Diferente pentru sandbox intre reviziile #535 si #561

Diferente intre titluri:

Sandbox (cutiuţa cu năsip)
Sendbocs (cutiuţa cu năsip)

Diferente intre continut:

h1=. Sandbox (cutiuţa cu năsip)
 
h1. MULTE SMENURI DE PROGRAMARE IN C/C++... SI NU NUMAI!!!!!!!
%{font-size:5em;letter-spacing:4px;border-top:1px solid #7f7f7f;border-bottom:1px solid #7f7f7f}oof%
%{font-size:5em;letter-spacing:4px;border-top:1px solid #7f7f7f;border-bottom:1px solid #7f7f7f}O zi frumoasa in cutiuţa cu năsip%
Tudor Gălăţan a.k.a. How to be or not to be something.
== include(page="documentatie/sidebar") ==
<tex>\begin{array} {lcl} f(x) & = & (a+b)^2 \\ & = & a^2+2ab+b^2 \end{array}</tex>
Tabel mic:
Tabel mic:d
table{width:60px}. |A|B|A->B|
|&#48;|2|3|
However, on a GNU system NEVER type <b>sudo make me sandwich</b> , and expect the results...
%{border:1px solid red;background-color:rgba(255,0,0,0.4);font-weight:bold;padding:12px;margin:12px;font-size:1.3em}¡Entendido, amigo!%
x
* B[2]
* C[3]
%{font-size:5em;letter-spacing:4px;border-top:1px solid #7f7f7f;border-bottom:1px solid #7f7f7f}a weirdo put this text here%
 
%{font-size:3em;letter-spacing:0.2em;text-shadow:0px 0px 6px red;}yey im playing with bleach%
%{font-size:2em;letter-spacing:0.4em;text-shadow:0px 0px 6px blue;}hi my name is cosine dabe ur frind dont tuch my gotye%
 
p(#fn1). <tex>2^n    * 2^n</tex>
"Vivi's blog":http://vivi.ro
<tex> d/(2\"a)=d/(2\Omega^2) </tex>
Pentru a 2-a cerinta incercam sa construim a {$K$}-a secventa lexicografica de la inceput catre sfarsit. Astfel, la fiecare pas incercam sa punem o segventa de tipul '{$0...01$}' care sa contina un numar maxim de '{$0$}'. Daca la pasul curent nu putem pune nici un '{$0$}' atunci vom pune o secventa de tipul '{$1..1$}' care sa contina un numar minim de {$1$}. Numarul de '{$0$}'-uri sau de '{$1$}' pe care il punem il vom calcula cu ajutorul matricei precalculate la prima cerinta. Astfel, daca putem pune $p$ de '{$0$}' inseamna ca numarul de posibilitati pentru a completa restul solutiei daca punem cel putin $p$ de '{$0$}' la inceput este mai mare sau egal cu {$K$}. Alegem cel mai mare numar $p$ cu proprietatea de mai sus. Daca $p$ nu exista, incercam sa punem cat mai putini '{$1$}' in aceeasi maniera. Continuam apoi cu restul secventei, iar din $K$ scadem numarul de solutii peste care am "sarit".
Tare de tot acest sandbox :)
%{color:blue;font-style:italic}* Re: chiar ca e! poti sa te joci cu css aici :)%
==calendar()==
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hmmmmm interesting marmot
TOIE was here
www.infoarena.ro/toie
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Am rezolvat asta pentru tine, nu merg HTML tags
 
 
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