KeyCode=abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890\_[]{} Prompt= ConstructPhrase= Length=20 [Data] \ \ \\ \ \eq = \eq ∼ \eq ∽ \eq ≈ \eq ≋ \eq ∻ \eq ∾ \eq ∿ \eq ≀ \eq ≃ \eq ⋍ \eq ≂ \eq ≅ \eq ≌ \eq ≊ \eq ≡ \eq ≣ \eq ≐ \eq ≑ \eq ≒ \eq ≓ \eq ≔ \eq ≕ \eq ≖ \eq ≗ \eq ≘ \eq ≙ \eq ≚ \eq ≛ \eq ≜ \eq ≝ \eq ≞ \eq ≟ \eq ≍ \eq ≎ \eq ≏ \eq ≬ \eq ⋕ \eq ＝ \eqn ≠ \eqn ≁ \eqn ≉ \eqn ≄ \eqn ≇ \eqn ≆ \eqn ≢ \eqn ≭ \=n ≠ \~ ∼ \~ ～ \~n ≁ \~~ ≈ \~~n ≉ \~~~ ≋ \:~ ∻ \~- ≃ \~-n ≄ \-~ ≂ \~= ≅ \~=n ≇ \~~- ≊ \== ≡ \==n ≢ \=== ≣ \= ＝ \.= ≐ \.=. ≑ \:= ≔ \=: ≕ \=o ≗ \(= ≘ \and= ≙ \or= ≚ \*= ≛ \t= ≜ \def= ≝ \m= ≞ \?= ≟ \leq < \leq ≪ \leq ⋘ \leq ≤ \leq ≦ \leq ≲ \leq ≶ \leq ≺ \leq ≼ \leq ≾ \leq ⊂ \leq ⊆ \leq ⋐ \leq ⊏ \leq ⊑ \leq ⊰ \leq ⊲ \leq ⊴ \leq ⋖ \leq ⋚ \leq ⋜ \leq ⋞ \leq ＜ \leqn ≮ \leqn ≰ \leqn ≨ \leqn ≴ \leqn ⋦ \leqn ≸ \leqn ⊀ \leqn ⋨ \leqn ⊄ \leqn ⊈ \leqn ⊊ \leqn ⋢ \leqn ⋤ \leqn ⋪ \leqn ⋬ \leqn ⋠ \geq > \geq ≫ \geq ⋙ \geq ≥ \geq ≧ \geq ≳ \geq ≷ \geq ≻ \geq ≽ \geq ≿ \geq ⊃ \geq ⊇ \geq ⋑ \geq ⊐ \geq ⊒ \geq ⊱ \geq ⊳ \geq ⊵ \geq ⋗ \geq ⋛ \geq ⋝ \geq ⋟ \geq ＞ \geqn ≯ \geqn ≱ \geqn ≩ \geqn ≵ \geqn ⋧ \geqn ≹ \geqn ⊁ \geqn ⋩ \geqn ⊅ \geqn ⊉ \geqn ⊋ \geqn ⋣ \geqn ⋥ \geqn ⋫ \geqn ⋭ \geqn ⋡ \<= ≤ \>= ≥ \<=n ≰ \>=n ≱ \len ≰ \gen ≱ \n ≯ \<~ ≲ \>~ ≳ \<~n ⋦ \>~n ⋧ \<~nn ≴ \>~nn ≵ \sub ⊂ \sup ⊃ \subn ⊄ \supn ⊅ \sub= ⊆ \sup= ⊇ \sub=n ⊈ \sup=n ⊉ \squb ⊏ \squp ⊐ \squb= ⊑ \squp= ⊒ \squb=n ⋢ \squp=n ⋣ \member ∈ \member ∉ \member ∊ \member ∋ \member ∌ \member ∍ \member ⋲ \member ⋳ \member ⋴ \member ⋵ \member ⋶ \member ⋷ \member ⋸ \member ⋹ \member ⋺ \member ⋻ \member ⋼ \member ⋽ \member ⋾ \member ⋿ \inn ∉ \nin ∌ \intersection ∩ \intersection ⋂ \intersection ∧ \intersection ⋀ \intersection ⋏ \intersection ⨇ \intersection ⊓ \intersection ⨅ \intersection ⋒ \intersection ∏ \intersection ⊼ \intersection ⨉ \union ∪ \union ⋃ \union ∨ \union ⋁ \union ⋎ \union ⨈ \union ⊔ \union ⨆ \union ⋓ \union ∐ \union ⨿ \union ⊽ \union ⊻ \union ⊍ \union ⨃ \union ⊎ \union ⨄ \union ⊌ \union ∑ \union ⅀ \and ∧ \or ∨ \And ⋀ \Or ⋁ \i ∩ \un ∪ \u+ ⊎ \u. ⊍ \I ⋂ \Un ⋃ \U+ ⨄ \U. ⨃ \glb ⊓ \lub ⊔ \Glb ⨅ \Lub ⨆ \entails ⊢ \entails ⊣ \entails ⊤ \entails ⊥ \entails ⊦ \entails ⊧ \entails ⊨ \entails ⊩ \entails ⊪ \entails ⊫ \entails ⊬ \entails ⊭ \entails ⊮ \entails ⊯ \|- ⊢ \|-n ⊬ \-| ⊣ \|= ⊨ \|=n ⊭ \||- ⊩ \||-n ⊮ \||= ⊫ \||=n ⊯ \|||- ⊪ \| ∣ \|n ∤ \|| ∥ \||n ∦ \all ∀ \ex ∃ \exn ∄ \0 ∅ \C ∁ \uin ⟒ \din ⫙ \c ⌜ \c ⌝ \c ⌞ \c ⌟ \c ⌈ \c ⌉ \c ⌊ \c ⌋ \cu ⌜ \cu ⌝ \cu ⌈ \cu ⌉ \cl ⌞ \cl ⌟ \cl ⌊ \cl ⌋ \cul ⌜ \cuL ⌈ \cur ⌝ \cuR ⌉ \cll ⌞ \clL ⌊ \clr ⌟ \clR ⌋ \qed ∎ \x × \o ∘ \comp ∘ \. ∙ \. ． \* ⋆ \.+ ∔ \.- ∸ \: ∶ \: ⦂ \: ː \: ꞉ \: ˸ \: ፥ \: ፦ \: ： \: ﹕ \: ︓ \, ʻ \, ، \, ⸲ \, ⸴ \, ⹁ \, ⹉ \, 、 \, ︐ \, ︑ \, ﹐ \, ﹑ \, ， \, ､ \; ⨾ \; ⨟ \; ⁏ \; ፤ \; ꛶ \; ； \; ︔ \; ﹔ \; ⍮ \; ⸵ \; ; \:: ∷ \::- ∺ \-: ∹ \+ ⊹ \+ ＋ \sqrt √ \surd √ \surd3 ∛ \surd4 ∜ \increment ∆ \inf ∞ \& ⅋ \& ﹠ \& ＆ \z; ⨟ \z; ⨾ \z: ⦂ \at @ \at ﹫ \at ＠ \o+ ⊕ \o-- ⊖ \ox ⊗ \o/ ⊘ \o. ⊙ \oo ⊚ \o* ⊛ \o= ⊜ \o- ⊝ \O+ ⨁ \Ox ⨂ \O. ⨀ \O* ⍟ \b+ ⊞ \b- ⊟ \bx ⊠ \b. ⊡ \b/ ⧄ \b\ ⧅ \b* ⧆ \bo ⧇ \bsq ⧈ \box= ⌸ \box? ⍰ \box' ⍞ \box: ⍠ \box/ ⍁ \box\ ⍂ \box< ⍃ \box> ⍄ \boxo ⌻ \boxO ⌼ \boxcomp ⌻ \boxcircle ⌼ \boxeq ⌸ \boxneq ⍯ \boxeqn ⍯ \boxl ⍇ \boxr ⍈ \boxu ⍐ \boxd ⍗ \boxdi ⌺ \boxdiv ⌹ \boxwedge ⍓ \boxvee ⍌ \boxdelta ⍍ \boxnabla ⍔ \integral ∫ \integral ∬ \integral ∭ \integral ∮ \integral ∯ \integral ∰ \integral ∱ \integral ∲ \integral ∳ \angle ∟ \angle ∡ \angle ∢ \angle ⊾ \angle ⊿ \join ⋈ \join ⋉ \join ⋊ \join ⋋ \join ⋌ \join ⨝ \join ⟕ \join ⟖ \join ⟗ \esh ʃ \l ← \l ⇐ \l ⇚ \l ⭅ \l ⇇ \l ⇆ \l ↤ \l ⇦ \l ↞ \l ↼ \l ↽ \l ⇠ \l ⇺ \l ↜ \l ⇽ \l ⟵ \l ⟸ \l ↚ \l ⇍ \l ⇷ \l ↹ \l ↢ \l ↩ \l ↫ \l ⇋ \l ⇜ \l ⇤ \l ⟻ \l ⟽ \l ⤆ \l ↶ \l ↺ \l ⟲ \r → \r ⇒ \r ⇛ \r ⭆ \r ⇉ \r ⇄ \r ↦ \r ⇨ \r ↠ \r ⇀ \r ⇁ \r ⇢ \r ⇻ \r ↝ \r ⇾ \r ⟶ \r ⟹ \r ↛ \r ⇏ \r ⇸ \r ⇶ \r ↴ \r ↣ \r ↪ \r ↬ \r ⇌ \r ⇝ \r ⇥ \r ⟼ \r ⟾ \r ⤇ \r ↷ \r ↻ \r ⟳ \r ⇰ \r ⇴ \r ⟴ \r ⟿ \r ➵ \r ➸ \r ➙ \r ➔ \r ➛ \r ➜ \r ➝ \r ➞ \r ➟ \r ➠ \r ➡ \r ➢ \r ➣ \r ➤ \r ➧ \r ➨ \r ➩ \r ➪ \r ➫ \r ➬ \r ➭ \r ➮ \r ➯ \r ➱ \r ➲ \r ➳ \r ➺ \r ➻ \r ➼ \r ➽ \r ➾ \r ⊸ \u ↑ \u ⇑ \u ⤊ \u ⟰ \u ⇈ \u ⇅ \u ↥ \u ⇧ \u ↟ \u ↿ \u ↾ \u ⇡ \u ⇞ \u ↰ \u ↱ \u ➦ \u ⇪ \u ⇫ \u ⇬ \u ⇭ \u ⇮ \u ⇯ \d ↓ \d ⇓ \d ⤋ \d ⟱ \d ⇊ \d ⇵ \d ↧ \d ⇩ \d ↡ \d ⇃ \d ⇂ \d ⇣ \d ⇟ \d ↵ \d ↲ \d ↳ \d ➥ \d ↯ \ud ↕ \ud ⇕ \ud ↨ \ud ⇳ \lr ↔ \lr ⇔ \lr ⇼ \lr ↭ \lr ⇿ \lr ⟷ \lr ⟺ \lr ↮ \lr ⇎ \lr ⇹ \ul ↖ \ul ⇖ \ul ⇱ \ul ↸ \ur ↗ \ur ⇗ \ur ➶ \ur ➹ \ur ➚ \dr ↘ \dr ⇘ \dr ⇲ \dr ➴ \dr ➷ \dr ➘ \dl ↙ \dl ⇙ \l- ← \<- ← \l= ⇐ \<= ⇐ \r- → \-> → \r= ⇒ \=> ⇒ \u- ↑ \u= ⇑ \d- ↓ \d= ⇓ \ud- ↕ \ud= ⇕ \lr- ↔ \<-> ↔ \lr= ⇔ \<=> ⇔ \ul- ↖ \ul= ⇖ \ur- ↗ \ur= ⇗ \dr- ↘ \dr= ⇘ \dl- ↙ \dl= ⇙ \l== ⇚ \l-2 ⇇ \l-r- ⇆ \r== ⇛ \r-2 ⇉ \r-3 ⇶ \r-l- ⇄ \u== ⟰ \u-2 ⇈ \u-d- ⇅ \d== ⟱ \d-2 ⇊ \d-u- ⇵ \l-- ⟵ \<-- ⟵ \l~ ↜ \l~ ⇜ \r-- ⟶ \--> ⟶ \r~ ↝ \r~ ⇝ \r~ ⟿ \lr-- ⟷ \<--> ⟷ \lr~ ↭ \l-n ↚ \<-n ↚ \l=n ⇍ \r-n ↛ \->n ↛ \r=n ⇏ \=>n ⇏ \lr-n ↮ \<->n ↮ \lr=n ⇎ \<=>n ⇎ \l-| ↤ \ll- ↞ \r-| ↦ \rr- ↠ \u-| ↥ \uu- ↟ \d-| ↧ \dd- ↡ \ud-| ↨ \l-> ↢ \r-> ↣ \r-o ⊸ \-o ⊸ \dz ↯ \... ⋯ \... ⋮ \... ⋰ \... ⋱ \--- ─ \--- │ \--- ┌ \--- ┐ \--- └ \--- ┘ \--- ├ \--- ┤ \--- ┬ \--- ┼ \--- ┴ \--- ╴ \--- ╵ \--- ╶ \--- ╷ \--- ╭ \--- ╮ \--- ╯ \--- ╰ \--- ╱ \--- ╲ \--- ╳ \--= ═ \--= ║ \--= ╔ \--= ╗ \--= ╚ \--= ╝ \--= ╠ \--= ╣ \--= ╦ \--= ╬ \--= ╩ \--= ╒ \--= ╕ \--= ╘ \--= ╛ \--= ╞ \--= ╡ \--= ╤ \--= ╪ \--= ╧ \--= ╓ \--= ╖ \--= ╙ \--= ╜ \--= ╟ \--= ╢ \--= ╥ \--= ╫ \--= ╨ \--_ ━ \--_ ┃ \--_ ┏ \--_ ┓ \--_ ┗ \--_ ┛ \--_ ┣ \--_ ┫ \--_ ┳ \--_ ╋ \--_ ┻ \--_ ╸ \--_ ╹ \--_ ╺ \--_ ╻ \--_ ┍ \--_ ┯ \--_ ┑ \--_ ┕ \--_ ┷ \--_ ┙ \--_ ┝ \--_ ┿ \--_ ┥ \--_ ┎ \--_ ┰ \--_ ┒ \--_ ┖ \--_ ┸ \--_ ┚ \--_ ┠ \--_ ╂ \--_ ┨ \--_ ┞ \--_ ╀ \--_ ┦ \--_ ┟ \--_ ╁ \--_ ┧ \--_ ┢ \--_ ╈ \--_ ┪ \--_ ┡ \--_ ╇ \--_ ┩ \--_ ┮ \--_ ┭ \--_ ┶ \--_ ┵ \--_ ┾ \--_ ┽ \--_ ┲ \--_ ┱ \--_ ┺ \--_ ┹ \--_ ╊ \--_ ╉ \--_ ╆ \--_ ╅ \--_ ╄ \--_ ╃ \--_ ╿ \--_ ╽ \--_ ╼ \--_ ╾ \--. ╌ \--. ╎ \--. ┄ \--. ┆ \--. ┈ \--. ┊ \--. ╍ \--. ╏ \--. ┅ \--. ┇ \--. ┉ \--. ┋ \t ◂ \t ◃ \t ◄ \t ◅ \t ▸ \t ▹ \t ► \t ▻ \t ▴ \t ▵ \t ▾ \t ▿ \t ◢ \t ◿ \t ◣ \t ◺ \t ◤ \t ◸ \t ◥ \t ◹ \T ◀ \T ◁ \T ▶ \T ▷ \T ▲ \T △ \T ▼ \T ▽ \T ◬ \T ◭ \T ◮ \tb ◂ \tb ▸ \tb ▴ \tb ▾ \tb ◄ \tb ► \tb ◢ \tb ◣ \tb ◤ \tb ◥ \tw ◃ \tw ▹ \tw ▵ \tw ▿ \tw ◅ \tw ▻ \tw ◿ \tw ◺ \tw ◸ \tw ◹ \Tb ◀ \Tb ▶ \Tb ▲ \Tb ▼ \Tw ◁ \Tw ▷ \Tw △ \Tw ▽ \sq ■ \sq □ \sq ◼ \sq ◻ \sq ◾ \sq ◽ \sq ▣ \sq ▢ \sq ▤ \sq ▥ \sq ▦ \sq ▧ \sq ▨ \sq ▩ \sq ◧ \sq ◨ \sq ◩ \sq ◪ \sq ◫ \sq ◰ \sq ◱ \sq ◲ \sq ◳ \sqb ■ \sqb ◼ \sqb ◾ \sqw □ \sqw ◻ \sqw ◽ \sq. ▣ \sqo ▢ \re ▬ \re ▭ \re ▮ \re ▯ \reb ▬ \reb ▮ \rew ▭ \rew ▯ \pa ▰ \pa ▱ \pab ▰ \paw ▱ \di ◆ \di ◇ \di ◈ \dib ◆ \diw ◇ \di. ◈ \ci ● \ci ○ \ci ◎ \ci ◌ \ci ◯ \ci ◍ \ci ◐ \ci ◑ \ci ◒ \ci ◓ \ci ◔ \ci ◕ \ci ◖ \ci ◗ \ci ◠ \ci ◡ \ci ◴ \ci ◵ \ci ◶ \ci ◷ \ci ⚆ \ci ⚇ \ci ⚈ \ci ⚉ \cib ● \ciw ○ \ci. ◎ \ci.. ◌ \ciO ◯ \st ⋆ \st ✦ \st ✧ \st ✶ \st ✴ \st ✹ \st ★ \st ☆ \st ✪ \st ✫ \st ✯ \st ✰ \st ✵ \st ✷ \st ✸ \st4 ✦ \st4 ✧ \st6 ✶ \st8 ✴ \st12 ✹ \bA 𝔸 \bB 𝔹 \bC ℂ \bD 𝔻 \bE 𝔼 \bF 𝔽 \bG 𝔾 \bH ℍ \bI 𝕀 \bJ 𝕁 \bK 𝕂 \bL 𝕃 \bM 𝕄 \bN ℕ \bO 𝕆 \bP ℙ \bQ ℚ \bR ℝ \bS 𝕊 \bT 𝕋 \bU 𝕌 \bV 𝕍 \bW 𝕎 \bX 𝕏 \bY 𝕐 \bZ ℤ \bGG ℾ \bGP ℿ \bGS ⅀ \ba 𝕒 \bb 𝕓 \bc 𝕔 \bd 𝕕 \be 𝕖 \bf 𝕗 \bg 𝕘 \bh 𝕙 \bi 𝕚 \bj 𝕛 \bk 𝕜 \bl 𝕝 \bm 𝕞 \bn 𝕟 \bo 𝕠 \bp 𝕡 \bq 𝕢 \br 𝕣 \bs 𝕤 \bt 𝕥 \bu 𝕦 \bv 𝕧 \bw 𝕨 \bx 𝕩 \by 𝕪 \bz 𝕫 \bGg ℽ \bGp ℼ \b0 𝟘 \b1 𝟙 \b2 𝟚 \b3 𝟛 \b4 𝟜 \b5 𝟝 \b6 𝟞 \b7 𝟟 \b8 𝟠 \b9 𝟡 \BA 𝐀 \BB 𝐁 \BC 𝐂 \BD 𝐃 \BE 𝐄 \BF 𝐅 \BG 𝐆 \BH 𝐇 \BI 𝐈 \BJ 𝐉 \BK 𝐊 \BL 𝐋 \BM 𝐌 \BN 𝐍 \BO 𝐎 \BP 𝐏 \BQ 𝐐 \BR 𝐑 \BS 𝐒 \BT 𝐓 \BU 𝐔 \BV 𝐕 \BW 𝐖 \BX 𝐗 \BY 𝐘 \BZ 𝐙 \Ba 𝐚 \Bb 𝐛 \Bc 𝐜 \Bd 𝐝 \Be 𝐞 \Bf 𝐟 \Bg 𝐠 \Bh 𝐡 \Bi 𝐢 \Bj 𝐣 \Bk 𝐤 \Bl 𝐥 \Bm 𝐦 \Bn 𝐧 \Bo 𝐨 \Bp 𝐩 \Bq 𝐪 \Br 𝐫 \Bs 𝐬 \Bt 𝐭 \Bu 𝐮 \Bv 𝐯 \Bw 𝐰 \Bx 𝐱 \By 𝐲 \Bz 𝐳 \BGA 𝚨 \BGB 𝚩 \BGC 𝚾 \BGD 𝚫 \BGE 𝚬 \BGG 𝚪 \BGH 𝚮 \BGI 𝚰 \BGK 𝚱 \BGL 𝚲 \BGM 𝚳 \BGN 𝚴 \BGO 𝛀 \BOmicron 𝚶 \BGF 𝚽 \BPi 𝚷 \BGP 𝚿 \BGR 𝚸 \BGS 𝚺 \BGT 𝚻 \BGTH 𝚯 \BGU 𝚼 \BGX 𝚵 \BGZ 𝚭 \BGa 𝛂 \BGb 𝛃 \BGc 𝛘 \BGd 𝛅 \BGe 𝛆 \BGg 𝛄 \BGh 𝛈 \BGi 𝛊 \BGk 𝛋 \BGl 𝛌 \BGm 𝛍 \BGn 𝛎 \BGo 𝛚 \Bomicron 𝛐 \BGf 𝛗 \Bpi 𝛑 \BGp 𝛙 \BGr 𝛒 \BGs 𝛔 \BGt 𝛕 \BGth 𝛉 \BGu 𝛖 \BGx 𝛏 \BGz 𝛇 \B0 𝟎 \B1 𝟏 \B2 𝟐 \B3 𝟑 \B4 𝟒 \B5 𝟓 \B6 𝟔 \B7 𝟕 \B8 𝟖 \B9 𝟗 \FA Ａ \FB Ｂ \FC Ｃ \FD Ｄ \FE Ｅ \FF Ｆ \FG Ｇ \FH Ｈ \FI Ｉ \FJ Ｊ \FK Ｋ \FL Ｌ \FM Ｍ \FN Ｎ \FO Ｏ \FP Ｐ \FQ Ｑ \FR Ｒ 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\< ⊏ \< ⊰ \< ⊲ \< ⋖ \< ＜ \> ⟩ \> > \> ≫ \> ⋙ \> ≻ \> ⊃ \> ⋑ \> ⊐ \> ⊱ \> ⊳ \> ⋗ \> ＞ \<< ⟪ \>> ⟫ \{{ ⦃ \}} ⦄ $b ⟅ $b ⟆ \lbag ⟅ \rbag ⟆ \<| ⦉ \|> ⦊ $| ⦇ \|) ⦈ \(( ⦅ \(( ｟ $) ⦆ \)) ｠ \' ′ \' ″ \' ‴ \' ⁗ \' ＇ \` ‵ \` ‶ \` ‷ \` ｀ \frac ¼ \frac ½ \frac ¾ \frac ⅓ \frac ⅔ \frac ⅕ \frac ⅖ \frac ⅗ \frac ⅘ \frac ⅙ \frac ⅚ \frac ⅛ \frac ⅜ \frac ⅝ \frac ⅞ \frac ⅟ \bu • \bu ◦ \bu ‣ \bu ⁌ \bu ⁍ \bub • \buw ◦ \but ‣ \note ♩ \note ♪ \note ♫ \note ♬ \b ♭ \# ♯ \bb 𝄫 \## 𝄪 \\ \ \en – \em — \! ！ \!! ‼ \? ？ \?? ⁇ \?! ‽ \?! ⁈ \!? ⁉ \die ⚀ \die ⚁ \die ⚂ \die ⚃ \die ⚄ \die ⚅ \asterisk ⁎ \asterisk ⁑ \asterisk ⁂ \asterisk ✢ \asterisk ✣ \asterisk ✤ \asterisk ✥ \asterisk ✱ \asterisk ✲ \asterisk ✳ \asterisk ✺ \asterisk ✻ \asterisk ✼ \asterisk ✽ \asterisk ❃ \asterisk ❉ \asterisk ❊ \asterisk ❋ \asterisk ＊ \8< ✂ \8< ✄ \tie ⁀ \undertie ‿ \apl ⌶ \apl ⌷ \apl ⌸ \apl ⌹ \apl ⌺ \apl ⌻ \apl ⌼ \apl ⌽ \apl ⌾ \apl ⌿ \apl ⍀ \apl ⍁ \apl ⍂ \apl ⍃ \apl ⍄ \apl ⍅ \apl ⍆ \apl ⍇ \apl ⍈ \apl ⍉ \apl ⍊ \apl ⍋ \apl ⍌ \apl ⍍ \apl ⍎ \apl ⍏ \apl ⍐ \apl ⍑ \apl ⍒ \apl ⍓ \apl ⍔ \apl ⍕ \apl ⍖ \apl ⍗ \apl ⍘ \apl ⍙ \apl ⍚ \apl ⍛ \apl ⍜ \apl ⍝ \apl ⍞ \apl ⍟ \apl ⍠ \apl ⍡ \apl ⍢ \apl ⍣ \apl ⍤ \apl ⍥ \apl ⍦ \apl ⍧ \apl ⍨ \apl ⍩ \apl ⍪ \apl ⍫ \apl ⍬ \apl ⍭ \apl ⍮ \apl ⍯ \apl ⍰ \apl ⍱ \apl ⍲ \apl ⍳ \apl ⍴ \apl ⍵ \apl ⍶ \apl ⍷ \apl ⍸ \apl ⍹ \apl ⍺ \apl ⎕ \# ＃ \% ％ \& ＆ \* ＊ \/ ／ \/ ＼ \@ ＠ \__ ＿ \" ＂ \crossmark ✗ \^-- ̅ \^-- ̿ \_-- ̲ \_-- ̳ \^~ ̃ \^~ ͌ \_~ ̰ \^. ̇ \^. ̈ \^. ⃛ \^. ⃜ \_. ̣ \_. ̤ \^l ⃖ \^l ⃐ \^l ⃔ \^l- ⃖ \^r ⃗ \^r ⃑ \^r ⃕ \^r- ⃗ \^lr ⃡ \_lr ͍ \^^ ̂ \^^ ̑ \^^ ͆ \_^ ̭ \_^ ̯ \_^ ̪ \^v ̌ \^v ̆ \_v ̬ \_v ̮ \_v ̺ \Ga α \GA Α \Gb β \GB Β \Gg γ \GG Γ \Gd δ \GD Δ \Ge ε \GE Ε \Gz ζ \GZ Ζ \Gh η \GH Η \Gth θ \GTH