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23:18 09/01/201223:18 09/01/2012CLIENT  [14:27:09:455] [1704]Core Log C:\shared.log Opened 1/6/2012 - [14:27:09:455]
 
CLIENT  [14:27:09:646] [1764]CreateProcessW(D:\FIFA20~1\FIFA12~1\Game\Core\EACoreServer.exe, "D:\FIFA20~1\FIFA12~1\Game\Core\EACoreServer.exe" -CoreServerId="VALDIMIR::Access3Test", ...) Handle: 3960  bProcSuccess: t   LastError: 1813
SERVER  [14:27:09:682] [2928]Core Log C:\shared.log Opened 1/6/2012 - [14:27:09:682]
 
SERVER  [14:27:09:766] [2360]C:\ProgramData\EA Core\cache\TempF78\: SetEntriesInAcl results = 1332
SERVER  [14:27:09:799] [2360]Error attempting to create folder for Core preferences file: C:\ProgramData\Electronic Arts\EA Core\prefs
SERVER  [14:27:10:090] [2360]No running server: Ignoring posted message "eadcommand:?cmd=app_locale_ready&cmdid=142&guid=1"
SERVER  [14:27:10:260] [2360]C:\ProgramData\EA Core\cache\TempF78\{ CP_Guest_3960(1)_ver3 }\: SetEntriesInAcl results = 1332
 ...

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ROOT\MS_AGILEVPNMINIPORT\0000
USB\VID_19D2&PID_0142&MI_06\6&2D1D53A&0&0006
PCIIDE\IDECHANNEL\4&1C1E8A11&0&1

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USB\Vid_19D2&Pid_2000
ACPI\PNP0800\4&3A0C732&0
ROOT\LEGACY_NULL\0000
ROOT\LEGACY_LLTDIO\0000
PCI\VEN_8086&DEV_244E&SUBSYS_72671462&REV_E1\3&11583659&0&F0
ROOT\MS_L2TPMINIPORT\0000
PCI\VEN_8086&DEV_27CB&SUBSYS_72671462&REV_01\3&11583659&0&EB
PCIIDE\IDECHANNEL\4&975F2E&0&0
ACPI\PNP0A08\0
 ...

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USB\Vid_19D2&Pid_2000
ACPI\PNP0800\4&3A0C732&0
ROOT\LEGACY_NULL\0000
ROOT\LEGACY_LLTDIO\0000
PCI\VEN_8086&DEV_244E&SUBSYS_72671462&REV_E1\3&11583659&0&F0
ROOT\MS_L2TPMINIPORT\0000
PCI\VEN_8086&DEV_27CB&SUBSYS_72671462&REV_01\3&11583659&0&EB
PCIIDE\IDECHANNEL\4&975F2E&0&0
ACPI\PNP0A08\0
 ...

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Decode with base64 to 360 bits
Split it into 51 7 bit integers
Decrease each integer by 1
Convert to ascii-string

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16:59 < rokstar> wait...
16:59 < rokstar> offspring is punk?
16:59 <@bunder> -ish
17:00 < rokstar> yeah in the same way that Sugar Ray is ska... -ish
17:00 <@bunder> nooooooooooo
17:00 <@bunder> no trumpets, no ska
17:01 <@bunder> look up "no brakes" by the offspring
17:01 <@bunder> i believe that qualifies as "skateboard punk"
17:02 < rokstar> <@bunder> no trumpets, no ska
 ...

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v################################################
v################################################
>###8995*\9-13\##>-p55:2**3$#!+59*:!3$9$$2+2p6v##
v############################################$<##
v##########################?#####################
1################################################
4#####?##########>v##############################
8##########>##v##$ ##############################
*###########>v#########################v-<#######
 ...

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Kanada'ya taşınan bir Türk'ün günlüğü
 
14 Ekim: Kanada dünyanin en güzel yeri. Yapraklar kirmizi ve turuncunun tonlarina dönmeye basladi. Bir atla kir gezintisi yaptim ve bir kaç geyik gördüm. Çok güzeldiler. Muhtemelen yeryüzündeki en harika
hayvanlar. Burasi cennet olmali. Burayi çok seviyorum
 
11 Kasım: Geyik avlama sezonu kisa bir süre sonra basliyor. Böyle harika  hayvanlari oldürmeyi nasil olurda isterler anlamiyorum. Umarim yakinda kar yagisi baslar. Burayi seviyorum.
 
