<stix>

<data
  plane="0"
  stixid="0020"
  mathmlid="U00020"
  type1="space"
  mf="0"
  description="space"
/>
<data
  plane="0"
  stixid="0021"
  mathmlid="U00021"
  type1="exclam"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="excl"
  entityset="ISONUM"
  mtcode="0x0021"
  description="exclamation mark"
/>
<data
  flag="+"
  plane="0"
  stixid="0021"
  mathmlid="U00021"
  type1="exclam"
  mf="0"
  rfpapp="d"
  type="Q"
  entity="fact"
  description="factorial"
/>
<data
  plane="0"
  stixid="0022"
  mathmlid="U00022"
  type1="quotedbl"
  mf="4"
  rfpapp="D"
  type="Q"
  entity="quot"
  entityset="ISONUM"
  mtcode="0x0022"
  description="quotation mark"
/>
<data
  plane="0"
  stixid="0023"
  mathmlid="U00023"
  type1="numbersign"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="num"
  entityset="ISONUM"
  APS="num"
  AIP="mesh"
  wolfram="NumberSign"
  mtcode="0x0023"
  description="number sign"
/>
<data
  plane="0"
  stixid="0024"
  mathmlid="U00024"
  type1="dollar"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="dollar"
  entityset="ISONUM"
  elsevier="bhc"
  APS="dollar"
  AIP="dollar"
  mtcode="0x0024"
  description="dollar sign"
/>
<data
  plane="0"
  stixid="0025"
  mathmlid="U00025"
  type1="percent"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="percnt"
  entityset="ISONUM"
  APS="percnt"
  AIP="percent"
  mtcode="0x0025"
  description="percent sign"
/>
<data
  plane="0"
  stixid="0026"
  mathmlid="U00026"
  type1="ampersand"
  mf="2"
  rfpapp="F"
  type="O"
  entity="amp"
  entityset="ISONUM"
  elsevier="bha"
  APS="amp"
  AIP="amp"
  mtcode="0x0026"
  description="ampersand"
/>
<data
  plane="0"
  stixid="0027"
  mathmlid="U00027"
  type1="quotesingle"
  mf="4"
  rfpapp="D"
  type="Q"
  entity="apos"
  entityset="ISONUM"
  mtcode="0x0027"
  description="apostrophe"
/>
<data
  plane="0"
  stixid="0028"
  mathmlid="U00028"
  type1="parenleft"
  mf="5"
  rfpapp="D"
  type="F"
  class="O"
  entity="lpar"
  entityset="ISONUM"
  AIP="lpar"
  mtcode="0x0028"
  pi="3 63"
  description="left parenthesis"
/>
<data
  plane="0"
  stixid="0029"
  mathmlid="U00029"
  type1="parenright"
  mf="5"
  rfpapp="D"
  type="F"
  class="C"
  entity="rpar"
  entityset="ISONUM"
  AIP="rpar"
  mtcode="0x0029"
  pi="3 78"
  description="right parenthesis"
/>
<data
  plane="0"
  stixid="002A"
  mathmlid="U0002A"
  type1="asterisk"
  mf="2"
  rfpapp="F"
  type="O"
  entity="ast"
  entityset="ISONUM"
  elsevier="bl8"
  APS="ast"
  mtcode="0x002A"
  description="/ast B: asterisk [high; not /ast B:]"
/>
<data
  plane="0"
  stixid="002B"
  mathmlid="U0002B"
  type1="plus"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="plus"
  entityset="ISONUM"
  AIP="plus"
  ACS="plus"
  mtcode="0x002B"
  pi="1 31"
  description="plus sign B:"
/>
<data
  plane="0"
  stixid="002C"
  mathmlid="U0002C"
  type1="comma"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="comma"
  entityset="ISONUM"
  mtcode="0x002C"
  description="comma"
/>
<data
  plane="0"
  stixid="002D"
  mathmlid="U0002D"
  type1="hyphen"
  mf="2"
  rfpapp="D"
  type="R"
  AIP="hyphen"
  mtcode="0x002D"
  description="hyphen-minus"
/>
<data
  plane="0"
  stixid="002E"
  mathmlid="U0002E"
  type1="period"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="period"
  entityset="ISONUM"
  IEEE="\ldotp"
  mtcode="0x002E"
  description="full stop, period"
/>
<data
  plane="0"
  stixid="002F"
  mathmlid="U0002F"
  type1="slash"
  mf="4"
  rfpapp="D"
  type="Q"
  class="R"
  entity="sol"
  entityset="ISONUM"
  elsevier="pf1"
  APS="sol"
  mtcode="0x002F"
  pi="1 2F"
  description="solidus"
/>
<data
  flag="+"
  plane="0"
  stixid="002F"
  mathmlid="U0002F"
  type1="slash"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pf1"
  description="slash (phonetic symbol)"
/>
<data
  plane="0"
  stixid="0030"
  mathmlid="U00030"
  type1="zero"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0030"
  description="digit 0"
/>
<data
  plane="0"
  stixid="0031"
  mathmlid="U00031"
  type1="one"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0031"
  description="digit 1"
/>
<data
  plane="0"
  stixid="0032"
  mathmlid="U00032"
  type1="two"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0032"
  description="digit 2"
/>
<data
  plane="0"
  stixid="0033"
  mathmlid="U00033"
  type1="three"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0033"
  description="digit 3"
/>
<data
  plane="0"
  stixid="0034"
  mathmlid="U00034"
  type1="four"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0034"
  description="digit 4"
/>
<data
  plane="0"
  stixid="0035"
  mathmlid="U00035"
  type1="five"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0035"
  description="digit 5"
/>
<data
  plane="0"
  stixid="0036"
  mathmlid="U00036"
  type1="six"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0036"
  description="digit 6"
/>
<data
  plane="0"
  stixid="0037"
  mathmlid="U00037"
  type1="seven"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0037"
  description="digit 7"
/>
<data
  plane="0"
  stixid="0038"
  mathmlid="U00038"
  type1="eight"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0038"
  description="digit 8"
/>
<data
  plane="0"
  stixid="0039"
  mathmlid="U00039"
  type1="nine"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0039"
  description="digit 9"
/>
<data
  plane="0"
  stixid="003A"
  mathmlid="U0003A"
  type1="colon"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="colon"
  entityset="ISONUM"
  texsource="P"
  tex="\colon"
  IEEE="\colon"
  mtcode="0x003A"
  description="colon"
/>
<data
  plane="0"
  stixid="003B"
  mathmlid="U0003B"
  type1="semicolon"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="semi"
  entityset="ISONUM"
  mtcode="0x003B"
  description="semicolon P:"
/>
<data
  plane="0"
  stixid="003C"
  mathmlid="U0003C"
  type1="less"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="lt"
  entityset="ISONUM"
  elsevier="bka"
  texsource="A"
  tex="\less"
  APS="lt"
  AIP="lt"
  kluwer="r148"
  mtcode="0x003C"
  pi="1 2C"
  description="less-than sign R:"
/>
<data
  plane="0"
  stixid="003D"
  mathmlid="U0003D"
  type1="equal"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="equals"
  entityset="ISONUM"
  AIP="equals"
  ACS="equals"
  kluwer="r149"
  mtcode="0x003D"
  pi="1 35"
  description="equals sign R:"
/>
<data
  plane="0"
  stixid="003E"
  mathmlid="U0003E"
  type1="greater"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="gt"
  entityset="ISONUM"
  elsevier="bma"
  texsource="A"
  tex="\greater"
  APS="gt"
  AIP="gt"
  kluwer="r150"
  mtcode="0x003E"
  pi="1 2E"
  description="greater-than sign R:"
/>
<data
  plane="0"
  stixid="003F"
  mathmlid="U0003F"
  type1="question"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="quest"
  entityset="ISONUM"
  mtcode="0x003F"
  description="question mark"
/>
<data
  plane="0"
  stixid="0040"
  mathmlid="U00040"
  type1="at"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="commat"
  entityset="ISONUM"
  AIP="at"
  mtcode="0x0040"
  description="commercial at"
/>
<data
  plane="0"
  stixid="0041"
  mathmlid="U00041"
  type1="A"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0041"
  description="Latin capital letter A"
/>
<data
  plane="0"
  stixid="0042"
  mathmlid="U00042"
  type1="B"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0042"
  description="Latin capital letter B"
/>
<data
  plane="0"
  stixid="0043"
  mathmlid="U00043"
  type1="C"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0043"
  description="Latin capital letter C"
/>
<data
  plane="0"
  stixid="0044"
  mathmlid="U00044"
  type1="D"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0044"
  description="Latin capital letter D"
/>
<data
  plane="0"
  stixid="0045"
  mathmlid="U00045"
  type1="E"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0045"
  description="Latin capital letter E"
/>
<data
  plane="0"
  stixid="0046"
  mathmlid="U00046"
  type1="F"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0046"
  description="Latin capital letter F"
/>
<data
  plane="0"
  stixid="0047"
  mathmlid="U00047"
  type1="G"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0047"
  description="Latin capital letter G"
/>
<data
  plane="0"
  stixid="0048"
  mathmlid="U00048"
  type1="H"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0048"
  description="Latin capital letter H"
/>
<data
  plane="0"
  stixid="0049"
  mathmlid="U00049"
  type1="I"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0049"
  description="Latin capital letter I"
/>
<data
  plane="0"
  stixid="004A"
  mathmlid="U0004A"
  type1="J"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x004A"
  description="Latin capital letter J"
/>
<data
  plane="0"
  stixid="004B"
  mathmlid="U0004B"
  type1="K"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x004B"
  description="Latin capital letter K"
/>
<data
  plane="0"
  stixid="004C"
  mathmlid="U0004C"
  type1="L"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pfl"
  mtcode="0x004C"
  description="Latin capital letter L"
/>
<data
  plane="0"
  stixid="004D"
  mathmlid="U0004D"
  type1="M"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pem"
  mtcode="0x004D"
  description="Latin capital letter M"
/>
<data
  flag="+"
  plane="0"
  stixid="004D"
  mathmlid="U0004D"
  type1="M"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pem"
  description="capital M (phonetic symbol)"
/>
<data
  plane="0"
  stixid="004E"
  mathmlid="U0004E"
  type1="N"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x004E"
  description="Latin capital letter N"
/>
<data
  plane="0"
  stixid="004F"
  mathmlid="U0004F"
  type1="O"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x004F"
  description="Latin capital letter O"
/>
<data
  plane="0"
  stixid="0050"
  mathmlid="U00050"
  type1="P"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0050"
  description="Latin capital letter P"
/>
<data
  plane="0"
  stixid="0051"
  mathmlid="U00051"
  type1="Q"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0051"
  description="Latin capital letter Q"
/>
<data
  plane="0"
  stixid="0052"
  mathmlid="U00052"
  type1="R"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0052"
  description="Latin capital letter R"
/>
<data
  plane="0"
  stixid="0053"
  mathmlid="U00053"
  type1="S"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0053"
  description="Latin capital letter S"
/>
<data
  plane="0"
  stixid="0054"
  mathmlid="U00054"
  type1="T"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0054"
  description="Latin capital letter T"
/>
<data
  plane="0"
  stixid="0055"
  mathmlid="U00055"
  type1="U"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0055"
  description="Latin capital letter U"
/>
<data
  plane="0"
  stixid="0056"
  mathmlid="U00056"
  type1="V"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0056"
  description="Latin capital letter V"
/>
<data
  plane="0"
  stixid="0057"
  mathmlid="U00057"
  type1="W"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0057"
  description="Latin capital letter W"
/>
<data
  plane="0"
  stixid="0058"
  mathmlid="U00058"
  type1="X"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0058"
  description="Latin capital letter X"
/>
<data
  plane="0"
  stixid="0059"
  mathmlid="U00059"
  type1="Y"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0059"
  description="Latin capital letter Y"
/>
<data
  plane="0"
  stixid="005A"
  mathmlid="U0005A"
  type1="Z"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x005A"
  description="Latin capital letter Z"
/>
<data
  plane="0"
  stixid="005B"
  mathmlid="U0005B"
  type1="bracketleft"
  mf="4"
  rfpapp="D"
  type="F"
  class="O"
  entity="lsqb"
  entityset="ISONUM"
  texsource="P"
  tex="\lbrack"
  AIP="lsqb"
  IEEE="\lbrack"
  mtcode="0x005B"
  pi="3 66"
  description="left square bracket"
/>
<data
  plane="0"
  stixid="005C"
  mathmlid="U0005C"
  type1="backslash"
  utc1="2X5A"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="bsol"
  entityset="ISONUM"
  elsevier="pl1"
  texsource="P"
  tex="\backslash"
  APS="bsol"
  AIP="bsol"
  IEEE="\backslash"
  mtcode="0x005C"
  pi="1 5C"
  description="reverse solidus"
/>
<data
  flag="+"
  plane="0"
  stixid="005C"
  mathmlid="U0005C"
  type1="backslash"
  mf="0"
  rfpapp="F"
  type="Z"
  elsevier="pl1"
  description="small backslash (phonetic symbol)"
/>
<data
  plane="0"
  stixid="005D"
  mathmlid="U0005D"
  type1="bracketright"
  mf="4"
  rfpapp="D"
  type="F"
  class="C"
  entity="rsqb"
  entityset="ISONUM"
  texsource="P"
  tex="\rbrack"
  AIP="rsqb"
  IEEE="\rbrack"
  mtcode="0x005D"
  pi="3 67"
  description="right square bracket"
/>
<data
  plane="0"
  stixid="005E"
  mathmlid="U0005E"
  type1="asciicircum"
  mf="2"
  rfpapp="D"
  type="O"
  texsource="L"
  tex="\textasciicircum"
  mtcode="0x005E"
  description="spacing circumflex"
/>
<data
  plane="0"
  stixid="005F"
  mathmlid="U0005F"
  type1="underscore"
  mf="2"
  rfpapp="D"
  type="O"
  entity="lowbar"
  entityset="ISONUM"
  AIP="lowbar"
  mtcode="0x005F"
  description="low line"
/>
<data
  plane="0"
  stixid="0060"
  mathmlid="U00060"
  type1="grave"
  mf="2"
  rfpapp="D"
  type="O"
  texsource="L"
  tex="\textasciigrave"
  mtcode="0x0060"
  description="spacing grave"
/>
<data
  plane="0"
  stixid="0061"
  mathmlid="U00061"
  type1="a"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="paa"
  mtcode="0x0061"
  description="Latin small letter a"
/>
<data
  flag="+"
  plane="0"
  stixid="0061"
  mathmlid="U00061"
  type1="a"
  mf="0"
  rfpapp="F"
  type="Z"
  class="A"
  elsevier="paa"
  description="open front unrounded vowel"
/>
<data
  plane="0"
  stixid="0062"
  mathmlid="U00062"
  type1="b"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pab"
  mtcode="0x0062"
  description="Latin small letter b"
/>
<data
  flag="+"
  plane="0"
  stixid="0062"
  mathmlid="U00062"
  type1="b"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pab"
  description="voiced bilabial plosive"
/>
<data
  plane="0"
  stixid="0063"
  mathmlid="U00063"
  type1="c"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pac"
  mtcode="0x0063"
  description="Latin small letter c"
/>
<data
  flag="+"
  plane="0"
  stixid="0063"
  mathmlid="U00063"
  type1="c"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pac"
  description="voiceless palatal plosive"
/>
<data
  plane="0"
  stixid="0064"
  mathmlid="U00064"
  type1="d"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pad"
  mtcode="0x0064"
  description="Latin small letter d"
/>
<data
  flag="+"
  plane="0"
  stixid="0064"
  mathmlid="U00064"
  type1="d"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pad"
  description="voiced dental or alveolar plosive"
/>
<data
  plane="0"
  stixid="0065"
  mathmlid="U00065"
  type1="e"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pae"
  mtcode="0x0065"
  description="Latin small letter e"
/>
<data
  flag="+"
  plane="0"
  stixid="0065"
  mathmlid="U00065"
  type1="e"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pae"
  description="half-close front unrounded vowel"
/>
<data
  plane="0"
  stixid="0066"
  mathmlid="U00066"
  type1="f"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="paf"
  mtcode="0x0066"
  description="Latin small letter f"
/>
<data
  flag="+"
  plane="0"
  stixid="0066"
  mathmlid="U00066"
  type1="f"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="paf"
  description="voiceless labiodental fricative"
/>
<data
  plane="0"
  stixid="0067"
  mathmlid="U00067"
  type1="g"
  mf="4"
  rfpapp="D"
  type="A"
  mtcode="0x0067"
  description="Latin small letter g"
/>
<data
  flag="+"
  plane="0"
  stixid="0067"
  mathmlid="U00067"
  type1="g"
  mf="0"
  type="Z"
  class="A"
  description="velar implosive"
/>
<data
  plane="0"
  stixid="0068"
  mathmlid="U00068"
  type1="h"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pah"
  mtcode="0x0068"
  description="Latin small letter h"
/>
<data
  flag="+"
  plane="0"
  stixid="0068"
  mathmlid="U00068"
  type1="h"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pah"
  description="voiceless glottal fricative"
/>
<data
  plane="0"
  stixid="0069"
  mathmlid="U00069"
  type1="i"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pai"
  mtcode="0x0069"
  description="Latin small letter i"
/>
<data
  flag="+"
  plane="0"
  stixid="0069"
  mathmlid="U00069"
  type1="i"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pai"
  description="close front unrounded vowel"
/>
<data
  plane="0"
  stixid="006A"
  mathmlid="U0006A"
  type1="j"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="paj"
  mtcode="0x006A"
  description="Latin small letter j"
/>
<data
  flag="+"
  plane="0"
  stixid="006A"
  mathmlid="U0006A"
  type1="j"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="paj"
  description="voiced palatal fricative or approximant"
/>
<data
  plane="0"
  stixid="006B"
  mathmlid="U0006B"
  type1="k"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pak"
  mtcode="0x006B"
  description="Latin small letter k"
/>
<data
  flag="+"
  plane="0"
  stixid="006B"
  mathmlid="U0006B"
  type1="k"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pak"
  description="voiceless velar plosive"
/>
<data
  plane="0"
  stixid="006C"
  mathmlid="U0006C"
  type1="l"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pal"
  mtcode="0x006C"
  description="Latin small letter l"
/>
<data
  flag="+"
  plane="0"
  stixid="006C"
  mathmlid="U0006C"
  type1="l"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pal"
  AIP="pell"
  description="dental or alveolar lateral approximant"
/>
<data
  plane="0"
  stixid="006D"
  mathmlid="U0006D"
  type1="m"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pam"
  mtcode="0x006D"
  description="Latin small letter m"
/>
<data
  flag="+"
  plane="0"
  stixid="006D"
  mathmlid="U0006D"
  type1="m"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pam"
  description="bilabial nasal"
/>
<data
  plane="0"
  stixid="006E"
  mathmlid="U0006E"
  type1="n"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pan"
  mtcode="0x006E"
  description="Latin small letter n"
/>
<data
  flag="+"
  plane="0"
  stixid="006E"
  mathmlid="U0006E"
  type1="n"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pan"
  description="dental or alveolar nasal"
/>
<data
  plane="0"
  stixid="006F"
  mathmlid="U0006F"
  type1="o"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pao"
  mtcode="0x006F"
  description="Latin small letter o"
/>
<data
  flag="+"
  plane="0"
  stixid="006F"
  mathmlid="U0006F"
  type1="o"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pao"
  description="half-close back rounded vowel"
/>
<data
  plane="0"
  stixid="0070"
  mathmlid="U00070"
  type1="p"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pap"
  mtcode="0x0070"
  description="Latin small letter p"
/>
<data
  flag="+"
  plane="0"
  stixid="0070"
  mathmlid="U00070"
  type1="p"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pap"
  description="voiceless bilabial plosive"
/>
<data
  plane="0"
  stixid="0071"
  mathmlid="U00071"
  type1="q"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="paq"
  mtcode="0x0071"
  description="Latin small letter q"
/>
<data
  flag="+"
  plane="0"
  stixid="0071"
  mathmlid="U00071"
  type1="q"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="paq"
  description="voiceless uvular plosive"
/>
<data
  plane="0"
  stixid="0072"
  mathmlid="U00072"
  type1="r"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="par"
  mtcode="0x0072"
  description="Latin small letter r"
/>
<data
  flag="+"
  plane="0"
  stixid="0072"
  mathmlid="U00072"
  type1="r"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="par"
  description="alveolar trill"
/>
<data
  plane="0"
  stixid="0073"
  mathmlid="U00073"
  type1="s"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pas"
  mtcode="0x0073"
  description="Latin small letter s"
/>
<data
  flag="+"
  plane="0"
  stixid="0073"
  mathmlid="U00073"
  type1="s"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pas"
  description="voiceless alveolar median fricative"
/>
<data
  plane="0"
  stixid="0074"
  mathmlid="U00074"
  type1="t"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pat"
  mtcode="0x0074"
  description="Latin small letter t"
/>
<data
  flag="+"
  plane="0"
  stixid="0074"
  mathmlid="U00074"
  type1="t"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pat"
  description="voiceless dental or alveolar plosive"
/>
<data
  plane="0"
  stixid="0075"
  mathmlid="U00075"
  type1="u"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pau"
  mtcode="0x0075"
  description="Latin small letter u"
/>
<data
  flag="+"
  plane="0"
  stixid="0075"
  mathmlid="U00075"
  type1="u"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pau"
  description="close back rounded vowel"
/>
<data
  plane="0"
  stixid="0076"
  mathmlid="U00076"
  type1="v"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pav"
  mtcode="0x0076"
  description="Latin small letter v"
/>
<data
  flag="+"
  plane="0"
  stixid="0076"
  mathmlid="U00076"
  type1="v"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pav"
  description="voiced labiodental fricative"
/>
<data
  plane="0"
  stixid="0077"
  mathmlid="U00077"
  type1="w"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="paw"
  mtcode="0x0077"
  description="Latin small letter w"
/>
<data
  flag="+"
  plane="0"
  stixid="0077"
  mathmlid="U00077"
  type1="w"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="paw"
  description="labial-velar approximant"
/>
<data
  plane="0"
  stixid="0078"
  mathmlid="U00078"
  type1="x"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pax"
  mtcode="0x0078"
  description="Latin small letter x"
/>
<data
  flag="+"
  plane="0"
  stixid="0078"
  mathmlid="U00078"
  type1="x"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pax"
  description="voiceless velar fricative"
/>
<data
  plane="0"
  stixid="0079"
  mathmlid="U00079"
  type1="y"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="pay"
  mtcode="0x0079"
  description="Latin small letter y"
/>
<data
  flag="+"
  plane="0"
  stixid="0079"
  mathmlid="U00079"
  type1="y"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pay"
  description="close front rounded vowel"
/>
<data
  plane="0"
  stixid="007A"
  mathmlid="U0007A"
  type1="z"
  mf="4"
  rfpapp="D"
  type="A"
  elsevier="paz"
  mtcode="0x007A"
  description="Latin small letter z"
/>
<data
  flag="+"
  plane="0"
  stixid="007A"
  mathmlid="U0007A"
  type1="z"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="paz"
  description="voiced alveolar median fricative"
/>
<data
  plane="0"
  stixid="007B"
  mathmlid="U0007B"
  type1="braceleft"
  mf="4"
  rfpapp="D"
  type="F"
  class="O"
  entity="lcub"
  entityset="ISONUM"
  texsource="P"
  tex="\lbrace"
  AIP="lcub"
  IEEE="\lbrace"
  mtcode="0x007B"
  pi="3 68"
  description="left curly bracket"
/>
<data
  plane="0"
  stixid="007C"
  mathmlid="U0007C"
  type1="bar"
  utc1="4X10"
  mf="2"
  rfpapp="F"
  type="F"
  class="F"
  entity="verbar"
  entityset="ISONUM"
  elsevier="bdk"
  texsource="P"
  tex="\vert"
  IEEE="\vert"
  mtcode="0x007C"
  description="vertical bar"
/>
<data
  flag="+"
  plane="0"
  stixid="007C"
  mathmlid="U0007C"
  type1="uni007C"
  mf="0"
  type="F"
  entity="vertdel"
  description="/vert - vertical bar, absolute value"
/>
<data
  plane="0"
  stixid="007D"
  mathmlid="U0007D"
  type1="braceright"
  mf="4"
  rfpapp="D"
  type="F"
  class="C"
  entity="rcub"
  entityset="ISONUM"
  texsource="P"
  tex="\rbrace"
  AIP="rcub"
  IEEE="\rbrace"
  mtcode="0x007D"
  pi="3 6A"
  description="right curly bracket"
/>
<data
  plane="0"
  stixid="007E"
  mathmlid="U0007E"
  type1="asciitilde"
  mf="2"
  rfpapp="D"
  type="O"
  texsource="L"
  tex="\textasciitilde"
  mtcode="0x007E"
  description="tilde"
/>
<data
  plane="0"
  stixid="007F"
  mathmlid="U0007F"
  type1="uni007F"
  mf="0"
  rfpapp="D"
  mtcode="0x007F"
  description="delete"
/>
<data
  flag="%"
  plane="0"
  stixid="00A0"
  mathmlid="U000A0"
  type1="uni00A0"
  mf="0"
  entity="nbsp"
  entityset="ISONUM"
  wolfram="NonBreakingSpace"
  mtcode="0x00A0"
  description="no break (required) space"
/>
<data
  plane="0"
  stixid="00A1"
  mathmlid="U000A1"
  type1="exclamdown"
  mf="4"
  rfpapp="F"
  type="Q"
  class="P"
  entity="iexcl"
  entityset="ISONUM"
  elsevier="cge"
  texsource="L"
  tex="\textexclamdown"
  AIP="iexcl"
  wolfram="DownExclamation"
  mtcode="0x00A1"
  description="inverted exclamation mark"
/>
<data
  plane="0"
  stixid="00A2"
  mathmlid="U000A2"
  type1="cent"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  entity="cent"
  entityset="ISONUM"
  elsevier="bhb"
  AIP="cent"
  wolfram="Cent"
  mtcode="0x00A2"
  description="cent sign"
/>
<data
  plane="0"
  stixid="00A3"
  mathmlid="U000A3"
  type1="sterling"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  entity="pound"
  entityset="ISONUM"
  elsevier="bhd"
  texsource="A"
  tex="\sterling"
  AIP="pound"
  wolfram="Sterling"
  mtcode="0x00A3"
  description="pound sign"
/>
<data
  flag="%"
  plane="0"
  stixid="00A4"
  mathmlid="U000A4"
  type1="currency"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="curren"
  entityset="ISONUM"
  wolfram="Currency"
  mtcode="0x00A4"
  description="general currency sign"
/>
<data
  plane="0"
  stixid="00A5"
  mathmlid="U000A5"
  type1="yen"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  entity="yen"
  entityset="ISONUM"
  elsevier="bhf"
  texsource="A"
  tex="\yen"
  APS="yen"
  wolfram="Yen"
  mtcode="0x00A5"
  description="yen sign"
/>
<data
  plane="0"
  stixid="00A6"
  mathmlid="U000A6"
  type1="brokenbar"
  mf="1"
  rfpapp="F"
  type="N"
  entity="brvbar"
  entityset="ISONUM"
  elsevier="ben"
  mtcode="0x00A6"
  description="broken (vertical) bar"
/>
<data
  plane="0"
  stixid="00A7"
  mathmlid="U000A7"
  type1="section"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  entity="sect"
  entityset="ISONUM"
  elsevier="bfc"
  texsource="P"
  tex="\S"
  AIP="sect"
  wolfram="Section"
  mtcode="0x00A7"
  description="section sign"
/>
<data
  plane="0"
  stixid="00A8"
  mathmlid="U000A8"
  type1="dieresis"
  mf="2"
  rfpapp="D"
  type="O"
  mtcode="0x00A8"
  description="diaeresis"
/>
<data
  plane="0"
  stixid="00A9"
  mathmlid="U000A9"
  type1="copyright"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="copy"
  entityset="ISONUM"
  elsevier="bhr"
  texsource="P"
  tex="\copyright"
  AIP="copy"
  wolfram="Copyright"
  mtcode="0x00A9"
  description="copyright sign"
/>
<data
  plane="0"
  stixid="00AA"
  mathmlid="U000AA"
  type1="ordfeminine"
  mf="4"
  rfpapp="F"
  type="A"
  entity="ordf"
  entityset="ISONUM"
  elsevier="cfu"
  mtcode="0x00AA"
  description="ordinal indicator, feminine"
/>
<data
  plane="0"
  stixid="00AB"
  mathmlid="U000AB"
  type1="guillemotleft"
  mf="4"
  rfpapp="F"
  type="Q"
  class="O"
  entity="laquo"
  entityset="ISONUM"
  elsevier="ce8"
  AIP="laquo"
  wolfram="LeftGuillemet"
  mtcode="0x00AB"
  description="double angle quotation mark (guillemet), left"
/>
<data
  plane="0"
  stixid="00AC"
  mathmlid="U000AC"
  type1="logicalnot"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="not"
  entityset="ISONUM"
  elsevier="bro"
  texsource="P"
  tex="\neg"
  APS="not"
  AIP="urcorn"
  IEEE="\neg"
  wolfram="Not"
  mtcode="0x00AC"
  description="/neg /lnot not sign"
/>
<data
  flag="%"
  plane="0"
  stixid="00AD"
  mathmlid="U000AD"
  type1="uni00AD"
  mf="0"
  entity="shy"
  entityset="ISONUM"
  wolfram="Hyphen"
  mtcode="0x00AD"
  description="soft hyphen"
/>
<data
  plane="0"
  stixid="00AE"
  mathmlid="U000AE"
  type1="registered"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="reg"
  entityset="ISONUM"
  elsevier="bhs"
  texsource="A"
  tex="\circledR"
  APS="circR"
  AIP="reg"
  wolfram="RegisteredTrademark"
  mtcode="0x00AE"
  description="registered sign"
/>
<data
  plane="0"
  stixid="00AF"
  mathmlid="U000AF"
  type1="macron"
  mf="2"
  rfpapp="D"
  type="O"
  mtcode="0x00AF"
  description="macron"
/>
<data
  plane="0"
  stixid="00B0"
  mathmlid="U000B0"
  type1="degree"
  mf="2"
  rfpapp="F"
  type="O"
  entity="deg"
  entityset="ISONUM"
  elsevier="bk7"
  texsource="A"
  tex="\degree"
  AIP="deg"
  ACS="deg"
  wolfram="Degree"
  springer="\degree"
  mtcode="0x00B0"
  pi="1 38"
  description="degree sign"
/>
<data
  plane="0"
  stixid="00B1"
  mathmlid="U000B1"
  type1="plusminus"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="plusmn"
  entityset="ISONUM"
  elsevier="btc"
  texsource="P"
  tex="\pm"
  APS="plusmn"
  AIP="plusmn"
  ACS="plusmn"
  IEEE="\pm"
  wolfram="PlusMinus"
  mtcode="0x00B1"
  pi="1 36"
  description="plus-or-minus sign"
/>
<data
  flag="%"
  plane="0"
  stixid="00B2"
  mathmlid="U000B2"
  type1="twosuperior"
  mf="2"
  type="O"
  entity="sup2"
  entityset="ISONUM"
  mtcode="0x00B2"
  description="superscript two"
/>
<data
  flag="%"
  plane="0"
  stixid="00B3"
  mathmlid="U000B3"
  type1="threesuperior"
  mf="2"
  type="O"
  entity="sup3"
  entityset="ISONUM"
  mtcode="0x00B3"
  description="superscript three"
/>
<data
  plane="0"
  stixid="00B4"
  mathmlid="U000B4"
  type1="acute"
  mf="2"
  rfpapp="D"
  type="O"
  texsource="L"
  tex="\textasciiacute"
  mtcode="0x00B4"
  description="spacing acute"
/>
<data
  plane="0"
  stixid="00B5"
  mathmlid="U000B5"
  type1="mu"
  mf="2"
  type="O"
  class="N"
  entity="micro"
  entityset="ISONUM"
  wolfram="Micro"
  mtcode="0x00B5"
  description="micro sign"
/>
<data
  plane="0"
  stixid="00B6"
  mathmlid="U000B6"
  type1="paragraph"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  entity="para"
  entityset="ISONUM"
  elsevier="bfd"
  texsource="P"
  tex="\P"
  AIP="para"
  wolfram="Paragraph"
  mtcode="0x00B6"
  description="pilcrow (paragraph sign)"
/>
<data
  plane="0"
  stixid="00B7"
  mathmlid="U000B7"
  type1="periodcentered"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="middot"
  entityset="ISONUM"
  elsevier="bo0"
  texsource="P"
  tex="\cdotp"
  IEEE="\cdotp"
  wolfram="CenterDot"
  mtcode="0x00B7"
  description="/centerdot B: middle dot"
/>
<data
  flag="+"
  plane="0"
  stixid="00B7"
  mathmlid="U000B7"
  type1="periodcentered"
  mf="1"
  rfpapp="F"
  type="N"
  entity="middot"
  elsevier="can"
  description="middle dot"
/>
<data
  plane="0"
  stixid="00B8"
  mathmlid="U000B8"
  type1="cedilla"
  mf="2"
  rfpapp="D"
  type="O"
  mtcode="0x00B8"
  description="cedilla"
/>
<data
  flag="%"
  plane="0"
  stixid="00B9"
  mathmlid="U000B9"
  type1="onesuperior"
  mf="2"
  type="O"
  entity="sup1"
  entityset="ISONUM"
  mtcode="0x00B9"
  description="superscript one"
/>
<data
  plane="0"
  stixid="00BA"
  mathmlid="U000BA"
  type1="ordmasculine"
  mf="4"
  rfpapp="F"
  type="A"
  entity="ordm"
  entityset="ISONUM"
  elsevier="cfv"
  mtcode="0x00BA"
  description="ordinal indicator, masculine"
/>
<data
  plane="0"
  stixid="00BB"
  mathmlid="U000BB"
  type1="guillemotright"
  mf="4"
  rfpapp="F"
  type="Q"
  class="C"
  entity="raquo"
  entityset="ISONUM"
  elsevier="cf8"
  AIP="raquo"
  wolfram="RightGuillemet"
  mtcode="0x00BB"
  description="double angle quotation mark (guillemet), right"
/>
<data
  flag="%"
  plane="0"
  stixid="00BC"
  mathmlid="U000BC"
  type1="onequarter"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac14"
  entityset="ISONUM"
  mtcode="0x00BC"
  description="fraction one-quarter"
/>
<data
  plane="0"
  stixid="00BD"
  mathmlid="U000BD"
  type1="onehalf"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac12"
  entityset="ISONUM"
  mtcode="0x00BD"
  description="fraction one-half"
/>
<data
  flag="%"
  plane="0"
  stixid="00BE"
  mathmlid="U000BE"
  type1="threequarters"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac34"
  entityset="ISONUM"
  mtcode="0x00BE"
  description="fraction three-quarters"
/>
<data
  plane="0"
  stixid="00BF"
  mathmlid="U000BF"
  type1="questiondown"
  mf="4"
  rfpapp="F"
  type="Q"
  class="P"
  entity="iquest"
  entityset="ISONUM"
  elsevier="cgq"
  texsource="L"
  tex="\textquestiondown"
  AIP="iquest"
  wolfram="DownQuestion"
  mtcode="0x00BF"
  description="inverted question mark"
/>
<data
  plane="0"
  stixid="00C0"
  mathmlid="U000C0"
  type1="Agrave"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalAGrave"
  mtcode="0x00C0"
  description="Latin capital letter A with grave"
/>
<data
  plane="0"
  stixid="00C1"
  mathmlid="U000C1"
  type1="Aacute"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalAAcute"
  mtcode="0x00C1"
  description="Latin capital letter A with acute"
/>
<data
  plane="0"
  stixid="00C2"
  mathmlid="U000C2"
  type1="Acircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalAHat"
  mtcode="0x00C2"
  description="Latin capital letter A with circumflex"
/>
<data
  plane="0"
  stixid="00C3"
  mathmlid="U000C3"
  type1="Atilde"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalATilde"
  mtcode="0x00C3"
  description="Latin capital letter A with tilde"
/>
<data
  plane="0"
  stixid="00C4"
  mathmlid="U000C4"
  type1="Adieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalADoubleDot"
  mtcode="0x00C4"
  description="Latin capital letter A with diaeresis"
/>
<data
  plane="0"
  stixid="00C5"
  mathmlid="U000C5"
  type1="Aring"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalARing"
  mtcode="0x00C5"
  description="Latin capital letter A with ring above"
/>
<data
  plane="0"
  stixid="00C6"
  mathmlid="U000C6"
  type1="AE"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="AElig"
  entityset="ISOlat1"
  elsevier="cfb"
  texsource="P"
  tex="\AE"
  AIP="AElig"
  wolfram="CapitalAE"
  mtcode="0x00C6"
  description="AE digraph, uppercase"
/>
<data
  plane="0"
  stixid="00C7"
  mathmlid="U000C7"
  type1="Ccedilla"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalCCedilla"
  mtcode="0x00C7"
  description="Latin capital letter C with cedilla"
/>
<data
  plane="0"
  stixid="00C8"
  mathmlid="U000C8"
  type1="Egrave"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalEGrave"
  mtcode="0x00C8"
  description="Latin capital letter E with grave"
/>
<data
  plane="0"
  stixid="00C9"
  mathmlid="U000C9"
  type1="Eacute"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalEAcute"
  mtcode="0x00C9"
  description="Latin capital letter E with acute"
/>
<data
  plane="0"
  stixid="00CA"
  mathmlid="U000CA"
  type1="Ecircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalEHat"
  mtcode="0x00CA"
  description="Latin capital letter E with circumflex"
/>
<data
  plane="0"
  stixid="00CB"
  mathmlid="U000CB"
  type1="Edieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalEDoubleDot"
  mtcode="0x00CB"
  description="Latin capital letter E with diaeresis"
/>
<data
  plane="0"
  stixid="00CC"
  mathmlid="U000CC"
  type1="Igrave"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalIGrave"
  mtcode="0x00CC"
  description="Latin capital letter I with grave"
/>
<data
  plane="0"
  stixid="00CD"
  mathmlid="U000CD"
  type1="Iacute"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalIAcute"
  mtcode="0x00CD"
  description="Latin capital letter I with acute"
/>
<data
  plane="0"
  stixid="00CE"
  mathmlid="U000CE"
  type1="Icircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalIHat"
  mtcode="0x00CE"
  description="Latin capital letter I with circumflex"
/>
<data
  plane="0"
  stixid="00CF"
  mathmlid="U000CF"
  type1="Idieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalIDoubleDot"
  mtcode="0x00CF"
  description="Latin capital letter I with diaeresis"
/>
<data
  plane="0"
  stixid="00D0"
  mathmlid="U000D0"
  type1="Eth"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="ETH"
  entityset="ISOlat1"
  elsevier="pfd"
  wolfram="CapitalEth"
  mtcode="0x00D0"
  description="D with stroke, uppercase; also, uppercase Eth (Icelandic)"
/>
<data
  plane="0"
  stixid="00D1"
  mathmlid="U000D1"
  type1="Ntilde"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalNTilde"
  mtcode="0x00D1"
  description="Latin capital letter N with tilde"
/>
<data
  plane="0"
  stixid="00D2"
  mathmlid="U000D2"
  type1="Ograve"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalOGrave"
  mtcode="0x00D2"
  description="Latin capital letter O with grave"
/>
<data
  plane="0"
  stixid="00D3"
  mathmlid="U000D3"
  type1="Oacute"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalOAcute"
  mtcode="0x00D3"
  description="Latin capital letter O with acute"
/>
<data
  plane="0"
  stixid="00D4"
  mathmlid="U000D4"
  type1="Ocircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalOHat"
  mtcode="0x00D4"
  description="Latin capital letter O with circumflex"
/>
<data
  plane="0"
  stixid="00D5"
  mathmlid="U000D5"
  type1="Otilde"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalOTilde"
  mtcode="0x00D5"
  description="Latin capital letter O with tilde"
/>
<data
  plane="0"
  stixid="00D6"
  mathmlid="U000D6"
  type1="Odieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalODoubleDot"
  mtcode="0x00D6"
  description="Latin capital letter O with diaeresis"
/>
<data
  plane="0"
  stixid="00D7"
  mathmlid="U000D7"
  type1="multiply"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="times"
  entityset="ISONUM"
  elsevier="bsa"
  texsource="P"
  tex="\times"
  APS="times"
  AIP="times"
  IEEE="\times"
  wolfram="Times"
  mtcode="0x00D7"
  pi="1 33"
  Z="xx78"
  description="multiply sign"
/>
<data
  plane="0"
  stixid="00D8"
  mathmlid="U000D8"
  type1="Oslash"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Oslash"
  entityset="ISOlat1"
  elsevier="cfp"
  texsource="P"
  tex="\O"
  wolfram="CapitalOSlash"
  mtcode="0x00D8"
  description="O with slash, uppercase"
/>
<data
  plane="0"
  stixid="00D9"
  mathmlid="U000D9"
  type1="Ugrave"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalUGrave"
  mtcode="0x00D9"
  description="Latin capital letter U with grave"
/>
<data
  plane="0"
  stixid="00DA"
  mathmlid="U000DA"
  type1="Uacute"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalUAcute"
  mtcode="0x00DA"
  description="Latin capital letter U with acute"
/>
<data
  plane="0"
  stixid="00DB"
  mathmlid="U000DB"
  type1="Ucircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalUHat"
  mtcode="0x00DB"
  description="Latin capital letter U with circumflex"
/>
<data
  plane="0"
  stixid="00DC"
  mathmlid="U000DC"
  type1="Udieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalUDoubleDot"
  mtcode="0x00DC"
  description="Latin capital letter U with diaeresis"
/>
<data
  plane="0"
  stixid="00DD"
  mathmlid="U000DD"
  type1="Yacute"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalYAcute"
  mtcode="0x00DD"
  description="Latin capital letter Y with acute"
/>
<data
  plane="0"
  stixid="00DE"
  mathmlid="U000DE"
  type1="Thorn"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="THORN"
  entityset="ISOlat1"
  elsevier="pcp"
  AIP="bthorn"
  wolfram="CapitalThorn"
  mtcode="0x00DE"
  description="Thorn, uppercase"
/>
<data
  plane="0"
  stixid="00DF"
  mathmlid="U000DF"
  type1="germandbls"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="szlig"
  entityset="ISOlat1"
  elsevier="cfs"
  texsource="P"
  tex="\ss"
  AIP="gbeta"
  wolfram="SZ"
  mtcode="0x00DF"
  description="s, double"
/>
<data
  plane="0"
  stixid="00E0"
  mathmlid="U000E0"
  type1="agrave"
  mf="4"
  type="A"
  class="A"
  wolfram="AGrave"
  mtcode="0x00E0"
  description="Latin small letter a with grave"
/>
<data
  plane="0"
  stixid="00E1"
  mathmlid="U000E1"
  type1="aacute"
  mf="4"
  type="A"
  class="A"
  wolfram="AAcute"
  mtcode="0x00E1"
  description="Latin small letter a with acute"
/>
<data
  plane="0"
  stixid="00E2"
  mathmlid="U000E2"
  type1="acircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="AHat"
  mtcode="0x00E2"
  description="Latin small letter a with circumflex"
/>
<data
  plane="0"
  stixid="00E3"
  mathmlid="U000E3"
  type1="atilde"
  mf="4"
  type="A"
  class="A"
  wolfram="ATilde"
  mtcode="0x00E3"
  description="Latin small letter a with tilde"
/>
<data
  plane="0"
  stixid="00E4"
  mathmlid="U000E4"
  type1="adieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="ADoubleDot"
  mtcode="0x00E4"
  description="Latin small letter a with diaeresis"
/>
<data
  plane="0"
  stixid="00E5"
  mathmlid="U000E5"
  type1="aring"
  mf="4"
  type="A"
  class="A"
  wolfram="ARing"
  mtcode="0x00E5"
  description="Latin small letter a with ring above"
/>
<data
  plane="0"
  stixid="00E6"
  mathmlid="U000E6"
  type1="ae"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="aelig"
  entityset="ISOlat1"
  elsevier="cfa"
  texsource="P"
  tex="\ae"
  AIP="aelig"
  wolfram="AE"
  mtcode="0x00E6"
  description="ae digraph, lowercase"
/>
<data
  flag="+"
  plane="0"
  stixid="00E6"
  mathmlid="U000E6"
  type1="ae"
  mf="0"
  rfpapp="f"
  type="0"
  class="A"
  elsevier="pea"
  wolfram="AE"
  description="low front unrounded vowel"
/>
<data
  plane="0"
  stixid="00E7"
  mathmlid="U000E7"
  type1="ccedilla"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="ccedil"
  entityset="ISOlat1"
  elsevier="pcc"
  AIP="cedilac"
  wolfram="CCedilla"
  mtcode="0x00E7"
  description="voiceless palatal fricative"
/>
<data
  plane="0"
  stixid="00E8"
  mathmlid="U000E8"
  type1="egrave"
  mf="4"
  type="A"
  class="A"
  wolfram="EGrave"
  mtcode="0x00E8"
  description="Latin small letter e with grave"
/>
<data
  plane="0"
  stixid="00E9"
  mathmlid="U000E9"
  type1="eacute"
  mf="4"
  type="A"
  class="A"
  wolfram="EAcute"
  mtcode="0x00E9"
  description="Latin small letter e with acute"
/>
<data
  plane="0"
  stixid="00EA"
  mathmlid="U000EA"
  type1="ecircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="EHat"
  mtcode="0x00EA"
  description="Latin small letter e with circumflex"
