id=11694 -
Did the maths: Illegal Operation posts appx 1 post/day.
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That's because he abstained from postings at certain months of the year.Originally posted by newcomer:Did the maths: Illegal Operation posts appx 1 post/day.
You know lar. feng shui. -
Try this maths.Originally posted by newcomer:Did the maths: Illegal Operation posts appx 1 post/day.
A value of x/y would become near to infinity as a positive y value <1 goes near to zero. When is x/y = infinity, if a positive y < 1 goes near zero, wrong? -
Ok I take back I said about Jliu... Hes not a nutcase, hes just artistically insane -
Nutcase No. 5: Evil Clown
Nobody knows why he writes this way. Very short sentenences. Very incoherent. Nothing people ever understand. Show you...
http://www.sgforums.com/?action=thread_display&thread_id=51686 -
if the criteria is such that y is less than 1 (but not y is less than 1 but more than 0 [0Originally posted by Nelstar:Try this maths.
A value of x/y would become near to infinity as a positive y value <1 goes near to zero. When is x/y = infinity, if a positive y < 1 goes near zero, wrong?
did i get that rite? -
wah heng ah.. i tght tt im on the list...
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y is a positive value, such that y is 0a positive y value <1 goes near to zero.)Originally posted by newcomer:if the criteria is such that y is less than 1 (but not y is less than 1 but more than 0 [0
did i get that rite? -
x/y does not go into infinity if x also goes towards zero and is positive..Originally posted by newcomer:if the criteria is such that y is less than 1 (but not y is less than 1 but more than 0 [0
did i get that rite?
in that case you get 0/0... hmm -
wrong, x/y tends toward infinity as long x is any value other than 0.Originally posted by DriftingGuy:x/y does not go into infinity if x also goes towards zero and is positive..
in that case you get 0/0... hmm
The correct answer is when x = 0, any value of y would still make it zero. -
u din mention that. okay. x/y is not infinity, given that 0<=y<1 , when x = y or 0. somehow, i get a feeling this is wrong too. looks like imaginary number is involved...Originally posted by Nelstar:y is a positive value, such that y is 0 -
Thread successfully hijacked.Originally posted by newcomer:u din mention that. okay. x/y is not infinity, given that 0<=y<1 , when x = y or 0. somehow, i get a feeling this is wrong too. looks like imaginary number is involved... -
aw... i was less than a minute to the answer. you shouldn't have given the answer man!
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what do you mean thread successfully hijacked? sorry i'm not a forum veteran. so who's the winner?
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Drift is the nearest to the answeR!Originally posted by newcomer:what do you mean thread successfully hijacked? sorry i'm not a forum veteran. so who's the winner?
You got dumbed by the 'y'. As most mathematicians would be. It's a question that I always used to challenge my students from my tuition...
Too bad I stopped giving mathematics tuition. -
Your statement is ambigous. You say "When is x/y = infinity, if a positive y < 1 goes near zero, wrong?" Note the highlighted [b]nearOriginally posted by Nelstar:Try this maths.
A value of x/y would become near to infinity as a positive y value <1 goes near to zero. When is x/y = infinity, if a positive y < 1 goes near zero, wrong? -
oops, screwed that last reply up. will fix it later. anyway, i tot drifting guy was half rite? i mean x can be 0 or = y rite?
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Originally posted by newcomer:
Ah so you suggesting the word near is wrong. Please indicate how you would describe in one word, a value that is not zero but very close to zero?
Your statement is ambigous. You say "When is x/y = infinity, if a positive y < 1 goes [b]near zero, wrong?" Note the highlighted [b]near[/b] -
Well, he is 75% right since I did not fix a value for x.Originally posted by newcomer:oops, screwed that last reply up. will fix it later. anyway, i tot drifting guy was half rite? i mean x can be 0 or = y rite?
He could have just said = 0 or =y. -
kns stop arguing bout maths la..go to the maths forum if your want..continue this thread..
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EH!! you guys forgot about me....Originally posted by Illegal Operation:Actually, the biggest nutcases are FireIce and Illegal Operation.
By the end of the year, they would have been in this forum for 7 years!
Do you know how long 7 years is? If you married a zhar bo 7 years ago and gave birth to a son one year later, he would have been in Primary 1 now.
If your son had gone to primary 1 7 years ago, he would have been in Sec 1 now.
If you son had gone to sec 1 7 years ago, he would have been in NS now.
That's how long 7 years is. Now imagine this. FireIce and Illegal Operation were here for 7 years.
If they had taken that time to get married, their kids would have been 7 years old now.
I mean, if FireIce marry her BF, and Illegal Operation married his wife.
Dun anyhow think.
7 years this October. HAHA. -
You say "When is x/y = infinity, if a positive y < 1 goes near zero, wrong?" Note the highlighted near. This means that y is never zero rite? Now how can you assume that x/y = infinity when y never reaches zero is the first place? You have a circular logic in your statement.Originally posted by Nelstar:Try this maths.
A value of x/y would become near to infinity as a positive y value <1 goes near to zero. When is x/y = infinity, if a positive y < 1 goes near zero, wrong?
Of course, I do understand the intended context. Careless grammatical errors like these could result in embarrassement. Correct me if I'm wrong again.