2 Aralık: Dün gece kar yagdi. Heryerin beyaz bir örtü ile kaplanisini seyretmek  için gece kalktim. Tipki karpostal gibi. Disari çiktik merdivenlerdeki ve garajin önündeki karlari kürekle temizledik. Kartopu oynadik(ben
kazandim). Kar temizleme makinasi belediye'nin)gelince,garajin önündeki karlari tekrar temizlemek zorunda kaldik. Harika bir yer. Kanada'yi
 ...

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Er ist’s 
        
                   
        
        Frühling läßt sein blaues Band       
        
        wieder flattern durch die Lüfte;               
        
        süße, wohlbekannte Düfte     
 ...

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Er ist’s 
        
                   
        
        Frühling läßt sein blaues Band       
        
        wieder flattern durch die Lüfte;               
        
        süße, wohlbekannte Düfte     
 ...

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Charlie bit me!

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Brazzers passwords 09.01.2012
 
Download list with more then 30 brazzers passwords here ---> http://fileml.com/2M6cu

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Bangbros passwords 09.01.2012
 
Download list with more then 30 bangbros passwords here ---> http://fileml.com/2M6cu

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Charlie bit me!

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Charlie bit me!

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[11:40:09] <curlyLu> Ragazzi avrei una domanda: sapete se in c++ c'è un modo per forzare il late binding per il polimorfismo? 
[11:40:10] <Spider-Pork> solo per il sata
[11:40:17] <Spider-Pork> se riesce a fare il boot da sata è da prendere
[11:40:24] <elfLUCE> curlyLu: che sarebbe il late binding?
[11:41:19] <curlyLu> Ah no ho trovato, serve lo specificatore "virtual". Com'è brutto questo linguaggio :(  
[11:41:39] <curlyLu> elfLUCE: il collegamento fra reference fra funzione chiamante e chiamato è ritardato a tempo di esecuzione
[11:42:06] <elfLUCE> curlyLu: mi sembra una questione di lana caprina
[11:42:15] <curlyLu> Non ti seguo..
[11:42:38] <elfLUCE> per quale motivo vorresti forzare un ritardo nell'esecuzione del metodo specifico?
 ...

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<html>
<body>
 
<style>
#main_div {
    position: relative;
    width: 600px; 
    height: 600px; 
    background-color: #aff;
 ...

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pnema@1-LX-D620:~/Projects/falcon$ git branch
  master
* new_engine
  new_engine_w_serial
  ranges
pnema@1-LX-D620:~/Projects/falcon$ git status
# On branch new_engine
# Changes to be committed:
#
 ...

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afsafas

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Problem 3: Grazing Patterns [Brian Dean, 2012]
 
Due to recent budget cuts, FJ has downsized his farm so that the grazing
area for his cows is only a 5 meter by 5 meter square field!  The field is
laid out like a 5x5 grid of 1 meter by 1 meter squares, with (1,1) being
the location of the upper-left square, and (5,5) being the location of the
lower-right square:
 
(1,1) (1,2) (1,3) (1,4) (1,5)
 ...

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Problem 1: Gifts [Kalki Seksaria and Brian Dean, 2012] Farmer John wants to give gifts to his N (1 <= N <= 1000) cows, using his total budget of B (1 <= B <= 1,000,000,000) units of money. Cow i requests a gift with a price of P(i) units, and a shipping cost of S(i) units (so the total cost would be P(i)+S(i) for FJ to order this gift). FJ has a special coupon that he can use to order one gift of his choosing at only half its normal price. If FJ uses the coupon for cow i, he therefore would only need to pay P(i)/2+S(i) for that cow's gift. Conveniently, the P(i)'s are all even numbers. Please help FJ determine the maximum number of cows to whom he can afford to give gifts. PROBLEM NAME: gifts INPUT FORMAT: * Line 1: Two space-separated integers, N and B. * Lines 2..1+N: Line i+1 contains two space-separated integers, P(i) and S(i). (0 <= P(i),S(i) <= 1,000,000,000, with P(i) even) SAMPLE INPUT (file gifts.in): 5 24 4 2 2 0 8 1 6 3 12 5 INPUT DETAILS: There are 5 cows, and FJ has a budget of 24. Cow 1 desires a gift with price 4 and shipping cost 2, etc. OUTPUT FORMAT: * Line 1: The maximum number of cows for whom FJ can purchase gifts. SAMPLE OUTPUT (file gifts.out): 4 OUTPUT DETAILS: FJ can purchase gifts for cows 1 through 4, if he uses the coupon for cow 3. His total cost is (4+2)+(2+0)+(4+1)+(6+3) = 22. Note that FJ could have used the coupon instead on cow 1 or 4 and still met his budget. 

