Supplemental Mathematical Operators
⨀2a00
⨁2a01
⨂2a02
⨃2a03
⨄2a04
⨅2a05
⨆2a06
⨇2a07
⨈2a08
⨉2a09
⨊2a0a
⨋2a0b
⨌2a0c
⨍2a0d
⨎2a0e
⨏2a0f
⨐2a10
⨑2a11
⨒2a12
⨓2a13
⨔2a14
⨕2a15
⨖2a16
⨗2a17
⨘2a18
⨙2a19
⨚2a1a
⨛2a1b
⨜2a1c
⨝2a1d
⨞2a1e
⨟2a1f
⨠2a20
⨡2a21
⨢2a22
⨣2a23
⨤2a24
⨥2a25
⨦2a26
⨧2a27
⨨2a28
⨩2a29
⨪2a2a
⨫2a2b
⨬2a2c
⨭2a2d
⨮2a2e
⨯2a2f
⨰2a30
⨱2a31
⨲2a32
⨳2a33
⨴2a34
⨵2a35
⨶2a36
⨷2a37
⨸2a38
⨹2a39
⨺2a3a
⨻2a3b
⨼2a3c
⨽2a3d
⨾2a3e
⨿2a3f
⩀2a40
⩁2a41
⩂2a42
⩃2a43
⩄2a44
⩅2a45
⩆2a46
⩇2a47
⩈2a48
⩉2a49
⩊2a4a
⩋2a4b
⩌2a4c
⩍2a4d
⩎2a4e
⩏2a4f
⩐2a50
⩑2a51
⩒2a52
⩓2a53
⩔2a54
⩕2a55
⩖2a56
⩗2a57
⩘2a58
⩙2a59
⩚2a5a
⩛2a5b
⩜2a5c
⩝2a5d
⩞2a5e
⩟2a5f
⩠2a60
⩡2a61
⩢2a62
⩣2a63
⩤2a64
⩥2a65
⩦2a66
⩧2a67
⩨2a68
⩩2a69
⩪2a6a
⩫2a6b
⩬2a6c
⩭2a6d
⩮2a6e
⩯2a6f
⩰2a70
⩱2a71
⩲2a72
⩳2a73
⩴2a74
⩵2a75
⩶2a76
⩷2a77
⩸2a78
⩹2a79
⩺2a7a
⩻2a7b
⩼2a7c
⩽2a7d
⩾2a7e
⩿2a7f
⪀2a80
⪁2a81
⪂2a82
⪃2a83
⪄2a84
⪅2a85
⪆2a86
⪇2a87
⪈2a88
⪉2a89
⪊2a8a
⪋2a8b
⪌2a8c
⪍2a8d
⪎2a8e
⪏2a8f
⪐2a90
⪑2a91
⪒2a92
⪓2a93
⪔2a94
⪕2a95
⪖2a96
⪗2a97
⪘2a98
⪙2a99
⪚2a9a
⪛2a9b
⪜2a9c
⪝2a9d
⪞2a9e
⪟2a9f
⪠2aa0
⪡2aa1
⪢2aa2
⪣2aa3
⪤2aa4
⪥2aa5
⪦2aa6
⪧2aa7
⪨2aa8
⪩2aa9
⪪2aaa
⪫2aab
⪬2aac
⪭2aad
⪮2aae
⪯2aaf
⪰2ab0
⪱2ab1
⪲2ab2
⪳2ab3
⪴2ab4
⪵2ab5
⪶2ab6
⪷2ab7
⪸2ab8
⪹2ab9
⪺2aba
⪻2abb
⪼2abc
⪽2abd
⪾2abe
⪿2abf
⫀2ac0
⫁2ac1
⫂2ac2
⫃2ac3
⫄2ac4
⫅2ac5
⫆2ac6
⫇2ac7
⫈2ac8
⫉2ac9
⫊2aca
⫋2acb
⫌2acc
⫍2acd
⫎2ace
⫏2acf
⫐2ad0
⫑2ad1
⫒2ad2
⫓2ad3
⫔2ad4
⫕2ad5
⫖2ad6
⫗2ad7
⫘2ad8
⫙2ad9
⫚2ada
⫛2adb
⫝̸2adc
⫝2add
⫞2ade
⫟2adf
⫠2ae0
⫡2ae1
⫢2ae2
⫣2ae3
⫤2ae4
⫥2ae5
⫦2ae6
⫧2ae7
⫨2ae8
⫩2ae9
⫪2aea
⫫2aeb
⫬2aec
⫭2aed
⫮2aee
⫯2aef
⫰2af0
⫱2af1
⫲2af2
⫳2af3
⫴2af4
⫵2af5
⫶2af6
⫷2af7
⫸2af8
⫹2af9
⫺2afa
⫻2afb
⫼2afc
⫽2afd
⫾2afe
⫿2aff