/>
<data
  plane="0"
  stixid="00EB"
  mathmlid="U000EB"
  type1="edieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="EDoubleDot"
  mtcode="0x00EB"
  description="Latin small letter e with diaeresis"
/>
<data
  plane="0"
  stixid="00EC"
  mathmlid="U000EC"
  type1="igrave"
  mf="4"
  type="A"
  class="A"
  wolfram="IGrave"
  mtcode="0x00EC"
  description="Latin small letter i with grave"
/>
<data
  plane="0"
  stixid="00ED"
  mathmlid="U000ED"
  type1="iacute"
  mf="4"
  type="A"
  class="A"
  wolfram="IAcute"
  mtcode="0x00ED"
  description="Latin small letter i with acute"
/>
<data
  plane="0"
  stixid="00EE"
  mathmlid="U000EE"
  type1="icircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="IHat"
  mtcode="0x00EE"
  description="Latin small letter i with circumflex"
/>
<data
  plane="0"
  stixid="00EF"
  mathmlid="U000EF"
  type1="idieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="IDoubleDot"
  mtcode="0x00EF"
  description="Latin small letter i with diaeresis"
/>
<data
  plane="0"
  stixid="00F0"
  mathmlid="U000F0"
  type1="eth"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="eth"
  entityset="ISOlat1"
  elsevier="bhj"
  texsource="A"
  tex="\eth"
  APS="eth"
  AIP="edh"
  wolfram="Eth"
  mtcode="0x00F0"
  description="eth"
/>
<data
  flag="+"
  plane="0"
  stixid="00F0"
  mathmlid="U000F0"
  type1="eth"
  mf="0"
  rfpapp="f"
  type="0"
  class="A"
  elsevier="ped"
  wolfram="Eth"
  description="voiced dental fricative"
/>
<data
  plane="0"
  stixid="00F1"
  mathmlid="U000F1"
  type1="ntilde"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="ntilde"
  entityset="ISOlat1"
  elsevier="pbn"
  wolfram="NTilde"
  mtcode="0x00F1"
  description="Latin small letter n with tilde"
/>
<data
  plane="0"
  stixid="00F2"
  mathmlid="U000F2"
  type1="ograve"
  mf="4"
  type="A"
  class="A"
  wolfram="OGrave"
  mtcode="0x00F2"
  description="Latin small letter o with grave"
/>
<data
  plane="0"
  stixid="00F3"
  mathmlid="U000F3"
  type1="oacute"
  mf="4"
  type="A"
  class="A"
  wolfram="OAcute"
  mtcode="0x00F3"
  description="Latin small letter o with acute"
/>
<data
  plane="0"
  stixid="00F4"
  mathmlid="U000F4"
  type1="ocircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="OHat"
  mtcode="0x00F4"
  description="Latin small letter o with circumflex"
/>
<data
  plane="0"
  stixid="00F5"
  mathmlid="U000F5"
  type1="otilde"
  mf="4"
  type="A"
  class="A"
  wolfram="OTilde"
  mtcode="0x00F5"
  description="Latin small letter o with tilde"
/>
<data
  plane="0"
  stixid="00F6"
  mathmlid="U000F6"
  type1="odieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="ODoubleDot"
  mtcode="0x00F6"
  description="Latin small letter o with diaeresis"
/>
<data
  plane="0"
  stixid="00F7"
  mathmlid="U000F7"
  type1="divide"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="divide"
  entityset="ISONUM"
  elsevier="bto"
  texsource="P"
  tex="\div"
  APS="divide"
  AIP="divide"
  ACS="divide"
  IEEE="\div"
  wolfram="Divide"
  mtcode="0x00F7"
  pi="1 34"
  description="divide sign"
/>
<data
  plane="0"
  stixid="00F8"
  mathmlid="U000F8"
  type1="oslash"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="oslash"
  entityset="ISOlat1"
  elsevier="cfo"
  texsource="P"
  tex="\o"
  AIP="slasho"
  wolfram="OSlash"
  mtcode="0x00F8"
  description="o with slash, lowercase"
/>
<data
  flag="+"
  plane="0"
  stixid="00F8"
  mathmlid="U000F8"
  type1="oslash"
  mf="0"
  rfpapp="F"
  type="A"
  class="A"
  entity="oslash"
  entityset="ISOlat1"
  elsevier="pdo"
  texsource="P"
  tex="\o"
  AIP="slasho"
  wolfram="OSlash"
  mtcode="0x00F8"
  description="o with slash, lowercase (phonetic symbol)"
/>
<data
  plane="0"
  stixid="00F9"
  mathmlid="U000F9"
  type1="ugrave"
  mf="4"
  type="A"
  class="A"
  wolfram="UGrave"
  mtcode="0x00F9"
  description="Latin small letter u with grave"
/>
<data
  plane="0"
  stixid="00FA"
  mathmlid="U000FA"
  type1="uacute"
  mf="4"
  type="A"
  class="A"
  wolfram="UAcute"
  mtcode="0x00FA"
  description="Latin small letter u with acute"
/>
<data
  plane="0"
  stixid="00FB"
  mathmlid="U000FB"
  type1="ucircumflex"
  mf="4"
  type="A"
  class="A"
  wolfram="UHat"
  mtcode="0x00FB"
  description="Latin small letter u with circumflex"
/>
<data
  plane="0"
  stixid="00FC"
  mathmlid="U000FC"
  type1="udieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="UDoubleDot"
  mtcode="0x00FC"
  description="Latin small letter u with diaeresis"
/>
<data
  plane="0"
  stixid="00FD"
  mathmlid="U000FD"
  type1="yacute"
  mf="4"
  type="A"
  class="A"
  wolfram="YAcute"
  mtcode="0x00FD"
  description="Latin small letter y with acute"
/>
<data
  plane="0"
  stixid="00FE"
  mathmlid="U000FE"
  type1="thorn"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="thorn"
  entityset="ISOlat1"
  elsevier="pbp"
  AIP="abthorn"
  wolfram="Thorn"
  mtcode="0x00FE"
  description="thorn, lowercase"
/>
<data
  plane="0"
  stixid="00FF"
  mathmlid="U000FF"
  type1="ydieresis"
  mf="4"
  type="A"
  class="A"
  wolfram="YDoubleDot"
  mtcode="0x00FF"
  description="Latin small letter y with diaeresis"
/>
<data
  plane="0"
  stixid="0100"
  mathmlid="U00100"
  type1="uni0100"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalABar"
  description="Latin capital letter A with macron"
/>
<data
  plane="0"
  stixid="0101"
  mathmlid="U00101"
  type1="uni0101"
  mf="4"
  type="A"
  class="A"
  wolfram="ABar"
  description="Latin small letter a with macron"
/>
<data
  plane="0"
  stixid="0102"
  mathmlid="U00102"
  type1="uni0102"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalACup"
  description="Latin capital letter A with breve"
/>
<data
  plane="0"
  stixid="0103"
  mathmlid="U00103"
  type1="uni0103"
  mf="4"
  type="A"
  class="A"
  wolfram="ACup"
  description="Latin small letter a with breve"
/>
<data
  plane="0"
  stixid="0104"
  mathmlid="U00104"
  type1="uni0104"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter A with ogonek"
/>
<data
  plane="0"
  stixid="0105"
  mathmlid="U00105"
  type1="uni0105"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter a with ogonek"
/>
<data
  plane="0"
  stixid="0106"
  mathmlid="U00106"
  type1="uni0106"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalCAcute"
  description="Latin capital letter C with acute"
/>
<data
  plane="0"
  stixid="0107"
  mathmlid="U00107"
  type1="uni0107"
  mf="4"
  type="A"
  class="A"
  wolfram="CAcute"
  description="Latin small letter c with acute"
/>
<data
  plane="0"
  stixid="0108"
  mathmlid="U00108"
  type1="uni0108"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter C with circumflex"
/>
<data
  plane="0"
  stixid="0109"
  mathmlid="U00109"
  type1="uni0109"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter c with circumflex"
/>
<data
  plane="0"
  stixid="010A"
  mathmlid="U0010A"
  type1="uni010A"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter C with dot above"
/>
<data
  plane="0"
  stixid="010B"
  mathmlid="U0010B"
  type1="uni010B"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter c with dot above"
/>
<data
  plane="0"
  stixid="010C"
  mathmlid="U0010C"
  type1="uni010C"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalCHacek"
  description="Latin capital letter C with caron"
/>
<data
  plane="0"
  stixid="010D"
  mathmlid="U0010D"
  type1="uni010D"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="ccaron"
  entityset="ISOlat2"
  elsevier="pbc"
  AIP="hacekc"
  wolfram="CHacek"
  description="hachek c = caron c"
/>
<data
  plane="0"
  stixid="010E"
  mathmlid="U0010E"
  type1="uni010E"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter D with caron"
/>
<data
  plane="0"
  stixid="010F"
  mathmlid="U0010F"
  type1="uni010F"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter d with caron"
/>
<data
  flag="="
  plane="0"
  stixid="0110"
  mathmlid="U00110"
  type1="uni0110"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Dstrok"
  entityset="ISOlat2"
  elsevier="cfd"
  description="Latin capital letter D with stroke"
/>
<data
  flag="+"
  plane="0"
  stixid="0110"
  mathmlid="U00110"
  type1="uni0110"
  mf="0"
  rfpapp="f"
  type="0"
  class="A"
  elsevier="phd"
  description="= pfd; crossed D (phonetic symbol)"
/>
<data
  plane="0"
  stixid="0111"
  mathmlid="U00111"
  type1="uni0111"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="dstrok"
  entityset="ISOlat2"
  elsevier="cfc"
  description="Latin small letter d with stroke"
/>
<data
  flag="+"
  plane="0"
  stixid="0111"
  mathmlid="U00111"
  type1="uni0111"
  mf="0"
  rfpapp="f"
  type="0"
  class="A"
  entity="dstrok"
  entityset="ISOlat2"
  elsevier="pgd"
  description="Latin small letter d with stroke"
/>
<data
  plane="0"
  stixid="0112"
  mathmlid="U00112"
  type1="uni0112"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalEBar"
  description="Latin capital letter E with macron"
/>
<data
  plane="0"
  stixid="0113"
  mathmlid="U00113"
  type1="uni0113"
  mf="4"
  type="A"
  class="A"
  wolfram="EBar"
  description="Latin small letter e with macron"
/>
<data
  plane="0"
  stixid="0114"
  mathmlid="U00114"
  type1="uni0114"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalECup"
  description="Latin capital letter E with breve"
/>
<data
  plane="0"
  stixid="0115"
  mathmlid="U00115"
  type1="uni0115"
  mf="4"
  type="A"
  class="A"
  wolfram="ECup"
  description="Latin small letter e with breve"
/>
<data
  plane="0"
  stixid="0116"
  mathmlid="U00116"
  type1="uni0116"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter E with dot above"
/>
<data
  plane="0"
  stixid="0117"
  mathmlid="U00117"
  type1="uni0117"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter e with dot above"
/>
<data
  plane="0"
  stixid="0118"
  mathmlid="U00118"
  type1="uni0118"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter E with ogonek"
/>
<data
  plane="0"
  stixid="0119"
  mathmlid="U00119"
  type1="uni0119"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter e with ogonek"
/>
<data
  plane="0"
  stixid="011A"
  mathmlid="U0011A"
  type1="uni011A"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter E with caron"
/>
<data
  plane="0"
  stixid="011B"
  mathmlid="U0011B"
  type1="uni011B"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter e with caron"
/>
<data
  plane="0"
  stixid="011C"
  mathmlid="U0011C"
  type1="uni011C"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter G with circumflex"
/>
<data
  plane="0"
  stixid="011D"
  mathmlid="U0011D"
  type1="uni011D"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter g with circumflex"
/>
<data
  plane="0"
  stixid="011E"
  mathmlid="U0011E"
  type1="uni011E"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter G with breve"
/>
<data
  plane="0"
  stixid="011F"
  mathmlid="U0011F"
  type1="uni011F"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter g with breve"
/>
<data
  plane="0"
  stixid="0120"
  mathmlid="U00120"
  type1="uni0120"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter G with dot above"
/>
<data
  plane="0"
  stixid="0121"
  mathmlid="U00121"
  type1="uni0121"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter g with dot above"
/>
<data
  plane="0"
  stixid="0122"
  mathmlid="U00122"
  type1="uni0122"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter G with cedilla"
/>
<data
  plane="0"
  stixid="0123"
  mathmlid="U00123"
  type1="uni0123"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter g with cedilla"
/>
<data
  plane="0"
  stixid="0124"
  mathmlid="U00124"
  type1="uni0124"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter H with circumflex"
/>
<data
  plane="0"
  stixid="0125"
  mathmlid="U00125"
  type1="uni0125"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter h with circumflex"
/>
<data
  plane="0"
  stixid="0126"
  mathmlid="U00126"
  type1="uni0126"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter H with stroke"
/>
<data
  plane="0"
  stixid="0127"
  mathmlid="U00127"
  type1="uni0127"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="hstrok"
  entityset="ISOlat2"
  elsevier="pbh"
  AIP="barh"
  description="voiceless pharyngeal fricative"
/>
<data
  plane="0"
  stixid="0128"
  mathmlid="U00128"
  type1="uni0128"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter I with tilde"
/>
<data
  plane="0"
  stixid="0129"
  mathmlid="U00129"
  type1="uni0129"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter i with tilde"
/>
<data
  plane="0"
  stixid="012A"
  mathmlid="U0012A"
  type1="uni012A"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter I with macron"
/>
<data
  plane="0"
  stixid="012B"
  mathmlid="U0012B"
  type1="uni012B"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter i with macron"
/>
<data
  plane="0"
  stixid="012C"
  mathmlid="U0012C"
  type1="uni012C"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalICup"
  description="Latin capital letter I with breve"
/>
<data
  plane="0"
  stixid="012D"
  mathmlid="U0012D"
  type1="uni012D"
  mf="4"
  type="A"
  class="A"
  wolfram="ICup"
  description="Latin small letter i with breve"
/>
<data
  plane="0"
  stixid="012E"
  mathmlid="U0012B"
  type1="uni012B"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter I with ogonek"
/>
<data
  plane="0"
  stixid="012F"
  mathmlid="U0012F"
  type1="uni012F"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter i with ogonek"
/>
<data
  plane="0"
  stixid="0130"
  mathmlid="U00130"
  type1="uni0130"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter I with dot above"
/>
<data
  plane="0"
  stixid="0131"
  mathmlid="U00131"
  type1="dotlessi"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="inodot"
  entityset="ISOlat2"
  elsevier="pei"
  texsource="P"
  tex="\i"
  AIP="inodot"
  wolfram="DotlessI"
  mtcode="0x0131"
  description="latin small letter dotless i"
/>
<data
  flag="+"
  plane="0"
  stixid="0131"
  mathmlid="U00131"
  type1="uni0131.math"
  mf="0"
  rfpapp="f"
  type="0"
  class="A"
  entity="imath"
  entityset="ISOAMSO"
  elsevier="cfh"
  texsource="P"
  tex="\imath"
  APS="inodot"
  AIP="inodot"
  IEEE="\imath"
  wolfram="ScriptDotlessI"
  description="small i, no dot"
/>
<data
  plane="0"
  stixid="0132"
  mathmlid="U00132"
  type1="uni0132"
  mf="4"
  type="A"
  class="A"
  description="Latin capital ligature IJ"
/>
<data
  plane="0"
  stixid="0133"
  mathmlid="U00133"
  type1="uni0133"
  mf="4"
  type="A"
  class="A"
  description="Latin small ligature ij"
/>
<data
  plane="0"
  stixid="0134"
  mathmlid="U00134"
  type1="uni0134"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter J with circumflex"
/>
<data
  plane="0"
  stixid="0135"
  mathmlid="U00135"
  type1="uni0135"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter j with circumflex"
/>
<data
  plane="0"
  stixid="0136"
  mathmlid="U00136"
  type1="uni0136"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter K with cedilla"
/>
<data
  plane="0"
  stixid="0137"
  mathmlid="U00137"
  type1="uni0137"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter k with cedilla"
/>
<data
  plane="0"
  stixid="0138"
  mathmlid="U00138"
  type1="uni0138"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter kra (Greenlandic)"
/>
<data
  plane="0"
  stixid="0139"
  mathmlid="U00139"
  type1="uni0139"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter L with acute"
/>
<data
  plane="0"
  stixid="013A"
  mathmlid="U0013A"
  type1="uni013A"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter l with acute"
/>
<data
  plane="0"
  stixid="013B"
  mathmlid="U0013B"
  type1="uni013B"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter L with cedilla"
/>
<data
  plane="0"
  stixid="013C"
  mathmlid="U0013C"
  type1="uni013C"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter l with cedilla"
/>
<data
  plane="0"
  stixid="013D"
  mathmlid="U0013D"
  type1="uni013D"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter L with caron"
/>
<data
  plane="0"
  stixid="013E"
  mathmlid="U0013E"
  type1="uni013E"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter l with caron"
/>
<data
  plane="0"
  stixid="013F"
  mathmlid="U0013F"
  type1="uni013F"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter L with middle dot"
/>
<data
  plane="0"
  stixid="0140"
  mathmlid="U00140"
  type1="uni0140"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter l with middle dot"
/>
<data
  plane="0"
  stixid="0141"
  mathmlid="U00141"
  type1="Lslash"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Lstrok"
  entityset="ISOlat2"
  elsevier="cfm"
  texsource="P"
  tex="\L"
  AIP="Lstrok"
  IEEE="\L"
  wolfram="CapitalLSlash"
  mtcode="0x0141"
  description="L with stroke, uppercase (polish)"
/>
<data
  plane="0"
  stixid="0142"
  mathmlid="U00142"
  type1="lslash"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="lstrok"
  entityset="ISOlat2"
  elsevier="cfl"
  texsource="P"
  tex="\l"
  AIP="lstrok"
  IEEE="\l"
  wolfram="LSlash"
  mtcode="0x0142"
  description="l with stroke, lowercase (polish)"
/>
<data
  plane="0"
  stixid="0143"
  mathmlid="U00143"
  type1="uni0143"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter N with acute"
/>
<data
  plane="0"
  stixid="0144"
  mathmlid="U00144"
  type1="uni0144"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter n with acute"
/>
<data
  plane="0"
  stixid="0145"
  mathmlid="U00145"
  type1="uni0145"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter N with cedilla"
/>
<data
  plane="0"
  stixid="0146"
  mathmlid="U00146"
  type1="uni0146"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter n with cedilla"
/>
<data
  plane="0"
  stixid="0147"
  mathmlid="U00149"
  type1="uni0149"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter N with caron"
/>
<data
  plane="0"
  stixid="0148"
  mathmlid="U00148"
  type1="uni0148"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter n with caron"
/>
<data
  plane="0"
  stixid="0149"
  mathmlid="U00149"
  type1="uni0149"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter n preceded by apostrophe"
/>
<data
  plane="0"
  stixid="014A"
  mathmlid="U0014A"
  type1="uni014A"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter ENG"
/>
<data
  plane="0"
  stixid="014B"
  mathmlid="U0014B"
  type1="uni014B"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="eng"
  entityset="ISOlat2"
  elsevier="pdn"
  AIP="rhookn"
  description="velar nasal"
/>
<data
  plane="0"
  stixid="014C"
  mathmlid="U0014C"
  type1="uni014C"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter O with macron"
/>
<data
  plane="0"
  stixid="014D"
  mathmlid="U0014D"
  type1="uni014D"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter o with macron"
/>
<data
  plane="0"
  stixid="014E"
  mathmlid="U0014E"
  type1="uni014E"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter O with breve"
/>
<data
  plane="0"
  stixid="014F"
  mathmlid="U0014F"
  type1="uni014F"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter o with breve"
/>
<data
  plane="0"
  stixid="0150"
  mathmlid="U00150"
  type1="uni0150"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalODoubleAcute"
  description="Latin capital letter O with double acute"
/>
<data
  plane="0"
  stixid="0151"
  mathmlid="U00151"
  type1="uni0151"
  mf="4"
  type="A"
  class="A"
  wolfram="ODoubleAcute"
  description="Latin small letter o with double acute"
/>
<data
  plane="0"
  stixid="0152"
  mathmlid="U00152"
  type1="OE"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="OElig"
  entityset="ISOlat2"
  elsevier="cff"
  texsource="P"
  tex="\OE"
  AIP="Celig"
  mtcode="0x0152"
  description="OE digraph, uppercase"
/>
<data
  plane="0"
  stixid="0153"
  mathmlid="U00153"
  type1="oe"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="oelig"
  entityset="ISOlat2"
  elsevier="cfe"
  texsource="P"
  tex="\oe"
  AIP="oelig"
  mtcode="0x0153"
  description="oe digraph, lowercase"
/>
<data
  flag="+"
  plane="0"
  stixid="0153"
  mathmlid="U00153"
  type1="oe"
  mf="0"
  rfpapp="f"
  type="0"
  class="A"
  elsevier="peo"
  AIP="oelig"
  description="half-open front rounded vowel"
/>
<data
  plane="0"
  stixid="0154"
  mathmlid="U00154"
  type1="uni0154"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter R with acute"
/>
<data
  plane="0"
  stixid="0155"
  mathmlid="U00155"
  type1="uni0155"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter r with acute"
/>
<data
  plane="0"
  stixid="0156"
  mathmlid="U00156"
  type1="uni0156"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter R with cedilla"
/>
<data
  plane="0"
  stixid="0157"
  mathmlid="U00157"
  type1="uni0157"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter r with cedilla"
/>
<data
  plane="0"
  stixid="0158"
  mathmlid="U00158"
  type1="uni0158"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter R with caron"
/>
<data
  plane="0"
  stixid="0159"
  mathmlid="U00159"
  type1="uni0159"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter r with caron"
/>
<data
  plane="0"
  stixid="015A"
  mathmlid="U0015A"
  type1="uni015A"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter S with acute"
/>
<data
  plane="0"
  stixid="015B"
  mathmlid="U0015B"
  type1="uni015B"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter s with acute"
/>
<data
  plane="0"
  stixid="015C"
  mathmlid="U0015C"
  type1="uni015C"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter S with circumflex"
/>
<data
  plane="0"
  stixid="015D"
  mathmlid="U0015D"
  type1="uni015D"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter s with circumflex"
/>
<data
  plane="0"
  stixid="015E"
  mathmlid="U0015E"
  type1="uni015E"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter S with cedilla"
/>
<data
  plane="0"
  stixid="015F"
  mathmlid="U0015F"
  type1="uni015F"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter s with cedilla"
/>
<data
  plane="0"
  stixid="0160"
  mathmlid="U00160"
  type1="Scaron"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalSHacek"
  mtcode="0x0160"
  description="Latin capital S with caron"
/>
<data
  plane="0"
  stixid="0161"
  mathmlid="U00161"
  type1="scaron"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="scaron"
  entityset="ISOlat2"
  elsevier="pbs"
  wolfram="SHacek"
  mtcode="0x0161"
  description="hacek s = caron s"
/>
<data
  plane="0"
  stixid="0162"
  mathmlid="U00162"
  type1="uni0162"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter T with cedilla"
/>
<data
  plane="0"
  stixid="0163"
  mathmlid="U00163"
  type1="uni0163"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter t with cedilla"
/>
<data
  plane="0"
  stixid="0164"
  mathmlid="U00164"
  type1="uni0164"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter T with caron"
/>
<data
  plane="0"
  stixid="0165"
  mathmlid="U00165"
  type1="uni0165"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter t with caron"
/>
<data
  plane="0"
  stixid="0166"
  mathmlid="U00166"
  type1="uni0166"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter T with stroke"
/>
<data
  plane="0"
  stixid="0167"
  mathmlid="U00167"
  type1="uni0167"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter t with stroke"
/>
<data
  plane="0"
  stixid="0168"
  mathmlid="U00168"
  type1="uni0168"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter U with tilde"
/>
<data
  plane="0"
  stixid="0169"
  mathmlid="U00169"
  type1="uni0169"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter u with tilde"
/>
<data
  plane="0"
  stixid="016A"
  mathmlid="U0016A"
  type1="uni016A"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter U with macron"
/>
<data
  plane="0"
  stixid="016B"
  mathmlid="U0016B"
  type1="uni016B"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter u with macron"
/>
<data
  plane="0"
  stixid="016C"
  mathmlid="U0016C"
  type1="uni016C"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter U with breve"
/>
<data
  plane="0"
  stixid="016D"
  mathmlid="U0016D"
  type1="uni016D"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter u with breve"
/>
<data
  plane="0"
  stixid="016E"
  mathmlid="U0016E"
  type1="uni016E"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter U with ring above"
/>
<data
  plane="0"
  stixid="016F"
  mathmlid="U0016F"
  type1="uni016F"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter u with ring above"
/>
<data
  plane="0"
  stixid="0170"
  mathmlid="U00170"
  type1="uni0170"
  mf="4"
  type="A"
  class="A"
  wolfram="CapitalUDoubleAcute"
  description="Latin capital letter U with double acute"
/>
<data
  plane="0"
  stixid="0171"
  mathmlid="U00171"
  type1="uni0171"
  mf="4"
  type="A"
  class="A"
  wolfram="UDoubleAcute"
  description="Latin small letter u with double acute"
/>
<data
  plane="0"
  stixid="0172"
  mathmlid="U00172"
  type1="uni0172"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter U with ogonek"
/>
<data
  plane="0"
  stixid="0173"
  mathmlid="U00173"
  type1="uni0173"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter u with ogonek"
/>
<data
  plane="0"
  stixid="0174"
  mathmlid="U00174"
  type1="uni0174"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter W with circumflex"
/>
<data
  plane="0"
  stixid="0175"
  mathmlid="U00175"
  type1="uni0175"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter w with circumflex"
/>
<data
  plane="0"
  stixid="0176"
  mathmlid="U00176"
  type1="uni0176"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter Y with circumflex"
/>
<data
  plane="0"
  stixid="0177"
  mathmlid="U00177"
  type1="uni0177"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter y with circumflex"
/>
<data
  plane="0"
  stixid="0178"
  mathmlid="U00178"
  type1="Ydieresis"
  mf="4"
  type="A"
  class="A"
  mtcode="0x0178"
  description="Latin capital letter Y with diaeresis"
/>
<data
  plane="0"
  stixid="0179"
  mathmlid="U00179"
  type1="uni0179"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter Z with acute"
/>
<data
  plane="0"
  stixid="017A"
  mathmlid="U0017A"
  type1="uni017A"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter z with acute"
/>
<data
  plane="0"
  stixid="017B"
  mathmlid="U0017B"
  type1="uni017B"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter Z with dot above"
/>
<data
  plane="0"
  stixid="017C"
  mathmlid="U0017C"
  type1="uni017C"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter z with dot above"
/>
<data
  plane="0"
  stixid="017D"
  mathmlid="U0017D"
  type1="Zcaron"
  mf="4"
  type="A"
  class="A"
  description="Latin capital Z with caron"
/>
<data
  plane="0"
  stixid="017E"
  mathmlid="U0017E"
  type1="zcaron"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbz"
  description="Latin small letter z with caron"
/>
<data
  plane="0"
  stixid="017F"
  mathmlid="U0017F"
  type1="uni017F"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbz"
  description="Latin small letter long s"
/>
<data
  plane="0"
  stixid="0180"
  mathmlid="U00180"
  type1="uni0180"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="peb"
  description="crossed b (phonetic symbol)"
/>
<data
  flag="%"
  plane="0"
  stixid="0188"
  mathmlid="U00188"
  type1="uni0188"
  mf="2"
  rfpapp="F"
  type="B"
  elsevier="pfc"
  description="c hooktop (phonetic symbol)"
/>
<data
  flag="%"
  plane="0"
  stixid="0190"
  mathmlid="U00190"
  type1="uni0190"
  mf="4"
  type="A"
  mtcode="0x0190"
  description="Latin capital letter open E"
/>
<data
  flag="%"
  plane="0"
  stixid="0192"
  mathmlid="U00192"
  type1="florin"
  mf="2"
  type="O"
  class="N"
  wolfram="Florin"
  mtcode="0x0192"
  description="florin"
/>
<data
  plane="0"
  stixid="0195"
  mathmlid="U00195"
  type1="uni0195"
  mf="2"
  rfpapp="F"
  type="B"
  elsevier="phh"
  description="h-v ligature (phonetic symbol)"
/>
<data
  plane="0"
  stixid="0199"
  mathmlid="U00199"
  type1="uni0199"
  mf="2"
  rfpapp="F"
  type="A"
  class="A"
  elsevier="pbk"
  description="k hooktop (phonetic symbol)"
/>
<data
  plane="0"
  stixid="019A"
  mathmlid="U0019A"
  type1="uni019A"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  elsevier="pbl"
  mtcode="0x019A"
  description="lowercase l with horizontal bar"
/>
<data
  plane="0"
  stixid="019B"
  mathmlid="U0019B"
  type1="uni019B"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  elsevier="phl"
  texsource="A"
  tex="\lambdabar"
  AIP="slgr"
  mtcode="0x019B"
  pi="1 C2"
  description="Latin small letter lambda with stroke"
/>
<data
  flag="#"
  plane="0"
  stixid="019B"
  mathmlid="U0019B"
  type1="uni019B.var"
  mf="1"
  rfpapp="D"
  type="Z"
  description="Greek small letter lambda with horizontal stroke (not slanted stroke)"
/>
<data
  plane="0"
  stixid="019E"
  mathmlid="U0019E"
  type1="uni019E"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pgn"
  description="Japanese syllabic nasal"
/>
<data
  plane="0"
  stixid="01A0"
  mathmlid="U001A0"
  type1="uni01A0"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter O with horn (Ohorn)"
/>
<data
  plane="0"
  stixid="01A1"
  mathmlid="U001A1"
  type1="uni01A1"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter o with horn (ohorn)"
/>
<data
  plane="0"
  stixid="01A5"
  mathmlid="U001A5"
  type1="uni01A5"
  mf="4"
  type="A"
  class="A"
  elsevier="pdp"
  description="Latin small letter p with hook"
/>
<data
  flag="+"
  plane="0"
  stixid="01A5"
  mathmlid="U001A5"
  type1="uni01A5"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdp"
  description="p with right-hooked ascender"
/>
<data
  plane="0"
  stixid="01AA"
  mathmlid="U001AA"
  type1="uni01AA"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfs"
  AIP="hookoh"
  description="labialized voiceless palato-alveolar fricative"
/>
<data
  plane="0"
  stixid="01AB"
  mathmlid="U001AB"
  type1="uni01AB"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbt"
  AIP="lhookt"
  description="Latin letter small t with palatal hook"
/>
<data
  plane="0"
  stixid="01AD"
  mathmlid="U001AD"
  type1="uni01AD"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pgt"
  description="t with right-hooked ascender"
/>
<data
  plane="0"
  stixid="01AF"
  mathmlid="U001AF"
  type1="uni01AF"
  mf="4"
  type="A"
  class="A"
  description="Latin capital letter U with horn (Uhorn)"
/>
<data
  plane="0"
  stixid="01B0"
  mathmlid="U001B0"
  type1="uni01B0"
  mf="4"
  type="A"
  class="A"
  description="Latin small letter u with horn (uhorn)"
/>
<data
  plane="0"
  stixid="01BA"
  mathmlid="U001BA"
  type1="uni01BA"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pgz"
  AIP="hookyog"
  description="labialized voiced palato-alveolar fricative"
/>
<data
  plane="0"
  stixid="01BB"
  mathmlid="U001BB"
  type1="uni01BB"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pb4"
  description="voiced alveolar affricate (obsolete)"
/>
<data
  plane="0"
  stixid="01BE"
  mathmlid="U001BE"
  type1="uni01BE"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pb0"
  description="voiceless alveolar affricate (obsolete)"
/>
<data
  plane="0"
  stixid="01C0"
  mathmlid="U001C0"
  type1="uni01C0"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pe1"
  AIP="verline"
  description="dental click"
/>
<data
  plane="0"
  stixid="01C1"
  mathmlid="U001C1"
  type1="uni01C1"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pi1"
  AIP="dverline"
  description="lateral click"
/>
<data
  plane="0"
  stixid="01C2"
  mathmlid="U001C2"
  type1="uni01C2"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pg1"
  ACS="dblplus"
  description="alveolar click"
/>
<data
  plane="0"
  stixid="01C3"
  mathmlid="U001C3"
  type1="uni01C3"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pd1"
  description="retroflex click"
/>
<data
  plane="0"
  stixid="01F0"
  mathmlid="U001F0"
  type1="uni01F0"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbj"
  description="Latin small letter j with hachek"
/>
<data
  plane="0"
  stixid="01FA"
  mathmlid="U001FA"
  type1="uni01FA"
  description="Latin capital letter A with ring above and acute"
/>
<data
  plane="0"
  stixid="01FB"
  mathmlid="U001FB"
  type1="uni01FB"
  description="Latin small letter a with ring above and acute"
/>
<data
  plane="0"
  stixid="01FC"
  mathmlid="U001FC"
  type1="uni01FC"
  description="Latin capital letter AE with acute"
/>
<data
  plane="0"
  stixid="01FD"
  mathmlid="U001FD"
  type1="uni01FD"
  description="Latin small letter ae with acute"
/>
<data
  plane="0"
  stixid="01FE"
  mathmlid="U001FE"
  type1="uni01FE"
  description="Latin capital letter O with stroke and acute"
/>
<data
  plane="0"
  stixid="01FF"
  mathmlid="U001FF"
  type1="uni01FF"
  description="Latin small letter o with stroke and acute"
/>
<data
  flag="B"
  plane="0"
  stixid="0221"
  mathmlid="U00221"
  type1="uni0221"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  elsevier="pid"
  description="LATIN SMALL LETTER D WITH CURL"
/>
<data
  flag="B"
  plane="0"
  stixid="0234"
  mathmlid="U00234"
  type1="uni0234"
  mf="1"
  type="Z"
  class="A"
  description="LATIN SMALL LETTER L WITH CURL"
/>
<data
  flag="B"
  plane="0"
  stixid="0235"
  mathmlid="U00235"
  type1="uni0235"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  elsevier="phn"
  description="LATIN SMALL LETTER N WITH CURL"
/>
<data
  flag="B"
  plane="0"
  stixid="0236"
  mathmlid="U00236"
  type1="uni0236"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  elsevier="pht"
  description="LATIN SMALL LETTER T WITH CURL"
/>
<data
  plane="0"
  stixid="0250"
  mathmlid="U00250"
  type1="uni0250"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pba"
  AIP="inva"
  description="lower-mid central unrounded vowel"
/>
<data
  plane="0"
  stixid="0251"
  mathmlid="U00251"
  type1="uni0251"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pca"
  AIP="opena"
  description="open back unrounded vowel"
/>
<data
  plane="0"
  stixid="0252"
  mathmlid="U00252"
  type1="uni0252"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pda"
  AIP="iopena"
  description="open back rounded vowel"
/>
<data
  plane="0"
  stixid="0253"
  mathmlid="U00253"
  type1="uni0253"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbb"
  description="bilabial implosive"
/>
<data
  plane="0"
  stixid="0254"
  mathmlid="U00254"
  type1="uni0254"
  mf="4"
  rfpapp="F"
  type="A"
  class="B"
  elsevier="pgo"
  AIP="openo"
  description="half-open back rounded vowel"
/>
<data
  plane="0"
  stixid="0255"
  mathmlid="U00255"
  type1="uni0255"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdc"
  AIP="loopc"
  description="voiceless alveolo-palatal fricative"
/>
<data
  plane="0"
  stixid="0256"
  mathmlid="U00256"
  type1="uni0256"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcd"
  AIP="phookd"
  description="voiced retroflex plosive"
/>
<data
  plane="0"
  stixid="0257"
  mathmlid="U00257"
  type1="uni0257"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbd"
  description="dental or alveolar implosive"
/>
<data
  plane="0"
  stixid="0258"
  mathmlid="U00258"
  type1="uni0258"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pde"
  description="upper-mid central unrounded vowel"
/>
<data
  plane="0"
  stixid="0259"
  mathmlid="U00259"
  type1="uni0259"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbe"
  AIP="schwa"
  description="schwa"
/>
<data
  plane="0"
  stixid="025A"
  mathmlid="U0025A"
  type1="uni025A"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pce"
  AIP="hkschwa"
  description="r-colored schwa"
/>
<data
  plane="0"
  stixid="025B"
  mathmlid="U0025B"
  type1="uni025B"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfe"
  AIP="eh"
  description="half-open front unrounded vowel"
/>
<data
  plane="0"
  stixid="025C"
  mathmlid="U0025C"
  type1="uni025C"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pge"
  AIP="backeh"
  description="a variety of schwa"
/>
<data
  plane="0"
  stixid="025D"
  mathmlid="U0025D"
  type1="uni025D"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="phe"
  AIP="hkbkeh"
  description="rhotacized lower-mid central vowel"
/>
<data
  plane="0"
  stixid="025E"
  mathmlid="U0025E"
  type1="uni025E"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pie"
  description="lower-mid central rounded vowel"
/>
<data
  plane="0"
  stixid="025F"
  mathmlid="U0025F"
  type1="uni025F"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcj"
  AIP="invf"
  description="voiced palatal plosive"
/>
<data
  plane="0"
  stixid="0260"
  mathmlid="U00260"
  type1="uni0260"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbg"
  description="implosive velar stop"
/>
<data
  plane="0"
  stixid="0261"
  mathmlid="U00261"
  type1="uni0261"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pag"
  AIP="openg"
  description="voiced velar plosive"
/>
<data
  plane="0"
  stixid="0262"
  mathmlid="U00262"
  type1="uni0262"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcg"
  AIP="smcapg"
  mtcode="0x0262"
  description="voiced uvular plosive"
/>
<data
  plane="0"
  stixid="0263"
  mathmlid="U00263"
  type1="uni0263"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdg"
  AIP="swirlv"
  description="voiced velar fricative"
/>
<data
  plane="0"
  stixid="0264"
  mathmlid="U00264"
  type1="uni0264"
  slack4="?"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="peg"
  AIP="pswirly"
  description="half-close back unrounded vowel = rams horns"
/>
<data
  plane="0"
  stixid="0265"
  mathmlid="U00265"
  type1="uni0265"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="peh"
  AIP="invh"
  description="bilabial-palatal approximant"
/>
<data
  plane="0"
  stixid="0266"
  mathmlid="U00266"
  type1="uni0266"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pch"
  AIP="hokh"
  description="voiced glottal fricative"
/>
<data
  plane="0"
  stixid="0267"
  mathmlid="U00267"
  type1="uni0267"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdh"
  description="voiceless fricative simultaneously palato-alveolar and velar"
/>
<data
  plane="0"
  stixid="0268"
  mathmlid="U00268"
  type1="uni0268"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbi"
  AIP="bari"
  description="close central unrounded vowel"
/>
<data
  plane="0"
  stixid="0269"
  mathmlid="U00269"
  type1="uni0269"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pci"
  description="close-lowered front unrounded vowel"
/>
<data
  plane="0"
  stixid="026A"
  mathmlid="U0026A"
  type1="uni026A"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdi"
  AIP="smcapi"
  mtcode="0x026A"
  description="close-lowered front unrounded vowel (old form)"
/>
<data
  flag="%"
  plane="0"
  stixid="026B"
  mathmlid="U0026B"
  type1="uni026B"
  mf="1"
  type="Z"
  class="A"
  description="velarized voiced alveolar lateral approximant"
/>
<data
  plane="0"
  stixid="026C"
  mathmlid="U0026C"
  type1="uni026C"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcl"
  AIP="chookl"
  description="voiceless lateral dental or alveolar fricative"
/>
<data
  plane="0"
  stixid="026D"
  mathmlid="U0026D"
  type1="uni026D"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdl"
  AIP="rhookl"
  description="retroflex lateral"
/>
<data
  plane="0"
  stixid="026E"
  mathmlid="U0026E"
  type1="uni026E"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  elsevier="pel"
  description="voiced lateral dental or alveolar fricative"
/>
<data
  plane="0"
  stixid="026F"
  mathmlid="U0026F"
  type1="uni026F"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcm"
  AIP="invm"
  description="close back unrounded vowel"
/>
<data
  plane="0"
  stixid="0270"
  mathmlid="U00270"
  type1="uni0270"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdm"
  description="velar approximant"
/>
<data
  plane="0"
  stixid="0271"
  mathmlid="U00271"
  type1="uni0271"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbm"
  AIP="hookm"
  description="labiodental nasal"
/>
<data
  plane="0"
  stixid="0272"
  mathmlid="U00272"
  type1="uni0272"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcn"
  AIP="lhookn"
  description="palatal nasal"
/>
<data
  plane="0"
  stixid="0273"
  mathmlid="U00273"
  type1="uni0273"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pen"
  AIP="hookn"
  description="retroflex nasal"
/>
<data
  plane="0"
  stixid="0274"
  mathmlid="U00274"
  type1="uni0274"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfn"
  AIP="smcapn"
  mtcode="0x0274"
  description="uvular nasal"
/>
<data
  plane="0"
  stixid="0275"
  mathmlid="U00275"
  type1="uni0275"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pco"
  AIP="baro"
  description="rounded schwa"
/>
<data
  plane="0"
  stixid="0276"
  mathmlid="U00276"
  type1="uni0276"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfo"
  mtcode="0x0276"
  description="open front rounded vowel"
/>
<data
  plane="0"
  stixid="0277"
  mathmlid="U00277"
  type1="uni0277"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pio"
  AIP="comega"
  description="close-lowered back rounded vowel"
/>
<data
  plane="0"
  stixid="0278"
  mathmlid="U00278"
  type1="uni0278"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pep"
  AIP="pphi"
  description="voiceless bilabial fricative"
/>
<data
  plane="0"
  stixid="0279"
  mathmlid="U00279"
  type1="uni0279"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="per"
  AIP="invr"
  description="post-alveolar approximant"
/>
<data
  plane="0"
  stixid="027A"
  mathmlid="U0027A"
  type1="uni027A"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pgr"
  AIP="lhookl"
  description="alveolar lateral flap"
/>
<data
  plane="0"
  stixid="027B"
  mathmlid="U0027B"
  type1="uni027B"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfr"
  description="retroflex approximant"
/>
<data
  plane="0"
  stixid="027C"
  mathmlid="U0027C"
  type1="uni027C"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcr"
  description="alveolar fricative trill"
/>
<data