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Problem 2: Haybale Stacking [Brian Dean, 2012]
 
Feeling sorry for all the mischief she has caused around the farm recently,
Bessie has agreed to help Farmer John stack up an incoming shipment of hay
bales.  
 
She starts with N (1 <= N <= 1,000,000, N odd) empty stacks, numbered 1..N.
FJ then gives her a sequence of K instructions (1 <= K <= 25,000), each of
the form "A B", meaning that Bessie should add one new haybale to the top
 ...

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Problem 1: Gifts [Kalki Seksaria and Brian Dean, 2012] Farmer John wants to give gifts to his N (1 <= N <= 1000) cows, using his total budget of B (1 <= B <= 1,000,000,000) units of money. Cow i requests a gift with a price of P(i) units, and a shipping cost of S(i) units (so the total cost would be P(i)+S(i) for FJ to order this gift). FJ has a special coupon that he can use to order one gift of his choosing at only half its normal price. If FJ uses the coupon for cow i, he therefore would only need to pay P(i)/2+S(i) for that cow's gift. Conveniently, the P(i)'s are all even numbers. Please help FJ determine the maximum number of cows to whom he can afford to give gifts. PROBLEM NAME: gifts INPUT FORMAT: * Line 1: Two space-separated integers, N and B. * Lines 2..1+N: Line i+1 contains two space-separated integers, P(i) and S(i). (0 <= P(i),S(i) <= 1,000,000,000, with P(i) even) SAMPLE INPUT (file gifts.in): 5 24 4 2 2 0 8 1 6 3 12 5 INPUT DETAILS: There are 5 cows, and FJ has a budget of 24. Cow 1 desires a gift with price 4 and shipping cost 2, etc. OUTPUT FORMAT: * Line 1: The maximum number of cows for whom FJ can purchase gifts. SAMPLE OUTPUT (file gifts.out): 4 OUTPUT DETAILS: FJ can purchase gifts for cows 1 through 4, if he uses the coupon for cow 3. His total cost is (4+2)+(2+0)+(4+1)+(6+3) = 22. Note that FJ could have used the coupon instead on cow 1 or 4 and still met his budget.

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Farmer John wants to give gifts to his N (1 <= N <= 1000) cows, using his
total budget of B (1 <= B <= 1,000,000,000) units of money.
 
Cow i requests a gift with a price of P(i) units, and a shipping cost of
S(i) units (so the total cost would be P(i)+S(i) for FJ to order this
gift).  FJ has a special coupon that he can use to order one gift of his
choosing at only half its normal price.  If FJ uses the coupon for cow i,
he therefore would only need to pay P(i)/2+S(i) for that cow's gift. 
Conveniently, the P(i)'s are all even numbers.
 ...

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Problem 1: Gifts [Kalki Seksaria and Brian Dean, 2012] Farmer John wants to give gifts to his N (1 <= N <= 1000) cows, using his total budget of B (1 <= B <= 1,000,000,000) units of money. Cow i requests a gift with a price of P(i) units, and a shipping cost of S(i) units (so the total cost would be P(i)+S(i) for FJ to order this gift). FJ has a special coupon that he can use to order one gift of his choosing at only half its normal price. If FJ uses the coupon for cow i, he therefore would only need to pay P(i)/2+S(i) for that cow's gift. Conveniently, the P(i)'s are all even numbers. Please help FJ determine the maximum number of cows to whom he can afford to give gifts. PROBLEM NAME: gifts INPUT FORMAT: * Line 1: Two space-separated integers, N and B. * Lines 2..1+N: Line i+1 contains two space-separated integers, P(i) and S(i). (0 <= P(i),S(i) <= 1,000,000,000, with P(i) even) SAMPLE INPUT (file gifts.in): 5 24 4 2 2 0 8 1 6 3 12 5 INPUT DETAILS: There are 5 cows, and FJ has a budget of 24. Cow 1 desires a gift with price 4 and shipping cost 2, etc. OUTPUT FORMAT: * Line 1: The maximum number of cows for whom FJ can purchase gifts. SAMPLE OUTPUT (file gifts.out): 4 OUTPUT DETAILS: FJ can purchase gifts for cows 1 through 4, if he uses the coupon for cow 3. His total cost is (4+2)+(2+0)+(4+1)+(6+3) = 22. Note that FJ could have used the coupon instead on cow 1 or 4 and still met his budget. 

