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Author Topic: SIMS 1 - Nostalgia yuuuukk!  (Read 4863 times)

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Koe™

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #45: June 08, 2008, 08:12:10 PM »
Ko3 juga pernah tinggal di Magic Town. Dirumah yg paling kecil n paling murah. Tiap hari tuh Sims ko3 ngumpulin magicoin. Sampai-sampai status superstarnya menurun drastis karena nggak pernah ke studio lagi :hiks:
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Aduin ama mama :wekk

chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #46: June 08, 2008, 08:12:27 PM »
sims 1...
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LALALALA~

chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #47: June 08, 2008, 08:13:32 PM »
livin' large...
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LALALALA~

chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #48: June 08, 2008, 08:14:01 PM »
house party...
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chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #49: June 08, 2008, 08:15:08 PM »
hot date...
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chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #50: June 08, 2008, 08:16:26 PM »
vacation...
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chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #51: June 08, 2008, 08:17:01 PM »
unleashed...
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chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #52: June 08, 2008, 08:17:24 PM »
superstar...
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chucky_pakorem

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #53: June 08, 2008, 08:18:59 PM »
makin' magic...
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Koe™

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #54: June 08, 2008, 08:29:47 PM »
Ya ampun koleksinya Chucky lengkap bgt nih  :boleh
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Lie

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #55: June 12, 2008, 07:48:19 PM »
 :oh-cinta: :oh-cinta:

emank sims tuw toph banget...  :top
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limit_breakTopic starter

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #56: June 14, 2008, 10:44:51 PM »
iyaa yaaa... dl aja udah kerennnn abissss....  :joget
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dilz

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #57: August 15, 2008, 08:46:27 PM »
beneerr!!!, sims 1 maupun sims 2 sama2 :top
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searcher81

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #58: May 01, 2009, 11:16:52 AM »
jadi inget the sims complete collection... :hua
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gilang

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Re: SIMS 1 - Nostalgia yuuuukk!
« Reply #59: June 11, 2009, 05:18:47 PM »
Baca thred ini jadi kangeeeeeeeen  :hang

CD2 The Sims gw dulu dipinjem sama temen kaga pernah dibalikin  :hang
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I don't have signature. But I admit that I actually have one. The sentence I wrote before was my signature. And so the sentence left to this one.

So we can conclude that this signature fulfill the mathematical induction:
Let f(n) be a function which returns string x that is a signature with length n sentences. We want to prove that f(n) is my signature with n sentences for every n >= 1
(1) Base case: f(1) = my signature with 1 sentence
(2) Hypothesis: f(n) is my signature
(3) Inductive case: f(n+1) = f(n)f(1). It is shown that f(n + 1) is a concatenation of two string x which both of it is a signature. So according to concatenation rule of regular expression, if the a and b is concatenated and both a and b have the same property, so ab must derives the same property of a and/or b.

Another proof:
  f(n+1) = f(n)f(1) = f(n-1)f(1)f(1) = f(n-2)f(1)f(1)f(1) = f(1)...f(1)f(1) = f(1)^(n+1)
It is shown that f(n+1) is a concatenation of any singleton string which is my signature. So because all of the n+1 strings are my signatures, so the concatenation of all n+i strings must be my signature.

So it is proven using mathematical induction that this is my signature.

Panjang ya? :hahak
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