  plane="0"
  stixid="027D"
  mathmlid="U0027D"
  type1="uni027D"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdr"
  AIP="hookr"
  description="retroflex tap or flap"
/>
<data
  plane="0"
  stixid="027E"
  mathmlid="U0027E"
  type1="uni027E"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbr"
  AIP="invscj"
  description="alveolar tap or flap"
/>
<data
  plane="0"
  stixid="027F"
  mathmlid="U0027F"
  type1="uni027F"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pjr"
  description="apical dental vowel"
/>
<data
  plane="0"
  stixid="0280"
  mathmlid="U00280"
  type1="uni0280"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="phr"
  AIP="smcapr"
  mtcode="0x0280"
  description="uvular trill, tap, or flap"
/>
<data
  plane="0"
  stixid="0281"
  mathmlid="U00281"
  type1="uni0281"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pir"
  AIP="invbkr"
  description="voiced uvular fricative"
/>
<data
  plane="0"
  stixid="0282"
  mathmlid="U00282"
  type1="uni0282"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcs"
  AIP="rhooks"
  description="voiceless retroflex fricative"
/>
<data
  plane="0"
  stixid="0283"
  mathmlid="U00283"
  type1="uni0283"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pds"
  AIP="sh"
  description="voiceless palato-alveolar fricative"
/>
<data
  plane="0"
  stixid="0284"
  mathmlid="U00284"
  type1="uni0284"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdj"
  description="implosive palatal stop"
/>
<data
  plane="0"
  stixid="0285"
  mathmlid="U00285"
  type1="uni0285"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pkr"
  description="apical retroflex vowel"
/>
<data
  plane="0"
  stixid="0286"
  mathmlid="U00286"
  type1="uni0286"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pes"
  description="palatalized voiceless palato-alveolar fricative"
/>
<data
  plane="0"
  stixid="0287"
  mathmlid="U00287"
  type1="uni0287"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pet"
  AIP="invt"
  description="dental or alveolar click"
/>
<data
  plane="0"
  stixid="0288"
  mathmlid="U00288"
  type1="uni0288"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pct"
  AIP="rhookt"
  description="voiceless retroflex plosive"
/>
<data
  plane="0"
  stixid="0289"
  mathmlid="U00289"
  type1="uni0289"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbu"
  AIP="baru"
  description="close central rounded vowel"
/>
<data
  plane="0"
  stixid="028A"
  mathmlid="U0028A"
  type1="uni028A"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcu"
  AIP="capomega"
  description="close-lowered back rounded vowel (old form)"
/>
<data
  plane="0"
  stixid="028B"
  mathmlid="U0028B"
  type1="uni028B"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbv"
  description="labiodental approximant"
/>
<data
  plane="0"
  stixid="028C"
  mathmlid="U0028C"
  type1="uni028C"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pga"
  AIP="invv"
  description="half-open back unrounded vowel"
/>
<data
  plane="0"
  stixid="028D"
  mathmlid="U0028D"
  type1="uni028D"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbw"
  AIP="invw"
  description="voiceless labial-velar fricative"
/>
<data
  plane="0"
  stixid="028E"
  mathmlid="U0028E"
  type1="uni028E"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pby"
  AIP="pinvy"
  description="palatal lateral"
/>
<data
  plane="0"
  stixid="028F"
  mathmlid="U0028F"
  type1="uni028F"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcy"
  AIP="smcapy"
  mtcode="0x028F"
  description="close-lowered front rounded vowel"
/>
<data
  plane="0"
  stixid="0290"
  mathmlid="U00290"
  type1="uni0290"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdz"
  AIP="rhookz"
  description="voiced retroflex fricative"
/>
<data
  plane="0"
  stixid="0291"
  mathmlid="U00291"
  type1="uni0291"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcz"
  AIP="loopz"
  description="voiced alveolo-palatal fricative"
/>
<data
  plane="0"
  stixid="0292"
  mathmlid="U00292"
  type1="uni0292"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pez"
  AIP="yog"
  description="voiced palato-alveolar fricative"
/>
<data
  plane="0"
  stixid="0293"
  mathmlid="U00293"
  type1="uni0293"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfz"
  description="palatalized voiced palato-alveolar fricative"
/>
<data
  plane="0"
  stixid="0294"
  mathmlid="U00294"
  type1="uni0294"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pa1"
  AIP="glottal"
  description="glottal plosive"
/>
<data
  plane="0"
  stixid="0295"
  mathmlid="U00295"
  type1="uni0295"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pc1"
  AIP="backglot"
  description="voiced pharyngeal fricative"
/>
<data
  plane="0"
  stixid="0296"
  mathmlid="U00296"
  type1="uni0296"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pb1"
  AIP="invglot"
  description="alveolar lateral click"
/>
<data
  plane="0"
  stixid="0297"
  mathmlid="U00297"
  type1="uni0297"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pec"
  AIP="lghook"
  description="alveolar median click"
/>
<data
  plane="0"
  stixid="0298"
  mathmlid="U00298"
  type1="uni0298"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbo"
  AIP="beye"
  description="bilabial click"
/>
<data
  plane="0"
  stixid="0299"
  mathmlid="U00299"
  type1="uni0299"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pcb"
  mtcode="0x0299"
  description="bilabial trill"
/>
<data
  flag="%"
  plane="0"
  stixid="029A"
  mathmlid="U0029A"
  type1="uni029A"
  mf="2"
  type="B"
  class="A"
  description="lower-mid front rounded vowel"
/>
<data
  plane="0"
  stixid="029B"
  mathmlid="U0029B"
  type1="uni029B"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfg"
  description="voiced uvular implosive"
/>
<data
  plane="0"
  stixid="029C"
  mathmlid="U0029C"
  type1="uni029C"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfh"
  mtcode="0x029C"
  description="voiceless epiglotto-pharyngeal fricative"
/>
<data
  plane="0"
  stixid="029D"
  mathmlid="U0029D"
  type1="uni029D"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pej"
  description="voiced palatal fricative"
/>
<data
  plane="0"
  stixid="029E"
  mathmlid="U0029E"
  type1="uni029E"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pck"
  AIP="invk"
  description="velar click (proposed)"
/>
<data
  flag="%"
  plane="0"
  stixid="029F"
  mathmlid="U0029F"
  type1="uni029F"
  mf="2"
  type="B"
  class="A"
  mtcode="0x029F"
  description="velar lateral approximant"
/>
<data
  flag="%"
  plane="0"
  stixid="02A0"
  mathmlid="U002A0"
  type1="uni02A0"
  mf="2"
  type="B"
  class="A"
  description="voiceless uvular implosive"
/>
<data
  plane="0"
  stixid="02A1"
  mathmlid="U002A1"
  type1="uni02A1"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pa0"
  description="voiced epiglottal-pharyngeal stop"
/>
<data
  plane="0"
  stixid="02A2"
  mathmlid="U002A2"
  type1="uni02A2"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pc0"
  description="voiced epiglottal-pharyngeal fricative"
/>
<data
  flag="%"
  plane="0"
  stixid="02A3"
  mathmlid="U002A3"
  type1="uni02A3"
  mf="2"
  type="B"
  class="A"
  description="voiced dental affricate"
/>
<data
  plane="0"
  stixid="02A4"
  mathmlid="U002A4"
  type1="uni02A4"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdd"
  description="voiced postalveolar affricate"
/>
<data
  flag="%"
  plane="0"
  stixid="02A5"
  mathmlid="U002A5"
  type1="uni02A5"
  mf="2"
  type="B"
  class="A"
  description="voiced alveolo-palatal affricate"
/>
<data
  flag="%"
  plane="0"
  stixid="02A6"
  mathmlid="U002A6"
  type1="uni02A6"
  mf="2"
  type="B"
  class="A"
  description="voiceless dental affricate"
/>
<data
  plane="0"
  stixid="02A7"
  mathmlid="U002A7"
  type1="uni02A7"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdt"
  description="voiceless postalveolar affricate"
/>
<data
  flag="%"
  plane="0"
  stixid="02A8"
  mathmlid="U002A8"
  type1="uni02A8"
  mf="2"
  type="B"
  class="A"
  description="voiceless alveolo-palatal affricate"
/>
<data
  flag="B"
  plane="0"
  stixid="02AE"
  mathmlid="U002AE"
  type1="uni02AE"
  mf="1"
  type="Z"
  class="A"
  description="LATIN SMALL LETTER TURNED H WITH FISHHOOK"
/>
<data
  flag="B"
  plane="0"
  stixid="02AF"
  mathmlid="U002AF"
  type1="uni02AF"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  elsevier="pgh"
  description="LATIN SMALL LETTER TURNED H WITH FISHHOOK AND TAIL"
/>
<data
  flag="%"
  plane="0"
  stixid="02B1"
  mathmlid="U002B1"
  type1="uni02B1"
  mf="2"
  type="B"
  class="A"
  description="modifier letter small h with hook, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02B4"
  mathmlid="U002B4"
  type1="uni02B4"
  mf="2"
  type="B"
  class="A"
  description="modifier letter small turned r, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02B5"
  mathmlid="U002B5"
  type1="uni02B5"
  mf="2"
  type="B"
  class="A"
  description="modifier letter small turned r with hook, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02B6"
  mathmlid="U002B6"
  type1="uni02B6"
  mf="2"
  type="B"
  class="A"
  description="modifier letter small capital inverted R, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02B9"
  mathmlid="U002B9"
  type1="uni02B9"
  mf="2"
  type="B"
  description="modifier letter prime"
/>
<data
  plane="0"
  stixid="02BA"
  mathmlid="U002BA"
  type1="uni02BA"
  mf="2"
  rfpapp="F"
  type="B"
  elsevier="pa6"
  description="phonetic accent '' extra high"
/>
<data
  plane="0"
  stixid="02BB"
  mathmlid="U002BB"
  type1="uni02BB"
  mf="4"
  rfpapp="F"
  type="Q"
  class="O"
  elsevier="pl2"
  AIP="lsquot"
  description="quote, single, left"
/>
<data
  plane="0"
  stixid="02BC"
  mathmlid="U002BC"
  type1="uni02BC"
  mf="2"
  rfpapp="F"
  type="B"
  elsevier="pj2"
  texsource="A"
  tex="\rasp"
  AIP="rsquot"
  description="modifier letter apostrophe"
/>
<data
  plane="0"
  stixid="02BD"
  mathmlid="U002BD"
  type1="uni02BD"
  mf="2"
  rfpapp="F"
  type="B"
  elsevier="pk2"
  texsource="A"
  tex="\lasp"
  AIP="invlquot"
  description="modifier letter reversed comma"
/>
<data
  flag="%"
  plane="0"
  stixid="02BE"
  mathmlid="U002BE"
  type1="uni02BE"
  mf="2"
  type="D"
  mtcode="0x02BE"
  description="half-ring, right superscript, spacing diacritic"
/>
<data
  plane="0"
  stixid="02BF"
  mathmlid="U002BF"
  type1="uni02BF"
  mf="2"
  type="D"
  mtcode="0x02BF"
  description="Modifier letter left half ring"
/>
<data
  flag="%"
  plane="0"
  stixid="02C0"
  mathmlid="U002C0"
  type1="uni02C0"
  mf="2"
  type="D"
  description="modifier letter glottal stop, small, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02C1"
  mathmlid="U002C1"
  type1="uni02C1"
  mf="2"
  type="D"
  description="modifier letter reversed glottal stop, small, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02C2"
  mathmlid="U002C2"
  type1="uni02C2"
  mf="2"
  type="D"
  description="modifier letter left arrowhead, superscript, fronted articulation"
/>
<data
  flag="%"
  plane="0"
  stixid="02C3"
  mathmlid="U002C3"
  type1="uni02C3"
  mf="2"
  type="D"
  description="modifier letter right arrowhead, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02C4"
  mathmlid="U002C4"
  type1="uni02C4"
  mf="2"
  type="D"
  description="modifier letter up arrowhead, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02C5"
  mathmlid="U002C5"
  type1="uni02C5"
  mf="2"
  type="D"
  description="modifier letter down arrowhead, superscript"
/>
<data
  flag="="
  plane="0"
  stixid="02C6"
  mathmlid="U002C6"
  type1="circumflex"
  mf="2"
  type="D"
  mtcode="0x02C6"
  description="modifier letter rise-fall contour tone bar"
/>
<data
  flag="+"
  plane="0"
  stixid="02C6"
  mathmlid="U002C6"
  type1="circumflex"
  mf="2"
  type="D"
  description="rise-fall pitch"
/>
<data
  flag="="
  plane="0"
  stixid="02C7"
  mathmlid="U002C7"
  type1="caron"
  mf="2"
  type="D"
  mtcode="0x02C7"
  description="modifier letter fall-rise contour tone bar"
/>
<data
  flag="+"
  plane="0"
  stixid="02C7"
  mathmlid="U002C7"
  type1="caron"
  mf="2"
  type="D"
  description="fall-rise pitch"
/>
<data
  plane="0"
  stixid="02C8"
  mathmlid="U002C8"
  type1="uni02C8"
  mf="2"
  rfpapp="F"
  type="D"
  elsevier="pd2"
  description="less rounded"
/>
<data
  flag="%"
  plane="0"
  stixid="02C9"
  mathmlid="U002C9"
  type1="uni02C9"
  mf="2"
  type="D"
  description="high level pitch"
/>
<data
  flag="%"
  plane="0"
  stixid="02CA"
  mathmlid="U002CA"
  type1="uni02CA"
  mf="2"
  type="D"
  description="high rising pitch"
/>
<data
  flag="%"
  plane="0"
  stixid="02CB"
  mathmlid="U002CB"
  type1="uni02CB"
  mf="2"
  type="D"
  description="high falling pitch"
/>
<data
  plane="0"
  stixid="02CC"
  mathmlid="U002CC"
  type1="uni02CC"
  mf="2"
  rfpapp="F"
  type="D"
  elsevier="pe2"
  description="secondary stress"
/>
<data
  flag="%"
  plane="0"
  stixid="02CD"
  mathmlid="U002CD"
  type1="uni02CD"
  mf="2"
  type="D"
  description="low level pitch"
/>
<data
  flag="%"
  plane="0"
  stixid="02CE"
  mathmlid="U002CE"
  type1="uni02CE"
  mf="2"
  type="D"
  description="low falling pitch"
/>
<data
  flag="%"
  plane="0"
  stixid="02CF"
  mathmlid="U002CF"
  type1="uni02CF"
  mf="2"
  type="D"
  description="low rising pitch"
/>
<data
  plane="0"
  stixid="02D0"
  mathmlid="U002D0"
  type1="uni02D0"
  mf="2"
  rfpapp="F"
  type="D"
  elsevier="pi2"
  AIP="length"
  description="long"
/>
<data
  plane="0"
  stixid="02D1"
  mathmlid="U002D1"
  type1="uni02D1"
  mf="2"
  rfpapp="F"
  type="D"
  elsevier="ph2"
  AIP="plength"
  description="half-long"
/>
<data
  plane="0"
  stixid="02D2"
  mathmlid="U002D2"
  type1="uni02D2"
  mf="2"
  rfpapp="F"
  type="D"
  elsevier="pn2"
  AIP="lsemi"
  description="more rounded"
/>
<data
  plane="0"
  stixid="02D3"
  mathmlid="U002D3"
  type1="uni02D3"
  mf="2"
  rfpapp="F"
  type="D"
  elsevier="pm2"
  AIP="rsemi"
  description="stressed"
/>
<data
  plane="0"
  stixid="02D4"
  mathmlid="U002D4"
  type1="uni02D4"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pb2"
  AIP="highmod"
  description="raised (in-line diacritic)"
/>
<data
  plane="0"
  stixid="02D5"
  mathmlid="U002D5"
  type1="uni02D5"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pc2"
  AIP="lowmod"
  description="lowered (in-line diacritic)"
/>
<data
  flag="%"
  plane="0"
  stixid="02D6"
  mathmlid="U002D6"
  type1="uni02D6"
  mf="2"
  type="D"
  class="D"
  description="advanced (in-line diacritic)"
/>
<data
  plane="0"
  stixid="02D8"
  mathmlid="U002D8"
  type1="breve"
  mf="2"
  type="D"
  class="D"
  mtcode="0x02D8"
  description="Breve"
/>
<data
  plane="0"
  stixid="02D9"
  mathmlid="U002D9"
  type1="dotaccent"
  mf="2"
  type="D"
  class="D"
  mtcode="0x02D9"
  description="Dot above"
/>
<data
  plane="0"
  stixid="02DA"
  mathmlid="U002DA"
  type1="ring"
  mf="2"
  type="D"
  class="D"
  mtcode="0x02DA"
  description="Ring above"
/>
<data
  plane="0"
  stixid="02DB"
  mathmlid="U002DB"
  type1="ogonek"
  mf="2"
  type="D"
  class="D"
  mtcode="0x02DB"
  description="Ogonek"
/>
<data
  plane="0"
  stixid="02DC"
  mathmlid="U002DC"
  type1="smalltilde"
  mf="2"
  type="D"
  class="D"
  mtcode="0x02DC"
  description="Small tilde"
/>
<data
  plane="0"
  stixid="02DD"
  mathmlid="U002DD"
  type1="hungarumlaut"
  mf="2"
  type="D"
  class="D"
  mtcode="0x02DD"
  description="Double acute accent"
/>
<data
  flag="%"
  plane="0"
  stixid="02DE"
  mathmlid="U002DE"
  type1="uni02DE"
  mf="2"
  type="D"
  class="D"
  description="modifier appendage rhotic hook"
/>
<data
  flag="%"
  plane="0"
  stixid="02E0"
  mathmlid="U002E0"
  type1="uni02E0"
  mf="2"
  type="D"
  class="D"
  description="modifier letter small gamma, superscript"
/>
<data
  flag="%"
  plane="0"
  stixid="02E4"
  mathmlid="U002E4"
  type1="uni02E4"
  mf="2"
  type="D"
  class="D"
  description="modifier letter reversed glottal stop, superscript"
/>
<data
  plane="0"
  stixid="02E5"
  mathmlid="U002E5"
  type1="uni02E5"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pa7"
  description="modifier letter extra-high level tone bar"
/>
<data
  plane="0"
  stixid="02E6"
  mathmlid="U002E6"
  type1="uni02E6"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pf7"
  description="modifier letter high level tone bar"
/>
<data
  plane="0"
  stixid="02E7"
  mathmlid="U002E7"
  type1="uni02E7"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pg7"
  description="modifier letter mid-level tone bar"
/>
<data
  plane="0"
  stixid="02E8"
  mathmlid="U002E8"
  type1="uni02E8"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="ph7"
  description="modifier letter low level tone bar"
/>
<data
  plane="0"
  stixid="02E9"
  mathmlid="U002E9"
  type1="uni02E9"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pb7"
  description="modifier letter extra-low level tone bar"
/>
<data
  plane="0"
  stixid="0300"
  mathmlid="U00300"
  type1="uni0300"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="grave"
  entityset="ISODIA"
  elsevier="cab"
  texsource="P"
  tex="\grave"
  APS="d13"
  AIP="grave"
  IEEE="\grave"
  mtcode="0x0300"
  description="grave accent"
/>
<data
  plane="0"
  stixid="0301"
  mathmlid="U00301"
  type1="uni0301"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="acute"
  entityset="ISODIA"
  elsevier="caa"
  texsource="P"
  tex="\acute"
  APS="d12"
  AIP="acute"
  IEEE="\acute"
  mtcode="0x0301"
  description="acute accent"
/>
<data
  plane="0"
  stixid="0302"
  mathmlid="U00302"
  type1="uni0302"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="circ"
  entityset="ISODIA"
  elsevier="cad"
  texsource="P"
  tex="\hat"
  APS="d4"
  AIP="caret"
  IEEE="\hat"
  mtcode="0x0302"
  description="circumflex accent"
/>
<data
  flag="#"
  plane="0"
  stixid="0302"
  mathmlid="U00302"
  type1="uni0302.size1"
  mf="5"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdhat"
  texsource="P"
  tex="\widehat"
  APS="d14"
  AIP="dbgcaret"
  IEEE="\widehat"
  description="hat accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0302"
  mathmlid="U00302"
  type1="uni0302.size2"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdhat"
  texsource="P"
  tex="\widehat"
  APS="d14"
  AIP="dbgcaret"
  IEEE="\widehat"
  description="hat accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0302"
  mathmlid="U00302"
  type1="uni0302.size3"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdhat"
  texsource="P"
  tex="\widehat"
  APS="d14"
  AIP="dbgcaret"
  IEEE="\widehat"
  description="hat accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0302"
  mathmlid="U00302"
  type1="uni0302.size4"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdhat"
  texsource="P"
  tex="\widehat"
  APS="d14"
  AIP="dbgcaret"
  IEEE="\widehat"
  description="hat accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0302"
  mathmlid="U00302"
  type1="uni0302.size5"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdhat"
  texsource="P"
  tex="\widehat"
  APS="d14"
  AIP="dbgcaret"
  IEEE="\widehat"
  description="hat accent (multiple characters and non-spacing)"
/>
<data
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="tilde"
  entityset="ISODIA"
  elsevier="cai"
  texsource="P"
  tex="\tilde"
  APS="d5"
  AIP="tilde"
  IEEE="\tilde"
  mtcode="0x0303"
  description="tilde"
/>
<data
  flag="+"
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303"
  mf="0"
  rfpapp="f"
  type="D"
  class="D"
  description="nasalized (non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303.size1"
  mf="5"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdtilde"
  texsource="P"
  tex="\widetilde"
  APS="d15"
  AIP="dbigwig"
  IEEE="\widetilde"
  description="tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303.size2"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdtilde"
  texsource="P"
  tex="\widetilde"
  APS="d15"
  AIP="dbigwig"
  IEEE="\widetilde"
  description="tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303.size3"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdtilde"
  texsource="P"
  tex="\widetilde"
  APS="d15"
  AIP="dbigwig"
  IEEE="\widetilde"
  description="tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303.size4"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdtilde"
  texsource="P"
  tex="\widetilde"
  APS="d15"
  AIP="dbigwig"
  IEEE="\widetilde"
  description="tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0303"
  mathmlid="U00303"
  type1="uni0303.size5"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdtilde"
  texsource="P"
  tex="\widetilde"
  APS="d15"
  AIP="dbigwig"
  IEEE="\widetilde"
  description="tilde accent (multiple characters and non-spacing)"
/>
<data
  plane="0"
  stixid="0304"
  mathmlid="U00304"
  type1="uni0304"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="macr"
  entityset="ISODIA"
  elsevier="cam"
  texsource="P"
  tex="\bar"
  APS="d1"
  AIP="macr"
  IEEE="\bar"
  mtcode="0x0304"
  pi="5 23"
  description="macron"
/>
<data
  plane="0"
  stixid="0305"
  mathmlid="U00305"
  type1="uni0305"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  mtcode="0x0305"
  pi="3 B7"
  description="Overbar embellishment"
/>
<data
  plane="0"
  stixid="0306"
  mathmlid="U00306"
  type1="uni0306"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="breve"
  entityset="ISODIA"
  elsevier="caj"
  texsource="P"
  tex="\breve"
  APS="d11"
  AIP="breve"
  IEEE="\breve"
  wolfram="Breve"
  mtcode="0x0306"
  description="breve"
/>
<data
  flag="+"
  plane="0"
  stixid="0306"
  mathmlid="U00306"
  type1="uni0306"
  mf="0"
  rfpapp="f"
  type="D"
  class="D"
  wolfram="Breve"
  description="non-syllabic (non-spacing)"
/>
<data
  plane="0"
  stixid="0307"
  mathmlid="U00307"
  type1="uni0307"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="dot"
  entityset="ISODIA"
  elsevier="cao"
  texsource="P"
  tex="\dot"
  APS="d2"
  AIP="dot"
  IEEE="\dot"
  mtcode="0x0307"
  pi="5 7E"
  description="dot above"
/>
<data
  flag="+"
  plane="0"
  stixid="0307"
  mathmlid="U00307"
  type1="uni0307"
  mf="0"
  rfpapp="f"
  type="D"
  class="D"
  description="palatalized (non-spacing)"
/>
<data
  plane="0"
  stixid="0308"
  mathmlid="U00308"
  type1="uni0308"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="die"
  entityset="ISODIA"
  elsevier="cae"
  texsource="P"
  tex="\ddot"
  APS="d3"
  AIP="uml"
  IEEE="\ddot"
  wolfram="DoubleDot"
  mtcode="0x0308"
  description="dieresis"
/>
<data
  flag="+"
  plane="0"
  stixid="0308"
  mathmlid="U00308"
  type1="uni0308"
  mf="0"
  rfpapp="f"
  type="D"
  class="D"
  wolfram="DoubleDot"
  description="centralized (non-spacing)"
/>
<data
  flag="+"
  plane="0"
  stixid="0308"
  mathmlid="U00308"
  type1="uni0308"
  slack4="?"
  mf="0"
  type="D"
  class="D"
  entity="Dot"
  entityset="ISOTECH"
  APS="Dot"
  description="dieresis or umlaut mark"
/>
<data
  plane="0"
  stixid="0309"
  mathmlid="U00309"
  type1="uni0309"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining hook above"
/>
<data
  plane="0"
  stixid="030A"
  mathmlid="U0030A"
  type1="uni030A"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="ring"
  entityset="ISODIA"
  elsevier="cag"
  texsource="A"
  tex="\ocirc"
  AIP="ring"
  mtcode="0x030A"
  description="ring"
/>
<data
  plane="0"
  stixid="030B"
  mathmlid="U0030B"
  type1="uni030B"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="dblac"
  entityset="ISODIA"
  elsevier="cac"
  texsource="P"
  tex="\H"
  AIP="dblac"
  pi="5 55"
  description="double acute accent"
/>
<data
  plane="0"
  stixid="030C"
  mathmlid="U0030C"
  type1="uni030C"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="caron"
  entityset="ISODIA"
  elsevier="cak"
  texsource="P"
  tex="\check"
  APS="d9"
  AIP="hacek"
  IEEE="\check"
  wolfram="Hacek"
  mtcode="0x030C"
  description="caron"
/>
<data
  flag="#"
  plane="0"
  stixid="030C"
  mathmlid="U0030C"
  type1="uni030C.size1"
  mf="5"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdcheck"
  tex="\widecheck"
  description="check accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="030C"
  mathmlid="U0030C"
  type1="uni030C.size2"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdcheck"
  tex="\widecheck"
  description="check accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="030C"
  mathmlid="U0030C"
  type1="uni030C.size3"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdcheck"
  tex="\widecheck"
  description="check accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="030C"
  mathmlid="U0030C"
  type1="uni030C.size4"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdcheck"
  tex="\widecheck"
  description="check accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="030C"
  mathmlid="U0030C"
  type1="uni030C.size5"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdcheck"
  tex="\widecheck"
  description="check accent (multiple characters and non-spacing)"
/>
<data
  plane="0"
  stixid="030D"
  mathmlid="U0030D"
  type1="uni030D"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  AIP="vlinea"
  description="combining vertical line above"
/>
<data
  plane="0"
  stixid="030E"
  mathmlid="U0030E"
  type1="uni030E"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining double vertical line above"
/>
<data
  plane="0"
  stixid="030F"
  mathmlid="U0030F"
  type1="uni030F"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="dblgrav"
  description="double grave accent"
/>
<data
  flag="+"
  plane="0"
  stixid="030F"
  mathmlid="U0030F"
  type1="uni030F"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pb6"
  description="phonetic accent `` extra low"
/>
<data
  plane="0"
  stixid="0310"
  mathmlid="U00310"
  type1="uni0310"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  tex="\candra"
  AIP="brevedot"
  description="candrabindu (non-spacing)"
/>
<data
  plane="0"
  stixid="0311"
  mathmlid="U00311"
  type1="uni0311"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pq2"
  tex="\overarc"
  AIP="dBreve"
  wolfram="DownBreve"
  pi="5 58"
  description="breve, inverted (non-spacing)"
/>
<data
  plane="0"
  stixid="0312"
  mathmlid="U00312"
  type1="uni0312"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining turned comma above"
/>
<data
  flag="%"
  plane="0"
  stixid="0313"
  mathmlid="U00313"
  type1="uni0313"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="Greek psili (smooth breathing) (non-spacing)"
/>
<data
  flag="%"
  plane="0"
  stixid="0314"
  mathmlid="U00314"
  type1="uni0314"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="Greek dasia (rough breathing) (non-spacing)"
/>
<data
  plane="0"
  stixid="0315"
  mathmlid="U00315"
  type1="uni0315"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining comma above right"
/>
<data
  plane="0"
  stixid="0316"
  mathmlid="U00316"
  type1="uni0316"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  AIP="dugrave"
  description="combining grave accent below"
/>
<data
  plane="0"
  stixid="0317"
  mathmlid="U00317"
  type1="uni0317"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  AIP="duacute"
  description="combining acute accent below"
/>
<data
  plane="0"
  stixid="0318"
  mathmlid="U00318"
  type1="uni0318"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pf3"
  description="left tack below (non-spacing)"
/>
<data
  flag="+"
  plane="0"
  stixid="0318"
  mathmlid="U00318"
  type1="uni0318"
  mf="0"
  rfpapp="D"
  type="N"
  AIP="frntmod"
  description="front modifier (cf. 0318)"
/>
<data
  plane="0"
  stixid="0319"
  mathmlid="U00319"
  type1="uni0319"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pg3"
  description="right tack below (non-spacing)"
/>
<data
  flag="+"
  plane="0"
  stixid="0319"
  mathmlid="U00319"
  type1="uni0319"
  mf="0"
  rfpapp="d"
  type="N"
  AIP="backmod"
  description="back modifier (cf. 0319)"
/>
<data
  plane="0"
  stixid="031A"
  mathmlid="U0031A"
  type1="uni031A"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pg2"
  AIP="droang"
  description="left angle above (non-spacing)"
/>
<data
  flag="%"
  plane="0"
  stixid="031C"
  mathmlid="U0031C"
  type1="uni031C"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="open (non-spacing)"
/>
<data
  flag="%"
  plane="0"
  stixid="031D"
  mathmlid="U0031D"
  type1="uni031D"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="raised (inferior diacritic) (non-spacing)"
/>
<data
  flag="%"
  plane="0"
  stixid="031E"
  mathmlid="U0031E"
  type1="uni031E"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="lowered (inferior diacritic) (non-spacing)"
/>
<data
  flag="%"
  plane="0"
  stixid="031F"
  mathmlid="U0031F"
  type1="uni031F"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="advanced (inferior diacritic) (non-spacing)"
/>
<data
  plane="0"
  stixid="0321"
  mathmlid="U00321"
  type1="uni0321"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="po2"
  description="palatalized (non-spacing)"
/>
<data
  plane="0"
  stixid="0322"
  mathmlid="U00322"
  type1="uni0322"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pp2"
  description="retroflex (non-spacing)"
/>
<data
  plane="0"
  stixid="0323"
  mathmlid="U00323"
  type1="uni0323"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="udot"
  texsource="P"
  tex="\d"
  AIP="dundot"
  springer="&amp;dotb;"
  mtcode="0x0323"
  pi="5 2A"
  description="close (non-spacing), combining underdot"
/>
<data
  plane="0"
  stixid="0324"
  mathmlid="U00324"
  type1="uni0324"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="uddot"
  AIP="ddundot"
  springer="&amp;umlb;"
  mtcode="0x0324"
  description="breathy-voiced (inferior two dots) (non-spacing)"
/>
<data
  plane="0"
  stixid="0325"
  mathmlid="U00325"
  type1="uni0325"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="uring"
  AIP="uring"
  description="voiceless (non-spacing) [combining ring below]"
/>
<data
  plane="0"
  stixid="0326"
  mathmlid="U00326"
  type1="uni0326"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="ucomma"
  elsevier="cah"
  pi="5 28"
  description="combining comma below"
/>
<data
  plane="0"
  stixid="0327"
  mathmlid="U00327"
  type1="uni0327"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="cedil"
  entityset="ISODIA"
  elsevier="cal"
  texsource="P"
  tex="\c"
  AIP="cedil"
  wolfram="Cedilla"
  mtcode="0x0327"
  description="cedilla"
/>
<data
  plane="0"
  stixid="0328"
  mathmlid="U00328"
  type1="uni0328"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="ogon"
  entityset="ISODIA"
  elsevier="cax"
  texsource="A"
  tex="\k"
  AIP="hook"
  description="ogonek"
/>
<data
  plane="0"
  stixid="0329"
  mathmlid="U00329"
  type1="uni0329"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pf2"
  AIP="vlineb"
  description="syllabic (non-spacing)"
/>
<data
  plane="0"
  stixid="032A"
  mathmlid="U0032A"
  type1="uni032A"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pa2"
  AIP="denart"
  description="dental (non-spacing)"
/>
<data
  plane="0"
  stixid="032B"
  mathmlid="U0032B"
  type1="uni032B"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pb3"
  AIP="labil"
  description="labialized (non-spacing)"
/>
<data
  plane="0"
  stixid="032C"
  mathmlid="U0032C"
  type1="uni032C"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="ucaron"
  description="voiced (non-spacing)"
/>
<data
  plane="0"
  stixid="032D"
  mathmlid="U0032D"
  type1="uni032D"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="ucirc"
  description="circumflex below (non-spacing)"
/>
<data
  plane="0"
  stixid="032E"
  mathmlid="U0032E"
  type1="uni032E"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="ubreve"
  springer="&amp;breveb;"
  description="breve below (non-spacing)"
/>
<data
  plane="0"
  stixid="032F"
  mathmlid="U0032F"
  type1="uni032F"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pr2"
  description="breve below, inverted (non-spacing)"
/>
<data
  plane="0"
  stixid="0330"
  mathmlid="U00330"
  type1="uni0330"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="utilde"
  AIP="duntilde"
  IEEE="\undertilde"
  mtcode="0x0330"
  description="combining tilde below"
/>
<data
  flag="#"
  plane="0"
  stixid="0330"
  mathmlid="U00330"
  type1="uni0330.size1"
  mf="5"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdutilde"
  tex="\wideutilde"
  IEEE="\wideundertilde"
  description="under tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0330"
  mathmlid="U00330"
  type1="uni0330.size2"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdutilde"
  tex="\wideutilde"
  IEEE="\wideundertilde"
  description="under tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0330"
  mathmlid="U00330"
  type1="uni0330.size3"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdutilde"
  tex="\wideutilde"
  IEEE="\wideundertilde"
  description="under tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0330"
  mathmlid="U00330"
  type1="uni0330.size4"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdutilde"
  tex="\wideutilde"
  IEEE="\wideundertilde"
  description="under tilde accent (multiple characters and non-spacing)"
/>
<data
  flag="#"
  plane="0"
  stixid="0330"
  mathmlid="U00330"
  type1="uni0330.size5"
  mf="0"
  rfpapp="D"
  type="W"
  class="D"
  entity="wdutilde"
  tex="\wideutilde"
  IEEE="\wideundertilde"
  description="under tilde accent (multiple characters and non-spacing)"
/>
<data
  plane="0"
  stixid="0331"
  mathmlid="U00331"
  type1="uni0331"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  texsource="P"
  tex="\underbar"
  AIP="underbar"
  IEEE="\b"
  springer="&amp;lineb;"
  mtcode="0x0331"
  pi="5 49"
  description="retracted (inferior diacritic) (non-spacing)"
/>
<data
  plane="0"
  stixid="0332"
  mathmlid="U00332"
  type1="uni0332"
  mf="2"
  type="D"
  class="D"
  description="combining low line"
/>
<data
  plane="0"
  stixid="0333"
  mathmlid="U00333"
  type1="uni0333"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  entity="2lowbar"
  AIP="d2lowbar"
  description="combining double low line, double underbar"
/>
<data
  flag="%"
  plane="0"
  stixid="0334"
  mathmlid="U00334"
  type1="uni0334"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="velarized or pharyngealized (non-spacing)"
/>
<data
  plane="0"
  stixid="0335"
  mathmlid="U00335"
  type1="uni0335"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pc5"
  description="short stroke overlay, horizontal mid-level (non-spacing)"
/>
<data
  plane="0"
  stixid="0336"
  mathmlid="U00336"
  type1="uni0336"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pb5"
  description="long stroke overlay, mid-level (non-spacing)"
/>
<data
  plane="0"
  stixid="0337"
  mathmlid="U00337"
  type1="uni0337"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="cay"
  description="combining short solidus overlay"
/>
<data
  plane="0"
  stixid="0338"
  mathmlid="U00338"
  type1="uni0338"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="caz"
  texsource="P"
  tex="\not"
  AIP="slash"
  mtcode="0x0338"
  description="combining long solidus overlay"
/>
<data
  flag="#"
  plane="0"
  stixid="0338"
  mathmlid="U00338"
  type1="uni0338.xxx"
  mf="5"
  rfpapp="D"
  type="N"
  description="slash to be combined with existing symbols to form slashed versions"
/>
<data
  flag="#"
  plane="0"
  stixid="0338"
  mathmlid="U00338"
  type1="uni0338.xxx"
  mf="0"
  rfpapp="D"
  type="N"
  description="slash to be combined with existing symbols to form slashed versions"
/>
<data
  flag="#"
  plane="0"
  stixid="0338"
  mathmlid="U00338"
  type1="uni0338.xxx"
  mf="0"
  rfpapp="D"
  type="N"
  description="slash to be combined with existing symbols to form slashed versions"
/>
<data
  flag="#"
  plane="0"
  stixid="0338"
  mathmlid="U00338"
  type1="uni0338.xxx"
  mf="0"
  rfpapp="D"
  type="N"
  description="slash to be combined with existing symbols to form slashed versions"
/>
<data
  flag="#"
  plane="0"
  stixid="0338"
  mathmlid="U00338"
  type1="uni0338.xxx"
  mf="0"
  rfpapp="D"
  type="N"
  description="slash to be combined with existing symbols to form slashed versions"
/>
<data
  plane="0"
  stixid="0339"
  mathmlid="U00339"
  type1="uni0339"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining right half ring below"
/>
<data
  plane="0"
  stixid="033A"
  mathmlid="U0033A"
  type1="uni033A"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pa5"
  description="bridge below, inverted (non-spacing)"
/>
<data
  flag="+"
  plane="0"
  stixid="033A"
  mathmlid="U0033A"
  type1="uni033A"
  utc1="4X33"
  utc2="DX82"
  mf="3"
  rfpapp="D"
  type="F"
  entity="udrbrk"
  wolfram="UnderBracket"
  description="under bracket"
/>
<data
  plane="0"
  stixid="033B"
  mathmlid="U0033B"
  type1="uni033B"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pa3"
  description="square below (non-spacing)"
/>
<data
  plane="0"
  stixid="033C"
  mathmlid="U0033C"
  type1="uni033C"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pe3"
  description="seagull below (non-spacing)"
/>
<data
  flag="%"
  plane="0"
  stixid="033D"
  mathmlid="U0033D"
  type1="uni033D"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="pq3"
  AIP="pcross"
  description="x above, non-spacing"
/>
<data
  plane="0"
  stixid="033E"
  mathmlid="U0033E"
  type1="uni033E"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining vertical tilde"
/>
<data
  plane="0"
  stixid="033F"
  mathmlid="U0033F"
  type1="uni033F"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining double overline"
/>
<data
  plane="0"
  stixid="0346"
  mathmlid="U00346"
  type1="uni0346"
  utc1="4X32"
  utc2="DX81"
  mf="3"
  rfpapp="D"
  type="F"
  entity="ovrbrk"
  wolfram="OverBracket"
  description="over bracket"
/>
<data
  plane="0"
  stixid="0360"
  mathmlid="U00360"
  type1="uni0360"
  mf="2"
  rfpapp="d"
  type="D"
  class="D"
  description="tilde accent (two characters only)"
/>
<data
  plane="0"
  stixid="0361"
  mathmlid="U00361"
  type1="uni0361"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  elsevier="ps2"
  texsource="P"
  tex="\t"
  ACS="arcraise"
  pi="5 43"
  description="superior ligature (two characters only"
/>
<data
  plane="0"
  stixid="0362"
  mathmlid="U00362"
  type1="uni0362"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining rightwards arrow below (two characters only)"
/>
<data
  plane="0"
  stixid="037E"
  mathmlid="U0037E"
  type1="uni037E"
  mf="2"
  description="Greek question mark"
/>
<data
  plane="0"
  stixid="0384"
  mathmlid="U00384"
  type1="uni0384"
  description="Greek tonos"
/>
<data
  plane="0"
  stixid="0385"
  mathmlid="U00385"
  type1="uni0385"
  description="Greek dialytika tonos"
/>
<data
  plane="0"
  stixid="0386"
  mathmlid="U00386"
  type1="uni0386"
  description="Greek capital letter Alpha with tonos"
/>
<data
  plane="0"
  stixid="0387"
  mathmlid="U00387"
  type1="uni0387"
  description="Greek ano teleia"
/>
<data
  plane="0"
  stixid="0388"
  mathmlid="U00388"
  type1="uni0388"
  description="Greek capital letter Epsilon with tonos"
/>
<data
  plane="0"
  stixid="0389"
  mathmlid="U00389"
  type1="uni0389"
  description="Greek capital letter Eta with tonos"
/>
<data
  plane="0"
  stixid="038A"
  mathmlid="U0038A"
  type1="uni038A"
  description="Greek capital letter Iota with tonos"
/>
<data
  plane="0"
  stixid="038C"
  mathmlid="U0038C"
  type1="uni038C"
  description="Greek capital letter Omicron with tonos"
/>
<data
  plane="0"
  stixid="038E"
  mathmlid="U0038E"
  type1="uni038E"
  description="Greek capital letter Upsilon with tonos"
/>
<data
  plane="0"
  stixid="038F"
  mathmlid="U0038F"
  type1="uni038F"
  description="Greek capital letter Omega with tonos"
/>
<data
  plane="0"
  stixid="0390"
  mathmlid="U00390"
  type1="uni0390"
  description="Greek small letter iota with dialytika and tonos"
/>
<data
  plane="0"
  stixid="0391"
  mathmlid="U00391"
  type1="uni0391"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Agr"
  entityset="ISOGRK1"
  elsevier="cea"
  AIP="Agr"
  wolfram="CapitalAlpha"
  mtcode="0x0391"
  pi="1 41"
  description="capital Alpha, Greek"
/>
<data
  plane="0"
  stixid="0392"
  mathmlid="U00392"
  type1="uni0392"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Bgr"
  entityset="ISOGRK1"
  elsevier="ceb"
  AIP="Bgr"
  wolfram="CapitalBeta"
  mtcode="0x0392"
  pi="1 42"
  description="capital Beta, Greek"
/>
<data
  plane="0"
  stixid="0393"
  mathmlid="U00393"
  type1="uni0393"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Gamma"
  entityset="ISOGRK3"
  elsevier="ceg"
  texsource="P"
  tex="\Gamma"
  APS="Gamma"
  AIP="Ggr"
  IEEE="\Gamma"
  wolfram="CapitalGamma"
  mtcode="0x0393"
  pi="1 47"
  description="capital Gamma, Greek"
/>
<data
  plane="0"
  stixid="0394"
  mathmlid="U00394"
  type1="uni0394"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Delta"
  entityset="ISOGRK3"
  elsevier="ced"
  texsource="P"
  tex="\Delta"
  APS="Delta"
  AIP="Dgr"
  IEEE="\Delta"
  wolfram="CapitalDelta"
  mtcode="0x0394"
  pi="1 44"
  description="capital Delta, Greek"
/>
<data
  plane="0"
  stixid="0395"
  mathmlid="U00395"
  type1="uni0395"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Egr"
  entityset="ISOGRK1"
  elsevier="cee"
  AIP="Egr"
  wolfram="CapitalEpsilon"
  mtcode="0x0395"
  pi="1 45"
  description="capital Epsilon, Greek"
/>
<data
  plane="0"
  stixid="0396"
  mathmlid="U00396"
  type1="uni0396"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Zgr"
  entityset="ISOGRK1"
  elsevier="cez"
  AIP="Zgr"
  wolfram="CapitalZeta"
  mtcode="0x0396"
  pi="1 5A"
  description="capital Zeta, Greek"
/>
<data
  plane="0"
  stixid="0397"
  mathmlid="U00397"
  type1="uni0397"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="EEgr"
  entityset="ISOGRK1"
  elsevier="ceh"
  AIP="EEgr"
  wolfram="CapitalEta"
  mtcode="0x0397"
  pi="1 48"
  description="capital Eta, Greek"
/>
<data
  plane="0"
  stixid="0398"
  mathmlid="U00398"
