Supplemental Mathematical Operators
2A00–2AFF · 256 na nakatakdang character · plane BMP
- N-ary operators
- Summations and integrals
- Miscellaneous large operators
- Plus and minus sign operators
- Multiplication and division sign operators
- Miscellaneous mathematical operators
- Intersections and unions
- Logical ands and ors
- Miscellaneous mathematical operators
- Relational operators
- Subset and superset relations
- Forks
⨀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