Θ \Gi ι \GI Ι \Gk κ \GK Κ \Gl λ \GL Λ \Gl- ƛ \Gm μ \GM Μ \Gn ν \GN Ν \Gx ξ \GX Ξ \Gr ρ \GR Ρ \Gs σ \GS Σ \Gt τ \GT Τ \Gu υ \GU Υ \Gf φ \GF Φ \Gc χ \GC Χ \Gp ψ \GP Ψ \Go ω \GO Ω \MiA 𝐴 \MiB 𝐵 \MiC 𝐶 \MiD 𝐷 \MiE 𝐸 \MiF 𝐹 \MiG 𝐺 \MiH 𝐻 \MiI 𝐼 \MiJ 𝐽 \MiK 𝐾 \MiL 𝐿 \MiM 𝑀 \MiN 𝑁 \MiO 𝑂 \MiP 𝑃 \MiQ 𝑄 \MiR 𝑅 \MiS 𝑆 \MiT 𝑇 \MiU 𝑈 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\(17) ⓱ \(18) ⒅ \(18) ⑱ \(18) ⒙ \(18) ⓲ \(19) ⒆ \(19) ⑲ \(19) ⒚ \(19) ⓳ \(20) ⒇ \(20) ⑳ \(20) ⒛ \(20) ⓴ \(a) ⒜ \(a) Ⓐ \(a) ⓐ \(a) 🅐 \(a) 🄰 \(a) 🅰 \(b) ⒝ \(b) Ⓑ \(b) ⓑ \(b) 🅑 \(b) 🄱 \(b) 🅱 \(c) ⒞ \(c) Ⓒ \(c) ⓒ \(c) 🅒 \(c) 🄲 \(c) 🅲 \(d) ⒟ \(d) Ⓓ \(d) ⓓ \(d) 🅓 \(d) 🄳 \(d) 🅳 \(e) ⒠ \(e) Ⓔ \(e) ⓔ \(e) 🅔 \(e) 🄴 \(e) 🅴 \(f) ⒡ \(f) Ⓕ \(f) ⓕ \(f) 🅕 \(f) 🄵 \(f) 🅵 \(g) ⒢ \(g) Ⓖ \(g) ⓖ \(g) 🅖 \(g) 🄶 \(g) 🅶 \(h) ⒣ \(h) Ⓗ \(h) ⓗ \(h) 🅗 \(h) 🄷 \(h) 🅷 \(i) ⒤ \(i) Ⓘ \(i) ⓘ \(i) 🅘 \(i) 🄸 \(i) 🅸 \(j) ⒥ \(j) Ⓙ \(j) ⓙ \(j) 🅙 \(j) 🄹 \(j) 🅹 \(k) ⒦ \(k) Ⓚ \(k) ⓚ \(k) 🅚 \(k) 🄺 \(k) 🅺 \(l) ⒧ \(l) Ⓛ \(l) ⓛ \(l) 🅛 \(l) 🄻 \(l) 🅻 \(m) ⒨ \(m) Ⓜ \(m) ⓜ \(m) 🅜 \(m) 🄼 \(m) 🅼 \(n) ⒩ \(n) Ⓝ \(n) ⓝ \(n) 🅝 \(n) 🄽 \(n) 🅽 \(o) ⒪ \(o) Ⓞ \(o) ⓞ \(o) 🅞 \(o) 🄾 \(o) 🅾 \(p) ⒫ \(p) Ⓟ \(p) ⓟ \(p) 🅟 \(p) 🄿 \(p) 🅿 \(q) ⒬ \(q) Ⓠ \(q) ⓠ \(q) 🅠 \(q) 🅀 \(q) 🆀 \(r) ⒭ \(r) Ⓡ \(r) ⓡ \(r) 🅡 \(r) 🅁 \(r) 🆁 \(s) ⒮ \(s) Ⓢ \(s) ⓢ \(s) 🅢 \(s) 🅂 \(s) 🆂 \(t) ⒯ \(t) Ⓣ \(t) ⓣ \(t) 🅣 \(t) 🅃 \(t) 🆃 \(u) ⒰ \(u) Ⓤ \(u) ⓤ \(u) 🅤 \(u) 🅄 \(u) 🆄 \(v) ⒱ \(v) Ⓥ \(v) ⓥ \(v) 🅥 \(v) 🅅 \(v) 🆅 \(w) ⒲ \(w) Ⓦ \(w) ⓦ \(w) 🅦 \(w) 🅆 \(w) 🆆 \(x) ⒳ \(x) Ⓧ \(x) ⓧ \(x) 🅧 \(x) 🅇 \(x) 🆇 \(y) ⒴ \(y) Ⓨ \(y) ⓨ \(y) 🅨 \(y) 🅈 \(y) 🆈 \(z) ⒵ \(z) Ⓩ \(z) ⓩ \(z) 🅩 \(z) 🅉 \(z) 🆉 \backslash \ \hat ^ \_ _ \grave ` \tilde ~ \pounds £ \S § \ddot ¨ \lnot ¬ \bar ¯ \circ ∘ \circ ° \pm ± \acute ´ \mu µ \P ¶ \cdot · \frac14 ¼ \frac12 ½ \frac34 ¾ \times × \div ÷ \Gamma Γ \Delta Δ \Theta Θ \Lambda Λ \Xi Ξ \Pi Π \Sigma Σ \Phi Φ \Psi Ψ \Omega Ω \alpha α \beta β \gamma γ \delta δ \varepsilon ε \zeta ζ \eta η \theta θ \iota ι \kappa κ \lambda λ \mu μ \nu ν \xi ξ \pi π \rho ρ \varsigma ς \sigma σ \tau τ \upsilon υ \phi φ \chi χ \psi ψ \omega ω \vartheta ϑ \varphi ϕ \varpi ϖ \varsigma ϛ \varrho ϱ \epsilon ϵ \dag † \ddag ‡ \bullet • \dots … \mathbb{C} ℂ \mathcal{E} ℇ \mathfrak{H} ℌ \mathbb ℍ \hbar ℏ \Im ℑ \ell ℓ \mathbb ℕ \wp ℘ \mathbb ℙ \mathbb ℚ \Re ℜ \mathbb ℝ \mathbb ℤ \Omega Ω \mho ℧ \mathfrak ℨ \mathfrak ℭ \Finv Ⅎ \aleph ℵ \beth ℶ \gimel ℷ \daleth ℸ \frac13 ⅓ \frac23 ⅔ \frac15 ⅕ \frac25 ⅖ \frac35 ⅗ \frac45 ⅘ \frac16 ⅙ \frac56 ⅚ \frac18 ⅛ \frac38 ⅜ \frac58 ⅝ \frac78 ⅞ \frac1 ⅟ \leftarrow ← \uparrow ↑ \rightarrow → \downarrow ↓ \leftrightarrow ↔ \updownarrow ↕ \nwarrow ↖ \nearrow ↗ \searrow ↘ \searrow ↙ \nleftarrow ↚ \nrightarrow ↛ \leadsto ↝ \twoheadleftarrow ↞ \twoheadrightarrow ↠ \leftarrowtail ↢ \rightarrowtail ↣ \mapsto ↦ \hookleftarrow ↩ \hookrightarrow ↪ \looparrowleft ↫ \looparrowright ↬ \leftrightsquigarrow ↭ \nleftrightarrow ↮ \Lsh ↰ \Rsh ↱ \curvearrowleft ↶ \curvearrowright ↷ \circlearrowleft ↺ \circlearrowright ↻ \leftharpoonup ↼ \leftharpoondown ↽ \upharpoonright ↾ \upharpoonleft ↿ \rightharpoonup ⇀ \rightharpoondown ⇁ \downharpoonright ⇂ \downharpoonleft ⇃ \rightleftarrows ⇄ \leftrightarrows ⇆ \leftleftarrows ⇇ \upuparrows ⇈ \rightrightarrows ⇉ \downdownarrows ⇊ \leftrightharpoons ⇋ \rightleftharpoons ⇌ \nLeftarrow ⇍ \nLeftrightarrow ⇎ \nRightarrow ⇏ \Leftarrow ⇐ \Uparrow ⇑ \Rightarrow ⇒ \Downarrow ⇓ \Leftrightarrow ⇔ \Updownarrow ⇕ \Lleftarrow ⇚ \rightsquigarrow ⇝ \dashleftarrow ⇠ \dashrightarrow ⇢ \forall ∀ \complement ∁ \partial ∂ \exists ∃ \nexists ∄ \emptyset ∅ \Delta ∆ \nabla ∇ \in ∈ \notin ∉ \in ∊ \ni ∋ \not\ni ∌ \ni ∍ \blacksquare ∎ \prod ∏ \amalg ∐ \sum ∑ \mp ∓ \dotplus ∔ \setminus ∖ \ast ∗ \bullet ∙ \surd √ \sqrt √ \sqrt[3] ∛ \sqrt[4] ∜ \propto ∝ \infty ∞ \angle ∠ \measuredangle ∡ \sphericalangle ∢ \mid ∣ \nmid ∤ \parallel ∥ \nparallel ∦ \wedge ∧ \vee ∨ \cap ∩ \cup ∪ \int ∫ \iint ∬ \iiint ∭ \oint ∮ \oiint ∯ \oiiint ∰ \therefore ∴ \because ∵ \stackrel ∸ \sim ∼ \backsim ∽ \wr ≀ \nsim ≁ \simeq ≃ \not\simeq ≄ \cong ≅ \ncong ≇ \approx ≈ \not\approx ≉ \approxeq ≊ \asymp ≍ \Bumpeq ≎ \bumpeq ≏ \doteq ≐ \doteqdot ≑ \fallingdotseq ≒ \risingdotseq ≓ \eqcirc ≖ \circeq ≗ \stackrel ≘ \stackrel ≙ \stackrel ≚ \stackrel ≛ \triangleq ≜ \defeq ≝ \stackrel ≞ \stackrel ≟ \neq ≠ \equiv ≡ \not\equiv ≢ \leq ≤ \geq ≥ \leqq ≦ \geqq ≧ \lneqq ≨ \gneqq ≩ \ll ≪ \gg ≫ \between ≬ \not\asymp ≭ \nless ≮ \ngtr ≯ \nleq ≰ \ngeq ≱ \lesssim ≲ \gtrsim ≳ \not\lesssim ≴ \not\gtrsim ≵ \lessgtr ≶ \gtrless ≷ \not\lessgtr ≸ \not\gtrless ≹ \prec ≺ \succ ≻ \preccurlyeq ≼ \succcurlyeq ≽ \precsim ≾ \succsim ≿ \nsucc ⊀ \nprec ⊁ \subset ⊂ \supset ⊃ \not\subset ⊄ \not\supset ⊅ \subseteq ⊆ \supseteq ⊇ \nsubseteq ⊈ \nsupseteq ⊉ \subsetneq ⊊ \supsetneq ⊋ \uplus ⊎ \sqsubset ⊏ \sqsupset ⊐ \sqsubseteq ⊑ \sqsupseteq ⊒ \sqcap ⊓ \sqcup ⊔ \oplus ⊕ \ominus ⊖ \otimes ⊗ \oslash ⊘ \odot ⊙ \circledcirc ⊚ \circledast ⊛ \circleddash ⊝ \boxplus ⊞ \boxminus ⊟ \boxtimes ⊠ \boxdot ⊡ \vdash ⊢ \dashv ⊣ \bot ⊤ \perp ⊥ \vDash ⊧ \models ⊨ \Vdash ⊩ \Vvdash ⊪ \nvdash ⊬ \nvDash ⊭ \not\Vdash ⊮ \nVdash ⊯ \lhd ⊲ \rhd ⊳ \unlhd ⊴ \unrhd ⊵ \multimapdotbothA ⊶ \multimapdotbothB ⊷ \multimap ⊸ \intercal ⊺ \veebar ⊻ \barwedge ⊼ \bigwedge ⋀ \bigvee ⋁ \bigcap ⋂ \bigcup ⋃ \diamond ⋄ \cdot ⋅ \star ⋆ \divideontimes ⋇ \bowtie ⋈ \ltimes ⋉ \rtimes ⋊ \leftthreetimes ⋋ \rightthreetimes ⋌ \backsimeq ⋍ \curlyvee ⋎ \curlywedge ⋏ \Subset ⋐ \Supset ⋑ \Cap ⋒ \Cup ⋓ \pitchfork ⋔ \lessdot ⋖ \gtrdot ⋗ \lll ⋘ \ggg ⋙ \lesseqgtr ⋚ \gtreqless ⋛ \eqslantless ⋜ \eqslantgtr ⋝ \curlyeqprec ⋞ \curlyeqsucc ⋟ \not\curlyeqprec ⋠ \not\curlyeqsucc ⋡ \not\sqsubseteq ⋢ \not\sqsupseteq ⋣ \lnsim ⋦ \gnsim ⋧ \precnsim ⋨ \succnsim ⋩ \ntriangleleft ⋪ \ntriangleright ⋫ \ntrianglelefteq ⋬ \ntrianglerighteq ⋭ \vdots ⋮ \cdots ⋯ \ddotsup ⋰ \ddots ⋱ \spadesuit ♠ \heartsuit ♡ \diamondsuit ♢ \clubsuit ♣ \spadesuit ♤ \heartsuit ♥ \diamondsuit ♦ \clubsuit ♧ \flat ♭ \natural ♮ \sharp ♯