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Condica de iarna...
Astazi e ZIUA MEA!!
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Geometry
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Hai la film cu cei mici (... daca scrii articole...) !
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O poză de familie cu copii „cuminți” și părinți „încântați”.
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Monday
, 12 november 2012
Scaune de dictatori
Proposed by
catanedelcu
(16 comments)
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63
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Scaune
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de
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dictatori
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Comments (16)
Bottom
Monday
, 12 nov 2012 00:11
[#]
Andrei023
63
Monday
, 12 nov 2012 13:40
[#]
catanedelcu
RE:
simplu ca un shaman ...63...daca nu-l crezi pe cuvant nu conteaza, elementele naturii vor trai in aceeasi perfecta armonie si fara demonstratie :)))))))))) intr-o zi cu soare cand o sa pui si demonstratia eu o sa declar oficial ca a venit apocalipsa :))))))))))))))))))))
Monday
, 12 nov 2012 19:22
[#]
puffarina
RE:
"simplu ca un shaman"... =)))))))))))))))))))))))))))))))))))
si cu tine, acus... ce vrei sa insinuezi, ca ar fi copiat cumva???... hmmm... cre'ca nici el nu vrea sa-si dezvaluie ale lui 'strategii'... :D =))))))))))))))))))))))))))))))))))))))))))))))
Monday
, 12 nov 2012 21:16
[#]
catanedelcu
RE:
omu' stie cu cifrele, fii pe pace, nu ma iau de cine nu trebuie niciodata. si oricum a inceput sa ma amuze stilul lui, de-asta glumesc, in niciun caz nu era cu sens de critica sau repros :P
Tuesday
, 13 nov 2012 08:07
[#]
puffarina
RE:
pai, atata-ti trebuie... sa dai cu reprosu'-n cineva!!!... :P
Monday
, 12 nov 2012 23:37
[#]
Andrei023
RE:
Poate cu ocazia 20.12.2012. :D
Tuesday
, 13 nov 2012 08:06
[#]
puffarina
RE:
=))))))))))))))))))))))))))))))))))))))
Monday
, 12 nov 2012 09:10
[#]
Je
Ce ma intereseaza pe mine, doar stau pe randul intai, nu?
Monday
, 12 nov 2012 09:25
[#]
puffarina
RE:
=))))))))))))))))))))))))))))))))))))))))))))))))))))))))
Monday
, 12 nov 2012 10:13
[#]
gabyteodor
Indexul randului se afla pe baza unei inecuatii
un numar x se afla pe randul n daca n(n+1)/2<=x<(n+1)(n+2)/2
Monday
, 12 nov 2012 11:35
[#]
Je
RE:
egalitatea nu-i pusa bine
Monday
, 12 nov 2012 11:37
[#]
Je
RE:
si scazi 1 din n ca sa-ti dea randul corect
Monday
, 12 nov 2012 12:02
[#]
puffarina
ce faci, cata dormi sau... faci flotari???... =)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))
Monday
, 12 nov 2012 12:28
[#]
catanedelcu
RE:
troubles in paradise. iar ma fugaresc ostrogotii cu un program. steam machine is stopped for awhile :P :( but don't worry , i'll be back soon as you post no more then one thousand of "))". :* :)
Monday
, 12 nov 2012 12:37
[#]
puffarina
RE:
gata, m-ai linistit acus cu astea, adica... :*:*:*
Monday
, 12 nov 2012 13:37
[#]
mambo
Pentru a fi pe randul n, conditiile sunt ca n(n+1)/2>=1960 şi n(n-1)/2<1960. Rezultat final n=63
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