  type1="uni0398"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Theta"
  entityset="ISOGRK3"
  elsevier="ceq"
  texsource="P"
  tex="\Theta"
  APS="Theta"
  AIP="THgr"
  IEEE="\Theta"
  wolfram="CapitalTheta"
  mtcode="0x0398"
  pi="1 51"
  description="capital Theta, Greek"
/>
<data
  plane="0"
  stixid="0399"
  mathmlid="U00399"
  type1="uni0399"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Igr"
  entityset="ISOGRK1"
  elsevier="cei"
  AIP="Igr"
  wolfram="CapitalIota"
  mtcode="0x0399"
  pi="1 49"
  description="capital Iota, Greek"
/>
<data
  plane="0"
  stixid="039A"
  mathmlid="U0039A"
  type1="uni039A"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Kgr"
  entityset="ISOGRK1"
  elsevier="cek"
  AIP="Kgr"
  wolfram="CapitalKappa"
  mtcode="0x039A"
  pi="1 4B"
  description="capital Kappa, Greek"
/>
<data
  plane="0"
  stixid="039B"
  mathmlid="U0039B"
  type1="uni039B"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Lambda"
  entityset="ISOGRK3"
  elsevier="cel"
  texsource="P"
  tex="\Lambda"
  APS="Lambda"
  AIP="Lgr"
  IEEE="\Lambda"
  wolfram="CapitalLambda"
  mtcode="0x039B"
  pi="1 4C"
  description="capital Lambda, Greek"
/>
<data
  plane="0"
  stixid="039C"
  mathmlid="U0039C"
  type1="uni039C"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Mgr"
  entityset="ISOGRK1"
  elsevier="cem"
  AIP="Mgr"
  wolfram="CapitalMu"
  mtcode="0x039C"
  pi="1 4D"
  description="capital Mu, Greek"
/>
<data
  plane="0"
  stixid="039D"
  mathmlid="U0039D"
  type1="uni039D"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Ngr"
  entityset="ISOGRK1"
  elsevier="cen"
  AIP="Ngr"
  wolfram="CapitalNu"
  mtcode="0x039D"
  pi="1 4E"
  description="capital Nu, Greek"
/>
<data
  plane="0"
  stixid="039E"
  mathmlid="U0039E"
  type1="uni039E"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Xi"
  entityset="ISOGRK3"
  elsevier="cex"
  texsource="P"
  tex="\Xi"
  APS="Xi"
  AIP="Ygr"
  IEEE="\Xi"
  wolfram="CapitalXi"
  mtcode="0x039E"
  pi="1 4A"
  description="capital Xi, Greek"
/>
<data
  plane="0"
  stixid="039F"
  mathmlid="U0039F"
  type1="uni039F"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Ogr"
  entityset="ISOGRK1"
  elsevier="ceo"
  AIP="Ogr"
  wolfram="CapitalOmicron"
  mtcode="0x039F"
  pi="1 4F"
  description="capital Omicron, Greek"
/>
<data
  plane="0"
  stixid="03A0"
  mathmlid="U003A0"
  type1="uni03A0"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Pi"
  entityset="ISOGRK3"
  elsevier="cep"
  texsource="P"
  tex="\Pi"
  APS="Pi"
  AIP="Pgr"
  IEEE="\Pi"
  wolfram="CapitalPi"
  mtcode="0x03A0"
  pi="1 50"
  description="capital Pi, Greek"
/>
<data
  plane="0"
  stixid="03A1"
  mathmlid="U003A1"
  type1="uni03A1"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Rgr"
  entityset="ISOGRK1"
  elsevier="cer"
  AIP="Rgr"
  wolfram="CapitalRho"
  mtcode="0x03A1"
  pi="1 52"
  description="capital Rho, Greek"
/>
<data
  plane="0"
  stixid="03A3"
  mathmlid="U003A3"
  type1="uni03A3"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Sigma"
  entityset="ISOGRK3"
  elsevier="ces"
  texsource="P"
  tex="\Sigma"
  APS="Sigma"
  AIP="Sgr"
  IEEE="\Sigma"
  wolfram="CapitalSigma"
  mtcode="0x03A3"
  pi="1 53"
  description="capital Sigma, Greek"
/>
<data
  plane="0"
  stixid="03A4"
  mathmlid="U003A4"
  type1="uni03A4"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Tgr"
  entityset="ISOGRK1"
  elsevier="cet"
  AIP="Tgr"
  wolfram="CapitalTau"
  mtcode="0x03A4"
  pi="1 54"
  description="capital Tau, Greek"
/>
<data
  plane="0"
  stixid="03A5"
  mathmlid="U003A5"
  type1="uni03A5"
  mf="4"
  type="A"
  class="A"
  entity="Ugr"
  entityset="ISOGRK1"
  wolfram="CapitalUpsilon"
  mtcode="0x03A5"
  description="capital Upsilon, Greek"
/>
<data
  plane="0"
  stixid="03A6"
  mathmlid="U003A6"
  type1="uni03A6"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Phi"
  entityset="ISOGRK3"
  elsevier="cef"
  texsource="P"
  tex="\Phi"
  APS="Phi"
  AIP="Fgr"
  IEEE="\Phi"
  wolfram="CapitalPhi"
  mtcode="0x03A6"
  pi="1 46"
  description="capital Phi, Greek"
/>
<data
  plane="0"
  stixid="03A7"
  mathmlid="U003A7"
  type1="uni03A7"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="KHgr"
  entityset="ISOGRK1"
  elsevier="cec"
  AIP="KHgr"
  wolfram="CapitalChi"
  mtcode="0x03A7"
  pi="1 58"
  description="capital Chi, Greek"
/>
<data
  plane="0"
  stixid="03A8"
  mathmlid="U003A8"
  type1="uni03A8"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Psi"
  entityset="ISOGRK3"
  elsevier="cey"
  texsource="P"
  tex="\Psi"
  APS="Psi"
  AIP="PSgr"
  IEEE="\Psi"
  wolfram="CapitalPsi"
  mtcode="0x03A8"
  pi="1 43"
  description="capital Psi, Greek"
/>
<data
  plane="0"
  stixid="03A9"
  mathmlid="U003A9"
  type1="uni03A9"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Omega"
  entityset="ISOGRK3"
  elsevier="cew"
  texsource="P"
  tex="\Omega"
  APS="Omega"
  AIP="OHgr"
  IEEE="\Omega"
  wolfram="CapitalOmega"
  mtcode="0x03A9"
  pi="1 56"
  description="capital Omega, Greek"
/>
<data
  plane="0"
  stixid="03AA"
  mathmlid="U003AA"
  type1="uni03AA"
  description="Greek capital letter Iota with dialytika"
/>
<data
  plane="0"
  stixid="03AB"
  mathmlid="U003AB"
  type1="uni03AB"
  description="Greek capital letter Upsilon with dialytika"
/>
<data
  plane="0"
  stixid="03AC"
  mathmlid="U003AC"
  type1="uni03AC"
  description="Greek small letter alpha with tonos"
/>
<data
  plane="0"
  stixid="03AD"
  mathmlid="U003AD"
  type1="uni03AD"
  description="Greek small letter epsilon with tonos"
/>
<data
  plane="0"
  stixid="03AE"
  mathmlid="U003AE"
  type1="uni03AE"
  description="Greek small letter eta with tonos"
/>
<data
  plane="0"
  stixid="03AF"
  mathmlid="U003AF"
  type1="uni03AF"
  description="Greek small letter iota with tonos"
/>
<data
  plane="0"
  stixid="03B0"
  mathmlid="U003B0"
  type1="uni03B0"
  description="Greek small letter upsilon with dialytika and tonos"
/>
<data
  plane="0"
  stixid="03B1"
  mathmlid="U003B1"
  type1="uni03B1"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="alpha"
  entityset="ISOGRK3"
  elsevier="cda"
  texsource="P"
  tex="\alpha"
  APS="alpha"
  AIP="agr"
  IEEE="\alpha"
  wolfram="Alpha"
  mtcode="0x03B1"
  pi="1 61"
  description="small alpha, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03B1"
  mathmlid="U003B1"
  type1="uni03B1"
  mf="0"
  type="Z"
  class="A"
  description="Latin letter small alpha"
/>
<data
  plane="0"
  stixid="03B2"
  mathmlid="U003B2"
  type1="uni03B2"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="beta"
  entityset="ISOGRK3"
  elsevier="cdb"
  texsource="P"
  tex="\beta"
  APS="beta"
  AIP="bgr"
  IEEE="\beta"
  wolfram="Beta"
  mtcode="0x03B2"
  pi="1 62"
  description="small beta, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03B2"
  mathmlid="U003B2"
  type1="uni03B2"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdb"
  description="voiced bilabial fricative"
/>
<data
  plane="0"
  stixid="03B3"
  mathmlid="U003B3"
  type1="uni03B3"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="gamma"
  entityset="ISOGRK3"
  elsevier="cdg"
  texsource="P"
  tex="\gamma"
  APS="gamma"
  AIP="ggr"
  IEEE="\gamma"
  wolfram="Gamma"
  mtcode="0x03B3"
  pi="1 67"
  description="small gamma, Greek"
/>
<data
  plane="0"
  stixid="03B4"
  mathmlid="U003B4"
  type1="uni03B4"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="delta"
  entityset="ISOGRK3"
  elsevier="cdd"
  texsource="P"
  tex="\delta"
  APS="delta"
  AIP="dgr"
  IEEE="\delta"
  wolfram="Delta"
  mtcode="0x03B4"
  pi="1 64"
  description="small delta, Greek"
/>
<data
  plane="0"
  stixid="03B5"
  mathmlid="U003B5"
  type1="uni03B5"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="epsiv"
  entityset="ISOGRK3"
  elsevier="cd3"
  texsource="P"
  tex="\varepsilon"
  APS="epsiv"
  AIP="Vegr"
  IEEE="\varepsilon"
  wolfram="CurlyEpsilon"
  mtcode="0x03B5"
  pi="1 AB"
  description="rounded small epsilon, Greek"
/>
<data
  plane="0"
  stixid="03B6"
  mathmlid="U003B6"
  type1="uni03B6"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="zeta"
  entityset="ISOGRK3"
  elsevier="cdz"
  texsource="P"
  tex="\zeta"
  APS="zeta"
  AIP="zgr"
  IEEE="\zeta"
  wolfram="Zeta"
  mtcode="0x03B6"
  pi="1 7A"
  description="small zeta, Greek"
/>
<data
  plane="0"
  stixid="03B7"
  mathmlid="U003B7"
  type1="uni03B7"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="eta"
  entityset="ISOGRK3"
  elsevier="cdh"
  texsource="P"
  tex="\eta"
  APS="eta"
  AIP="eegr"
  IEEE="\eta"
  wolfram="Eta"
  mtcode="0x03B7"
  pi="1 68"
  description="small eta, Greek"
/>
<data
  plane="0"
  stixid="03B8"
  mathmlid="U003B8"
  type1="uni03B8"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="theta"
  entityset="ISOGRK3"
  elsevier="cdq"
  texsource="P"
  tex="\theta"
  APS="thetas"
  AIP="thgr"
  IEEE="\theta"
  wolfram="Theta"
  mtcode="0x03B8"
  pi="1 75"
  description="straight theta, small theta, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03B8"
  mathmlid="U003B8"
  type1="uni03B8"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pft"
  AIP="ptheta"
  description="voiceless dental fricative"
/>
<data
  plane="0"
  stixid="03B9"
  mathmlid="U003B9"
  type1="uni03B9"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="iota"
  entityset="ISOGRK3"
  elsevier="cdi"
  texsource="P"
  tex="\iota"
  APS="iota"
  AIP="igr"
  IEEE="\iota"
  wolfram="Iota"
  mtcode="0x03B9"
  pi="1 69"
  description="small iota, Greek"
/>
<data
  plane="0"
  stixid="03BA"
  mathmlid="U003BA"
  type1="uni03BA"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="kappa"
  entityset="ISOGRK3"
  elsevier="cdk"
  texsource="P"
  tex="\kappa"
  APS="kappa"
  AIP="kgr"
  IEEE="\kappa"
  wolfram="Kappa"
  mtcode="0x03BA"
  pi="1 6B"
  description="small kappa, Greek"
/>
<data
  plane="0"
  stixid="03BB"
  mathmlid="U003BB"
  type1="uni03BB"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="lambda"
  entityset="ISOGRK3"
  elsevier="cdl"
  texsource="P"
  tex="\lambda"
  APS="lambda"
  AIP="lgr"
  IEEE="\lambda"
  wolfram="Lambda"
  mtcode="0x03BB"
  pi="1 6C"
  description="small lambda, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03BB"
  mathmlid="U003BB"
  type1="uni03BB"
  mf="0"
  rfpapp="f"
  type="B"
  class="A"
  elsevier="pgl"
  description="lambda (phonetic symbol)"
/>
<data
  plane="0"
  stixid="03BC"
  mathmlid="U003BC"
  type1="uni03BC"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="mu"
  entityset="ISOGRK3"
  elsevier="cdm"
  texsource="P"
  tex="\mu"
  APS="mu"
  AIP="mgr"
  IEEE="\mu"
  wolfram="Mu"
  mtcode="0x03BC"
  pi="1 6D"
  description="small mu, Greek"
/>
<data
  plane="0"
  stixid="03BD"
  mathmlid="U003BD"
  type1="uni03BD"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="nu"
  entityset="ISOGRK3"
  elsevier="cdn"
  texsource="P"
  tex="\nu"
  APS="nu"
  AIP="ngr"
  IEEE="\nu"
  wolfram="Nu"
  mtcode="0x03BD"
  pi="1 6E"
  description="small nu, Greek"
/>
<data
  plane="0"
  stixid="03BE"
  mathmlid="U003BE"
  type1="uni03BE"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="xi"
  entityset="ISOGRK3"
  elsevier="cdx"
  texsource="P"
  tex="\xi"
  APS="xi"
  AIP="xgr"
  IEEE="\xi"
  wolfram="Xi"
  mtcode="0x03BE"
  pi="1 6A"
  description="small xi, Greek"
/>
<data
  plane="0"
  stixid="03BF"
  mathmlid="U003BF"
  type1="uni03BF"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="ogr"
  entityset="ISOGRK1"
  elsevier="cdo"
  AIP="ogr"
  wolfram="Omicron"
  mtcode="0x03BF"
  pi="1 6F"
  description="small omicron, Greek"
/>
<data
  plane="0"
  stixid="03C0"
  mathmlid="U003C0"
  type1="uni03C0"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="pi"
  entityset="ISOGRK3"
  elsevier="cdp"
  texsource="P"
  tex="\pi"
  APS="pi"
  AIP="pgr"
  IEEE="\pi"
  wolfram="Pi"
  mtcode="0x03C0"
  pi="1 70"
  description="small pi, Greek"
/>
<data
  plane="0"
  stixid="03C1"
  mathmlid="U003C1"
  type1="uni03C1"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="rho"
  entityset="ISOGRK3"
  elsevier="cdr"
  texsource="P"
  tex="\rho"
  APS="rho"
  AIP="rgr"
  IEEE="\rho"
  wolfram="Rho"
  mtcode="0x03C1"
  pi="1 72"
  description="small rho, Greek"
/>
<data
  plane="0"
  stixid="03C2"
  mathmlid="U003C2"
  type1="uni03C2"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="sigmav"
  entityset="ISOGRK3"
  elsevier="cdv"
  texsource="P"
  tex="\varsigma"
  APS="sigmav"
  AIP="sfgr"
  IEEE="\varsigma"
  wolfram="FinalSigma"
  mtcode="0x03C2"
  pi="1 A7"
  description="terminal sigma, Greek"
/>
<data
  plane="0"
  stixid="03C3"
  mathmlid="U003C3"
  type1="uni03C3"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="sigma"
  entityset="ISOGRK3"
  elsevier="cds"
  texsource="P"
  tex="\sigma"
  APS="sigma"
  AIP="sgr"
  IEEE="\sigma"
  wolfram="Sigma"
  mtcode="0x03C3"
  pi="1 73"
  description="small sigma, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03C3"
  mathmlid="U003C3"
  type1="uni03C3"
  mf="0"
  type="Z"
  class="A"
  description="voiced labialized dental or alveolar fricative (obsolete)"
/>
<data
  plane="0"
  stixid="03C4"
  mathmlid="U003C4"
  type1="uni03C4"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="tau"
  entityset="ISOGRK3"
  elsevier="cdt"
  texsource="P"
  tex="\tau"
  APS="tau"
  AIP="tgr"
  IEEE="\tau"
  wolfram="Tau"
  mtcode="0x03C4"
  pi="1 74"
  description="small tau, Greek"
/>
<data
  plane="0"
  stixid="03C5"
  mathmlid="U003C5"
  type1="uni03C5"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="upsi"
  entityset="ISOGRK3"
  elsevier="cdu"
  texsource="P"
  tex="\upsilon"
  APS="upsi"
  AIP="ugr"
  IEEE="\upsilon"
  wolfram="Upsilon"
  mtcode="0x03C5"
  pi="1 79"
  description="small upsilon, Greek"
/>
<data
  plane="0"
  stixid="03C6"
  mathmlid="U003C6"
  type1="uni03C6"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="phi"
  entityset="ISOGRK3"
  elsevier="cdf"
  texsource="P"
  tex="\phi"
  APS="phis"
  AIP="fgr"
  IEEE="\phi"
  wolfram="Phi"
  mtcode="0x03C6"
  pi="1 66"
  description="/straightphi - small phi, Greek"
/>
<data
  plane="0"
  stixid="03C7"
  mathmlid="U003C7"
  type1="uni03C7"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="chi"
  entityset="ISOGRK3"
  elsevier="cdc"
  texsource="P"
  tex="\chi"
  APS="chi"
  AIP="khgr"
  IEEE="\chi"
  wolfram="Chi"
  mtcode="0x03C7"
  pi="1 78"
  description="small chi, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03C7"
  mathmlid="U003C7"
  type1="uni03C7"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pbx"
  description="voiceless uvular fricative"
/>
<data
  plane="0"
  stixid="03C8"
  mathmlid="U003C8"
  type1="uni03C8"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="psi"
  entityset="ISOGRK3"
  elsevier="cdy"
  texsource="P"
  tex="\psi"
  APS="psi"
  AIP="psgr"
  IEEE="\psi"
  wolfram="Psi"
  mtcode="0x03C8"
  pi="1 63"
  description="small psi, Greek"
/>
<data
  plane="0"
  stixid="03C9"
  mathmlid="U003C9"
  type1="uni03C9"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="omega"
  entityset="ISOGRK3"
  elsevier="cdw"
  texsource="P"
  tex="\omega"
  APS="omega"
  AIP="ohgr"
  IEEE="\omega"
  wolfram="Omega"
  mtcode="0x03C9"
  pi="1 76"
  description="small omega, Greek"
/>
<data
  flag="+"
  plane="0"
  stixid="03C9"
  mathmlid="U003C9"
  type1="uni03C9"
  mf="0"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pho"
  description="lower-case omega (phonetic symbol)"
/>
<data
  plane="0"
  stixid="03CA"
  mathmlid="U003CA"
  type1="uni03CA"
  description="Greek small letter iota with dialytika"
/>
<data
  plane="0"
  stixid="03CB"
  mathmlid="U003CB"
  type1="uni03CB"
  description="Greek small letter upsilon with dialytika"
/>
<data
  plane="0"
  stixid="03CC"
  mathmlid="U003CC"
  type1="uni03CC"
  description="Greek small letter omicron with tonos"
/>
<data
  plane="0"
  stixid="03CD"
  mathmlid="U003CD"
  type1="uni03CD"
  description="Greek small letter upsilon with tonos"
/>
<data
  plane="0"
  stixid="03CE"
  mathmlid="U003CE"
  type1="uni03CE"
  description="Greek small letter omega with tonos"
/>
<data
  plane="0"
  stixid="03D0"
  mathmlid="U003D0"
  type1="uni03D0"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="betav"
  elsevier="cd7"
  AIP="Vbgr"
  mtcode="0x03D0"
  pi="1 57"
  description="rounded small beta, Greek"
/>
<data
  plane="0"
  stixid="03D1"
  mathmlid="U003D1"
  type1="uni03D1"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="thetav"
  entityset="ISOGRK3"
  elsevier="cdj"
  APS="thetav"
  AIP="Vthgr"
  IEEE="\vartheta"
  wolfram="CurlyTheta"
  mtcode="0x03D1"
  pi="1 71"
  description="/vartheta - curly or open theta"
/>
<data
  plane="0"
  stixid="03D2"
  mathmlid="U003D2"
  type1="uni03D2"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Upsi"
  entityset="ISOGRK3"
  elsevier="ceu"
  texsource="P"
  tex="\Upsilon"
  APS="Upsi"
  AIP="Ugr"
  IEEE="\Upsilon"
  wolfram="CurlyCapitalUpsilon"
  mtcode="0x03D2"
  pi="1 59"
  description="GREEK UPSILON WITH HOOK SYMBOL"
/>
<data
  plane="0"
  stixid="03D5"
  mathmlid="U003D5"
  type1="uni03D5"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="phiv"
  entityset="ISOGRK3"
  elsevier="cd4"
  texsource="P"
  tex="\varphi"
  APS="phiv"
  AIP="Jgr"
  IEEE="\varphi"
  wolfram="CurlyPhi"
  mtcode="0x03D5"
  pi="1 77"
  description="curly or open small phi, Greek"
/>
<data
  plane="0"
  stixid="03D6"
  mathmlid="U003D6"
  type1="uni03D6"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="piv"
  entityset="ISOGRK3"
  elsevier="cd2"
  texsource="P"
  tex="\varpi"
  APS="piv"
  AIP="Vpgr"
  IEEE="\varpi"
  wolfram="CurlyPi"
  mtcode="0x03D6"
  pi="1 C3"
  description="rounded small pi (pomega), Greek"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="03D8"
  mathmlid="U003D8"
  type1="uni03D8"
  utc2="AX04"
  mf="4"
  rfpapp="D"
  type="A"
  class="N"
  description="GREEK LETTER ARCHAIC KOPPA"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="03D9"
  mathmlid="U003D9"
  type1="uni03D9"
  utc2="AX05"
  mf="4"
  rfpapp="D"
  type="A"
  class="N"
  description="GREEK SMALL LETTER ARCHAIC KOPPA"
/>
<data
  plane="0"
  stixid="03DA"
  mathmlid="U003DA"
  type1="uni03DA"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Stigma"
  wolfram="CapitalStigma"
  description="capital stigma"
/>
<data
  plane="0"
  stixid="03DB"
  mathmlid="U003DB"
  type1="uni03DB"
  utc1="6X03"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="stigma"
  wolfram="Stigma"
  mtcode="0x03DB"
  description="Greek small letter stigma"
/>
<data
  plane="0"
  stixid="03DC"
  mathmlid="U003DC"
  type1="uni03DC"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Gammad"
  entityset="ISOGRK3"
  wolfram="CapitalDigamma"
  description="capital digamma"
/>
<data
  plane="0"
  stixid="03DD"
  mathmlid="U003DD"
  type1="uni03DD"
  utc1="6X02"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="gammad"
  entityset="ISOGRK3"
  elsevier="cd5"
  texsource="A"
  tex="\digamma"
  APS="gammad"
  AIP="diag"
  wolfram="Digamma"
  mtcode="0x03DD"
  description="old Greek small letter digamma"
/>
<data
  plane="0"
  stixid="03DE"
  mathmlid="U003DE"
  type1="uni03DE"
  mf="4"
  type="A"
  class="A"
  entity="Koppa"
  wolfram="CapitalKoppa"
  description="capital koppa"
/>
<data
  plane="0"
  stixid="03DF"
  mathmlid="U003DF"
  type1="uni03DF"
  utc1="6X04"
  mf="4"
  type="A"
  class="A"
  entity="koppa"
  wolfram="Koppa"
  description="Greek small letter koppa"
/>
<data
  plane="0"
  stixid="03E0"
  mathmlid="U003E0"
  type1="uni03E0"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  wolfram="CapitalSampi"
  description="capital sampi"
/>
<data
  plane="0"
  stixid="03E1"
  mathmlid="U003E1"
  type1="uni03E1"
  utc1="6X05"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="sampi"
  wolfram="Sampi"
  mtcode="0x03E1"
  description="Greek small letter sampi"
/>
<data
  plane="0"
  stixid="03F0"
  mathmlid="U003F0"
  type1="uni03F0"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="kappav"
  entityset="ISOGRK3"
  elsevier="cd8"
  texsource="A"
  tex="\varkappa"
  APS="kappav"
  AIP="Vkgr"
  wolfram="CurlyKappa"
  mtcode="0x03F0"
  pi="1 FB"
  description="rounded small kappa, Greek"
/>
<data
  plane="0"
  stixid="03F1"
  mathmlid="U003F1"
  type1="uni03F1"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="rhov"
  entityset="ISOGRK3"
  elsevier="cd9"
  texsource="P"
  tex="\varrho"
  APS="rhov"
  AIP="Vrgr"
  IEEE="\varrho"
  wolfram="CurlyRho"
  mtcode="0x03F1"
  description="rounded small rho, Greek"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="03F4"
  mathmlid="U003F4"
  type1="uni03F4"
  utc1="6X01"
  utc2="AX00"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="Thetav"
  elsevier="cej"
  AIP="Thgr"
  pi="1 55"
  description="GREEK CAPITAL THETA SYMBOL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="03F5"
  mathmlid="U003F5"
  type1="uni03F5"
  utc1="6X00"
  utc2="AX02"
  mf="4"
  rfpapp="F"
  type="A"
  class="A"
  entity="epsi"
  entityset="ISOGRK3"
  elsevier="cde"
  texsource="P"
  tex="\epsilon"
  APS="epsi"
  AIP="egr"
  IEEE="\epsilon"
  wolfram="Epsilon"
  kluwer="r219"
  mtcode="0x220A"
  pi="1 65"
  description="GREEK LUNATE EPSILON SYMBOL"
/>
<data
  flag="+"
  plane="0"
  stixid="03F5"
  mathmlid="U003F5"
  type1="uni03F5"
  mf="0"
  rfpapp="D"
  type="B"
  description="lowercase straight epsilon"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="03F6"
  mathmlid="U003F6"
  type1="uni03F6"
  utc1="2X0C"
  utc2="AX03"
  mf="2"
  rfpapp="d"
  type="Z"
  class="N"
  entity="bepsi"
  entityset="ISOAMSR"
  texsource="A"
  tex="\backepsilon"
  APS="backeps"
  AIP="egrb"
  mtcode="0x220D"
  pi="5 7B"
  description="GREEK REVERSED LUNATE EPSILON SYMBOL"
/>
<data
  flag="+"
  plane="0"
  stixid="03F6"
  mathmlid="U003F6"
  type1="uni03F6"
  mf="0"
  rfpapp="D"
  type="B"
  description="reversed lowercase straight epsilon"
/>
<data
  plane="0"
  stixid="0401"
  mathmlid="U00401"
  type1="uni0401"
  mf="4"
  type="A"
  class="A"
  entity="IOcy"
  entityset="ISOCYR1"
  description="Cyrillic capital letter IO"
/>
<data
  plane="0"
  stixid="0402"
  mathmlid="U00402"
  type1="uni0402"
  mf="4"
  type="A"
  class="A"
  entity="DJcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter DJE"
/>
<data
  plane="0"
  stixid="0403"
  mathmlid="U00403"
  type1="uni0403"
  mf="4"
  type="A"
  class="A"
  entity="GJcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter GJE"
/>
<data
  plane="0"
  stixid="0404"
  mathmlid="U00404"
  type1="uni0404"
  mf="4"
  type="A"
  class="A"
  entity="Jukcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter Ukrainian IE"
/>
<data
  plane="0"
  stixid="0405"
  mathmlid="U00405"
  type1="uni0405"
  mf="4"
  type="A"
  class="A"
  entity="DScy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter DZE"
/>
<data
  plane="0"
  stixid="0406"
  mathmlid="U00406"
  type1="uni0406"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Iukcy"
  entityset="ISOCYR2"
  elsevier="cc2"
  description="Cyrillic capital letter Byelorussian-Ukrainian I"
/>
<data
  plane="0"
  stixid="0407"
  mathmlid="U00407"
  type1="uni0407"
  mf="4"
  type="A"
  class="A"
  entity="YIcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter YI"
/>
<data
  plane="0"
  stixid="0408"
  mathmlid="U00408"
  type1="uni0408"
  mf="4"
  type="A"
  class="A"
  entity="Jsercy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter JE"
/>
<data
  plane="0"
  stixid="0409"
  mathmlid="U00409"
  type1="uni0409"
  mf="4"
  type="A"
  class="A"
  entity="LJcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter LJE"
/>
<data
  plane="0"
  stixid="040A"
  mathmlid="U0040A"
  type1="uni040A"
  mf="4"
  type="A"
  class="A"
  entity="NJcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter NJE"
/>
<data
  plane="0"
  stixid="040B"
  mathmlid="U0040B"
  type1="uni040B"
  mf="4"
  type="A"
  class="A"
  entity="TSHcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter TSHE"
/>
<data
  plane="0"
  stixid="040C"
  mathmlid="U0040C"
  type1="uni040C"
  mf="4"
  type="A"
  class="A"
  entity="KJcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter KJE"
/>
<data
  plane="0"
  stixid="040E"
  mathmlid="U0040E"
  type1="uni040E"
  mf="4"
  type="A"
  class="A"
  entity="Ubrcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter short U"
/>
<data
  plane="0"
  stixid="040F"
  mathmlid="U0040F"
  type1="uni040F"
  mf="4"
  type="A"
  class="A"
  entity="DZcy"
  entityset="ISOCYR2"
  description="Cyrillic capital letter DZHE"
/>
<data
  plane="0"
  stixid="0410"
  mathmlid="U00410"
  type1="uni0410"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Acy"
  entityset="ISOCYR1"
  elsevier="cca"
  description="Cyrillic capital letter A"
/>
<data
  plane="0"
  stixid="0411"
  mathmlid="U00411"
  type1="uni0411"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Bcy"
  entityset="ISOCYR1"
  elsevier="ccb"
  description="Cyrillic capital letter BE"
/>
<data
  plane="0"
  stixid="0412"
  mathmlid="U00412"
  type1="uni0412"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Vcy"
  entityset="ISOCYR1"
  elsevier="ccv"
  description="Cyrillic capital letter VE"
/>
<data
  plane="0"
  stixid="0413"
  mathmlid="U00413"
  type1="uni0413"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Gcy"
  entityset="ISOCYR1"
  elsevier="ccg"
  description="Cyrillic capital letter GHE"
/>
<data
  plane="0"
  stixid="0414"
  mathmlid="U00414"
  type1="uni0414"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Dcy"
  entityset="ISOCYR1"
  elsevier="ccd"
  description="Cyrillic capital letter DE"
/>
<data
  plane="0"
  stixid="0415"
  mathmlid="U00415"
  type1="uni0415"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="IEcy"
  entityset="ISOCYR1"
  elsevier="cce"
  description="Cyrillic capital letter IE"
/>
<data
  plane="0"
  stixid="0416"
  mathmlid="U00416"
  type1="uni0416"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="ZHcy"
  entityset="ISOCYR1"
  elsevier="cc7"
  description="Cyrillic capital letter ZHE"
/>
<data
  plane="0"
  stixid="0417"
  mathmlid="U00417"
  type1="uni0417"
  mf="4"
  rfpapp="D"
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  class="A"
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  description="Cyrillic capital letter ZE"
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  class="A"
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  entityset="ISOCYR1"
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  class="A"
  entity="Jcy"
  entityset="ISOCYR1"
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  class="A"
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  type="A"
  class="A"
  entity="Lcy"
  entityset="ISOCYR1"
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  type="A"
  class="A"
  entity="Mcy"
  entityset="ISOCYR1"
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  class="A"
  entity="Ncy"
  entityset="ISOCYR1"
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  class="A"
  entity="Ocy"
  entityset="ISOCYR1"
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  type1="uni041F"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Pcy"
  entityset="ISOCYR1"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Rcy"
  entityset="ISOCYR1"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Scy"
  entityset="ISOCYR1"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Tcy"
  entityset="ISOCYR1"
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  description="Cyrillic capital letter TE"
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  rfpapp="D"
  type="A"
  class="A"
  entity="Ucy"
  entityset="ISOCYR1"
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  description="Cyrillic capital letter U"
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<data
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="Fcy"
  entityset="ISOCYR1"
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  description="Cyrillic capital letter EF"
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  type1="uni0425"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="KHcy"
  entityset="ISOCYR1"
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  description="Cyrillic capital letter HA"
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<data
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  stixid="0426"
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  type1="uni0426"
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  rfpapp="D"
  type="A"
  class="A"
  entity="TScy"
  entityset="ISOCYR1"
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  stixid="0427"
  mathmlid="U00427"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="CHcy"
  entityset="ISOCYR1"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="SHcy"
  entityset="ISOCYR1"
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  type1="uni0429"
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  rfpapp="D"
  type="A"
  class="A"
  entity="SHCHcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="HARDcy"
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  description="Cyrillic capital letter HARD SIGN"
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  type="A"
  class="A"
  entity="Ycy"
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  rfpapp="D"
  type="A"
  class="A"
  entity="SOFTcy"
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  type="A"
  class="A"
  entity="Ecy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="YUcy"
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  rfpapp="D"
  type="A"
  class="A"
  entity="YAcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="acy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="bcy"
  entityset="ISOCYR1"
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  type1="uni0432"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="vcy"
  entityset="ISOCYR1"
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<data
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  rfpapp="D"
  type="A"
  class="A"
  entity="gcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="dcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="iecy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="zhcy"
  entityset="ISOCYR1"
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  class="A"
  entity="zcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="icy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="jcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="kcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="lcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="mcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="ncy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
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  rfpapp="D"
  type="A"
  class="A"
  entity="pcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
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  entityset="ISOCYR1"
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  type="A"
  class="A"
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  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="tcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
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  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="fcy"
  entityset="ISOCYR1"
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  rfpapp="D"
  type="A"
  class="A"
  entity="khcy"
  entityset="ISOCYR1"
  elsevier="cbh"
  description="Cyrillic small letter ha"
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  rfpapp="D"
  type="A"
  class="A"
  entity="tscy"
  entityset="ISOCYR1"
  elsevier="cbc"
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  stixid="0447"
  mathmlid="U00447"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="chcy"
  entityset="ISOCYR1"
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  stixid="0448"
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  rfpapp="D"
  type="A"
  class="A"
  entity="shcy"
  entityset="ISOCYR1"
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  stixid="0449"
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  rfpapp="D"
  type="A"
  class="A"
  entity="shchcy"
  entityset="ISOCYR1"
  elsevier="cbw"
  description="Cyrillic small letter shcha"
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  mathmlid="U0044A"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="hardcy"
  entityset="ISOCYR1"
  elsevier="cb6"
  description="Cyrillic small letter hard sign"
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  stixid="044B"
  mathmlid="U0044B"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="ycy"
  entityset="ISOCYR1"
  elsevier="cby"
  description="Cyrillic small letter yeru"
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  stixid="044C"
  mathmlid="U0044C"
  type1="uni044C"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="softcy"
  entityset="ISOCYR1"
  elsevier="cb4"
  description="Cyrillic small letter soft sign"
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  stixid="044D"
  mathmlid="U0044D"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="ecy"
  entityset="ISOCYR1"
  elsevier="cb1"
  description="Cyrillic small letter e"
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  stixid="044E"
  mathmlid="U0044E"
  type1="uni044E"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="yucy"
  entityset="ISOCYR1"
  elsevier="cb5"
  description="Cyrillic small letter yu"
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  stixid="044F"
  mathmlid="U0044F"
  type1="uni044F"
  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="yacy"
  entityset="ISOCYR1"
  elsevier="cbj"
  description="Cyrillic small letter ya"
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  stixid="0451"
  mathmlid="U00451"
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  mf="4"
  rfpapp="D"
  type="A"
  class="A"
  entity="iocy"
  entityset="ISOCYR1"
  description="Cyrillic small letter io"
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  stixid="0452"
  mathmlid="U00452"
  type1="uni0452"
  mf="4"
  type="A"
  class="A"
  entity="djcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter dje"
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<data
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  stixid="0453"
  mathmlid="U00453"
  type1="uni0453"
  mf="4"
  type="A"
  class="A"
  entity="gjcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter gje"
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  stixid="0454"
  mathmlid="U00454"
  type1="uni0454"
  mf="4"
  type="A"
  class="A"
  entity="jukcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter Ukrainian ie"
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  stixid="0455"
  mathmlid="U00455"
  type1="uni0455"
  mf="4"
  type="A"
  class="A"
  entity="dscy"
  entityset="ISOCYR2"
  description="Cyrillic small letter dze"
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  stixid="0456"
  mathmlid="U00456"
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  rfpapp="D"
  type="A"
  class="A"
  entity="iukcy"
  entityset="ISOCYR2"
  elsevier="cb2"
  description="Cyrillic small letter Byelorussian-Ukrainian i"
/>
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  stixid="0457"
  mathmlid="U00457"
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  mf="4"
  type="A"
  class="A"
  entity="yicy"
  entityset="ISOCYR2"
  description="Cyrillic small letter yi"
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  stixid="0458"
  mathmlid="U00458"
  type1="uni0458"
  mf="4"
  type="A"
  class="A"
  entity="jsercy"
  entityset="ISOCYR2"
  description="Cyrillic small letter je"
/>
<data
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  stixid="0459"
  mathmlid="U00459"
  type1="uni0459"
  mf="4"
  type="A"
  class="A"
  entity="ljcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter lje"
/>
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  stixid="045A"
  mathmlid="U0045A"
  type1="uni045A"
  mf="4"
  type="A"
  class="A"
  entity="njcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter nje"
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<data
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  stixid="045B"
  mathmlid="U0045B"
  type1="uni045B"
  mf="4"
  type="A"
  class="A"
  entity="tshcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter tshe"
/>
<data
  plane="0"
  stixid="045C"
  mathmlid="U0045C"
  type1="uni045C"
  mf="4"
  type="A"
  class="A"
  entity="kjcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter kje"
/>
<data
  plane="0"
  stixid="045E"
  mathmlid="U0045E"
  type1="uni045E"
  mf="4"
  type="A"
  class="A"
  entity="ubrcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter short u"
/>
<data
  plane="0"
  stixid="045F"
  mathmlid="U0045F"
  type1="uni045F"
  mf="4"
  type="A"
  class="A"
  entity="dzcy"
  entityset="ISOCYR2"
  description="Cyrillic small letter dzhe"
/>
<data
  plane="0"
  stixid="0462"
  mathmlid="U00462"
  type1="uni0462"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic capital letter YAT"
/>
<data
  plane="0"
  stixid="0463"
  mathmlid="U00463"
  type1="uni0463"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic small letter yat"
/>
<data
  plane="0"
  stixid="046A"
  mathmlid="U0046A"
  type1="uni046A"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic capital letter BIG YUS"
/>
<data
  plane="0"
  stixid="046B"
  mathmlid="U0046B"
  type1="uni046B"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic small letter big yus"
/>
<data
  plane="0"
  stixid="0472"
  mathmlid="U00472"
  type1="uni0472"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic capital letter FITA"
/>
<data
  plane="0"
  stixid="0473"
  mathmlid="U00473"
  type1="uni0473"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic small letter fita"
/>
<data
  plane="0"
  stixid="0474"
  mathmlid="U00474"
  type1="uni0474"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic capital letter IZHITSA"
/>
<data
  plane="0"
  stixid="0475"
  mathmlid="U00475"
  type1="uni0475"
  mf="4"
  type="A"
  class="A"
  description="Cyrillic small letter izhitsa"
/>
<data
  flag="B"
  plane="0"
  stixid="1D00"
  mathmlid="U01D00"
  type1="uni1D00"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pfa"
  texsource="N"
  tex="\smca"
  description="LATIN LETTER SMALL CAPITAL A"
/>
<data
  flag="B"
  plane="0"
  stixid="1D07"
  mathmlid="U01D07"
  type1="uni1D07"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pee"
  texsource="N"
  tex="\smce"
  description="LATIN LETTER SMALL CAPITAL E"
/>
<data
  flag="B"
  plane="0"
  stixid="1D1C"
  mathmlid="U01D1C"
  type1="uni1D1C"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="pdu"
  texsource="N"
  tex="\smcu"
  AIP="smcapu"
  description="LATIN LETTER SMALL CAPITAL U"
/>
<data
  plane="0"
  stixid="2002"
  mathmlid="U02002"
  type1="uni2002"
  mf="0"
  entity="ensp"
  entityset="ISOPUB"
  texsource="P"
  tex="\enspace"
  APS="ensp"
  description="en space (half an em)"
/>
<data
  plane="0"
  stixid="2003"
  mathmlid="U02003"
  type1="uni2003"
  mf="0"
  entity="emsp"
  entityset="ISOPUB"
  texsource="P"
  tex="\quad"
  APS="emsp"
  description="em space"
/>
<data
  plane="0"
  stixid="2004"
  mathmlid="U02004"
  type1="uni2004"
  mf="0"
  entity="emsp13"
  entityset="ISOPUB"
  APS="emsp13"
  description="third of an em space"
/>
<data
  plane="0"
  stixid="2005"
  mathmlid="U02005"
  type1="uni2005"
  mf="0"
  entity="emsp14"
  entityset="ISOPUB"
  texsource="P"
  tex="\thickspace"
  APS="emsp14"
  wolfram="ThickSpace"
  description="quarter of an em space"
/>
<data
  plane="0"
  stixid="2007"
  mathmlid="U02007"
  type1="uni2007"
  mf="0"
  entity="numsp"
  entityset="ISOPUB"
  APS="numsp"
  description="digit space (width of a number)"
/>
<data
  plane="0"
  stixid="2008"
  mathmlid="U02008"
  type1="uni2008"
  mf="0"
  entity="puncsp"
  entityset="ISOPUB"
  elsevier="ba9"
  APS="puncsp"
  description="punctuation space (width of comma)"
/>
<data
  plane="0"
  stixid="2009"
  mathmlid="U02009"
  type1="uni2009"
  mf="0"
  entity="thinsp"
  entityset="ISOPUB"
  texsource="P"
  tex="\thinspace"
  APS="thinsp"
  wolfram="ThinSpace"
  description="thin space (sixth of an em)"
/>
<data
  plane="0"
  stixid="200A"
  mathmlid="U0200A"
  type1="uni200A"
  mf="0"
  entity="hairsp"
  entityset="ISOPUB"
  texsource="A"
  tex="\hspace"
  APS="hairsp"
  wolfram="VeryThinSpace"
  description="hair space"
/>
<data
  plane="0"
  stixid="2010"
  mathmlid="U02010"
  type1="uni2010"
  utc1="7X00"
  mf="4"
  rfpapp="d"
  type="Q"
  class="P"
  entity="hyphen"
  entityset="ISONUM"
  mtcode="0x2010"
  pi="1 7B"
  description="hyphen (true graphic)"
/>
<data
  plane="0"
  stixid="2011"
  mathmlid="U02011"
  type1="uni2011"
  mf="0"
  description="hyphen (nonbreaking)"
/>
<data
  plane="0"
  stixid="2012"
  mathmlid="U02012"
  type1="figuredash"
  mf="4"
  rfpapp="D"
  type="Q"
  class="P"
  entity="dash"
  entityset="ISOPUB"
  APS="dash"
  description="figure dash"
/>
<data
  plane="0"
  stixid="2013"
  mathmlid="U02013"
  type1="endash"
  mf="4"
  rfpapp="F"
  type="Q"
  class="P"
  entity="ndash"
  entityset="ISOPUB"
  elsevier="btq"
  texsource="A"
  tex="\endash"
  APS="ndash"
  AIP="ndash"
  wolfram="Dash"
  mtcode="0x2013"
  pi="1 5D"
  description="en dash"
/>
<data
  plane="0"
  stixid="2014"
  mathmlid="U02014"
  type1="emdash"
  mf="4"
  rfpapp="F"
  type="Q"
  class="P"
  entity="mdash"
  entityset="ISOPUB"
  elsevier="btr"
  texsource="A"
  tex="\emdash"
  APS="mdash"
  AIP="mdash"
  wolfram="LongDash"
  mtcode="0x2014"
  pi="1 7D"
  description="em dash"
/>
<data
  plane="0"
  stixid="2015"
  mathmlid="U02015"
  type1="uni2015"
  mf="1"
  entity="horbar"
  entityset="ISONUM"
  description="horizontal bar"
/>
<data
  plane="0"
  stixid="2016"
  mathmlid="U02016"
  type1="uni2016"
  slack4="?"
