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[beautiful math coming... please be patient]
$\alpha$ |
$\beta$ |
$\gamma$ |
$\delta$ |
$\epsilon$ |
$\zeta$ |
$\eta$ |
$\theta$ |
$\iota$ |
$\kappa$ |
$\lambda$ |
$\mu$ |
$\nu$ |
$\xi$ |
$\pi$ |
$\rho$ |
$\sigma$ |
$\tau$ |
$\upsilon$ |
$\chi$ |
$\psi$ |
$\omega$ |
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[beautiful math coming... please be patient]
$+$ |
$-$ |
$\times$ |
$\div$ |
$\cdot$ |
$\pm$ |
$\oplus$ |
$\otimes$ |
$||$ |
$\circ$ |
$\perp$ |
$\lt$ |
$\gt$ |
$\le$ |
$\ge$ |
$\not\lt$ |
$\not\gt$ |
$\not\le$ |
$\not\ge$ |
$=$ |
$\equiv$ |
$\cong$ |
$\sim$ |
$\ne$ |
$\not\equiv$ |
$\not\cong$ |
$\not\sim$ |
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Representing mathematics is SO much more
than just having a lot of special symbols
(although this is certainly part of what is needed).
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[beautiful math coming... please be patient]
$\cup$ |
$\cap$ |
$\in$ |
$\not\in$ |
$\emptyset$ |
$\mathbb{Z}$ |
$\mathbb{R}$ |
$\mathbb{C}$ |
$\forall$ |
$\exists$ |
$\lor$ |
$\land$ |
$\Gamma$ |
$\Sigma$ |
$\Upsilon$ |
$\Phi$ |
$\Psi$ |
$\Omega$ |
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[beautiful math coming... please be patient]
$\rightarrow$ |
$\leftarrow$ |
$\circeq$ |
$\circlearrowleft$ |
$\circlearrowright$ |
$\uparrow$ |
$\downarrow$ |
$\circledast$ |
$\circledcirc$ |
$\circleddash$ |
$\circledR$ |
$\circledS$ |
$\curlyeqprec$ |
$\curlyeqsucc$ |
$\curlyvee$ |
$\curlywedge$ |
$\mapsto$ |
$\curvearrowleft$ |
$\curvearrowright$ |
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