\ . { } a-zA-Z~!%^&*_=+<>/?|- l λ L Λ A ∀ E ∃ def ≡ is ≡ qq ⌜ uq ⌞ uqs ⌟ p ′ hole □ sec § prime ′ ellipsis … ldots … proportion ∝ ccw ↺ cw ↻ of ∘ to → To ⇒ from ← maps ↦ unmaps ↤ rharpoon ⇀ lharpoon ↼ up ↑ down ↓ Up ⇑ Down ⇓ hookto ↪ hookfrom ↩ -> → => ⇒ <- ← |-> ↦ -/> ↛ ↝ <~ ↜ Brack angle ‹ › Angle « » chevron ⟨ ⟩ shell ❲ ❳ Shell ⟬ ⟭ bag ⟅ ⟆ floor ⌊ ⌋ ceil ⌈ ⌉ quine ⌜ ⌝ lowquine ⌞ ⌟ < ⟨ ⟩ cross × dot · div ÷ star ⋆ sqrt √ oplus ⊕ ominus ⊖ otimes ⊗ odiv ⊘ inf ∞ nabla ∇ del ∂ integral ∫ neq ≠ geq ≥ leq ≤ approx ≈ plusminus ± minusplus ∓ != ≠ /= ≠ >= ≥ <= ≤ null ∅ elem ∈ nelem ∉ contains ∋ ncontains ∌ subset ⊆ superset ⊇ psubset ⊂ psuperset ⊃ union ∪ intersect ∩ Subset ⊑ Superset ⊒ pSubset ⊏ pSuperset ⊐ squnion ⊓ sqinter ⊔ join ⋈ ljoin ⋉ rjoin ⋊ forall ∀ exists ∃ nexists ∄ exists! ∃! not ¬ and ∧ or ∨ xor ⊻ nand ⊼ nor ⊽ implies ⇒ iff ⇔ equiv ≡ bot ⊥ rtack ⊢ ltack ⊣ rttack ⊩ therefore ∴ because ∵ circle ○ square □ diamond ◇ triangle △ ltriangle ◁ rtriangle ▷ lozenge ◊ nat ℕ int ℤ rational ℚ real ℝ complex ℂ alpha α beta β gamma γ delta δ epsilon ε zeta ζ eta η theta θ iota ι kappa κ lambda λ mu μ nu ν xi ξ pi π rho ρ sigma σ stigma ϛ tau τ upsilon υ phi ϕ chi χ psi ψ omega ω digamma ϝ koppa ϟ sampi ϡ Alpha Beta Gamma Γ Delta Δ Epsilon Zeta Eta Theta Θ Iota Kappa Lambda Λ Mu Nu Xi Ξ Pi Π Rho Sigma Σ Stigma Ϛ Tau Upsilon Phi Φ Chi Psi Ψ Omega Ω Digamma Qoppa Ϟ Sampi Ϡ mizu 水