  utc1="4X12"
  mf="1"
  rfpapp="F"
  type="F"
  class="F"
  entity="Verbar"
  entityset="ISOTECH"
  elsevier="bdl"
  texsource="P"
  tex="\Vert"
  APS="Verbar"
  AIP="Verbar"
  IEEE="\Vert"
  mtcode="0x2016"
  description="double vertical bar"
/>
<data
  plane="0"
  stixid="2017"
  mathmlid="U02017"
  type1="uni2017"
  description="double low line (spacing)"
/>
<data
  plane="0"
  stixid="2018"
  mathmlid="U02018"
  type1="quoteleft"
  mf="4"
  rfpapp="F"
  type="A"
  class="O"
  entity="lsquo"
  entityset="ISONUM"
  elsevier="ce9"
  texsource="P"
  tex="\lq"
  AIP="lsquo"
  wolfram="OpenCurlyQuote"
  mtcode="0x2018"
  description="single quotation mark, left"
/>
<data
  plane="0"
  stixid="2019"
  mathmlid="U02019"
  type1="quoteright"
  mf="4"
  rfpapp="F"
  type="A"
  class="C"
  entity="rsquo"
  entityset="ISONUM"
  elsevier="cf9"
  texsource="P"
  tex="\rq"
  AIP="rsquo"
  wolfram="CloseCurlyQuote"
  mtcode="0x2019"
  description="single quotation mark, right"
/>
<data
  flag="%"
  plane="0"
  stixid="201A"
  mathmlid="U0201A"
  type1="quotesinglbase"
  mf="4"
  rfpapp="D"
  type="A"
  class="O"
  entity="lsquor"
  entityset="ISOPUB"
  APS="lsquor"
  mtcode="0x201A"
  description="rising single quote, left (low)"
/>
<data
  flag="%"
  plane="0"
  stixid="201B"
  mathmlid="U0201B"
  type1="uni201B"
  mf="4"
  rfpapp="D"
  type="A"
  class="C"
  entity="rsquor"
  entityset="ISOPUB"
  APS="rsquor"
  description="rising single quote, right (high)"
/>
<data
  plane="0"
  stixid="201C"
  mathmlid="U0201C"
  type1="quotedblleft"
  mf="4"
  rfpapp="F"
  type="A"
  class="O"
  entity="ldquo"
  entityset="ISONUM"
  elsevier="ce0"
  texsource="L"
  tex="\textquotedblleft"
  AIP="ldquo"
  wolfram="OpenCurlyDoubleQuote"
  mtcode="0x201C"
  description="double quotation mark, left"
/>
<data
  plane="0"
  stixid="201D"
  mathmlid="U0201D"
  type1="quotedblright"
  mf="4"
  rfpapp="F"
  type="A"
  class="C"
  entity="rdquo"
  entityset="ISONUM"
  elsevier="cf0"
  texsource="L"
  tex="\textquotedblright"
  AIP="rdquo"
  wolfram="CloseCurlyDoubleQuote"
  mtcode="0x201D"
  description="double quotation mark, right"
/>
<data
  flag="%"
  plane="0"
  stixid="201E"
  mathmlid="U0201E"
  type1="quotedblbase"
  mf="4"
  rfpapp="D"
  type="A"
  class="O"
  entity="ldquor"
  entityset="ISOPUB"
  APS="ldquor"
  mtcode="0x201E"
  description="rising double quote, left (low)"
/>
<data
  flag="%"
  plane="0"
  stixid="201F"
  mathmlid="U0201F"
  type1="uni201F"
  mf="4"
  rfpapp="D"
  type="A"
  class="C"
  entity="rdquor"
  entityset="ISOPUB"
  APS="rdquor"
  description="rising double quote, right (high)"
/>
<data
  plane="0"
  stixid="2020"
  mathmlid="U02020"
  type1="dagger"
  mf="2"
  rfpapp="F"
  type="O"
  class="B"
  entity="dagger"
  entityset="ISOAMSB"
  elsevier="bfa"
  texsource="P"
  tex="\dagger"
  APS="dagger"
  AIP="dagger"
  IEEE="\dagger"
  wolfram="Dagger"
  mtcode="0x2020"
  description="dagger relation"
/>
<data
  flag="+"
  plane="0"
  stixid="2020"
  mathmlid="U02020"
  type1="dagger"
  mf="0"
  rfpapp="f"
  type="0"
  class="N"
  entity="dagger"
  entityset="ISOPUB"
  elsevier="bfa"
  texsource="P"
  tex="\dagger"
  APS="dagger"
  AIP="dagger"
  IEEE="\dagger"
  wolfram="Dagger"
  description="dagger"
/>
<data
  plane="0"
  stixid="2021"
  mathmlid="U02021"
  type1="daggerdbl"
  mf="2"
  rfpapp="F"
  type="O"
  class="B"
  entity="Dagger"
  entityset="ISOAMSB"
  elsevier="bga"
  texsource="P"
  tex="\ddagger"
  APS="Dagger"
  AIP="Dagger"
  IEEE="\ddagger"
  wolfram="DoubleDagger"
  mtcode="0x2021"
  description="double dagger relation"
/>
<data
  flag="+"
  plane="0"
  stixid="2021"
  mathmlid="U02021"
  type1="daggerdbl"
  mf="0"
  rfpapp="f"
  type="0"
  class="N"
  entity="Dagger"
  entityset="ISOPUB"
  elsevier="bga"
  texsource="P"
  tex="\ddagger"
  APS="Dagger"
  AIP="Dagger"
  IEEE="\ddagger"
  wolfram="DoubleDagger"
  description="double dagger"
/>
<data
  plane="0"
  stixid="2022"
  mathmlid="U02022"
  type1="bullet"
  mf="1"
  rfpapp="D"
  type="N"
  class="B"
  entity="bull"
  entityset="ISOPUB"
  elsevier="buq"
  APS="bull"
  ACS="bbull"
  wolfram="Bullet"
  mtcode="0x2022"
  description="/bullet B: round bullet, filled"
/>
<data
  flag="%"
  plane="0"
  stixid="2024"
  mathmlid="U02024"
  type1="onedotenleader"
  mf="0"
  description="one dot leader"
/>
<data
  plane="0"
  stixid="2025"
  mathmlid="U02025"
  type1="twodotenleader"
  mf="2"
  rfpapp="D"
  type="P"
  entity="nldr"
  entityset="ISOPUB"
  APS="nldr"
  description="double baseline dot (en leader)"
/>
<data
  plane="0"
  stixid="2026"
  mathmlid="U02026"
  type1="ellipsis"
  mf="2"
  rfpapp="F"
  type="P"
  entity="hellip"
  entityset="ISOPUB"
  elsevier="bm9"
  texsource="P"
  tex="\dots"
  APS="hellip"
  AIP="ellip"
  IEEE="\ldots"
  wolfram="Ellipsis"
  mtcode="0x2026"
  description="ellipsis (horizontal)"
/>
<data
  flag="#"
  plane="0"
  stixid="2026"
  mathmlid="U02026"
  type1="uni2026.em"
  utc1="7X12"
  utc2="AX1F"
  mf="2"
  rfpapp="D"
  type="P"
  class="P"
  entity="mldr"
  entityset="ISOPUB"
  APS="mldr"
  description="em leader"
/>
<data
  plane="0"
  stixid="2030"
  mathmlid="U02030"
  type1="perthousand"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="permil"
  entityset="ISOTECH"
  elsevier="bhm"
  APS="permil"
  AIP="perthou"
  mtcode="0x2030"
  description="per thousand"
/>
<data
  plane="0"
  stixid="2031"
  mathmlid="U02031"
  type1="uni2031"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="pertenk"
  entityset="ISOTECH"
  elsevier="bhn"
  description="per 10 thousand"
/>
<data
  plane="0"
  stixid="2032"
  mathmlid="U02032"
  type1="uni2032"
  mf="2"
  rfpapp="F"
  type="O"
  entity="prime"
  entityset="ISOTECH"
  elsevier="bm5"
  texsource="P"
  tex="\prime"
  APS="prime"
  AIP="prime"
  IEEE="\prime"
  wolfram="Prime"
  springer="\arcmin"
  mtcode="0x2032"
  pi="1 39"
  description="prime or minute"
/>
<data
  flag="#"
  plane="0"
  stixid="2032"
  mathmlid="U02032"
  type1="uni2032.notsup"
  mf="2"
  rfpapp="D"
  type="P"
  description="prime or minute, not superscripted"
/>
<data
  plane="0"
  stixid="2033"
  mathmlid="U02033"
  type1="uni2033"
  mf="2"
  rfpapp="F"
  type="O"
  entity="Prime"
  entityset="ISOTECH"
  elsevier="bm6"
  APS="Prime"
  AIP="Prime"
  wolfram="DoublePrime"
  springer="\arcsec"
  mtcode="0x2033"
  pi="1 30"
  description="double prime or second"
/>
<data
  flag="#"
  plane="0"
  stixid="2033"
  mathmlid="U02033"
  type1="uni2033.notsup"
  mf="2"
  rfpapp="D"
  type="P"
  description="double prime or second, not superscripted"
/>
<data
  plane="0"
  stixid="2034"
  mathmlid="U02034"
  type1="uni2034"
  mf="1"
  rfpapp="F"
  type="N"
  entity="tprime"
  entityset="ISOTECH"
  elsevier="bm7"
  APS="tprime"
  mtcode="0x2034"
  pi="1 2D"
  description="triple prime"
/>
<data
  flag="*"
  plane="0"
  stixid="2034"
  mathmlid="U02034"
  type1="uni2034.notsup"
  mf="2"
  type="O"
  class="N"
  AIP="prime3"
  description="triple prime (not superscripted)"
/>
<data
  plane="0"
  stixid="2035"
  mathmlid="U02035"
  type1="uni2035"
  mf="1"
  rfpapp="F"
  type="N"
  entity="bprime"
  entityset="ISOAMSO"
  elsevier="bl5"
  texsource="A"
  tex="\backprime"
  APS="bprime"
  wolfram="ReversePrime"
  mtcode="0x2035"
  pi="5 29"
  description="reverse prime"
/>
<data
  flag="#"
  plane="0"
  stixid="2035"
  mathmlid="U02035"
  type1="uni2035.notsup"
  mf="2"
  rfpapp="D"
  type="P"
  description="reverse prime, not superscripted"
/>
<data
  plane="0"
  stixid="2036"
  mathmlid="U02036"
  type1="uni2036"
  mf="1"
  type="N"
  entity="bPrime"
  wolfram="ReverseDoublePrime"
  mtcode="0x2036"
  pi="5 5F"
  description="double reverse prime"
/>
<data
  flag="#"
  plane="0"
  stixid="2036"
  mathmlid="U02036"
  type1="uni2036.notsup"
  mf="2"
  rfpapp="D"
  type="P"
  description="double reverse prime, not superscripted"
/>
<data
  plane="0"
  stixid="2037"
  mathmlid="U02037"
  type1="uni2037"
  mf="1"
  type="N"
  entity="btprime"
  description="triple reverse prime"
/>
<data
  plane="0"
  stixid="2038"
  mathmlid="U02038"
  type1="uni2038"
  mf="2"
  rfpapp="D"
  type="P"
  entity="caret"
  entityset="ISOPUB"
  APS="caret"
  description="caret (insertion mark)"
/>
<data
  plane="0"
  stixid="2039"
  mathmlid="U02039"
  type1="guilsinglleft"
  mf="4"
  rfpapp="F"
  type="Q"
  class="O"
  entity="lsaquo"
  elsevier="ce7"
  mtcode="0x2039"
  description="single angle quotation mark (guillemet), left"
/>
<data
  plane="0"
  stixid="203A"
  mathmlid="U0203A"
  type1="guilsinglright"
  mf="4"
  rfpapp="F"
  type="Q"
  class="C"
  entity="rsaquo"
  elsevier="cf7"
  mtcode="0x203A"
  description="single angle quotation mark (guillemet), right"
/>
<data
  plane="0"
  stixid="203B"
  mathmlid="U0203B"
  type1="uni203B"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  AIP="presa"
  description="reference mark = Japanese kome"
/>
<data
  plane="0"
  stixid="203C"
  mathmlid="U0203C"
  type1="uni203C"
  description="double exclamation mark"
/>
<data
  plane="0"
  stixid="203E"
  mathmlid="U0203E"
  type1="uni203E"
  mf="1"
  mtcode="0x203E"
  description="Overline"
/>
<data
  plane="0"
  stixid="2040"
  mathmlid="U02040"
  type1="uni2040"
  utc2="CX5B"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  mtcode="0x2040"
  Z="xx5E"
  description="Character tie, Z NOTATION SEQUENCE CONCATENATION"
/>
<data
  plane="0"
  stixid="2043"
  mathmlid="U02043"
  type1="uni2043"
  mf="1"
  rfpapp="D"
  type="N"
  entity="hybull"
  entityset="ISOPUB"
  APS="hybull"
  mtcode="0x2043"
  description="rectangle, filled (hyphen bullet)"
/>
<data
  plane="0"
  stixid="2044"
  mathmlid="U02044"
  type1="fraction"
  mf="1"
  mtcode="0x2044"
  description="Fraction slash"
/>
<data
  plane="0"
  stixid="2047"
  mathmlid="U02047"
  type1="uni2047"
  mf="1"
  description="DOUBLE QUESTION MARK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="204E"
  mathmlid="U0204E"
  type1="uni204E"
  utc1="7X00"
  utc2="AX1B"
  mf="1"
  rfpapp="D"
  type="N"
  entity="lowast"
  entityset="ISOTECH"
  APS="lowast"
  description="LOW ASTERISK"
/>
<data
  flag="%"
  plane="0"
  stixid="204F"
  mathmlid="U0204F"
  type1="uni204F"
  utc1="7X11"
  utc2="AX1E"
  mf="2"
  type="P"
  entity="bsemi"
  entityset="ISOAMSO"
  description="REVERSED SEMICOLON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2050"
  mathmlid="U02050"
  type1="uni2050"
  utc1="5X4F"
  utc2="DXE5"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="closur"
  texsource="T"
  tex="\closure"
  AIP="closure"
  kluwer="r208"
  description="CLOSE UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2051"
  mathmlid="U02051"
  type1="uni2051"
  utc1="7X13"
  utc2="AX20"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="Ast"
  AIP="Ast"
  description="TWO ASTERISKS ALIGNED VERTICALLY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2052"
  mathmlid="U02052"
  type1="uni2052"
  mf="1"
  class="N"
  description="COMMERCIAL MINUS SIGN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2057"
  mathmlid="U02057"
  type1="uni2057"
  utc1="7X01"
  utc2="AX1C"
  mf="2"
  rfpapp="F"
  type="P"
  class="N"
  entity="qprime"
  entityset="ISOTECH"
  elsevier="bm8"
  pi="5 2B"
  description="QUADRUPLE PRIME"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="205F"
  mathmlid="U0205F"
  type1="uni205F"
  utc2="AX2B"
  mf="1"
  type="N"
  class="N"
  wolfram="MediumSpace"
  description="MEDIUM MATHEMATICAL SPACE"
/>
<data
  plane="0"
  stixid="2060"
  mathmlid="U02060"
  type1="uni2060"
  mf="0"
  description="WORD JOINER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2061"
  mathmlid="U02061"
  type1="uni2061"
  utc2="AX2D"
  mf="0"
  wolfram="FunctionApply"
  description="FUNCTION APPLICATION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2062"
  mathmlid="U02062"
  type1="uni2062"
  utc2="AX2E"
  mf="0"
  wolfram="InvisibleTimes"
  description="INVISIBLE TIMES"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2063"
  mathmlid="U02063"
  type1="uni2063"
  mf="0"
  description="INVISIBLE SEPARATOR"
/>
<data
  flag="%"
  plane="0"
  stixid="2070"
  mathmlid="U02070"
  type1="zerosuperior"
  mf="0"
  description="superscript zero"
/>
<data
  flag="%"
  plane="0"
  stixid="2074"
  mathmlid="U02074"
  type1="foursuperior"
  mf="0"
  description="superscript four"
/>
<data
  flag="%"
  plane="0"
  stixid="2075"
  mathmlid="U02075"
  type1="fivesuperior"
  mf="0"
  description="superscript five"
/>
<data
  flag="%"
  plane="0"
  stixid="2076"
  mathmlid="U02076"
  type1="sixsuperior"
  mf="0"
  description="superscript six"
/>
<data
  flag="%"
  plane="0"
  stixid="2077"
  mathmlid="U02077"
  type1="sevensuperior"
  mf="0"
  description="superscript seven"
/>
<data
  flag="%"
  plane="0"
  stixid="2078"
  mathmlid="U02078"
  type1="eightsuperior"
  mf="0"
  description="superscript eight"
/>
<data
  flag="%"
  plane="0"
  stixid="2079"
  mathmlid="U02079"
  type1="ninesuperior"
  mf="0"
  description="superscript nine"
/>
<data
  flag="%"
  plane="0"
  stixid="207D"
  mathmlid="U0207D"
  type1="parenleftsuperior"
  mf="0"
  description="superscript left parenthesis"
/>
<data
  flag="%"
  plane="0"
  stixid="207E"
  mathmlid="U0207E"
  type1="parenrightsuperior"
  mf="0"
  description="superscript right parenthesis"
/>
<data
  flag="%"
  plane="0"
  stixid="207F"
  mathmlid="U0207F"
  type1="nsuperior"
  mf="0"
  description="superscript latin small letter n"
/>
<data
  flag="%"
  plane="0"
  stixid="2080"
  mathmlid="U02080"
  type1="zeroinferior"
  mf="0"
  description="subscript zero"
/>
<data
  flag="%"
  plane="0"
  stixid="2081"
  mathmlid="U02081"
  type1="oneinferior"
  mf="0"
  description="subscript one"
/>
<data
  flag="%"
  plane="0"
  stixid="2082"
  mathmlid="U02082"
  type1="twoinferior"
  mf="0"
  description="subscript two"
/>
<data
  flag="%"
  plane="0"
  stixid="2083"
  mathmlid="U02083"
  type1="threeinferior"
  mf="0"
  description="subscript three"
/>
<data
  flag="%"
  plane="0"
  stixid="2084"
  mathmlid="U02084"
  type1="fourinferior"
  mf="0"
  description="subscript four"
/>
<data
  flag="%"
  plane="0"
  stixid="2085"
  mathmlid="U02085"
  type1="fiveinferior"
  mf="0"
  description="subscript five"
/>
<data
  flag="%"
  plane="0"
  stixid="2086"
  mathmlid="U02086"
  type1="sixinferior"
  mf="0"
  description="subscript six"
/>
<data
  flag="%"
  plane="0"
  stixid="2087"
  mathmlid="U02087"
  type1="seveninferior"
  mf="0"
  description="subscript seven"
/>
<data
  flag="%"
  plane="0"
  stixid="2088"
  mathmlid="U02088"
  type1="eightinferior"
  mf="0"
  description="subscript eight"
/>
<data
  flag="%"
  plane="0"
  stixid="2089"
  mathmlid="U02089"
  type1="nineinferior"
  mf="0"
  description="subscript nine"
/>
<data
  flag="%"
  plane="0"
  stixid="208D"
  mathmlid="U0208D"
  type1="parenleftinferior"
  mf="0"
  description="subscript left parenthesis"
/>
<data
  flag="%"
  plane="0"
  stixid="208E"
  mathmlid="U0208E"
  type1="parenrightinferior"
  mf="0"
  description="subscript right parenthesis"
/>
<data
  flag="%"
  plane="0"
  stixid="20A1"
  mathmlid="U020A1"
  type1="colonmonetary"
  mf="0"
  description="colon sign"
/>
<data
  plane="0"
  stixid="20A3"
  mathmlid="U020A3"
  type1="uni20A3"
  description="French franc sign"
/>
<data
  plane="0"
  stixid="20A4"
  mathmlid="U020A4"
  type1="uni20A4"
  description="lira sign"
/>
<data
  plane="0"
  stixid="20A7"
  mathmlid="U020A7"
  type1="uni20A7"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  elsevier="bhg"
  description="pesetas"
/>
<data
  plane="0"
  stixid="20AC"
  mathmlid="U020AC"
  type1="uni20AC"
  mf="4"
  elsevier="bhh"
  mtcode="0x20AC"
  description="Euro sign"
/>
<data
  plane="0"
  stixid="20D0"
  mathmlid="U020D0"
  type1="uni20D0"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  texsource="T"
  tex="\leftharpoonaccent"
  AIP="dlhook"
  kluwer="h050"
  mtcode="0x20D0"
  pi="5 54"
  description="combining left harpoon above"
/>
<data
  plane="0"
  stixid="20D1"
  mathmlid="U020D1"
  type1="uni20D1"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  texsource="T"
  tex="\rightharpoonaccent"
  AIP="drhook"
  IEEE="\harp"
  kluwer="h051"
  mtcode="0x20D1"
  pi="5 59"
  description="combining right harpoon above"
/>
<data
  plane="0"
  stixid="20D2"
  mathmlid="U020D2"
  type1="uni20D2"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  description="combining long vertical line overlay"
/>
<data
  plane="0"
  stixid="20D6"
  mathmlid="U020D6"
  type1="uni20D6"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  texsource="P"
  tex="\overleftarrow"
  kluwer="a180"
  mtcode="0x20D6"
  pi="5 40"
  description="combining left arrow above"
/>
<data
  plane="0"
  stixid="20D7"
  mathmlid="U020D7"
  type1="uni20D7"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  texsource="P"
  tex="\vec"
  APS="ar"
  AIP="vec"
  IEEE="\vec"
  kluwer="a181"
  mtcode="0x20D7"
  pi="5 24"
  description="combining right arrow above"
/>
<data
  plane="0"
  stixid="20DB"
  mathmlid="U020DB"
  type1="uni20DB"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="tdot"
  entityset="ISOTECH"
  elsevier="cap"
  texsource="A"
  tex="\dddot"
  APS="tdot"
  AIP="d3dot"
  wolfram="TripleDot"
  mtcode="0x20DB"
  pi="5 26"
  description="combining three dots above"
/>
<data
  plane="0"
  stixid="20DC"
  mathmlid="U020DC"
  type1="uni20DC"
  mf="2"
  rfpapp="F"
  type="D"
  class="D"
  entity="DotDot"
  entityset="ISOTECH"
  elsevier="caq"
  texsource="A"
  tex="\ddddot"
  APS="DotDot"
  description="combining four dots above"
/>
<data
  plane="0"
  stixid="20DD"
  mathmlid="U020DD"
  type1="uni20DD"
  mf="2"
  description="combining enclosing circle"
/>
<data
  plane="0"
  stixid="20E1"
  mathmlid="U020E1"
  type1="uni20E1"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  texsource="P"
  tex="\overleftrightarrow"
  AIP="ddarr"
  IEEE="\lrvec"
  kluwer="a182"
  mtcode="0x20E1"
  description="combining left right arrow above"
/>
<data
  plane="0"
  stixid="20E4"
  mathmlid="U020E4"
  type1="uni20E4"
  mf="2"
  description="COMBINING ENCLOSING UPWARD POINTING TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="20E5"
  mathmlid="U020E5"
  type1="uni20E5"
  utc2="AX0E"
  mf="2"
  class="D"
  description="COMBINING REVERSE SOLIDUS OVERLAY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="20E6"
  mathmlid="U020E6"
  type1="uni20E6"
  utc2="AX0F"
  mf="2"
  type="D"
  class="D"
  description="COMBINING DOUBLE VERTICAL STROKE OVERLAY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="20E7"
  mathmlid="U020E7"
  type1="uni20E7"
  utc1="7X0C"
  utc2="AX10"
  mf="1"
  rfpapp="D"
  type="F"
  class="D"
  entity="actuary"
  description="COMBINING ANNUITY SYMBOL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="20E8"
  mathmlid="U020E8"
  type1="uni20E8"
  utc1="7X07"
  utc2="AX16"
  mf="2"
  rfpapp="D"
  type="D"
  class="D"
  AIP="tdundot"
  description="COMBINING TRIPLE UNDERDOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="20E9"
  mathmlid="U020E9"
  type1="uni20E9"
  mf="2"
  class="D"
  description="COMBINING WIDE BRIDGE ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="20EA"
  mathmlid="U020EA"
  type1="uni20EA"
  mf="2"
  class="D"
  description="COMBINING LEFTWARDS ARROW OVERLAY"
/>
<data
  plane="0"
  stixid="2102"
  mathmlid="U02102"
  type1="uni2102"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Copf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbC"
  IEEE="\complex"
  wolfram="DoubleStruckCapitalC"
  springer="\bbbc"
  mtcode="0x2102"
  pi="6 43"
  Z="xx43"
  description="/Bbb C, open face C"
/>
<data
  flag="+"
  plane="0"
  stixid="2102"
  mathmlid="U02102"
  type1="uni2102"
  mf="0"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Copf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbC"
  IEEE="\BBC"
  wolfram="DoubleStruckCapitalC"
  springer="\bbbc"
  mtcode="0x2102"
  pi="6 43"
  Z="xx43"
  description="/Bbb C, open face C"
/>
<data
  flag="%"
  plane="0"
  stixid="2105"
  mathmlid="U02105"
  type1="uni2105"
  mf="4"
  rfpapp="D"
  type="A"
  class="N"
  entity="incare"
  entityset="ISOPUB"
  APS="incare"
  description="in-care-of symbol"
/>
<data
  plane="0"
  stixid="2107"
  mathmlid="U02107"
  type1="uni2107"
  mf="1"
  rfpapp="d"
  type="Z"
  mtcode="0x2107"
  pi="5 6C"
  description="Euler constant"
/>
<data
  plane="0"
  stixid="210A"
  mathmlid="U0210A"
  type1="uni210A"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="gscr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scrg"
  wolfram="ScriptG"
  mtcode="0x210A"
  pi="2 3B"
  description="/scr g, script letter g"
/>
<data
  plane="0"
  stixid="210B"
  mathmlid="U0210B"
  type1="uni210B"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="hamilt"
  entityset="ISOTECH"
  elsevier="cjh"
  texsource="N"
  tex="\scrH"
  APS="hamilt"
  wolfram="ScriptCapitalH"
  mtcode="0x210B"
  pi="2 2A"
  description="Hamiltonian (script capital H)"
/>
<data
  flag="+"
  plane="0"
  stixid="210B"
  mathmlid="U0210B"
  type1="uni210B"
  mf="0"
  rfpapp="f"
  type="Z"
  class="A"
  entity="Hscr"
  entityset="ISOMSCR"
  elsevier="cjh"
  texsource="N"
  tex="\scrH"
  wolfram="ScriptCapitalH"
  mtcode="0x210B"
  pi="2 2A"
  description="/scr H, script letter H"
/>
<data
  plane="0"
  stixid="210C"
  mathmlid="U0210C"
  type1="uni210C"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Hfr"
  entityset="ISOMFRK"
  wolfram="GothicCapitalH"
  mtcode="0x210C"
  pi="2 48"
  description="/frak H, upper case H"
/>
<data
  plane="0"
  stixid="210D"
  mathmlid="U0210D"
  type1="uni210D"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Hopf"
  entityset="ISOMOPF"
  IEEE="\hilbert"
  wolfram="DoubleStruckCapitalH"
  springer="\bbbh"
  mtcode="0x210D"
  pi="6 48"
  description="/Bbb H, open face H"
/>
<data
  flag="+"
  plane="0"
  stixid="210D"
  mathmlid="U0210D"
  type1="uni210D"
  mf="0"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Hopf"
  entityset="ISOMOPF"
  IEEE="\BBH"
  wolfram="DoubleStruckCapitalH"
  springer="\bbbh"
  mtcode="0x210D"
  pi="6 48"
  Z="xx48"
  description="/Bbb H, open face H"
/>
<data
  plane="0"
  stixid="210E"
  mathmlid="U0210E"
  type1="uni210E"
  mf="1"
  type="Z"
  mtcode="0x210E"
  description="Planck constant"
/>
<data
  flag="#"
  plane="0"
  stixid="210F"
  mathmlid="U0210F"
  type1="uni210F"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="plankv"
  entityset="ISOAMSO"
  elsevier="bug"
  texsource="A"
  tex="\hslash"
  APS="hslash"
  AIP="planck"
  IEEE="\hbar"
  wolfram="HBar"
  mtcode="0x210F"
  pi="1 22"
  description="/hslash - variant Planck's over 2pi"
/>
<data
  flag="#"
  plane="0"
  stixid="210F"
  mathmlid="U0210F"
  type1="uni210F.var"
  mf="1"
  rfpapp="F"
  type="N"
  class="A"
  entity="plank"
  entityset="ISOAMSO"
  elsevier="buh"
  texsource="A"
  tex="\hbar"
  description="/hbar - Planck's over 2pi"
/>
<data
  plane="0"
  stixid="2110"
  mathmlid="U02110"
  type1="uni2110"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Iscr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scrI"
  wolfram="ScriptCapitalI"
  mtcode="0x2110"
  pi="2 28"
  description="/scr I, script letter I"
/>
<data
  plane="0"
  stixid="2111"
  mathmlid="U02111"
  type1="uni2111"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="image"
  entityset="ISOAMSO"
  texsource="P"
  tex="\Im"
  APS="Im"
  IEEE="\Im"
  wolfram="GothicCapitalI"
  mtcode="0x2111"
  pi="2 49"
  description="imaginary part"
/>
<data
  flag="+"
  plane="0"
  stixid="2111"
  mathmlid="U02111"
  type1="uni2111"
  mf="0"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Ifr"
  entityset="ISOMFRK"
  wolfram="GothicCapitalI"
  description="/frak I, upper case I"
/>
<data
  plane="0"
  stixid="2112"
  mathmlid="U02112"
  type1="uni2112"
  mf="1"
  rfpapp="f"
  type="Z"
  class="A"
  entity="lagran"
  entityset="ISOTECH"
  elsevier="cjl"
  texsource="N"
  tex="\scrL"
  APS="lagran"
  wolfram="ScriptCapitalL"
  mtcode="0x2112"
  pi="2 2B"
  description="Lagrangian (script capital L)"
/>
<data
  flag="+"
  plane="0"
  stixid="2112"
  mathmlid="U02112"
  type1="uni2112"
  mf="0"
  rfpapp="f"
  type="Z"
  class="A"
  entity="Lscr"
  entityset="ISOMSCR"
  elsevier="cjl"
  texsource="N"
  tex="\scrL"
  wolfram="ScriptCapitalL"
  mtcode="0x2112"
  pi="2 2B"
  description="/scr L, script letter L"
/>
<data
  plane="0"
  stixid="2113"
  mathmlid="U02113"
  type1="uni2113"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="ell"
  entityset="ISOAMSO"
  elsevier="buk"
  texsource="P"
  tex="\ell"
  APS="ell"
  IEEE="\ell"
  wolfram="ScriptL"
  mtcode="0x2113"
  pi="2 2C"
  description="cursive small l"
/>
<data
  plane="0"
  stixid="2115"
  mathmlid="U02115"
  type1="uni2115"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Nopf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbN"
  IEEE="\posinteger"
  wolfram="DoubleStruckCapitalN"
  springer="\bbbn"
  mtcode="0x2115"
  pi="6 4E"
  Z="xx4E"
  description="/Bbb N, open face N"
/>
<data
  flag="+"
  plane="0"
  stixid="2115"
  mathmlid="U02115"
  type1="uni2115"
  mf="0"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Nopf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbN"
  IEEE="\BBN"
  wolfram="DoubleStruckCapitalN"
  springer="\bbbn"
  mtcode="0x2115"
  pi="6 4E"
  Z="xx4E"
  description="/Bbb N, open face N"
/>
<data
  flag="%"
  plane="0"
  stixid="2116"
  mathmlid="U02116"
  type1="uni2116"
  mf="4"
  rfpapp="D"
  type="A"
  class="N"
  entity="numero"
  entityset="ISOCYR1"
  texsource="L"
  tex="\textnumero"
  description="numero sign"
/>
<data
  flag="%"
  plane="0"
  stixid="2117"
  mathmlid="U02117"
  type1="uni2117"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="copysr"
  entityset="ISOPUB"
  APS="copysr"
  description="sound recording copyright sign"
/>
<data
  plane="0"
  stixid="2118"
  mathmlid="U02118"
  type1="uni2118"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="weierp"
  entityset="ISOAMSO"
  elsevier="bjo"
  texsource="P"
  tex="\wp"
  APS="weierp"
  AIP="weierp"
  IEEE="\wp"
  wolfram="WeierstrassP"
  mtcode="0x2118"
  pi="5 60"
  description="Weierstrass p"
/>
<data
  plane="0"
  stixid="2119"
  mathmlid="U02119"
  type1="uni2119"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Popf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbP"
  IEEE="\REALP"
  wolfram="DoubleStruckCapitalP"
  springer="\bbbp"
  mtcode="0x2119"
  pi="6 50"
  Z="xx50"
  description="/Bbb P, open face P"
/>
<data
  flag="+"
  plane="0"
  stixid="2119"
  mathmlid="U02119"
  type1="uni2119"
  mf="0"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Popf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbP"
  IEEE="\BBP"
  wolfram="DoubleStruckCapitalP"
  springer="\bbbp"
  mtcode="0x2119"
  pi="6 50"
  Z="xx50"
  description="/Bbb P, open face P"
/>
<data
  plane="0"
  stixid="211A"
  mathmlid="U0211A"
  type1="uni211A"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Qopf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbQ"
  IEEE="\BBQ"
  wolfram="DoubleStruckCapitalQ"
  mtcode="0x211A"
  pi="6 51"
  Z="xx51"
  description="/Bbb Q, open face Q"
/>
<data
  plane="0"
  stixid="211B"
  mathmlid="U0211B"
  type1="uni211B"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Rscr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scrR"
  wolfram="ScriptCapitalR"
  mtcode="0x211B"
  pi="2 35"
  description="/scr R, script letter R"
/>
<data
  plane="0"
  stixid="211C"
  mathmlid="U0211C"
  type1="uni211C"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="real"
  entityset="ISOAMSO"
  texsource="P"
  tex="\Re"
  APS="Re"
  IEEE="\Re"
  wolfram="GothicCapitalR"
  mtcode="0x211C"
  pi="2 52"
  description="real part"
/>
<data
  flag="+"
  plane="0"
  stixid="211C"
  mathmlid="U0211C"
  type1="uni211C"
  utc1="6XC1"
  mf="0"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Rfr"
  entityset="ISOMFRK"
  texsource="N"
  tex="\frakR"
  wolfram="GothicCapitalR"
  pi="2 52"
  description="/frak R, upper case R"
/>
<data
  plane="0"
  stixid="211D"
  mathmlid="U0211D"
  type1="uni211D"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Ropf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbR"
  IEEE="\REALR"
  wolfram="DoubleStruckCapitalR"
  springer="\bbbr"
  mtcode="0x211D"
  pi="6 52"
  Z="xx52"
  description="/Bbb R, open face R"
/>
<data
  flag="+"
  plane="0"
  stixid="211D"
  mathmlid="U0211D"
  type1="uni211D"
  mf="0"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Ropf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbR"
  IEEE="\BBR"
  wolfram="DoubleStruckCapitalR"
  springer="\bbbr"
  mtcode="0x211D"
  pi="6 52"
  Z="xx52"
  description="/Bbb R, open face R"
/>
<data
  plane="0"
  stixid="211E"
  mathmlid="U0211E"
  type1="uni211E"
  mf="1"
  rfpapp="F"
  type="Z"
  class="N"
  entity="rx"
  entityset="ISOPUB"
  elsevier="bjh"
  APS="rx"
  AIP="recipe"
  description="pharmaceutical prescription (Rx)"
/>
<data
  plane="0"
  stixid="2122"
  mathmlid="U02122"
  type1="trademark"
  mf="2"
  rfpapp="F"
  type="B"
  entity="trade"
  entityset="ISONUM"
  elsevier="bht"
  AIP="trade"
  wolfram="Trademark"
  mtcode="0x2122"
  description="trade mark sign"
/>
<data
  plane="0"
  stixid="2124"
  mathmlid="U02124"
  type1="uni2124"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Zopf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbZ"
  IEEE="\ZED"
  wolfram="DoubleStruckCapitalZ"
  springer="\bbbz"
  mtcode="0x2124"
  pi="6 5A"
  Z="xx5A"
  description="/Bbb Z, open face Z"
/>
<data
  flag="+"
  plane="0"
  stixid="2124"
  mathmlid="U02124"
  type1="uni2124"
  mf="0"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Zopf"
  entityset="ISOMOPF"
  texsource="N"
  tex="\BbbZ"
  IEEE="\BBZ"
  wolfram="DoubleStruckCapitalZ"
  springer="\bbbz"
  mtcode="0x2124"
  pi="6 5A"
  Z="xx5A"
  description="/Bbb Z, open face Z"
/>
<data
  plane="0"
  stixid="2125"
  mathmlid="U02125"
  type1="uni2125"
  mf="2"
  mtcode="0x2125"
  description="Ounce sign"
/>
<data
  plane="0"
  stixid="2126"
  mathmlid="U02126"
  type1="uni2126"
  mf="2"
  class="N"
  entity="ohm"
  entityset="ISONUM"
  mtcode="0x2126"
  description="ohm sign"
/>
<data
  plane="0"
  stixid="2127"
  mathmlid="U02127"
  type1="uni2127"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="mho"
  entityset="ISOAMSO"
  elsevier="ce2"
  texsource="A"
  tex="\mho"
  APS="mho"
  wolfram="Mho"
  mtcode="0x2127"
  description="conductance"
/>
<data
  plane="0"
  stixid="2128"
  mathmlid="U02128"
  type1="uni2128"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Zfr"
  entityset="ISOMFRK"
  texsource="N"
  tex="\frakZ"
  wolfram="GothicCapitalZ"
  mtcode="0x2128"
  pi="2 5A"
  description="/frak Z, upper case Z"
/>
<data
  plane="0"
  stixid="2129"
  mathmlid="U02129"
  type1="uni2129"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  entity="iiota"
  entityset="ISOAMSO"
  elsevier="cd0"
  description="inverted iota"
/>
<data
  plane="0"
  stixid="212B"
  mathmlid="U0212B"
  type1="uni212B"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  entity="angst"
  entityset="ISOTECH"
  elsevier="buw"
  texsource="P"
  tex="\AA"
  APS="angst"
  AIP="Aring"
  ACS="angst"
  wolfram="Angstrom"
  mtcode="0x212B"
  description="Angstrom capital A, ring"
/>
<data
  plane="0"
