jkplsyc 0 152
'↤' '' mapsfrom 0
'⤇' '' Mapsto 1
'⤆' '' Mapsfrom 2
'⫦' '' mmapsto 3
'⫣' '' mmapsfrom 4
'╞' '' Mmapsto 5
'⫥' '' Mmapsfrom 6
'○' '' medcircle 7
'●' '' medbullet 8
'∥' '' parallel 9
'∥' '' parallel1 10
'∦' '' nparallel 11
'∦︁' '' nparallel1 12
':≈' '' colonapprox 13
':∼' '' colonsim 14
':≈' '' coloncolonapprox 15
'::∼' '' coloncolonsim 16
'≐' '' doteq 17
'⟜' '' multimapinv 18
'⧟' '' multimapboth 19
'⊸︁' '' solidmultimap 20
'⟜︁' '' solidmultimapinv 21
'⧟︁' '' solidmultimapboth 22
'⊶' '' rsolidmultimapboth 23
'⊷' '' lsolidmultimapboth 24
'⊫' '' forcesextra 25
'⊪' '' Forcesbar 26
'≅' '' simequal 27
'⪳' '' precedesordblequal 28
'⪴' '' followsordblequal 29
'⋠' '' notprecedesorsimilar 30
'⋡' '' notfollowsorsimilar 31
'≴' '' notlessorsimilar 32
'≵' '' notgreaterorsimilar 33
'⪅̸' '' notlessorapproxeql 34
'⪆̸' '' notgreaterorapproxeql 35
'⋠' '' notprecedesorcurly 36
'⋡' '' notfollowsorcurly 37
'≹' '' notgreaterorless 38
'≸' '' notlessorgreater 39
'≏̸' '' notdifference 40
'≎̸' '' notgeomequivalent 41
'∽̸' '' notrevsimilar 42
'⋍̸' '' notrevasymptequal 43
'≠' '' nequal 44
'≭' '' nequivasymptotic 45
'≢' '' nequivalence 46
'≁' '' nsimilar 47
'≉' '' napproxequal 48
'⊄' '' npropersubset 49
'⊅' '' npropersuperset 50
'≪̸' '' nlessmuch 51
'≫̸' '' ngreatermuch 52
'≉' '' notapproxequal 53
'≊̸' '' notapproxorequal 54
'⪷̸' '' notfollowsorequal 55
'⪸̸' '' notprecedesorequal 56
'⪳̸' '' notprecedesordblequal 57
'⪴̸' '' notfollowsordblequal 58
'≄' '' nsimilarequal 59
'∉' '' nelement 60
'∌' '' nowner 61
'⋐̸' '' notsubsetdbl 62
'⋑̸' '' notsupersetdbl 63
'⋢' '' nsubsetsqequal 64
'⋣' '' nsupersetsqequal 65
'≔' '' colonequal 66
'≕' '' equalcolon 67
':-' '' colonbar 68
'∹' '' barcolon 69
'⩴' '' Colonequal 70
'≕' '' Equalcolon 71
'::-' '' Colonbar 72
'∹:' '' Barcolon 73
'⥽' '' strict 74
'⥼' '' strictinverse 75
'⥼⥽' '' strictboth 76
'⅋' '' ampersandinv 77
'⟅' '' lbag 78
'⟆' '' rbag 79
'⟅︁' '' lbagbig 80
'⟆︁' '' rbagbig 81
'⧀' '' oless 82
'⧁' '' ogreater 83
'∧⃝' '' owedge 84
'∨⃝' '' ovee 85
'⌽' '' circlebar 86
'⊘' '' circlebackslash 87
'⋉' '' multicloseleft1 88
'⋊' '' multicloseright1 89
'⋈︁' '' multicloseboth1 90
'✕︁' '' multiopenboth1 91
'⋈' '' multicloseboth 92
'✕' '' multiopenboth 93
'◇' '' Diamond 94
'◆' '' Diamondsolid 95
'⩄︁' '' intersectmulti 96
'⊏̸' '' notsquareimage 97
'⊐̸' '' notsquareoriginal 98
'⤎' '' dashedarrowleft 99
'⤏' '' dashedarrowright 100
'⤎⤏' '' dashedarrowboth 101
'⇜' '' squiggleleft 102
'⤀' '' notdblarrowheadright 103
'↞̷' '' notdblarrowheadleft 104
'⧆' '' squareasterisk 105
'⧅' '' squarebackslash 106
'◫' '' squarebar 107
'⧄' '' squareslash 108
'≀≀' '' Wreathproduct 109
'ƛ' '' lambdaslash 110
'��̵' '' lambdabar 111
'♧' '' club1 112
'♦' '' diamond1 113
'♥' '' heart1 114
'♤' '' spade1 115
'⇗' '' Arrownortheast 116
'⇘' '' Arrowsoutheast 117
'⇖' '' Arrownorthwest 118
'⇙' '' Arrowsouthwest 119
'⫪' '' Latticetop 120
'⫫' '' Perpendicular 121
'↝' '' leadstoext 122
'〜' '' leadsto 123
'⊎︁' '' squareunionmulti 124
'⩎︁' '' squareintersectmulti 125
'⟦' '' dblbracketleft 126
'⟧' '' dblbracketright 127
'□→' '' squareright 128
'←□' '' squareleft 129
'⊡→' '' squaredotright 130
'←⊡' '' squaredotleft 131
'◇→' '' Diamondright 132
'←◇' '' Diamondleft 133
'⟐→' '' Diamonddotright 134
'←⟐' '' Diamonddotleft 135
'□⇒' '' squareRight 136
'⇐□' '' squareLeft 137
'⊡⇒' '' squaredotRight 138
'⇐⊡' '' squaredotLeft 139
'◇⇒' '' DiamondRight 140
'⇐◇' '' DiamondLeft 141
'⟐⇒' '' DiamonddotRight 142
'⇐⟐' '' DiamonddotLeft 143
'⟐' '' Diamonddot 144
'○→' '' circleright 145
'←○' '' circleleft 146
'⊙→' '' circledotright 147
'←⊙' '' circledotleft 148
'☍︁' '' opentrans 149
'⁑⃒' '' solidtrans 150
'⫱︁' '' topsolidtrans 151
'⟟︁' '' topopentrans 152
jkplsyc 0 152
htfcss:  jkplsyc  font-family: 'Kp-Light-M-Syc', serif;