User talk:109.185.94.39/sandbox/neither

$\text{тата + мама = mama}$ $ 0^0 = (1-1)^{1-1} = 0^{1-1} = \frac{0}{0} = \nexists $ $ a = n \cdot 10^{p \cdot e} $ $ a < x^p \Rightarrow \frac{x}{10^e} \approx \sqrt[p]{n} $

number zero is neither odd nor even number one is prime

number is odd if and only if the remainder division by two is not zero number is even if ant only if the quotient division by two is not zero and the remainder is zero

prime numbers has prime property prime property is number one property of indivisibility number one is prime prime meaning is indivisible

$ \sqrt[x]{1} \equiv \begin{cases} 1, x < 0 \\ \nexists, x = 0 \\ 1, x > 0 \end{cases} $ $ \frac{1}{\sqrt[x]{0}} + \sqrt[x]{0} \equiv \begin{cases} 0, x < 0 \\ \nexists, x = 0 \\ 0, x > 0 \end{cases} $|undefined

$ \nexists $ $ H_i = \sqrt[2]{i \cdot (n-i)} $ $ \overset{\overset{\infty}\circ}\pi_{\circ} \equiv \frac{8}{n^2} \cdot \sum_{i=0}^{n} H_i $

капў ый черю тєт минтя ый черю тєт ёў кап нў ам ёў минте нў ам