  stixid="212C"
  mathmlid="U0212C"
  type1="uni212C"
  mf="1"
  rfpapp="f"
  type="0"
  class="A"
  entity="bernou"
  entityset="ISOTECH"
  elsevier="cjb"
  texsource="N"
  tex="\scrB"
  APS="bernou"
  wolfram="ScriptCapitalB"
  mtcode="0x212C"
  pi="2 40"
  description="Bernoulli function (script capital B)"
/>
<data
  flag="+"
  plane="0"
  stixid="212C"
  mathmlid="U0212C"
  type1="uni212C"
  mf="0"
  rfpapp="F"
  type="Z"
  class="A"
  entity="Bscr"
  entityset="ISOMSCR"
  elsevier="cjb"
  texsource="N"
  tex="\scrB"
  wolfram="ScriptCapitalB"
  mtcode="0x212C"
  pi="2 40"
  description="/scr B, script letter B"
/>
<data
  plane="0"
  stixid="212D"
  mathmlid="U0212D"
  type1="uni212D"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="Cfr"
  entityset="ISOMFRK"
  texsource="N"
  tex="\frakC"
  wolfram="GothicCapitalC"
  mtcode="0x212D"
  pi="2 43"
  description="black-letter capital C"
/>
<data
  plane="0"
  stixid="212E"
  mathmlid="U0212E"
  type1="uni212E"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  description="estimated symbol"
/>
<data
  plane="0"
  stixid="212F"
  mathmlid="U0212F"
  type1="uni212F"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="escr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scre"
  wolfram="ScriptE"
  mtcode="0x212F"
  description="/scr e, script letter e"
/>
<data
  plane="0"
  stixid="2130"
  mathmlid="U02130"
  type1="uni2130"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Escr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scrE"
  wolfram="ScriptCapitalE"
  mtcode="0x2130"
  pi="2 25"
  description="/scr E, script letter E"
/>
<data
  plane="0"
  stixid="2131"
  mathmlid="U02131"
  type1="uni2131"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="Fscr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scrF"
  wolfram="ScriptCapitalF"
  mtcode="0x2131"
  pi="2 5E"
  description="/scr F, script letter F"
/>
<data
  plane="0"
  stixid="2132"
  mathmlid="U02132"
  type1="uni2132"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  texsource="A"
  tex="\Finv"
  mtcode="0x2132"
  description="turned capital F"
/>
<data
  plane="0"
  stixid="2133"
  mathmlid="U02133"
  type1="uni2133"
  mf="1"
  rfpapp="f"
  type="Z"
  class="A"
  entity="phmmat"
  entityset="ISOTECH"
  elsevier="cjm"
  texsource="N"
  tex="\scrM"
  APS="phmmat"
  wolfram="ScriptCapitalM"
  mtcode="0x2133"
  pi="2 7D"
  description="physics M-matrix (script capital M)"
/>
<data
  flag="+"
  plane="0"
  stixid="2133"
  mathmlid="U02133"
  type1="uni2133"
  mf="0"
  rfpapp="f"
  type="Z"
  class="A"
  entity="Mscr"
  entityset="ISOMSCR"
  elsevier="cjm"
  texsource="N"
  tex="\scrM"
  wolfram="ScriptCapitalM"
  mtcode="0x2133"
  pi="2 7D"
  description="/scr M, script letter M"
/>
<data
  plane="0"
  stixid="2134"
  mathmlid="U02134"
  type1="uni2134"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="order"
  entityset="ISOTECH"
  texsource="N"
  tex="\scro"
  APS="order"
  wolfram="ScriptO"
  mtcode="0x2134"
  description="order of (script small o)"
/>
<data
  flag="+"
  plane="0"
  stixid="2134"
  mathmlid="U02134"
  type1="uni2134"
  mf="0"
  rfpapp="d"
  type="Z"
  class="A"
  entity="oscr"
  entityset="ISOMSCR"
  texsource="N"
  tex="\scro"
  wolfram="ScriptO"
  mtcode="0x2134"
  description="/scr o, script letter o"
/>
<data
  plane="0"
  stixid="2135"
  mathmlid="U02135"
  type1="uni2135"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="aleph"
  entityset="ISOTECH"
  elsevier="cha"
  texsource="P"
  tex="\aleph"
  APS="aleph"
  AIP="aleph"
  IEEE="\aleph"
  wolfram="Aleph"
  mtcode="0x2135"
  pi="1 3A"
  description="aleph, Hebrew"
/>
<data
  plane="0"
  stixid="2136"
  mathmlid="U02136"
  type1="uni2136"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="beth"
  entityset="ISOAMSO"
  elsevier="chb"
  texsource="A"
  tex="\beth"
  APS="beth"
  wolfram="Bet"
  mtcode="0x2136"
  description="beth, Hebrew"
/>
<data
  plane="0"
  stixid="2137"
  mathmlid="U02137"
  type1="uni2137"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="gimel"
  entityset="ISOAMSO"
  elsevier="chd"
  texsource="A"
  tex="\gimel"
  APS="gimel"
  wolfram="Gimel"
  mtcode="0x2137"
  description="gimel, Hebrew"
/>
<data
  plane="0"
  stixid="2138"
  mathmlid="U02138"
  type1="uni2138"
  mf="1"
  rfpapp="F"
  type="Z"
  class="A"
  entity="daleth"
  entityset="ISOAMSO"
  elsevier="chc"
  texsource="A"
  tex="\daleth"
  APS="daleth"
  wolfram="Dalet"
  mtcode="0x2138"
  description="daleth, Hebrew"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="213D"
  mathmlid="U0213D"
  type1="uni213D"
  utc1="6X27"
  utc2="AX0A"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="opfgamma"
  texsource="N"
  tex="\Bbbgamma"
  wolfram="DoubledGamma"
  description="DOUBLE-STRUCK SMALL GAMMA"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="213E"
  mathmlid="U0213E"
  type1="uni213E"
  utc2="AX0B"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="opfGam"
  texsource="N"
  tex="\BbbGamma"
  description="DOUBLE-STRUCK CAPITAL GAMMA"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="213F"
  mathmlid="U0213F"
  type1="uni213F"
  utc1="6X28"
  utc2="AX0C"
  mf="1"
  rfpapp="d"
  type="Z"
  class="A"
  entity="opfPi"
  texsource="A"
  tex="\BbbPi"
  description="DOUBLE-STRUCK CAPITAL PI"
/>
<data
  flag="+"
  plane="0"
  stixid="213F"
  mathmlid="U0213F"
  type1="uni213F"
  utc2="AX0C"
  mf="1"
  rfpapp="D"
  type="Z"
  class="A"
  entity="opfPi"
  texsource="A"
  tex="\BbbPi"
  description="open face capital Pi"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2140"
  mathmlid="U02140"
  type1="uni2140"
  utc1="6X29"
  utc2="AX0D"
  mf="2"
  rfpapp="D"
  type="L"
  class="L"
  entity="opfsum"
  texsource="N"
  tex="\Bbbsum"
  description="DOUBLE-STRUCK N-ARY SUMMATION"
/>
<data
  flag="#"
  plane="0"
  stixid="2140"
  mathmlid="U02140"
  type1="uni2140.lgdisplaystyle"
  utc1="6X29"
  utc2="AX0D"
  mf="0"
  rfpapp="D"
  type="L"
  class="L"
  entity="opfsum"
  texsource="N"
  tex="\Bbbsum"
  description="DOUBLE-STRUCK N-ARY SUMMATION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2141"
  mathmlid="U02141"
  type1="uni2141"
  utc1="6X12"
  utc2="AX06"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  entity="Game"
  texsource="A"
  tex="\Game"
  description="TURNED SANS-SERIF CAPITAL G"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2142"
  mathmlid="U02142"
  type1="uni2142"
  utc1="6X14"
  utc2="AX07"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  AIP="isfL"
  description="TURNED SANS-SERIF CAPITAL L"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2143"
  mathmlid="U02143"
  type1="uni2143"
  utc1="6X15"
  utc2="AX08"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  AIP="rsfL"
  description="REVERSED SANS-SERIF CAPITAL L"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2144"
  mathmlid="U02144"
  type1="uni2144"
  utc1="6X17"
  utc2="AX09"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  AIP="yinvert"
  description="TURNED SANS-SERIF CAPITAL Y"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2145"
  mathmlid="U02145"
  type1="uni2145"
  utc1="6X22"
  utc2="AX11"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  texsource="N"
  tex="\itBbbD"
  wolfram="CapitalDifferentialD"
  description="DOUBLE-STRUCK ITALIC CAPITAL D"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2146"
  mathmlid="U02146"
  type1="uni2146"
  utc1="6X23"
  utc2="AX12"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  texsource="N"
  tex="\itBbbd"
  wolfram="DifferentialD"
  description="DOUBLE-STRUCK ITALIC SMALL D"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2147"
  mathmlid="U02147"
  type1="uni2147"
  utc1="6X24"
  utc2="AX13"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  texsource="N"
  tex="\itBbbe"
  wolfram="ExponentialE"
  description="DOUBLE-STRUCK ITALIC SMALL E"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2148"
  mathmlid="U02148"
  type1="uni2148"
  utc1="6X25"
  utc2="AX14"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  texsource="N"
  tex="\itBbbi"
  wolfram="ImaginaryI"
  description="DOUBLE-STRUCK ITALIC SMALL I"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2149"
  mathmlid="U02149"
  type1="uni2149"
  utc1="6X26"
  utc2="AX15"
  mf="1"
  rfpapp="D"
  type="Z"
  class="N"
  texsource="N"
  tex="\itBbbj"
  wolfram="ImaginaryJ"
  description="DOUBLE-STRUCK ITALIC SMALL J"
/>
<data
  plane="0"
  stixid="214A"
  mathmlid="U0214A"
  type1="uni214A"
  mf="1"
  description="PROPERTY LINE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="214B"
  mathmlid="U0214B"
  type1="uni214B"
  utc1="7X1D"
  utc2="AX28"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="turnamp"
  texsource="A"
  tex="\upand"
  description="TURNED AMPERSAND"
/>
<data
  flag="%"
  plane="0"
  stixid="2153"
  mathmlid="U02153"
  type1="onethird"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac13"
  entityset="ISOPUB"
  APS="frac13"
  description="fraction one-third"
/>
<data
  flag="%"
  plane="0"
  stixid="2154"
  mathmlid="U02154"
  type1="twothirds"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac23"
  entityset="ISOPUB"
  APS="frac23"
  description="fraction two-thirds"
/>
<data
  flag="%"
  plane="0"
  stixid="2155"
  mathmlid="U02155"
  type1="uni2155"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac15"
  entityset="ISOPUB"
  APS="frac15"
  description="fraction one-fifth"
/>
<data
  flag="%"
  plane="0"
  stixid="2156"
  mathmlid="U02156"
  type1="uni2156"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac25"
  entityset="ISOPUB"
  APS="frac25"
  description="fraction two-fifths"
/>
<data
  flag="%"
  plane="0"
  stixid="2157"
  mathmlid="U02157"
  type1="uni2157"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac35"
  entityset="ISOPUB"
  APS="frac35"
  description="fraction three-fifths"
/>
<data
  flag="%"
  plane="0"
  stixid="2158"
  mathmlid="U02158"
  type1="uni2158"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac45"
  entityset="ISOPUB"
  APS="frac45"
  description="fraction four-fifths"
/>
<data
  flag="%"
  plane="0"
  stixid="2159"
  mathmlid="U02159"
  type1="uni2159"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac16"
  entityset="ISOPUB"
  APS="frac16"
  description="fraction one-sixth"
/>
<data
  flag="%"
  plane="0"
  stixid="215A"
  mathmlid="U0215A"
  type1="uni215A"
  mf="2"
  rfpapp="D"
  type="X"
  entity="frac56"
  entityset="ISOPUB"
  APS="frac56"
  description="fraction five-sixths"
/>
<data
  flag="%"
  plane="0"
  stixid="215B"
  mathmlid="U0215B"
  type1="oneeighth"
  mf="2"
  type="X"
  entity="frac18"
  entityset="ISONUM"
  description="fraction one-eighth"
/>
<data
  flag="%"
  plane="0"
  stixid="215C"
  mathmlid="U0215C"
  type1="threeeighths"
  mf="2"
  type="X"
  entity="frac38"
  entityset="ISONUM"
  description="fraction three-eighths"
/>
<data
  flag="%"
  plane="0"
  stixid="215D"
  mathmlid="U0215D"
  type1="fiveeighths"
  mf="2"
  type="X"
  entity="frac58"
  entityset="ISONUM"
  description="fraction five-eighths"
/>
<data
  flag="%"
  plane="0"
  stixid="215E"
  mathmlid="U0215E"
  type1="seveneighths"
  mf="2"
  type="X"
  entity="frac78"
  entityset="ISONUM"
  description="fraction seven-eighths"
/>
<data
  plane="0"
  stixid="2190"
  mathmlid="U02190"
  type1="uni2190"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="larr"
  entityset="ISONUM"
  elsevier="bag"
  texsource="P"
  tex="\leftarrow"
  APS="larr"
  IEEE="\leftarrow"
  wolfram="LeftArrow"
  kluwer="a000"
  mtcode="0x2190"
  description="/leftarrow /gets A: leftward arrow"
/>
<data
  flag="#"
  plane="0"
  stixid="2190"
  mathmlid="U02190"
  type1="uni2190.short"
  mf="1"
  rfpapp="D"
  type="S"
  entity="slarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\shortleftarrow"
  wolfram="ShortLeftArrow"
  kluwer="a013"
  description="short left arrow"
/>
<data
  plane="0"
  stixid="2191"
  mathmlid="U02191"
  type1="uni2191"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="uarr"
  entityset="ISONUM"
  elsevier="bce"
  texsource="P"
  tex="\uparrow"
  APS="uarr"
  AIP="uarr"
  IEEE="\uparrow"
  wolfram="UpArrow"
  kluwer="a001"
  mtcode="0x2191"
  description="upward arrow"
/>
<data
  flag="#"
  plane="0"
  stixid="2191"
  mathmlid="U02191"
  type1="uni2191.short"
  mf="1"
  rfpapp="D"
  type="S"
  entity="suarr"
  texsource="T"
  tex="\shortuparrow"
  wolfram="ShortUpArrow"
  kluwer="a012"
  description="short up arrow"
/>
<data
  plane="0"
  stixid="2192"
  mathmlid="U02192"
  type1="uni2192"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rarr"
  entityset="ISONUM"
  elsevier="bam"
  texsource="P"
  tex="\rightarrow"
  APS="rarr"
  AIP="rarr"
  IEEE="\rightarrow"
  wolfram="RightArrow"
  kluwer="a002"
  mtcode="0x2192"
  Z="xx20"
  description="/rightarrow /to A: rightward arrow"
/>
<data
  flag="#"
  plane="0"
  stixid="2192"
  mathmlid="U02192"
  type1="uni2192.short"
  mf="1"
  rfpapp="D"
  type="S"
  entity="srarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\shortrightarrow"
  wolfram="ShortRightArrow"
  kluwer="a011"
  description="short right arrow"
/>
<data
  plane="0"
  stixid="2193"
  mathmlid="U02193"
  type1="uni2193"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="darr"
  entityset="ISONUM"
  elsevier="bcc"
  texsource="P"
  tex="\downarrow"
  APS="darr"
  AIP="darr"
  IEEE="\downarrow"
  wolfram="DownArrow"
  kluwer="a003"
  mtcode="0x2193"
  description="downward arrow"
/>
<data
  flag="#"
  plane="0"
  stixid="2193"
  mathmlid="U02193"
  type1="uni2193.short"
  mf="1"
  rfpapp="D"
  type="S"
  entity="sdarr"
  texsource="T"
  tex="\shortdownarrow"
  wolfram="ShortDownArrow"
  kluwer="a014"
  description="short down arrow"
/>
<data
  plane="0"
  stixid="2194"
  mathmlid="U02194"
  type1="uni2194"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="harr"
  entityset="ISOAMSA"
  elsevier="bar"
  texsource="P"
  tex="\leftrightarrow"
  APS="harr"
  AIP="harr"
  IEEE="\leftrightarrow"
  wolfram="LeftRightArrow"
  kluwer="a004"
  mtcode="0x2194"
  Z="xx10"
  description="left and right arrow"
/>
<data
  plane="0"
  stixid="2195"
  mathmlid="U02195"
  type1="uni2195"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="varr"
  entityset="ISOAMSA"
  elsevier="bcr"
  texsource="P"
  tex="\updownarrow"
  APS="varr"
  AIP="varr"
  IEEE="\updownarrow"
  wolfram="UpDownArrow"
  kluwer="a005"
  mtcode="0x2195"
  description="up and down arrow"
/>
<data
  plane="0"
  stixid="2196"
  mathmlid="U02196"
  type1="uni2196"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nwarr"
  entityset="ISOAMSA"
  elsevier="bci"
  texsource="P"
  tex="\nwarrow"
  APS="nwarr"
  AIP="nwarr"
  IEEE="\nwarrow"
  wolfram="UpperLeftArrow"
  kluwer="a079"
  mtcode="0x2196"
  description="NW pointing arrow"
/>
<data
  plane="0"
  stixid="2197"
  mathmlid="U02197"
  type1="uni2197"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nearr"
  entityset="ISOAMSA"
  elsevier="bck"
  texsource="P"
  tex="\nearrow"
  APS="nearr"
  AIP="nearr"
  IEEE="\nearrow"
  wolfram="UpperRightArrow"
  kluwer="a080"
  mtcode="0x2197"
  description="NE pointing arrow"
/>
<data
  plane="0"
  stixid="2198"
  mathmlid="U02198"
  type1="uni2198"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="searr"
  entityset="ISOAMSA"
  elsevier="bcj"
  texsource="P"
  tex="\searrow"
  APS="drarr"
  AIP="rarrd"
  IEEE="\searrow"
  wolfram="LowerRightArrow"
  kluwer="a081"
  mtcode="0x2198"
  description="SE pointing arrow"
/>
<data
  plane="0"
  stixid="2199"
  mathmlid="U02199"
  type1="uni2199"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="swarr"
  entityset="ISOAMSA"
  elsevier="bcl"
  texsource="P"
  tex="\swarrow"
  APS="dlarr"
  AIP="dlarr"
  IEEE="\swarrow"
  wolfram="LowerLeftArrow"
  kluwer="a082"
  mtcode="0x2199"
  description="SW pointing arrow"
/>
<data
  plane="0"
  stixid="219A"
  mathmlid="U0219A"
  type1="uni219A"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nlarr"
  entityset="ISOAMSA"
  elsevier="bbg"
  texsource="A"
  tex="\nleftarrow"
  APS="nlarr"
  AIP="larln"
  kluwer="a006"
  mtcode="0x219A"
  description="not left arrow"
/>
<data
  plane="0"
  stixid="219B"
  mathmlid="U0219B"
  type1="uni219B"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nrarr"
  entityset="ISOAMSA"
  elsevier="bbm"
  texsource="A"
  tex="\nrightarrow"
  APS="nrarr"
  AIP="rarln"
  kluwer="a007"
  mtcode="0x219B"
  description="not right arrow"
/>
<data
  flag="*"
  plane="0"
  stixid="219C"
  mathmlid="U0219C"
  type1="uni219C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="larrw"
  texsource="A"
  tex="\leftsquigarrow"
  kluwer="a165"
  mtcode="0x219C"
  description="left arrow-wavy"
/>
<data
  flag="#"
  plane="0"
  stixid="219C"
  mathmlid="U0219C"
  type1="uni219C"
  mf="1"
  rfpapp="d"
  type="S"
  class="R"
  entity="larrw"
  texsource="T"
  tex="\leftwavyarrow"
  kluwer="a165"
  description="left arrow-wavy"
/>
<data
  flag="*"
  plane="0"
  stixid="219D"
  mathmlid="U0219D"
  type1="uni219D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrw"
  entityset="ISOAMSA"
  texsource="A"
  tex="\rightsquigarrow"
  APS="rarrw"
  kluwer="a164"
  mtcode="0x219D"
  description="right arrow-wavy"
/>
<data
  flag="#"
  plane="0"
  stixid="219D"
  mathmlid="U0219D"
  type1="uni219D"
  mf="1"
  rfpapp="d"
  type="0"
  class="R"
  entity="rarrw"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightwavyarrow"
  APS="rarrw"
  kluwer="a164"
  description="right arrow-wavy"
/>
<data
  plane="0"
  stixid="219E"
  mathmlid="U0219E"
  type1="uni219E"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Larr"
  entityset="ISOAMSA"
  elsevier="bav"
  texsource="A"
  tex="\twoheadleftarrow"
  APS="Larr"
  kluwer="a015"
  mtcode="0x219E"
  description="left two-headed arrow"
/>
<data
  plane="0"
  stixid="219F"
  mathmlid="U0219F"
  type1="uni219F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="Uarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\twoheaduparrow"
  kluwer="a016"
  mtcode="0x219F"
  description="up two-headed arrow"
/>
<data
  plane="0"
  stixid="21A0"
  mathmlid="U021A0"
  type1="uni21A0"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Rarr"
  entityset="ISOAMSA"
  elsevier="baw"
  texsource="A"
  tex="\twoheadrightarrow"
  APS="Rarr"
  kluwer="a017"
  mtcode="0x21A0"
  Z="xx23"
  description="right two-headed arrow"
/>
<data
  plane="0"
  stixid="21A1"
  mathmlid="U021A1"
  type1="uni21A1"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="Darr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\twoheaddownarrow"
  kluwer="a018"
  mtcode="0x21A1"
  description="down two-headed arrow"
/>
<data
  plane="0"
  stixid="21A2"
  mathmlid="U021A2"
  type1="uni21A2"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="larrtl"
  entityset="ISOAMSA"
  elsevier="bay"
  texsource="A"
  tex="\leftarrowtail"
  APS="larrtl"
  kluwer="a009"
  mtcode="0x21A2"
  description="left arrow-tailed"
/>
<data
  plane="0"
  stixid="21A3"
  mathmlid="U021A3"
  type1="uni21A3"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rarrtl"
  entityset="ISOAMSA"
  elsevier="baz"
  texsource="A"
  tex="\rightarrowtail"
  APS="rarrtl"
  kluwer="a010"
  mtcode="0x21A3"
  Z="xx30"
  description="right arrow-tailed"
/>
<data
  plane="0"
  stixid="21A4"
  mathmlid="U021A4"
  type1="uni21A4"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="mapstoleft"
  texsource="S"
  tex="\mapsfrom"
  AIP="mapl"
  wolfram="LeftTeeArrow"
  kluwer="a021"
  mtcode="0x21A4"
  description="maps to, leftward"
/>
<data
  plane="0"
  stixid="21A5"
  mathmlid="U021A5"
  type1="uni21A5"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="mapstoup"
  texsource="T"
  tex="\mapsup"
  wolfram="UpTeeArrow"
  kluwer="a020"
  mtcode="0x21A5"
  description="maps to, upward"
/>
<data
  plane="0"
  stixid="21A6"
  mathmlid="U021A6"
  type1="uni21A6"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="map"
  entityset="ISOAMSA"
  elsevier="bao"
  texsource="P"
  tex="\mapsto"
  APS="map"
  AIP="mapr"
  IEEE="\mapsto"
  wolfram="RightTeeArrow"
  kluwer="a019"
  mtcode="0x21A6"
  pi="2 B0"
  Z="xx13"
  description="maps to, rightward"
/>
<data
  plane="0"
  stixid="21A7"
  mathmlid="U021A7"
  type1="uni21A7"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="mapstodown"
  texsource="T"
  tex="\mapsdown"
  wolfram="DownTeeArrow"
  kluwer="a022"
  mtcode="0x21A7"
  description="maps to, downward"
/>
<data
  flag="*"
  plane="0"
  stixid="21A8"
  mathmlid="U021A8"
  type1="uni21A8"
  mf="1"
  rfpapp="D"
  type="S"
  texsource="T"
  tex="\updownarrowbar"
  kluwer="a166"
  mtcode="0x21A8"
  description="up down arrow with base (perpendicular)"
/>
<data
  flag="*"
  plane="0"
  stixid="21A8"
  mathmlid="U021A8"
  type1="uni21A8"
  mf="0"
  rfpapp="d"
  type="0"
  class="R"
  entity="varrb"
  description="up and down arrow, bar under"
/>
<data
  plane="0"
  stixid="21A9"
  mathmlid="U021A9"
  type1="uni21A9"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="larrhk"
  entityset="ISOAMSA"
  elsevier="bae"
  texsource="A"
  tex="\hookleftarrow"
  APS="larrhk"
  AIP="larrhk"
  IEEE="\hookleftarrow"
  kluwer="a063"
  mtcode="0x21A9"
  description="left arrow-hooked"
/>
<data
  plane="0"
  stixid="21AA"
  mathmlid="U021AA"
  type1="uni21AA"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rarrhk"
  entityset="ISOAMSA"
  elsevier="bak"
  texsource="P"
  tex="\hookrightarrow"
  APS="rarrhk"
  AIP="rarrhk"
  IEEE="\hookrightarrow"
  kluwer="a064"
  mtcode="0x21AA"
  description="right arrow-hooked"
/>
<data
  plane="0"
  stixid="21AB"
  mathmlid="U021AB"
  type1="uni21AB"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="larrlp"
  entityset="ISOAMSA"
  elsevier="bbe"
  texsource="A"
  tex="\looparrowleft"
  APS="larrlp"
  kluwer="a065"
  mtcode="0x21AB"
  description="left arrow-looped"
/>
<data
  plane="0"
  stixid="21AC"
  mathmlid="U021AC"
  type1="uni21AC"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rarrlp"
  entityset="ISOAMSA"
  elsevier="bbk"
  texsource="A"
  tex="\looparrowright"
  APS="rarrlp"
  kluwer="a066"
  mtcode="0x21AC"
  description="right arrow-looped"
/>
<data
  flag="*"
  plane="0"
  stixid="21AD"
  mathmlid="U021AD"
  type1="uni21AD"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="harrw"
  entityset="ISOAMSA"
  elsevier="bai"
  texsource="A"
  tex="\leftrightsquigarrow"
  APS="harrw"
  kluwer="a171"
  mtcode="0x21AD"
  description="left and right arr-wavy"
/>
<data
  flag="#"
  plane="0"
  stixid="21AD"
  mathmlid="U021AD"
  type1="uni21AD"
  mf="0"
  rfpapp="f"
  type="0"
  class="R"
  entity="harrw"
  entityset="ISOAMSA"
  elsevier="bai"
  texsource="T"
  tex="\leftrightwavyarrow"
  APS="harrw"
  kluwer="a171"
  description="left and right arr-wavy"
/>
<data
  flag="*"
  plane="0"
  stixid="21AE"
  mathmlid="U021AE"
  type1="uni21AE"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nharr"
  entityset="ISOAMSA"
  texsource="A"
  tex="\nleftrightarrow"
  APS="nharr"
  AIP="harrl"
  kluwer="a008"
  mtcode="0x21AE"
  description="not left and right arrow"
/>
<data
  plane="0"
  stixid="21AF"
  mathmlid="U021AF"
  type1="uni21AF"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="zigdarr"
  texsource="T"
  tex="\downzigzagarrow"
  kluwer="a217"
  mtcode="0x21AF"
  description="downwards zigzag arrow"
/>
<data
  plane="0"
  stixid="21B0"
  mathmlid="U021B0"
  type1="uni21B0"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lsh"
  entityset="ISOAMSA"
  elsevier="bbw"
  texsource="P"
  tex="\Lsh"
  APS="lsh"
  kluwer="a123"
  mtcode="0x21B0"
  description="/Lsh A:"
/>
<data
  plane="0"
  stixid="21B1"
  mathmlid="U021B1"
  type1="uni21B1"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rsh"
  entityset="ISOAMSA"
  elsevier="bcw"
  texsource="P"
  tex="\Rsh"
  APS="rsh"
  kluwer="a124"
  mtcode="0x21B1"
  description="/Rsh A:"
/>
<data
  plane="0"
  stixid="21B2"
  mathmlid="U021B2"
  type1="uni21B2"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ldsh"
  entityset="ISOAMSA"
  texsource="T"
  tex="\Ldsh"
  kluwer="a125"
  mtcode="0x21B2"
  description="left down angled arrow"
/>
<data
  plane="0"
  stixid="21B3"
  mathmlid="U021B3"
  type1="uni21B3"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rdsh"
  entityset="ISOAMSA"
  elsevier="bcx"
  texsource="T"
  tex="\Rdsh"
  kluwer="a126"
  mtcode="0x21B3"
  description="right down angled arrow"
/>
<data
  plane="0"
  stixid="21B4"
  mathmlid="U021B4"
  type1="uni21B4"
  mf="1"
  type="S"
  mtcode="0x21B4"
  description="rightwards arrow with corner downwards"
/>
<data
  plane="0"
  stixid="21B5"
  mathmlid="U021B5"
  type1="uni21B5"
  mf="1"
  rfpapp="D"
  type="S"
  texsource="T"
  tex="\carriagereturn"
  wolfram="ReturnIndicator"
  kluwer="a220"
  mtcode="0x21B5"
  description="downwards arrow with corner leftward = carriage return"
/>
<data
  plane="0"
  stixid="21B6"
  mathmlid="U021B6"
  type1="uni21B6"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="cularr"
  entityset="ISOAMSA"
  elsevier="bcp"
  texsource="A"
  tex="\curvearrowleft"
  APS="cularr"
  AIP="larrcurt"
  kluwer="a130"
  mtcode="0x21B6"
  pi="2 5B"
  description="left curved arrow"
/>
<data
  plane="0"
  stixid="21B7"
  mathmlid="U021B7"
  type1="uni21B7"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="curarr"
  entityset="ISOAMSA"
  elsevier="bcq"
  texsource="A"
  tex="\curvearrowright"
  APS="curarr"
  AIP="rarrcurt"
  kluwer="a129"
  mtcode="0x21B7"
  pi="2 7B"
  description="right curved arrow"
/>
<data
  plane="0"
  stixid="21B8"
  mathmlid="U021B8"
  type1="uni21B8"
  mf="1"
  type="S"
  mtcode="0x21B8"
  description="North west arrow to long bar"
/>
<data
  plane="0"
  stixid="21B9"
  mathmlid="U021B9"
  type1="uni21B9"
  mf="1"
  type="S"
  mtcode="0x21B9"
  description="Leftwards arrow to bar over rightwards arrow to bar"
/>
<data
  plane="0"
  stixid="21BA"
  mathmlid="U021BA"
  type1="uni21BA"
  mf="1"
  rfpapp="D"
  type="S"
  texsource="T"
  tex="\acwopencirclearrow"
  kluwer="a139"
  mtcode="0x21BA"
  description="anticlockwise open circle arrow"
/>
<data
  plane="0"
  stixid="21BB"
  mathmlid="U021BB"
  type1="uni21BB"
  mf="1"
  rfpapp="D"
  type="S"
  texsource="T"
  tex="\cwopencirclearrow"
  kluwer="a140"
  mtcode="0x21BB"
  description="clockwise open circle arrow"
/>
<data
  plane="0"
  stixid="21BC"
  mathmlid="U021BC"
  type1="uni21BC"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lharu"
  entityset="ISOAMSA"
  elsevier="baf"
  texsource="P"
  tex="\leftharpoonup"
  APS="lharu"
  AIP="lharu"
  IEEE="\leftharpoonup"
  wolfram="LeftVector"
  kluwer="h002"
  mtcode="0x21BC"
  description="left harpoon-up"
/>
<data
  plane="0"
  stixid="21BD"
  mathmlid="U021BD"
  type1="uni21BD"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lhard"
  entityset="ISOAMSA"
  elsevier="bbf"
  texsource="P"
  tex="\leftharpoondown"
  APS="lhard"
  AIP="lbharr"
  IEEE="\leftharpoondown"
  wolfram="DownLeftVector"
  kluwer="h003"
  mtcode="0x21BD"
  description="left harpoon-down"
/>
<data
  plane="0"
  stixid="21BE"
  mathmlid="U021BE"
  type1="uni21BE"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="uharr"
  entityset="ISOAMSA"
  elsevier="bch"
  texsource="A"
  tex="\upharpoonright"
  APS="uharr"
  AIP="uharr"
  wolfram="RightUpVector"
  kluwer="h030"
  mtcode="0x21BE"
  description="/upharpoonright /restriction A: up harpoon-right"
/>
<data
  plane="0"
  stixid="21BF"
  mathmlid="U021BF"
  type1="uni21BF"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="uharl"
  entityset="ISOAMSA"
  elsevier="bcg"
  texsource="A"
  tex="\upharpoonleft"
  APS="uharl"
  AIP="uharl"
  wolfram="LeftUpVector"
  kluwer="h031"
  mtcode="0x21BF"
  description="up harpoon-left"
/>
<data
  plane="0"
  stixid="21C0"
  mathmlid="U021C0"
  type1="uni21C0"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rharu"
  entityset="ISOAMSA"
  elsevier="bal"
  texsource="P"
  tex="\rightharpoonup"
  APS="rharu"
  AIP="rharu"
  IEEE="\rightharpoonup"
  wolfram="RightVector"
  kluwer="h004"
  mtcode="0x21C0"
  description="right harpoon-up"
/>
<data
  plane="0"
  stixid="21C1"
  mathmlid="U021C1"
  type1="uni21C1"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rhard"
  entityset="ISOAMSA"
  elsevier="bbj"
  texsource="P"
  tex="\rightharpoondown"
  APS="rhard"
  AIP="rbharr"
  IEEE="\rightharpoondown"
  wolfram="DownRightVector"
  kluwer="h005"
  mtcode="0x21C1"
  description="right harpoon-down"
/>
<data
  plane="0"
  stixid="21C2"
  mathmlid="U021C2"
  type1="uni21C2"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="dharr"
  entityset="ISOAMSA"
  elsevier="bcb"
  texsource="A"
  tex="\downharpoonright"
  APS="dharr"
  AIP="dharr"
  wolfram="RightDownVector"
  kluwer="h032"
  mtcode="0x21C2"
  description="down harpoon-right"
/>
<data
  plane="0"
  stixid="21C3"
  mathmlid="U021C3"
  type1="uni21C3"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="dharl"
  entityset="ISOAMSA"
  elsevier="bca"
  texsource="A"
  tex="\downharpoonleft"
  APS="dharl"
  AIP="dharl"
  wolfram="LeftDownVector"
  kluwer="h033"
  mtcode="0x21C3"
  description="down harpoon-left"
/>
<data
  plane="0"
  stixid="21C4"
  mathmlid="U021C4"
  type1="uni21C4"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rlarr"
  entityset="ISOAMSA"
  elsevier="bad"
  texsource="A"
  tex="\rightleftarrows"
  APS="rlarr2"
  AIP="rlarr2"
  wolfram="RightArrowLeftArrow"
  kluwer="a030"
  mtcode="0x21C4"
  description="right arrow over left arrow"
/>
<data
  plane="0"
  stixid="21C5"
  mathmlid="U021C5"
  type1="uni21C5"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="udarr"
  entityset="ISOAMSA"
  elsevier="bcm"
  texsource="T"
  tex="\updownarrows"
  wolfram="UpArrowDownArrow"
  kluwer="a027"
  mtcode="0x21C5"
  description="up arrow, down arrow"
/>
<data
  plane="0"
  stixid="21C6"
  mathmlid="U021C6"
  type1="uni21C6"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lrarr"
  entityset="ISOAMSA"
  elsevier="bac"
  texsource="A"
  tex="\leftrightarrows"
  APS="lrarr2"
  AIP="lrarr2"
  wolfram="LeftArrowRightArrow"
  springer="\getsto"
  kluwer="a028"
  mtcode="0x21C6"
  description="left arrow over right arrow"
/>
<data
  plane="0"
  stixid="21C7"
  mathmlid="U021C7"
  type1="uni21C7"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="llarr"
  entityset="ISOAMSA"
  elsevier="bau"
  texsource="A"
  tex="\leftleftarrows"
  APS="larr2"
  kluwer="a023"
  mtcode="0x21C7"
  description="two left arrows"
/>
<data
  plane="0"
  stixid="21C8"
  mathmlid="U021C8"
  type1="uni21C8"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="uuarr"
  entityset="ISOAMSA"
  elsevier="bct"
  texsource="A"
  tex="\upuparrows"
  APS="uarr2"
  kluwer="a024"
  mtcode="0x21C8"
  description="two up arrows"
/>
<data
  plane="0"
  stixid="21C9"
  mathmlid="U021C9"
  type1="uni21C9"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rrarr"
  entityset="ISOAMSA"
  elsevier="bat"
  texsource="A"
  tex="\rightrightarrows"
  APS="rarr2"
  AIP="rarr2"
  kluwer="a025"
  mtcode="0x21C9"
  description="two right arrows"
/>
<data
  plane="0"
  stixid="21CA"
  mathmlid="U021CA"
  type1="uni21CA"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ddarr"
  entityset="ISOAMSA"
  elsevier="bcu"
  texsource="A"
  tex="\downdownarrows"
  APS="darr2"
  AIP="ddarr"
  kluwer="a026"
