\forall long→∀hspace{2cm}
\in long→∈hspace{2cm}
\notin long→∉hspace{2cm}
\ni long→nihspace{2cm}
\ni long→nihspace{2cm}
\ne long→≠hspace{2cm}
\exists long→∃hspace{2cm}
\cong long→≅hspace{2cm}
\nexists long→≠ξstshspace{2cm}
\nleq long→n≤hspace{2cm}
\Re long→Rehspace{2cm}
+ long→+hspace{2cm}
\infty long→∞hspace{2cm}
\% long→%hspace{2cm}
\circ long→∘hspace{2cm}
\cdot long→⋅hspace{2cm}
^{\circ} long→∘hspace{2cm}
: long→:hspace{2cm}
\vee long→∨hspace{2cm}
/ long→hspace{2cm}
\wedge long→∧hspace{2cm}
\pm long→±hspace{2cm}
\cup long→∪hspace{2cm}
\mp long→mphspace{2cm}
\cap long→∩hspace{2cm}
\sim long→simhspace{2cm}
\subset long→⊂hspace{2cm}
\equiv long→≡hspace{2cm}
\supset long→⊃hspace{2cm}
\approx long→≈hspace{2cm}
\approxeq long→≈eqhspace{2cm}
< long→<hspace{2cm}
\oplus long→⊕hspace{2cm}
\leq long→≤hspace{2cm}
\uplus long→uplushspace{2cm}
> long→>hspace{2cm}
\ominus long→ominushspace{2cm}
\geq long→≥hspace{2cm}
\otimes long→⊗hspace{2cm}
\dots long→.shspace{2cm}
\diamond long→⋄hspace{2cm}
\vdots long→⋮hspace{2cm}
\bigtriangleup long→bi>ri∠uphspace{2cm}
\ddots long→⋱hspace{2cm}
\bigtriangledown long→bi>ri∠downhspace{2cm}
\nabla long→∇hspace{2cm}
\clubsuit long→clubsuithspace{2cm}
\emptyset long→∅hspace{2cm}
\diamondsuit long→⋄suithspace{2cm}
\heartsuit long→heartsuithspace{2cm}
\Re long→Rehspace{2cm}
\perp long→perphspace{2cm}
\Im long→Imhspace{2cm}
\parallel long→paral≤lhspace{2cm}
\ell long→ellhspace{2cm}
\{ \} long→{}hspace{2cm}