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Problem 1: Gifts [Kalki Seksaria and Brian Dean, 2012] Farmer John wants to give gifts to his N (1 <= N <= 1000) cows, using his total budget of B (1 <= B <= 1,000,000,000) units of money. Cow i requests a gift with a price of P(i) units, and a shipping cost of S(i) units (so the total cost would be P(i)+S(i) for FJ to order this gift). FJ has a special coupon that he can use to order one gift of his choosing at only half its normal price. If FJ uses the coupon for cow i, he therefore would only need to pay P(i)/2+S(i) for that cow's gift. Conveniently, the P(i)'s are all even numbers. Please help FJ determine the maximum number of cows to whom he can afford to give gifts. PROBLEM NAME: gifts INPUT FORMAT: * Line 1: Two space-separated integers, N and B. * Lines 2..1+N: Line i+1 contains two space-separated integers, P(i) and S(i). (0 <= P(i),S(i) <= 1,000,000,000, with P(i) even) SAMPLE INPUT (file gifts.in): 5 24 4 2 2 0 8 1 6 3 12 5 INPUT DETAILS: There are 5 cows, and FJ has a budget of 24. Cow 1 desires a gift with price 4 and shipping cost 2, etc. OUTPUT FORMAT: * Line 1: The maximum number of cows for whom FJ can purchase gifts. SAMPLE OUTPUT (file gifts.out): 4 OUTPUT DETAILS: FJ can purchase gifts for cows 1 through 4, if he uses the coupon for cow 3. His total cost is (4+2)+(2+0)+(4+1)+(6+3) = 22. Note that FJ could have used the coupon instead on cow 1 or 4 and still met his budget. 

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Problem 1: Gifts [Kalki Seksaria and Brian Dean, 2012] Farmer John wants to give gifts to his N (1 <= N <= 1000) cows, using his total budget of B (1 <= B <= 1,000,000,000) units of money. Cow i requests a gift with a price of P(i) units, and a shipping cost of S(i) units (so the total cost would be P(i)+S(i) for FJ to order this gift). FJ has a special coupon that he can use to order one gift of his choosing at only half its normal price. If FJ uses the coupon for cow i, he therefore would only need to pay P(i)/2+S(i) for that cow's gift. Conveniently, the P(i)'s are all even numbers. Please help FJ determine the maximum number of cows to whom he can afford to give gifts. PROBLEM NAME: gifts INPUT FORMAT: * Line 1: Two space-separated integers, N and B. * Lines 2..1+N: Line i+1 contains two space-separated integers, P(i) and S(i). (0 <= P(i),S(i) <= 1,000,000,000, with P(i) even) SAMPLE INPUT (file gifts.in): 5 24 4 2 2 0 8 1 6 3 12 5 INPUT DETAILS: There are 5 cows, and FJ has a budget of 24. Cow 1 desires a gift with price 4 and shipping cost 2, etc. OUTPUT FORMAT: * Line 1: The maximum number of cows for whom FJ can purchase gifts. SAMPLE OUTPUT (file gifts.out): 4 OUTPUT DETAILS: FJ can purchase gifts for cows 1 through 4, if he uses the coupon for cow 3. His total cost is (4+2)+(2+0)+(4+1)+(6+3) = 22. Note that FJ could have used the coupon instead on cow 1 or 4 and still met his budget. 

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Charlie bit me!

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$ ./src/sample
5 inside
moo
5.1 outside
$