  mtcode="0x21CA"
  description="two down arrows"
/>
<data
  plane="0"
  stixid="21CB"
  mathmlid="U021CB"
  type1="uni21CB"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lrhar"
  entityset="ISOAMSA"
  elsevier="baa"
  texsource="A"
  tex="\leftrightharpoons"
  APS="lrhar2"
  AIP="lrhar2"
  wolfram="ReverseEquilibrium"
  kluwer="h006"
  mtcode="0x21CB"
  description="left harpoon over right"
/>
<data
  plane="0"
  stixid="21CC"
  mathmlid="U021CC"
  type1="uni21CC"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rlhar"
  entityset="ISOAMSA"
  elsevier="bab"
  texsource="A"
  tex="\rightleftharpoons"
  APS="rlhar2"
  AIP="rlhar2"
  IEEE="\rightleftharpoons"
  wolfram="Equilibrium"
  kluwer="h007"
  mtcode="0x21CC"
  description="right harpoon over left"
/>
<data
  plane="0"
  stixid="21CD"
  mathmlid="U021CD"
  type1="uni21CD"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nlArr"
  entityset="ISOAMSA"
  elsevier="bbh"
  texsource="A"
  tex="\nLeftarrow"
  APS="nlArr"
  kluwer="a037"
  mtcode="0x21CD"
  description="not implied by"
/>
<data
  plane="0"
  stixid="21CE"
  mathmlid="U021CE"
  type1="uni21CE"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nhArr"
  entityset="ISOAMSA"
  elsevier="bbs"
  texsource="A"
  tex="\nLeftrightarrow"
  APS="nhArr"
  kluwer="a039"
  mtcode="0x21CE"
  description="not left and right double arrows"
/>
<data
  plane="0"
  stixid="21CF"
  mathmlid="U021CF"
  type1="uni21CF"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nrArr"
  entityset="ISOAMSA"
  elsevier="bbn"
  texsource="A"
  tex="\nRightarrow"
  APS="nrArr"
  kluwer="a038"
  mtcode="0x21CF"
  description="not implies"
/>
<data
  plane="0"
  stixid="21D0"
  mathmlid="U021D0"
  type1="uni21D0"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lArr"
  entityset="ISOTECH"
  elsevier="bah"
  texsource="P"
  tex="\Leftarrow"
  APS="lArr"
  AIP="lArr"
  IEEE="\Leftarrow"
  wolfram="DoubleLeftArrow"
  kluwer="a031"
  mtcode="0x21D0"
  description="is implied by"
/>
<data
  plane="0"
  stixid="21D1"
  mathmlid="U021D1"
  type1="uni21D1"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="uArr"
  entityset="ISOAMSA"
  elsevier="bcf"
  texsource="P"
  tex="\Uparrow"
  APS="uArr"
  AIP="uArr"
  IEEE="\Uparrow"
  wolfram="DoubleUpArrow"
  kluwer="a032"
  mtcode="0x21D1"
  description="up double arrow"
/>
<data
  plane="0"
  stixid="21D2"
  mathmlid="U021D2"
  type1="uni21D2"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rArr"
  entityset="ISOTECH"
  elsevier="ban"
  texsource="P"
  tex="\Rightarrow"
  APS="rArr"
  AIP="rArr"
  IEEE="\Rightarrow"
  wolfram="DoubleRightArrow"
  kluwer="a033"
  mtcode="0x21D2"
  description="implies"
/>
<data
  plane="0"
  stixid="21D3"
  mathmlid="U021D3"
  type1="uni21D3"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="dArr"
  entityset="ISOAMSA"
  elsevier="bcd"
  texsource="P"
  tex="\Downarrow"
  APS="dArr"
  AIP="dArr"
  IEEE="\Downarrow"
  wolfram="DoubleDownArrow"
  kluwer="a034"
  mtcode="0x21D3"
  description="down double arrow"
/>
<data
  plane="0"
  stixid="21D4"
  mathmlid="U021D4"
  type1="uni21D4"
  utc1="1X05"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="hArr"
  entityset="ISOAMSA"
  elsevier="bas"
  texsource="P"
  tex="\Leftrightarrow"
  APS="hArr"
  AIP="iff"
  IEEE="\Leftrightarrow"
  wolfram="DoubleLeftRightArrow"
  kluwer="a035"
  mtcode="0x21D4"
  description="left and right double arrow"
/>
<data
  flag="+"
  plane="0"
  stixid="21D4"
  mathmlid="U021D4"
  type1="uni21D4"
  utc1="1X05"
  mf="0"
  type="S"
  class="R"
  entity="iff"
  entityset="ISOTECH"
  texsource="P"
  tex="\iff"
  APS="iff"
  IEEE="\iff"
  kluwer="a056"
  description="if and only if"
/>
<data
  plane="0"
  stixid="21D5"
  mathmlid="U021D5"
  type1="uni21D5"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="vArr"
  entityset="ISOAMSA"
  elsevier="bcs"
  texsource="P"
  tex="\Updownarrow"
  APS="vArr"
  AIP="vArr"
  IEEE="\Updownarrow"
  wolfram="DoubleUpDownArrow"
  kluwer="a036"
  mtcode="0x21D5"
  description="up and down double arrow"
/>
<data
  plane="0"
  stixid="21D6"
  mathmlid="U021D6"
  type1="uni21D6"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nwArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\Nwarrow"
  kluwer="a071"
  mtcode="0x21D6"
  description="NW pointing double arrow"
/>
<data
  plane="0"
  stixid="21D7"
  mathmlid="U021D7"
  type1="uni21D7"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="neArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\Nearrow"
  kluwer="a072"
  mtcode="0x21D7"
  description="NE pointing double arrow"
/>
<data
  plane="0"
  stixid="21D8"
  mathmlid="U021D8"
  type1="uni21D8"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="seArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\Searrow"
  kluwer="a073"
  mtcode="0x21D8"
  description="SE pointing double arrow"
/>
<data
  plane="0"
  stixid="21D9"
  mathmlid="U021D9"
  type1="uni21D9"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="swArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\Swarrow"
  kluwer="a074"
  mtcode="0x21D9"
  description="SW pointing double arrow"
/>
<data
  plane="0"
  stixid="21DA"
  mathmlid="U021DA"
  type1="uni21DA"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lAarr"
  entityset="ISOAMSA"
  elsevier="baq"
  texsource="A"
  tex="\Lleftarrow"
  APS="lAarr"
  kluwer="a059"
  mtcode="0x21DA"
  description="left triple arrow"
/>
<data
  plane="0"
  stixid="21DB"
  mathmlid="U021DB"
  type1="uni21DB"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rAarr"
  entityset="ISOAMSA"
  elsevier="bap"
  texsource="A"
  tex="\Rrightarrow"
  APS="rAarr"
  kluwer="a061"
  mtcode="0x21DB"
  description="right triple arrow"
/>
<data
  flag="*"
  plane="0"
  stixid="21DC"
  mathmlid="U021DC"
  type1="uni21DC"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ziglarr"
  kluwer="a178"
  mtcode="0x21DC"
  description="left zig-zag arrow"
/>
<data
  flag="*"
  plane="0"
  stixid="21DC"
  mathmlid="U021DC"
  type1="uni21DC.long"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xziglarr"
  texsource="T"
  tex="\longleftzigzagarrow"
  kluwer="a178"
  mtcode="0x21DC"
  description="left long zig-zag arrow"
/>
<data
  plane="0"
  stixid="21DD"
  mathmlid="U021DD"
  type1="uni21DD"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="zigrarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightzigzagarrow"
  IEEE="\leadsto"
  kluwer="a177"
  mtcode="0x21DD"
  description="right zig-zag arrow"
/>
<data
  plane="0"
  stixid="21DE"
  mathmlid="U021DE"
  type1="uni21DE"
  mf="1"
  type="S"
  mtcode="0x21DE"
  description="Upwards arrow with double stroke"
/>
<data
  plane="0"
  stixid="21DF"
  mathmlid="U021DF"
  type1="uni21DF"
  mf="1"
  type="S"
  mtcode="0x21DF"
  description="Downwards arrow with double stroke"
/>
<data
  plane="0"
  stixid="21E0"
  mathmlid="U021E0"
  type1="uni21E0"
  mf="1"
  rfpapp="D"
  type="S"
  mtcode="0x21E0"
  description="Leftwards dashed arrow"
/>
<data
  plane="0"
  stixid="21E1"
  mathmlid="U021E1"
  type1="uni21E1"
  mf="1"
  rfpapp="D"
  type="S"
  mtcode="0x21E1"
  description="Upwards dashed arrow"
/>
<data
  plane="0"
  stixid="21E2"
  mathmlid="U021E2"
  type1="uni21E2"
  mf="1"
  rfpapp="D"
  type="S"
  mtcode="0x21E2"
  description="Rightwards dashed arrow"
/>
<data
  plane="0"
  stixid="21E3"
  mathmlid="U021E3"
  type1="uni21E3"
  mf="1"
  rfpapp="D"
  type="S"
  mtcode="0x21E3"
  description="Downwards dashed arrow"
/>
<data
  plane="0"
  stixid="21E4"
  mathmlid="U021E4"
  type1="uni21E4"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="larrb"
  texsource="T"
  tex="\barleftarrow"
  wolfram="LeftArrowBar"
  kluwer="a110"
  mtcode="0x21E4"
  description="leftwards arrow to bar"
/>
<data
  plane="0"
  stixid="21E5"
  mathmlid="U021E5"
  type1="uni21E5"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrb"
  texsource="T"
  tex="\rightarrowbar"
  wolfram="RightArrowBar"
  kluwer="a112"
  mtcode="0x21E5"
  description="rightwards arrow to bar"
/>
<data
  plane="0"
  stixid="21E6"
  mathmlid="U021E6"
  type1="uni21E6"
  mf="1"
  type="S"
  mtcode="0x21E6"
  description="Leftwards white arrow"
/>
<data
  plane="0"
  stixid="21E7"
  mathmlid="U021E7"
  type1="uni21E7"
  mf="1"
  type="S"
  mtcode="0x21E7"
  description="Upwards white arrow"
/>
<data
  plane="0"
  stixid="21E8"
  mathmlid="U021E8"
  type1="uni21E8"
  mf="1"
  type="S"
  mtcode="0x21E8"
  description="Rightwards white arrow"
/>
<data
  plane="0"
  stixid="21E9"
  mathmlid="U021E9"
  type1="uni21E9"
  mf="1"
  type="S"
  mtcode="0x21E9"
  description="Downwards white arrow"
/>
<data
  plane="0"
  stixid="21EA"
  mathmlid="U021EA"
  type1="uni21EA"
  mf="1"
  type="S"
  mtcode="0x21EA"
  description="Upwards white arrow from bar"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21F4"
  mathmlid="U021F4"
  type1="uni21F4"
  mf="1"
  type="S"
  class="R"
  entityset="\arrowoncirc"
  description="RIGHT ARROW WITH SMALL CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21F5"
  mathmlid="U021F5"
  type1="uni21F5"
  utc1="1X00"
  utc2="BX00"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="duarr"
  entityset="ISOAMSA"
  elsevier="bcn"
  texsource="T"
  tex="\downuparrows"
  wolfram="DownArrowUpArrow"
  kluwer="a029"
  mtcode="0xEB12"
  description="DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21F6"
  mathmlid="U021F6"
  type1="uni21F6"
  utc1="1X01"
  utc2="BX01"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarr3"
  texsource="T"
  tex="\rightthreearrows"
  AIP="rarr3"
  kluwer="a158"
  description="THREE RIGHTWARDS ARROWS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21F7"
  mathmlid="U021F7"
  type1="uni21F7"
  utc2="BX02"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nvlarr"
  texsource="T"
  tex="\nvleftarrow"
  description="LEFTWARDS ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21F8"
  mathmlid="U021F8"
  type1="uni21F8"
  utc2="BX03"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nvrarr"
  texsource="T"
  tex="\nvrightarrow"
  Z="xx21"
  description="RIGHTWARDS ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21F9"
  mathmlid="U021F9"
  type1="uni21F9"
  utc2="BX04"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nvharr"
  elsevier="bbr"
  texsource="T"
  tex="\nvleftrightarrow"
  kluwer="a204"
  Z="xx11"
  description="LEFT RIGHT ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21FA"
  mathmlid="U021FA"
  type1="uni21FA"
  utc2="BX05"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  description="LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21FB"
  mathmlid="U021FB"
  type1="uni21FB"
  utc2="BX06"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx22"
  description="RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21FC"
  mathmlid="U021FC"
  type1="uni21FC"
  utc2="BX07"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx12"
  description="LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21FD"
  mathmlid="U021FD"
  type1="uni21FD"
  utc1="1X02"
  utc2="BX09"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="loarr"
  entityset="ISOAMSA"
  texsource="S"
  tex="\leftarrowtriangle"
  kluwer="a115"
  description="LEFTWARDS OPEN-HEADED ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21FE"
  mathmlid="U021FE"
  type1="uni21FE"
  utc1="1X03"
  utc2="BX0A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="roarr"
  entityset="ISOAMSA"
  texsource="S"
  tex="\rightarrowtriangle"
  kluwer="a114"
  description="RIGHTWARDS OPEN-HEADED ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="21FF"
  mathmlid="U021FF"
  type1="uni21FF"
  utc1="1X04"
  utc2="BX0B"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="hoarr"
  entityset="ISOAMSA"
  texsource="S"
  tex="\leftrightarrowtriangle"
  kluwer="a116"
  description="LEFT RIGHT OPEN-HEADED ARROW"
/>
<data
  plane="0"
  stixid="2200"
  mathmlid="U02200"
  type1="uni2200"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="forall"
  entityset="ISOTECH"
  elsevier="bia"
  texsource="P"
  tex="\forall"
  APS="forall"
  AIP="forall"
  ACS="forall"
  IEEE="\forall"
  wolfram="ForAll"
  mtcode="0x2200"
  pi="1 3B"
  description="for all"
/>
<data
  plane="0"
  stixid="2201"
  mathmlid="U02201"
  type1="uni2201"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="comp"
  entityset="ISOAMSO"
  elsevier="bid"
  texsource="A"
  tex="\complement"
  APS="comp"
  mtcode="0x2201"
  pi="2 AD"
  description="complement sign"
/>
<data
  plane="0"
  stixid="2202"
  mathmlid="U02202"
  type1="uni2202"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="part"
  entityset="ISOTECH"
  elsevier="cd6"
  texsource="P"
  tex="\partial"
  APS="part"
  AIP="part"
  IEEE="\partial"
  wolfram="PartialD"
  mtcode="0x2202"
  pi="1 AD"
  description="partial differential"
/>
<data
  plane="0"
  stixid="2203"
  mathmlid="U02203"
  type1="uni2203"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="exist"
  entityset="ISOTECH"
  elsevier="bib"
  texsource="P"
  tex="\exists"
  APS="exist"
  AIP="exist"
  ACS="exist"
  IEEE="\exists"
  wolfram="Exists"
  mtcode="0x2203"
  pi="1 27"
  description="at least one exists"
/>
<data
  plane="0"
  stixid="2204"
  mathmlid="U02204"
  type1="uni2204"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="nexist"
  entityset="ISOAMSO"
  elsevier="bic"
  texsource="A"
  tex="\nexists"
  APS="nexist"
  wolfram="NotExists"
  mtcode="0x2204"
  description="negated exists"
/>
<data
  plane="0"
  stixid="2205"
  mathmlid="U02205"
  type1="uni2205"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="emptyv"
  entityset="ISOAMSO"
  elsevier="bs1"
  texsource="A"
  tex="\varnothing"
  APS="Empty"
  AIP="nullset"
  IEEE="\oslash"
  wolfram="EmptySet"
  mtcode="0x2205"
  pi="1 5B"
  description="circle, slash"
/>
<data
  flag="#"
  plane="0"
  stixid="2205"
  mathmlid="U02205"
  type1="uni2205.var"
  utc2="DXA8"
  mf="2"
  rfpapp="F"
  type="R"
  class="N"
  entity="empty"
  entityset="ISOAMSO"
  elsevier="bu0"
  texsource="P"
  tex="\emptyset"
  APS="empty"
  IEEE="\emptyset"
  description="empty set - zero, slash"
/>
<data
  plane="0"
  stixid="2206"
  mathmlid="U02206"
  type1="uni2206"
  mf="1"
  type="N"
  class="N"
  mtcode="0x2206"
  description="Laplacian (Delta; nabla^2)"
/>
<data
  plane="0"
  stixid="2207"
  mathmlid="U02207"
  type1="uni2207"
  mf="4"
  rfpapp="F"
  type="A"
  class="N"
  entity="nabla"
  entityset="ISOTECH"
  elsevier="ce1"
  texsource="P"
  tex="\nabla"
  APS="nabla"
  AIP="nabla"
  IEEE="\nabla"
  wolfram="Del"
  mtcode="0x2207"
  pi="1 3D"
  description="nabla, del, Hamilton operator"
/>
<data
  plane="0"
  stixid="2208"
  mathmlid="U02208"
  type1="uni2208"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="isinv"
  entityset="ISOTECH"
  elsevier="boa"
  APS="isin"
  AIP="isin"
  ACS="isin"
  IEEE="\in"
  wolfram="Element"
  kluwer="r218"
  mtcode="0x2208"
  pi="4 5B"
  description="set membership, variant"
/>
<data
  plane="0"
  stixid="2209"
  mathmlid="U02209"
  type1="uni2209"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="notin"
  entityset="ISOTECH"
  elsevier="bpa"
  texsource="P"
  tex="\notin"
  APS="notin"
  AIP="notin"
  ACS="notin"
  IEEE="\notin"
  wolfram="NotElement"
  kluwer="n219"
  mtcode="0x2209"
  pi="4 D3"
  description="negated set membership"
/>
<data
  plane="0"
  stixid="220A"
  mathmlid="U0220A"
  type1="uni220A"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="isin"
  entityset="ISOTECH"
  texsource="P"
  tex="\in"
  pi="5 50"
  description="set membership"
/>
<data
  flag="*"
  plane="0"
  stixid="220A"
  mathmlid="U0220A"
  type1="uni220A.narrow"
  mf="1"
  type="S"
  pi="4 7B"
  description="narrow member sign"
/>
<data
  plane="0"
  stixid="220B"
  mathmlid="U0220B"
  type1="uni220B"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="niv"
  entityset="ISOTECH"
  elsevier="bqa"
  texsource="P"
  tex="\ni"
  APS="ni"
  AIP="ni"
  IEEE="\ni"
  wolfram="ReverseElement"
  kluwer="r220"
  mtcode="0x220B"
  pi="4 5D"
  description="contains, variant"
/>
<data
  plane="0"
  stixid="220C"
  mathmlid="U0220C"
  type1="uni220C"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="notni"
  entityset="ISOTECH"
  elsevier="bra"
  wolfram="NotReverseElement"
  kluwer="n218"
  mtcode="0x220C"
  pi="4 D5"
  description="negated contains, variant"
/>
<data
  plane="0"
  stixid="220D"
  mathmlid="U0220D"
  type1="uni220D"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="ni"
  entityset="ISOTECH"
  wolfram="SuchThat"
  kluwer="r221"
  pi="5 7B"
  description="/ni /owns R: contains"
/>
<data
  flag="*"
  plane="0"
  stixid="220D"
  mathmlid="U0220D"
  type1="uni220D.narrow"
  mf="1"
  type="S"
  pi="4 7D"
  description="narrow contains sign"
/>
<data
  plane="0"
  stixid="220E"
  mathmlid="U0220E"
  type1="uni220E"
  mf="1"
  type="N"
  class="N"
  entity="qed"
  mtcode="0x220E"
  description="end of proof"
/>
<data
  plane="0"
  stixid="220F"
  mathmlid="U0220F"
  type1="uni220F"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="prod"
  entityset="ISOAMSB"
  elsevier="bjb"
  texsource="P"
  tex="\prod"
  APS="prod"
  AIP="prod"
  ACS="prod"
  IEEE="\prod"
  wolfram="Product"
  mtcode="0x220F"
  pi="3 70"
  description="product operator"
/>
<data
  plane="0"
  stixid="2210"
  mathmlid="U02210"
  type1="uni2210"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="coprod"
  entityset="ISOAMSB"
  elsevier="bjc"
  texsource="P"
  tex="\coprod"
  APS="coprod"
  IEEE="\coprod"
  wolfram="Coproduct"
  mtcode="0x2210"
  description="coproduct operator"
/>
<data
  plane="0"
  stixid="2211"
  mathmlid="U02211"
  type1="uni2211"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="sum"
  entityset="ISOAMSB"
  elsevier="bja"
  texsource="P"
  tex="\sum"
  APS="sum"
  AIP="sum"
  ACS="sum"
  IEEE="\sum"
  wolfram="Sum"
  mtcode="0x2211"
  pi="3 6F"
  description="summation operator"
/>
<data
  plane="0"
  stixid="2212"
  mathmlid="U02212"
  type1="minus"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="minus"
  entityset="ISOTECH"
  elsevier="btl"
  texsource="A"
  tex="\minus"
  APS="minus"
  AIP="minus"
  mtcode="0x2212"
  pi="1 32"
  description="minus sign"
/>
<data
  plane="0"
  stixid="2213"
  mathmlid="U02213"
  type1="uni2213"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="mnplus"
  entityset="ISOTECH"
  elsevier="btd"
  texsource="P"
  tex="\mp"
  APS="mnplus"
  AIP="mnplus"
  ACS="mnplus"
  IEEE="\mp"
  wolfram="MinusPlus"
  mtcode="0x2213"
  pi="1 37"
  description="minus-or-plus sign"
/>
<data
  plane="0"
  stixid="2214"
  mathmlid="U02214"
  type1="uni2214"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="plusdo"
  entityset="ISOAMSB"
  elsevier="btb"
  texsource="A"
  tex="\dotplus"
  APS="plusdo"
  AIP="plusdot"
  mtcode="0x2214"
  description="plus sign, dot above"
/>
<data
  plane="0"
  stixid="2215"
  mathmlid="U02215"
  type1="uni2215"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  texsource="A"
  tex="\slash"
  AIP="sol"
  mtcode="0x2215"
  description="division slash"
/>
<data
  plane="0"
  stixid="2216"
  mathmlid="U02216"
  type1="uni2216"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  entity="ssetmn"
  entityset="ISOAMSB"
  texsource="A"
  tex="\smallsetminus"
  APS="smallsetminus"
  mtcode="0x2216"
  description="small set minus (cf. reverse solidus)"
/>
<data
  flag="*"
  plane="0"
  stixid="2216"
  mathmlid="U02216"
  type1="uni2216.var"
  utc1="2X5A"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="setmn"
  entityset="ISOAMSB"
  texsource="P"
  tex="\setminus"
  APS="setmn"
  IEEE="\setminus"
  wolfram="Backslash"
  description="reverse solidus; backward division"
/>
<data
  plane="0"
  stixid="2217"
  mathmlid="U02217"
  type1="uni2217"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="midast"
  entityset="ISOAMSB"
  elsevier="bk8"
  texsource="P"
  tex="\ast"
  AIP="ast"
  IEEE="\ast"
  mtcode="0x2217"
  pi="6 70"
  description="centered asterisk"
/>
<data
  plane="0"
  stixid="2218"
  mathmlid="U02218"
  type1="uni2218"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="compfn"
  entityset="ISOTECH"
  elsevier="bk9"
  texsource="P"
  tex="\circ"
  APS="compfn"
  AIP="convolu"
  ACS="bulop"
  IEEE="\circ"
  wolfram="SmallCircle"
  mtcode="0x2218"
  pi="6 2B"
  description="composite function (small circle)"
/>
<data
  flag="+"
  plane="0"
  stixid="2218"
  mathmlid="U02218"
  type1="uni2218"
  mf="0"
  type="S"
  entity="circle"
  entityset="ISOPUB"
  description="circle, white [small circle]"
/>
<data
  flag="+"
  plane="0"
  stixid="2218"
  mathmlid="U02218"
  type1="uni2218"
  mf="0"
  rfpapp="D"
  type="N"
  entity="cir"
  entityset="ISOPUB*"
  APS="cir"
  description="/circ B: circle, open"
/>
<data
  plane="0"
  stixid="2219"
  mathmlid="U02219"
  type1="uni2219"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  texsource="P"
  tex="\bullet"
  ACS="bull"
  IEEE="\bullet"
  mtcode="0x2219"
  pi="1 3F"
  description="bullet operator"
/>
<data
  plane="0"
  stixid="221A"
  mathmlid="U0221A"
  type1="uni221A"
  mf="6"
  rfpapp="F"
  type="F"
  class="O"
  entity="radic"
  entityset="ISOTECH"
  elsevier="bje"
  texsource="P"
  tex="\surd"
  APS="radic"
  AIP="sqrt"
  ACS="radic"
  IEEE="\surd"
  wolfram="Sqrt"
  mtcode="0x221A"
  pi="3 CF"
  description="radical"
/>
<data
  plane="0"
  stixid="221B"
  mathmlid="U0221B"
  type1="uni221B"
  mf="6"
  mtcode="0x221B"
  description="Cube root"
/>
<data
  plane="0"
  stixid="221C"
  mathmlid="U0221C"
  type1="uni221C"
  mf="6"
  mtcode="0x221C"
  description="Fourth root"
/>
<data
  plane="0"
  stixid="221D"
  mathmlid="U0221D"
  type1="uni221D"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="prop"
  entityset="ISOTECH"
  elsevier="bmz"
  texsource="P"
  tex="\propto"
  APS="prop"
  AIP="prop"
  ACS="prop"
  IEEE="\propto"
  wolfram="Proportional"
  kluwer="r207"
  mtcode="0x221D"
  pi="1 7E"
  description="is proportional to"
/>
<data
  flag="*"
  plane="0"
  stixid="221D"
  mathmlid="U0221D"
  type1="uni221D.var"
  utc1="5X44"
  utc2="DXDA"
  mf="1"
  rfpapp="D"
  type="N"
  class="R"
  entity="vprop"
  entityset="ISOAMSR"
  texsource="A"
  tex="\varpropto"
  APS="vprop"
  kluwer="r132"
  description="proportional, variant"
/>
<data
  plane="0"
  stixid="221E"
  mathmlid="U0221E"
  type1="uni221E"
  mf="2"
  rfpapp="F"
  type="O"
  class="N"
  entity="infin"
  entityset="ISOTECH"
  elsevier="blz"
  texsource="P"
  tex="\infty"
  APS="infin"
  AIP="infin"
  ACS="infin"
  IEEE="\infty"
  wolfram="Infinity"
  mtcode="0x221E"
  pi="1 60"
  description="infinity"
/>
<data
  plane="0"
  stixid="221F"
  mathmlid="U0221F"
  type1="uni221F"
  mf="1"
  rfpapp="D"
  type="S"
  class="N"
  entity="angrt"
  entityset="ISOTECH"
  APS="ang90"
  wolfram="RightAngle"
  mtcode="0x221F"
  pi="6 7A"
  description="right (90 degree) angle"
/>
<data
  plane="0"
  stixid="2220"
  mathmlid="U02220"
  type1="uni2220"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="ang"
  entityset="ISOAMSO"
  elsevier="bk1"
  texsource="P"
  tex="\angle"
  APS="ang"
  AIP="angupr"
  ACS="ang"
  IEEE="\angle"
  wolfram="Angle"
  mtcode="0x2220"
  pi="6 2F"
  description="angle"
/>
<data
  plane="0"
  stixid="2221"
  mathmlid="U02221"
  type1="uni2221"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="angmsd"
  entityset="ISOAMSO"
  elsevier="bk2"
  texsource="A"
  tex="\measuredangle"
  APS="angmsd"
  AIP="angsph"
  wolfram="MeasuredAngle"
  mtcode="0x2221"
  pi="6 5D"
  description="angle-measured"
/>
<data
  plane="0"
  stixid="2222"
  mathmlid="U02222"
  type1="uni2222"
  utc1="4X29"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="angsph"
  entityset="ISOTECH"
  elsevier="bk3"
  texsource="A"
  tex="\sphericalangle"
  APS="angsph"
  AIP="arcl"
  wolfram="SphericalAngle"
  mtcode="0x2222"
  pi="6 5C"
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  entity="awconint"
  entityset="ISOTECH"
  elsevier="bj1"
  AIP="conintl"
  wolfram="CounterClockwiseContourIntegral"
  mtcode="0x2233"
  description="contour integral, anticlockwise"
/>
<data
  flag="#"
  plane="0"
  stixid="2233"
  mathmlid="U02233"
  type1="uni2233.uplgdisplaystyle"
  mf="0"
  rfpapp="F"
  type="L"
  class="L"
  entity="awconint"
  entityset="ISOTECH"
  elsevier="bj1"
  AIP="conintl"
  wolfram="CounterClockwiseContourIntegral"
  mtcode="0x2233"
  description="contour integral, anticlockwise"
/>
<data
  plane="0"
  stixid="2234"
  mathmlid="U02234"
  type1="uni2234"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="there4"
  entityset="ISOTECH"
  elsevier="bru"
  texsource="A"
  tex="\therefore"
  APS="there4"
  AIP="there4"
  ACS="there4"
  wolfram="Therefore"
  mtcode="0x2234"
  pi="6 5B"
  description="therefore"
/>
<data
  plane="0"
  stixid="2235"
  mathmlid="U02235"
  type1="uni2235"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="becaus"
  entityset="ISOTECH"
  elsevier="brt"
  texsource="A"
  tex="\because"
  APS="becaus"
  AIP="becaus"
  wolfram="Because"
  mtcode="0x2235"
  pi="6 7B"
  description="because"
/>
<data
  plane="0"
  stixid="2236"
  mathmlid="U02236"
  type1="uni2236"
  mf="2"
  rfpapp="D"
  type="R"
  entity="ratio"
  entityset="ISOAMSR"
  wolfram="Colon"
  kluwer="r000"
  mtcode="0x2236"
  pi="6 3B"
  description="ratio"
/>
<data
  plane="0"
  stixid="2237"
  mathmlid="U02237"
  type1="uni2237"
  mf="2"
  rfpapp="F"
  type="R"
  entity="Colon"
  entityset="ISOAMSR"
  elsevier="btt"
  texsource="A"
  tex="\Colon"
  AIP="as"
  wolfram="Proportion"
  kluwer="r001"
  mtcode="0x2237"
  pi="6 3C"
  description="two colons"
/>
<data
  plane="0"
  stixid="2238"
  mathmlid="U02238"
  type1="uni2238"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="minusd"
  entityset="ISOAMSB"
  elsevier="btn"
  texsource="A"
  tex="\dotminus"
  mtcode="0x2238"
  pi="6 31"
  description="minus sign, dot above"
/>
<data
  plane="0"
  stixid="2239"
  mathmlid="U02239"
  type1="uni2239"
  mf="2"
  type="R"
  entity="excess"
  mtcode="0x2239"
  description="excess (-:)"
/>
<data
  plane="0"
  stixid="223A"
  mathmlid="U0223A"
  type1="uni223A"
  mf="2"
  rfpapp="F"
  type="R"
  entity="mDDot"
  entityset="ISOAMSR"
  elsevier="btp"
  AIP="mDDot"
  mtcode="0x223A"
  pi="6 34"
  description="minus with four dots, geometric properties"
/>
<data
  plane="0"
  stixid="223B"
  mathmlid="U0223B"
  type1="uni223B"
  mf="2"
  rfpapp="F"
  type="R"
  entity="homtht"
  entityset="ISOAMSR"
  elsevier="bq0"
  texsource="A"
  tex="\kernelcontraction"
  kluwer="r003"
  mtcode="0x223B"
  description="homothetic"
/>
<data
  plane="0"
  stixid="223C"
  mathmlid="U0223C"
  type1="uni223C"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sim"
  entityset="ISOTECH"
  elsevier="bq1"
  texsource="P"
  tex="\sim"
  APS="sim"
  AIP="sim"
  IEEE="\sim"
  wolfram="Tilde"
  kluwer="r162"
  mtcode="0x223C"
  pi="3 2C"
  description="similar"
/>
<data
  flag="*"
  plane="0"
  stixid="223C"
  mathmlid="U0223C"
  type1="uni223C.bold"
  mf="0"
  rfpapp="F"
  type="S"
  class="R"
  entity="thksim"
  entityset="ISOAMSR"
  elsevier="bp1"
  slack11="?"
  texsource="A"
  tex="\thicksim"
  APS="thicksim"
  kluwer="r129"
  description="thick similar"
/>
<data
  flag="+"
  plane="0"
  stixid="223C"
  mathmlid="U0223C"
  type1="uni223C"
  mf="0"
  rfpapp="D"
  type="S"
  class="R"
  texsource="T"
  tex="\difference"
  AIP="differ"
  kluwer="r144"
  description="difference (looks like similar, 223C?)"
/>
<data
  plane="0"
  stixid="223D"
  mathmlid="U0223D"
  type1="uni223D"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="bsim"
  entityset="ISOAMSR"
  elsevier="bq7"
  texsource="A"
  tex="\backsim"
  APS="bsim"
  kluwer="r004"
  mtcode="0x223D"
  description="reverse similar"
/>
<data
  plane="0"
  stixid="223E"
  mathmlid="U0223E"
  type1="uni223E"
  mf="2"
  rfpapp="D"
  type="R"
  entity="ac"
  entityset="ISOAMSB"
  texsource="T"
  tex="\ac"
  mtcode="0x223E"
  description="most positive [inverted lazy S]"
/>
<data
  plane="0"
  stixid="223F"
  mathmlid="U0223F"
  type1="uni223F"
  mf="1"
  type="N"
  mtcode="0x223F"
  pi="5 7A"
  description="Sine wave"
/>
<data
  plane="0"
  stixid="2240"
  mathmlid="U02240"
  type1="uni2240"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="wreath"
  entityset="ISOAMSB"
  elsevier="bsi"
  texsource="A"
  tex="\wr"
  APS="wreath"
  IEEE="\wr"
  wolfram="VerticalTilde"
  mtcode="0x2240"
  description="wreath product"
/>
<data
  flag="*"
  plane="0"
  stixid="2241"
  mathmlid="U02241"
  type1="uni2241"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nsim"
  entityset="ISOAMSN"
  elsevier="br1"
  texsource="A"
  tex="\nsim"
  APS="nsim"
  IEEE="\not\sim"
  wolfram="NotTilde"
  mtcode="0x2241"
  pi="3 EF"
  description="not similar"
/>
<data
  plane="0"
  stixid="2242"
  mathmlid="U02242"
  type1="uni2242"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="esim"
  entityset="ISOAMSR"
  elsevier="bkp"
  texsource="A"
  tex="\eqsim"
  APS="eqsim"
  AIP="bartil"
  wolfram="EqualTilde"
  kluwer="r006"
  mtcode="0x2242"
  pi="5 67"
  description="equals, similar"
/>
<data
  plane="0"
  stixid="2243"
  mathmlid="U02243"
  type1="uni2243"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sime"
  entityset="ISOTECH"
  elsevier="bq2"
  texsource="P"
  tex="\simeq"
  APS="sime"
  AIP="sime"
  ACS="sime"
  IEEE="\simeq"
  wolfram="TildeEqual"
  kluwer="r163"
  mtcode="0x2243"
  pi="3 2E"
  description="similar, equals"
/>
<data
  plane="0"
  stixid="2244"
  mathmlid="U02244"
  type1="uni2244"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nsime"
  entityset="ISOAMSN"
  elsevier="br2"
  texsource="A"
  tex="\nsime"
  APS="nsime"
  IEEE="\not\simeq"
  wolfram="NotTildeEqual"
  kluwer="n163"
  mtcode="0x2244"
  pi="3 F1"
  description="not similar, equals"
/>
<data
  plane="0"
  stixid="2245"
  mathmlid="U02245"
  type1="uni2245"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="cong"
  entityset="ISOTECH"
  elsevier="bq3"
  texsource="P"
  tex="\cong"
  APS="cong"
  AIP="cong"
  IEEE="\cong"
  wolfram="TildeFullEqual"
  kluwer="r164"
  mtcode="0x2245"
  pi="3 3E"
  description="congruent with"
/>
<data
  plane="0"
  stixid="2246"
  mathmlid="U02246"
  type1="uni2246"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="simne"
  entityset="ISOAMSN"
  elsevier="brz"
  kluwer="n164"
  mtcode="0x2246"
  description="similar, not equals [vert only for 9573 entity]"
/>
<data
  plane="0"
  stixid="2247"
  mathmlid="U02247"
  type1="uni2247"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ncong"
  entityset="ISOAMSN"
  elsevier="br3"
  texsource="A"
  tex="\ncong"
  APS="ncong"
  IEEE="\not\cong"
  wolfram="NotTildeFullEqual"
  kluwer="n166"
  mtcode="0x2247"
  pi="3 C0"
  description="not congruent with"
/>
<data
  plane="0"
  stixid="2248"
  mathmlid="U02248"
  type1="uni2248"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ap"
  entityset="ISOTECH"
  elsevier="bq4"
  texsource="P"
  tex="\approx"
  APS="ap"
  AIP="ap"
  ACS="ap"
  IEEE="\approx"
  wolfram="TildeTilde"
  kluwer="r165"
  mtcode="0x2248"
  pi="3 3C"
  description="approximate"
/>
<data
  flag="#"
  plane="0"
  stixid="2248"
  mathmlid="U02248"
  type1="uni2248.bold"
  mf="0"
  rfpapp="F"
  type="R"
  class="R"
  entity="thkap"
  entityset="ISOAMSR"
  elsevier="bp4"
  slack11="?"
  texsource="A"
  tex="\thickapprox"
  APS="thickapprox"
  kluwer="r069"
  description="thick approximate"
/>
<data
  flag="*"
  plane="0"
  stixid="2249"
  mathmlid="U02249"
  type1="uni2249"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nap"
  entityset="ISOAMSN"
  elsevier="br4"
  texsource="A"
  tex="\napprox"
  APS="napprox"
  IEEE="\not\approx"
  wolfram="NotTildeTilde"
  kluwer="n165"
  mtcode="0x2249"
  pi="3 F7"
  description="not approximate"
/>
<data
  plane="0"
  stixid="224A"
  mathmlid="U0224A"
  type1="uni224A"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ape"
  entityset="ISOAMSR"
  elsevier="bq5"
  texsource="A"
  tex="\approxeq"
  APS="ape"
  kluwer="r007"
  mtcode="0x224A"
  description="approximate, equals"
/>
<data
  plane="0"
  stixid="224B"
  mathmlid="U0224B"
  type1="uni224B"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="apid"
  entityset="ISOAMSR"
  elsevier="bq6"
  texsource="T"
  tex="\approxident"
  kluwer="r008"
  mtcode="0x224B"
  description="approximately identical to"
/>
<data
  plane="0"
  stixid="224C"
  mathmlid="U0224C"
  type1="uni224C"
  utc1="3X09"
  utc2="CXA0"
  mf="2"
  rfpapp="f"
  type="R"
  class="R"
  entity="bcong"
  entityset="ISOAMSR"
  elsevier="bq9"
  texsource="A"
  tex="\backcong"
  APS="bcong"
  kluwer="r128"
  description="ALL EQUAL TO"
/>
<data
  flag="#"
  plane="0"
  stixid="224C"
  mathmlid="U0224C"
  type1="uni224C.var"
  mf="1"
  type="S"
  mtcode="0x224C"
  description="all equal to (lazy S over equals) (formerly 224C; that shape changed)"
/>
<data
  plane="0"
  stixid="224D"
  mathmlid="U0224D"
  type1="uni224D"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="asymp"
  entityset="ISOAMSR"
  elsevier="brs"
  texsource="P"
  tex="\asymp"
  APS="asymp"
  IEEE="\asymp"
  wolfram="CupCap"
  kluwer="r009"
  mtcode="0x224D"
  pi="5 7D"
  description="asymptotically equal to"
/>
<data
  plane="0"
  stixid="224E"
  mathmlid="U0224E"
  type1="uni224E"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="bump"
  entityset="ISOAMSR"
  elsevier="brr"
  texsource="A"
  tex="\Bumpeq"
  APS="bump"
  AIP="bump"
  wolfram="HumpDownHump"
  kluwer="r010"
  mtcode="0x224E"
  pi="6 A4"
  description="bumpy equals"
/>
<data
  plane="0"
  stixid="224F"
  mathmlid="U0224F"
  type1="uni224F"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="bumpe"
  entityset="ISOAMSR"
  elsevier="brp"
  texsource="A"
  tex="\bumpeq"
  APS="bumpe"
  AIP="bumpe"
  wolfram="HumpEqual"
  kluwer="r011"
  mtcode="0x224F"
  pi="6 B0"
  description="bumpy equals, equals"
/>
<data
  plane="0"
  stixid="2250"
  mathmlid="U02250"
  type1="uni2250"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="esdot"
  entityset="ISOAMSR"
  elsevier="bqo"
  texsource="A"
  tex="\doteq"
  APS="esdot"
  AIP="esdot"
  ACS="esdot"
  IEEE="\doteq"
  wolfram="DotEqual"
  kluwer="r012"
  mtcode="0x2250"
  pi="6 38"
  description="equals, single dot above"
/>
<data
  plane="0"
  stixid="2251"
  mathmlid="U02251"
  type1="uni2251"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="eDot"
  entityset="ISOAMSR"
  elsevier="bqp"
  texsource="A"
  tex="\Doteq"
  APS="eDot"
  AIP="eDot"
  kluwer="r013"
  mtcode="0x2251"
  pi="6 37"
  description="/doteqdot /Doteq R: equals, even dots"
/>
<data
  plane="0"
  stixid="2252"
  mathmlid="U02252"
  type1="uni2252"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="efDot"
  entityset="ISOAMSR"
  elsevier="bqz"
  texsource="A"
  tex="\fallingdotseq"
  APS="efDot"
  AIP="efDot"
  kluwer="r014"
  mtcode="0x2252"
  pi="6 36"
  description="equals, falling dots"
/>
<data
  plane="0"
  stixid="2253"
  mathmlid="U02253"
  type1="uni2253"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="erDot"
  entityset="ISOAMSR"
  elsevier="bqy"
  texsource="A"
  tex="\risingdotseq"
  APS="erDot"
  AIP="erDot"
  kluwer="r015"
  mtcode="0x2253"
  pi="6 35"
  description="equals, rising dots"
/>
<data
  plane="0"
  stixid="2254"
  mathmlid="U02254"
  type1="uni2254"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="colone"
  entityset="ISOAMSR"
  elsevier="bqt"
  texsource="A"
  tex="\coloneq"
  APS="colone"
  kluwer="r016"
  mtcode="0x2254"
  description="colon, equals"
/>
<data
  plane="0"
  stixid="2255"
  mathmlid="U02255"
  type1="uni2255"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ecolon"
  entityset="ISOAMSR"
  elsevier="bqu"
  texsource="A"
  tex="\eqcolon"
  APS="ecolon"
  kluwer="r017"
  mtcode="0x2255"
  description="equals, colon"
/>
<data
  plane="0"
  stixid="2256"
  mathmlid="U02256"
  type1="uni2256"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ecir"
  entityset="ISOAMSR"
  elsevier="bqs"
  texsource="A"
  tex="\eqcirc"
  APS="ecir"
  kluwer="r018"
  mtcode="0x2256"
  description="circle on equals sign"
/>
<data
  plane="0"
  stixid="2257"
  mathmlid="U02257"
  type1="uni2257"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="cire"
  entityset="ISOAMSR"
  elsevier="bqn"
  texsource="A"
  tex="\circeq"
  APS="circe"
  kluwer="r019"
  mtcode="0x2257"
  description="circle, equals"
/>
<data
  plane="0"
  stixid="2258"
  mathmlid="U02258"
  type1="uni2258"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="arceq"
  texsource="T"
  tex="\arceq"
  kluwer="r133"
  mtcode="0x2258"
  description="arc, equals; corresponds to"
/>
<data
  plane="0"
  stixid="2259"
  mathmlid="U02259"
  type1="uni2259"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="wedgeq"
  entityset="ISOTECH"
  elsevier="bqq"
  texsource="A"
  tex="\wedgeq"
  APS="wedgeq"
  AIP="wedgeq"
  springer="\cor"
  kluwer="r166"
  mtcode="0x2259"
  description="corresponds to (wedge, equals)"
/>
<data
  plane="0"
  stixid="225A"
  mathmlid="U0225A"
  type1="uni225A"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="veeeq"
  entityset="ISOTECH"
  elsevier="brq"
  texsource="T"
  tex="\veeeq"
  kluwer="r167"
  mtcode="0x225A"
  description="logical or, equals"
/>
<data
  plane="0"
  stixid="225B"
  mathmlid="U0225B"
  type1="uni225B"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  texsource="T"
  tex="\stareq"
  kluwer="r020"
  mtcode="0x225B"
  pi="6 2D"
  description="STAR EQUALS"
/>
<data
  plane="0"
  stixid="225C"
  mathmlid="U0225C"
  type1="uni225C"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="trie"
  entityset="ISOAMSR"
  elsevier="bqr"
  texsource="A"
  tex="\triangleq"
  APS="trie"
  AIP="trie"
  ACS="apprch"
  IEEE="\de"
  kluwer="r021"
  mtcode="0x225C"
  description="triangle, equals"
/>
<data
  plane="0"
  stixid="225D"
  mathmlid="U0225D"
  type1="uni225D"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="eqdef"
  texsource="T"
  tex="\eqdef"
  kluwer="r134"
  mtcode="0x225D"
  description="equals by definition"
/>
<data
  plane="0"
  stixid="225E"
  mathmlid="U0225E"
  type1="uni225E"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="measeq"
  texsource="T"
  tex="\measeq"
  kluwer="r135"
  mtcode="0x225E"
  description="measured by (m over equals)"
/>
<data
  plane="0"
  stixid="225F"
  mathmlid="U0225F"
  type1="uni225F"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="equest"
  entityset="ISOAMSR"
  elsevier="bqm"
  texsource="A"
  tex="\questeq"
  kluwer="r022"
  mtcode="0x225F"
  pi="6 30"
  description="equal with questionmark"
/>
<data
  plane="0"
  stixid="2260"
  mathmlid="U02260"
  type1="uni2260"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ne"
  entityset="ISOTECH"
  elsevier="brv"
  texsource="P"
  tex="\ne"
  APS="ne"
  AIP="ne"
  ACS="ne"
  IEEE="\ne"
  wolfram="NotEqual"
  kluwer="n149"
  mtcode="0x2260"
  pi="1 DE"
  description="/ne /neq R: not equal"
/>
<data
  flag="+"
  plane="0"
  stixid="2260"
  mathmlid="U02260"
  type1="uni2260"
  mf="2"
  rfpapp="F"
  type="B"
  class="A"
  elsevier="ph1"
  description="double-barred slash (phonetic symbol)"
/>
<data
  plane="0"
  stixid="2261"
  mathmlid="U02261"
  type1="uni2261"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="equiv"
  entityset="ISOTECH"
  elsevier="bqx"
  texsource="P"
  tex="\equiv"
  APS="equiv"
  AIP="equiv"
  ACS="cong"
  IEEE="\equiv"
  wolfram="Congruent"
  kluwer="r168"
  mtcode="0x2261"
  pi="3 3B"
  description="identical with"
/>
<data
  plane="0"
  stixid="2262"
  mathmlid="U02262"
  type1="uni2262"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nequiv"
  entityset="ISOAMSN"
  elsevier="brx"
  texsource="A"
  tex="\nequiv"
  APS="nequiv"
  AIP="ne3"
  IEEE="\not\equiv"
  wolfram="NotCongruent"
  kluwer="n168"
  mtcode="0x2262"
  pi="3 F2"
  description="not identical with"
/>
<data
  plane="0"
  stixid="2263"
  mathmlid="U02263"
  type1="uni2263"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="Equiv"
  texsource="T"
  tex="\Equiv"
  kluwer="r136"
  mtcode="0x2263"
  pi="3 3A"
  description="strict equivalence (4 lines)"
/>
<data
  plane="0"
  stixid="2264"
  mathmlid="U02264"
  type1="uni2264"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="le"
  entityset="ISOTECH"
  elsevier="bkd"
  texsource="P"
  tex="\leq"
  APS="le"
  ACS="lE"
  IEEE="\le"
  wolfram="LessEqual"
  kluwer="r169"
  mtcode="0x2264"
  pi="1 23"
  description="/leq /le R: less-than-or-equal"
/>
<data
  plane="0"
  stixid="2265"
  mathmlid="U02265"
  type1="uni2265"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ge"
  entityset="ISOTECH"
  elsevier="bmd"
  texsource="P"
  tex="\geq"
  APS="ge"
  ACS="gE"
  IEEE="\ge"
  wolfram="GreaterEqual"
  kluwer="r170"
  mtcode="0x2265"
  pi="1 24"
  description="/geq /ge R: greater-than-or-equal"
/>
<data
  plane="0"
  stixid="2266"
  mathmlid="U02266"
  type1="uni2266"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="lE"
  entityset="ISOAMSR"
  elsevier="bke"
  texsource="A"
  tex="\leqq"
  APS="lE"
  wolfram="LessFullEqual"
  springer="\lid"
  kluwer="r023"
  mtcode="0x2266"
  pi="1 25"
  description="less, double equals"
/>
<data
  plane="0"
  stixid="2267"
  mathmlid="U02267"
  type1="uni2267"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="gE"
  entityset="ISOAMSR"
  elsevier="bme"
  texsource="A"
  tex="\geqq"
  APS="gE"
  wolfram="GreaterFullEqual"
  springer="\gid"
  kluwer="r024"
  mtcode="0x2267"
  pi="1 5E"
  description="greater, double equals"
/>
<data
  flag="*"
  plane="0"
  stixid="2268"
  mathmlid="U02268"
  type1="uni2268"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="lnE"
  entityset="ISOAMSN"
  elsevier="ble"
  texsource="A"
  tex="\lneqq"
  APS="lnE"
  kluwer="n019"
  mtcode="0x2268"
  description="less, not double equals"
/>
<data
  flag="*"
  plane="0"
  stixid="2269"
  mathmlid="U02269"
  type1="uni2269"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="gnE"
  entityset="ISOAMSN"
  elsevier="bne"
  texsource="A"
  tex="\gneqq"
  APS="gnE"
  kluwer="n020"
  mtcode="0x2269"
  description="greater, not double equals"
/>
<data
  plane="0"
  stixid="226A"
  mathmlid="U0226A"
  type1="uni226A"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  elsevier="bkm"
  texsource="P"
  tex="\ll"
  APS="Lt"
  AIP="Lt"
  ACS="Lt"
  IEEE="\ll"
  wolfram="LessLess"
  kluwer="r137"
  mtcode="0x226A"
  description="much less than, type 2"
/>
<data
  plane="0"
  stixid="226B"
  mathmlid="U0226B"
  type1="uni226B"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  elsevier="bmm"
  texsource="P"
  tex="\gg"
  APS="Gt"
  AIP="Gt"
  ACS="Gt"
  IEEE="\gg"
  wolfram="GreaterGreater"
  kluwer="r138"
  mtcode="0x226B"
  description="much greater than, type 2"
/>
<data
  plane="0"
  stixid="226C"
  mathmlid="U0226C"
  type1="uni226C"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="twixt"
  entityset="ISOAMSR"
  elsevier="bln"
  texsource="A"
  tex="\between"
  APS="twixt"
  kluwer="r025"
  mtcode="0x226C"
  pi="5 5D"
  description="between"
/>
<data
  plane="0"
  stixid="226D"
  mathmlid="U0226D"
  type1="uni226D"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nasymp"
  elsevier="brw"
  IEEE="\not\asymp"
  wolfram="NotCupCap"
  kluwer="n009"
  mtcode="0x226D"
  pi="5 D5"
  description="not asymptotically equal to"
/>
<data
  plane="0"
  stixid="226E"
  mathmlid="U0226E"
  type1="uni226E"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nlt"
  entityset="ISOAMSN"
  elsevier="bla"
  texsource="A"
  tex="\nless"
  APS="nlt"
  AIP="nlt"
  wolfram="NotLess"
  kluwer="n148"
  mtcode="0x226E"
  pi="1 F1"
  description="not less-than"
/>
<data
  plane="0"
  stixid="226F"
  mathmlid="U0226F"
  type1="uni226F"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ngt"
  entityset="ISOAMSN"
  elsevier="bna"
  texsource="A"
  tex="\ngtr"
  APS="ngt"
  AIP="ngt"
  wolfram="NotGreater"
  kluwer="n150"
  mtcode="0x226F"
  pi="1 F2"
  description="not greater-than"
/>
<data
  plane="0"
  stixid="2270"
  mathmlid="U02270"
  type1="uni2270"
  utc1="3X26"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nle"
  entityset="ISOAMSN"
  elsevier="blj"
  texsource="A"
  tex="\nleq"
  APS="nle"
  IEEE="\not\le"
  wolfram="NotLessEqual"
  kluwer="n153"
  mtcode="0x2270"
  pi="1 DC"
  description="not less-than-or-equal"
/>
<data
  plane="0"
  stixid="2271"
  mathmlid="U02271"
  type1="uni2271"
  utc1="3X27"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nge"
  entityset="ISOAMSN"
  elsevier="bnj"
  texsource="A"
  tex="\ngeq"
  APS="nge"
  IEEE="\not\ge"
  wolfram="NotGreaterEqual"
  kluwer="n154"
  mtcode="0x2271"
  pi="1 E0"
  description="not greater-than-or-equal"
/>
<data
  plane="0"
  stixid="2272"
  mathmlid="U02272"
  type1="uni2272"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="lsim"
  entityset="ISOAMSR"
  elsevier="bkf"
  texsource="A"
  tex="\lesssim"
  APS="lsim"
  AIP="lsim"
  wolfram="LessTilde"
  springer="\la"
  kluwer="r026"
  mtcode="0x2272"
  pi="1 26"
  description="less, similar"
/>
<data
  plane="0"
  stixid="2273"
  mathmlid="U02273"
  type1="uni2273"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="gsim"
  entityset="ISOAMSR"
  elsevier="bmf"
  texsource="A"
  tex="\gtrsim"
  APS="gsim"
  AIP="gsim"
  ACS="gsim"
  wolfram="GreaterTilde"
  springer="\ga"
  kluwer="r027"
  mtcode="0x2273"
  pi="1 2A"
  description="greater, similar"
/>
<data
  plane="0"
  stixid="2274"
  mathmlid="U02274"
  type1="uni2274"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nlsim"
  entityset="ISOAMSN"
  elsevier="blh"
  wolfram="NotLessTilde"
  kluwer="n026"
  mtcode="0x2274"
  description="not less, similar"
/>
<data
  plane="0"
  stixid="2275"
  mathmlid="U02275"
  type1="uni2275"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ngsim"
  entityset="ISOAMSN"
  elsevier="bnh"
  wolfram="NotGreaterTilde"
  kluwer="n027"
  mtcode="0x2275"
  description="not greater, similar"
/>
<data
  plane="0"
  stixid="2276"
  mathmlid="U02276"
  type1="uni2276"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lg"
  entityset="ISOAMSR"
  elsevier="bki"
  texsource="A"
  tex="\lessgtr"
  APS="lg"
  AIP="lg"
  wolfram="LessGreater"
  springer="\leogr"
  kluwer="r028"
  mtcode="0x2276"
  pi="1 2B"
  description="less, greater"
/>
<data
  plane="0"
  stixid="2277"
  mathmlid="U02277"
  type1="uni2277"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="gl"
  entityset="ISOAMSR"
  elsevier="bmi"
  texsource="A"
  tex="\gtrless"
  APS="gl"
  AIP="gl"
  wolfram="GreaterLess"
  springer="\grole"
  kluwer="r029"
  mtcode="0x2277"
  pi="1 5F"
  description="greater, less"
/>
<data
  flag="*"
  plane="0"
  stixid="2278"
  mathmlid="U02278"
  type1="uni2278"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ntlg"
  entityset="ISOAMSN"
  elsevier="bli"
  wolfram="NotLessGreater"
  mtcode="0x2278"
  description="not less, greater"
/>
<data
  flag="*"
  plane="0"
  stixid="2279"
  mathmlid="U02279"
  type1="uni2279"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ntgl"
  entityset="ISOAMSN"
  elsevier="bni"
  wolfram="NotGreaterLess"
  mtcode="0x2279"
  description="not greater, less"
/>
<data
  plane="0"
  stixid="227A"
  mathmlid="U0227A"
  type1="uni227A"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="pr"
  entityset="ISOAMSR"
  elsevier="bkq"
  texsource="P"
  tex="\prec"
  APS="pr"
  AIP="pr"
  IEEE="\prec"
  wolfram="Precedes"
  kluwer="r030"
  mtcode="0x227A"
  pi="5 61"
  description="precedes"
/>
<data
  plane="0"
  stixid="227B"
  mathmlid="U0227B"
  type1="uni227B"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="sc"
  entityset="ISOAMSR"
  elsevier="bmq"
  texsource="P"
  tex="\succ"
  APS="sc"
  AIP="sc"
  IEEE="\succ"
  wolfram="Succeeds"
  kluwer="r031"
  mtcode="0x227B"
  pi="5 73"
  description="succeeds"
/>
<data
  plane="0"
  stixid="227C"
  mathmlid="U0227C"
  type1="uni227C"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="prcue"
  entityset="ISOAMSR"
  elsevier="bku"
  texsource="A"
  tex="\preccurlyeq"
  APS="preccurlyeq"
  wolfram="PrecedesSlantEqual"
  kluwer="r032"
  mtcode="0x227C"
  pi="5 64"
  description="precedes, curly equals"
/>
<data
  plane="0"
  stixid="227D"
  mathmlid="U0227D"
  type1="uni227D"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="sccue"
  entityset="ISOAMSR"
  elsevier="bmu"
  texsource="A"
  tex="\succcurlyeq"
  APS="sccue"
  wolfram="SucceedsSlantEqual"
  kluwer="r033"
  mtcode="0x227D"
  pi="5 66"
  description="succeeds, curly equals"
/>
<data
  plane="0"
  stixid="227E"
  mathmlid="U0227E"
  type1="uni227E"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="prsim"
  entityset="ISOAMSR"
  elsevier="bkr"
  texsource="A"
  tex="\precsim"
  APS="prsim"
  wolfram="PrecedesTilde"
  kluwer="r034"
  mtcode="0x227E"
  description="precedes, similar"
/>
<data
  plane="0"
  stixid="227F"
  mathmlid="U0227F"
  type1="uni227F"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="scsim"
  entityset="ISOAMSR"
  elsevier="bmr"
  texsource="A"
  tex="\succsim"
  APS="scsim"
  wolfram="SucceedsTilde"
  kluwer="r035"
  mtcode="0x227F"
  description="succeeds, similar"
/>
<data
  plane="0"
  stixid="2280"
  mathmlid="U02280"
  type1="uni2280"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="npr"
  entityset="ISOAMSN"
  elsevier="blq"
  texsource="A"
  tex="\nprec"
  APS="npr"
  IEEE="\not\prec"
  wolfram="NotPrecedes"
  kluwer="n030"
  mtcode="0x2280"
  pi="5 81"
  description="not precedes"
/>
<data
  plane="0"
  stixid="2281"
  mathmlid="U02281"
  type1="uni2281"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nsc"
  entityset="ISOAMSN"
  elsevier="bnq"
  texsource="A"
  tex="\nsucc"
  APS="nsc"
  IEEE="\not\succ"
  wolfram="NotSucceeds"
  kluwer="n031"
  mtcode="0x2281"
  pi="5 EA"
  description="not succeeds"
/>
<data
  plane="0"
  stixid="2282"
  mathmlid="U02282"
  type1="uni2282"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sub"
  entityset="ISOTECH"
  elsevier="boc"
  texsource="P"
  tex="\subset"
  APS="sub"
  AIP="sub"
  ACS="sub"
  IEEE="\subset"
  wolfram="Subset"
  kluwer="r180"
  mtcode="0x2282"
  pi="4 2C"
  description="subset or is implied by"
/>
<data
  plane="0"
  stixid="2283"
  mathmlid="U02283"
  type1="uni2283"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sup"
  entityset="ISOTECH"
  elsevier="bqc"
  texsource="P"
  tex="\supset"
  APS="sup"
  AIP="sup"
  ACS="sup"
  IEEE="\supset"
  wolfram="Superset"
  kluwer="r181"
  mtcode="0x2283"
  pi="4 2E"
  description="superset or implies"
/>
<data
  plane="0"
  stixid="2284"
  mathmlid="U02284"
  type1="uni2284"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nsub"
  entityset="ISOAMSN"
  elsevier="bpc"
  texsource="A"
  tex="\nsubset"
  APS="nsub"
  AIP="sublineh"
  IEEE="\not\subset"
  wolfram="NotSubset"
  kluwer="n180"
  mtcode="0x2284"
  pi="4 F7"
  description="not subset, variant [slash negation]"
/>
<data
  plane="0"
  stixid="2285"
  mathmlid="U02285"
  type1="uni2285"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nsup"
  entityset="ISOAMSN"
  elsevier="brc"
  texsource="A"
  tex="\nsupset"
  APS="nsup"
  AIP="suplineh"
  IEEE="\not\supset"
  wolfram="NotSuperset"
  kluwer="n181"
  mtcode="0x2285"
  pi="4 C0"
  description="not superset, variant [slash negation]"
/>
<data
  plane="0"
  stixid="2286"
  mathmlid="U02286"
  type1="uni2286"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sube"
  entityset="ISOTECH"
  elsevier="bod"
  texsource="P"
  tex="\subseteq"
  APS="sube"
  AIP="subuline"
  IEEE="\subseteq"
  wolfram="SubsetEqual"
  kluwer="r182"
  mtcode="0x2286"
  pi="4 23"
  description="subset, equals"
/>
<data
  plane="0"
  stixid="2287"
  mathmlid="U02287"
  type1="uni2287"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="supe"
  entityset="ISOTECH"
  elsevier="bqd"
  texsource="P"
  tex="\supseteq"
  APS="supe"
  AIP="supuline"
  IEEE="\supseteq"
  wolfram="SupersetEqual"
  kluwer="r183"
  mtcode="0x2287"
  pi="4 24"
  description="superset, equals"
/>
<data
  plane="0"
  stixid="2288"
  mathmlid="U02288"
  type1="uni2288"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nsube"
  entityset="ISOAMSN"
  elsevier="bpf"
  texsource="A"
  tex="\nsubseteq"
  APS="nsube"
  AIP="subNe"
  IEEE="\not\subseteq"
  wolfram="NotSubsetEqual"
  kluwer="n182"
  mtcode="0x2288"
  pi="4 DC"
  description="not subset, equals"
/>
<data
  plane="0"
  stixid="2289"
  mathmlid="U02289"
  type1="uni2289"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nsupe"
  entityset="ISOAMSN"
  elsevier="brf"
  texsource="A"
  tex="\nsupseteq"
  APS="nsupe"
  AIP="supNe"
  IEEE="\not\supseteq"
  wolfram="NotSupersetEqual"
  kluwer="n183"
  mtcode="0x2289"
  pi="4 DD"
  description="not superset, equals"
/>
<data
  plane="0"
  stixid="228A"
  mathmlid="U0228A"
  type1="uni228A"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="subne"
  entityset="ISOAMSN"
  elsevier="bpd"
  texsource="A"
  tex="\subsetneq"
  APS="subne"
  kluwer="n193"
  mtcode="0x228A"
  description="subset, not equals"
/>
<data
  plane="0"
  stixid="228B"
  mathmlid="U0228B"
  type1="uni228B"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="supne"
  entityset="ISOAMSN"
  elsevier="brd"
  texsource="A"
  tex="\supsetneq"
  APS="supne"
  kluwer="n194"
  mtcode="0x228B"
  description="superset, not equals"
/>
<data
  plane="0"
  stixid="228C"
  mathmlid="U0228C"
  type1="uni228C"
  mf="1"
  type="S"
  mtcode="0x228C"
  description="Multiset"
/>
<data
  plane="0"
  stixid="228D"
  mathmlid="U0228D"
  type1="uni228D"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="cupdot"
  entityset="ISOAMSB"
  texsource="A"
  tex="\cupdot"
  IEEE="\cupdot"
  mtcode="0x228D"
  description="union, with dot"
/>
<data
  plane="0"
  stixid="228E"
  mathmlid="U0228E"
  type1="uni228E"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="uplus"
  entityset="ISOAMSB"
  elsevier="bil"
  texsource="P"
  tex="\uplus"
  APS="uplus"
  IEEE="\uplus"
  wolfram="UnionPlus"
  mtcode="0x228E"
  Z="xx0C"
  description="plus sign in union"
/>
<data
  plane="0"
  stixid="228F"
  mathmlid="U0228F"
  type1="uni228F"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sqsub"
  entityset="ISOAMSR"
  elsevier="bok"
  texsource="A"
  tex="\sqsubset"
  APS="sqsub"
  wolfram="SquareSubset"
  kluwer="r171"
  mtcode="0x228F"
  description="square subset"
/>
<data
  plane="0"
  stixid="2290"
  mathmlid="U02290"
  type1="uni2290"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sqsup"
  entityset="ISOAMSR"
  elsevier="bqk"
  texsource="A"
  tex="\sqsupset"
  APS="sqsup"
  wolfram="SquareSuperset"
  kluwer="r172"
  mtcode="0x2290"
  description="square superset"
/>
<data
  plane="0"
  stixid="2291"
  mathmlid="U02291"
  type1="uni2291"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sqsube"
  entityset="ISOAMSR"
  elsevier="bol"
  texsource="P"
  tex="\sqsubseteq"
  APS="sqsube"
  IEEE="\sqsubseteq"
  wolfram="SquareSubsetEqual"
  kluwer="r173"
  mtcode="0x2291"
  description="square subset, equals"
/>
<data
  plane="0"
  stixid="2292"
  mathmlid="U02292"
  type1="uni2292"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="sqsupe"
  entityset="ISOAMSR"
  elsevier="bql"
  texsource="P"
  tex="\sqsupseteq"
  APS="sqsupe"
  IEEE="\sqsupseteq"
  wolfram="SquareSupersetEqual"
  kluwer="r174"
  mtcode="0x2292"
  description="square superset, equals"
/>
<data
  plane="0"
  stixid="2293"
  mathmlid="U02293"
  type1="uni2293"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="sqcap"
  entityset="ISOAMSB"
  elsevier="bik"
  texsource="P"
  tex="\sqcap"
  APS="sqcap"
  AIP="sqcap"
  IEEE="\sqcap"
  wolfram="SquareIntersection"
  mtcode="0x2293"
  description="square intersection"
/>
<data
  plane="0"
  stixid="2294"
  mathmlid="U02294"
  type1="uni2294"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="sqcup"
  entityset="ISOAMSB"
  elsevier="bij"
  texsource="P"
  tex="\sqcup"
  APS="sqcup"
  AIP="sqcup"
  IEEE="\sqcup"
  wolfram="SquareUnion"
  mtcode="0x2294"
  description="square union"
/>
<data
  plane="0"
  stixid="2295"
  mathmlid="U02295"
  type1="uni2295"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="oplus"
  entityset="ISOAMSB"
  elsevier="bsr"
  texsource="P"
  tex="\oplus"
  APS="oplus"
  AIP="oplus"
  ACS="oplus"
  IEEE="\oplus"
  wolfram="CirclePlus"
  mtcode="0x2295"
  pi="6 25"
  description="plus sign in circle"
/>
<data
  plane="0"
  stixid="2296"
  mathmlid="U02296"
  type1="uni2296"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="ominus"
  entityset="ISOAMSB"
  elsevier="bsp"
  texsource="P"
  tex="\ominus"
  APS="ominus"
  AIP="ominus"
  ACS="crclbar"
  IEEE="\ominus"
  wolfram="CircleMinus"
  mtcode="0x2296"
  pi="6 2A"
  description="minus sign in circle"
/>
<data
  plane="0"
  stixid="2297"
  mathmlid="U02297"
  type1="uni2297"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="otimes"
  entityset="ISOAMSB"
  elsevier="bss"
  texsource="P"
  tex="\otimes"
  APS="otimes"
  AIP="otimes"
  IEEE="\otimes"
  wolfram="CircleTimes"
  mtcode="0x2297"
  pi="6 5E"
  description="multiply sign in circle"
/>
<data
  plane="0"
  stixid="2298"
  mathmlid="U02298"
  type1="uni2298"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="osol"
  entityset="ISOAMSB"
  elsevier="bsm"
  texsource="A"
  tex="\oslash"
  APS="osol"
  IEEE="\oslash"
  mtcode="0x2298"
  description="solidus in circle"
/>
<data
  plane="0"
  stixid="2299"
  mathmlid="U02299"
  type1="uni2299"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="odot"
  entityset="ISOAMSB"
  elsevier="bso"
  texsource="P"
  tex="\odot"
  APS="odot"
  ACS="crcldt"
  IEEE="\odot"
  wolfram="CircleDot"
  mtcode="0x2299"
  pi="6 28"
  description="middle dot in circle"
/>
<data
  plane="0"
  stixid="229A"
  mathmlid="U0229A"
  type1="uni229A"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="ocir"
  entityset="ISOAMSB"
  elsevier="bsn"
  texsource="A"
  tex="\circledcirc"
  APS="ocirc"
  AIP="ocirc"
  mtcode="0x229A"
  description="small circle in circle"
/>
<data
  plane="0"
  stixid="229B"
  mathmlid="U0229B"
  type1="uni229B"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="oast"
  entityset="ISOAMSB"
  elsevier="bs2"
  texsource="A"
  tex="\circledast"
  APS="oast"
  AIP="oast"
  IEEE="\circast"
  mtcode="0x229B"
  description="asterisk in circle"
/>
<data
  plane="0"
  stixid="229C"
  mathmlid="U0229C"
  type1="uni229C"
  mf="2"
  type="R"
  entity="oeq"
  mtcode="0x229C"
  pi="6 24"
  description="equal in circle"
/>
<data
  plane="0"
  stixid="229D"
  mathmlid="U0229D"
  type1="uni229D"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="odash"
  entityset="ISOAMSB"
  elsevier="bsl"
  texsource="A"
  tex="\circleddash"
  APS="odash"
  mtcode="0x229D"
  pi="6 40"
  description="hyphen in circle"
/>
<data
  plane="0"
  stixid="229E"
  mathmlid="U0229E"
  type1="uni229E"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="plusb"
  entityset="ISOAMSB"
  elsevier="bs7"
  texsource="A"
  tex="\boxplus"
  APS="plusb"
  mtcode="0x229E"
  description="plus sign in box"
/>
<data
  plane="0"
  stixid="229F"
  mathmlid="U0229F"
  type1="uni229F"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="minusb"
  entityset="ISOAMSB"
  elsevier="bs6"
  texsource="A"
  tex="\boxminus"
  APS="minusb"
  mtcode="0x229F"
  description="minus sign in box"
/>
<data
  plane="0"
  stixid="22A0"
  mathmlid="U022A0"
  type1="uni22A0"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="timesb"
  entityset="ISOAMSB"
  elsevier="bs8"
  texsource="A"
  tex="\boxtimes"
  APS="timesb"
  AIP="timesb"
  mtcode="0x22A0"
  description="multiply sign in box"
/>
<data
  plane="0"
  stixid="22A1"
  mathmlid="U022A1"
  type1="uni22A1"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="sdotb"
  entityset="ISOAMSB"
  texsource="A"
  tex="\boxdot"
  APS="sdotb"
  AIP="sdotb"
  ACS="sqdott"
  IEEE="\squaredot"
  mtcode="0x22A1"
  pi="6 29"
  description="/dotsquare /boxdot B: small dot in box"
/>
<data
  flag="*"
  plane="0"
  stixid="22A2"
  mathmlid="U022A2"
  type1="uni22A2"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="vdash"
  entityset="ISOAMSR"
  elsevier="bds"
  texsource="P"
  tex="\vdash"
  APS="vdash"
  IEEE="\vdash"
  wolfram="RightTee"
  kluwer="r235"
  mtcode="0x22A2"
  description="vertical, dash"
/>
<data
  plane="0"
  stixid="22A3"
  mathmlid="U022A3"
  type1="uni22A3"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="dashv"
  entityset="ISOAMSR"
  elsevier="bdt"
  texsource="P"
  tex="\dashv"
  APS="dashv"
  IEEE="\dashv"
  wolfram="LeftTee"
  kluwer="r236"
  mtcode="0x22A3"
  description="dash, vertical"
/>
<data
  plane="0"
  stixid="22A4"
  mathmlid="U022A4"
  type1="uni22A4"
  mf="2"
  rfpapp="F"
  type="R"
  class="N"
  entity="top"
  entityset="ISOTECH"
  elsevier="bdq"
  texsource="P"
  tex="\top"
  APS="top"
  IEEE="\top"
  wolfram="DownTee"
  kluwer="r214"
  mtcode="0x22A4"
  pi="6 C1"
  description="top"
/>
<data
  plane="0"
  stixid="22A5"
  mathmlid="U022A5"
  type1="uni22A5"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="perp"
  entityset="ISOTECH"
  elsevier="bdp"
  texsource="P"
  tex="\perp"
  APS="perp"
  AIP="perp"
  ACS="bottom"
  IEEE="\perp"
  wolfram="UpTee"
  kluwer="r215"
  mtcode="0x22A5"
  pi="6 27"
  description="perpendicular"
/>
<data
  flag="+"
  plane="0"
  stixid="22A5"
  mathmlid="U022A5"
  type1="uni22A5"
  mf="0"
  rfpapp="D"
  type="O"
  class="N"
  entity="bottom"
  entityset="ISOTECH"
  texsource="P"
  tex="\bot"
  APS="bottom"
  kluwer="r217"
  description="bottom"
/>
<data
  plane="0"
  stixid="22A6"
  mathmlid="U022A6"
  type1="uni22A6"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  AIP="vdash"
  kluwer="r245"
  mtcode="0x22A6"
  pi="6 A3"
  description="assertion (vertical, short dash)"
/>
<data
  plane="0"
  stixid="22A7"
  mathmlid="U022A7"
  type1="uni22A7"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="models"
  entityset="ISOAMSR"
  texsource="P"
  tex="\models"
  APS="models"
  kluwer="r237"
  mtcode="0x22A7"
  description="models (vertical, short double dash)"
/>
<data
  plane="0"
  stixid="22A8"
  mathmlid="U022A8"
  type1="uni22A8"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="vDash"
  entityset="ISOAMSR"
  elsevier="bdx"
  texsource="A"
  tex="\vDash"
  APS="vDash"
  AIP="vDash"
  IEEE="\models"
  wolfram="DoubleRightTee"
  kluwer="r238"
  mtcode="0x22A8"
  description="vertical, double dash"
/>
<data
  plane="0"
  stixid="22A9"
  mathmlid="U022A9"
  type1="uni22A9"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="Vdash"
  entityset="ISOAMSR"
  elsevier="bdu"
  texsource="A"
  tex="\Vdash"
  APS="Vdash"
  kluwer="r239"
  mtcode="0x22A9"
  description="double vertical, dash"
/>
<data
  plane="0"
  stixid="22AA"
  mathmlid="U022AA"
  type1="uni22AA"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="Vvdash"
  entityset="ISOAMSR"
  elsevier="bdw"
  texsource="A"
  tex="\Vvdash"
  APS="Vvdash"
  kluwer="r240"
  mtcode="0x22AA"
  description="triple vertical, dash"
/>
<data
  plane="0"
  stixid="22AB"
  mathmlid="U022AB"
  type1="uni22AB"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="VDash"
  entityset="ISOAMSR"
  elsevier="bdv"
  kluwer="r241"
  mtcode="0x22AB"
  description="double vert, double dash"
/>
<data
  plane="0"
  stixid="22AC"
  mathmlid="U022AC"
  type1="uni22AC"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nvdash"
  entityset="ISOAMSN"
  elsevier="bes"
  texsource="A"
  tex="\nvdash"
  APS="nvdash"
  kluwer="n235"
  mtcode="0x22AC"
  description="not vertical, dash"
/>
<data
  plane="0"
  stixid="22AD"
  mathmlid="U022AD"
  type1="uni22AD"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nvDash"
  entityset="ISOAMSN"
  elsevier="bex"
  texsource="A"
  tex="\nvDash"
  APS="nvDash"
  kluwer="n238"
  mtcode="0x22AD"
  description="not vertical, double dash"
/>
<data
  plane="0"
  stixid="22AE"
  mathmlid="U022AE"
  type1="uni22AE"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nVdash"
  entityset="ISOAMSN"
  elsevier="beu"
  texsource="A"
  tex="\nVdash"
  APS="nVdash"
  kluwer="n239"
  mtcode="0x22AE"
  description="not double vertical, dash"
/>
<data
  plane="0"
  stixid="22AF"
  mathmlid="U022AF"
  type1="uni22AF"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="nVDash"
  entityset="ISOAMSN"
  elsevier="bev"
  texsource="A"
  tex="\nVDash"
  APS="nVDash"
  kluwer="n241"
  mtcode="0x22AF"
  description="not double vert, double dash"
/>
<data
  plane="0"
  stixid="22B0"
  mathmlid="U022B0"
  type1="uni22B0"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="prurel"
  entityset="ISOAMSR"
  texsource="T"
  tex="\prurel"
  kluwer="r036"
  mtcode="0x22B0"
  description="element precedes under relation"
/>
<data
  plane="0"
  stixid="22B1"
  mathmlid="U022B1"
  type1="uni22B1"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="scurel"
  texsource="T"
  tex="\scurel"
  kluwer="r139"
  mtcode="0x22B1"
  description="succeeds under relation"
/>
<data
  plane="0"
  stixid="22B2"
  mathmlid="U022B2"
  type1="uni22B2"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="vltri"
  entityset="ISOAMSR"
  elsevier="bi1"
  texsource="A"
  tex="\vartriangleleft"
  APS="vltri"
  wolfram="LeftTriangle"
  kluwer="r037"
  mtcode="0x22B2"
  description="left triangle, open, variant"
/>
<data
  plane="0"
  stixid="22B3"
  mathmlid="U022B3"
  type1="uni22B3"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="vrtri"
  entityset="ISOAMSR"
  elsevier="bi3"
  texsource="A"
  tex="\vartriangleright"
  APS="vrtri"
  wolfram="RightTriangle"
  kluwer="r038"
  mtcode="0x22B3"
  description="right triangle, open, variant"
/>
<data
  plane="0"
  stixid="22B4"
  mathmlid="U022B4"
  type1="uni22B4"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ltrie"
  entityset="ISOAMSR"
  elsevier="btu"
  texsource="A"
  tex="\trianglelefteq"
  APS="ltrie"
  wolfram="LeftTriangleEqual"
  kluwer="r039"
  mtcode="0x22B4"
  description="left triangle, equals"
/>
<data
  plane="0"
  stixid="22B5"
  mathmlid="U022B5"
  type1="uni22B5"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rtrie"
  entityset="ISOAMSR"
  elsevier="btv"
  texsource="A"
  tex="\trianglerighteq"
  APS="rtrie"
  wolfram="RightTriangleEqual"
  kluwer="r040"
  mtcode="0x22B5"
  description="right triangle, equals"
/>
<data
  plane="0"
  stixid="22B6"
  mathmlid="U022B6"
  type1="uni22B6"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="origof"
  entityset="ISOAMSA"
  elsevier="bpp"
  texsource="T"
  tex="\origof"
  kluwer="n014"
  mtcode="0x22B6"
  description="original of"
/>
<data
  plane="0"
  stixid="22B7"
  mathmlid="U022B7"
  type1="uni22B7"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="imof"
  entityset="ISOAMSA"
  elsevier="bop"
  texsource="T"
  tex="\imageof"
  kluwer="n015"
  mtcode="0x22B7"
  description="image of"
/>
<data
  plane="0"
  stixid="22B8"
  mathmlid="U022B8"
  type1="uni22B8"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="mumap"
  entityset="ISOAMSA"
  elsevier="boo"
  texsource="A"
  tex="\multimap"
  APS="mumap"
  kluwer="n016"
  mtcode="0x22B8"
  description="/multimap A:"
/>
<data
  plane="0"
  stixid="22B9"
  mathmlid="U022B9"
  type1="uni22B9"
  mf="1"
  rfpapp="F"
  type="S"
  entity="hercon"
  entityset="ISOAMSB"
  elsevier="bte"
  mtcode="0x22B9"
  description="hermitian conjugate matrix"
/>
<data
  plane="0"
  stixid="22BA"
  mathmlid="U022BA"
  type1="uni22BA"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  entity="intcal"
  entityset="ISOAMSB"
  texsource="P"
  tex="\intercal"
  APS="intcal"
  mtcode="0x22BA"
  description="intercal"
/>
<data
  plane="0"
  stixid="22BB"
  mathmlid="U022BB"
  type1="uni22BB"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  elsevier="biw"
  texsource="A"
  tex="\veebar"
  APS="veebar"
  mtcode="0x22BB"
  pi="3 A2"
  description="logical or, bar below (large vee); exclusive disjunction"
/>
<data
  plane="0"
  stixid="22BC"
  mathmlid="U022BC"
  type1="uni22BC"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  elsevier="bix"
  texsource="A"
  tex="\barwedge"
  mtcode="0x22BC"
  pi="3 A3"
  description="bar, wedge (large wedge)"
/>
<data
  plane="0"
  stixid="22BD"
  mathmlid="U022BD"
  type1="uni22BD"
  slack4="?"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  mtcode="0x22BD"
  pi="5 39"
  description="bar, vee (large vee)"
/>
<data
  flag="+"
  plane="0"
  stixid="22BD"
  mathmlid="U022BD"
  type1="uni22BD"
  mf="0"
  type="S"
  class="B"
  entity="barvee"
  entityset="ISOAMSB"
  description="not or (bar over small vee)"
/>
<data
  plane="0"
  stixid="22BE"
  mathmlid="U022BE"
  type1="uni22BE"
  mf="1"
  rfpapp="D"
  type="S"
  entity="angrtvb"
  entityset="ISOAMSO"
  mtcode="0x22BE"
  description="right angle-measured [with arc]"
/>
<data
  plane="0"
  stixid="22BF"
  mathmlid="U022BF"
  type1="uni22BF"
  mf="1"
  type="S"
  mtcode="0x22BF"
  description="RIGHT TRIANGLE"
/>
<data
  plane="0"
  stixid="22C0"
  mathmlid="U022C0"
  type1="uni22C0"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="xwedge"
  entityset="ISOAMSB"
  elsevier="bjn"
  texsource="P"
  tex="\bigwedge"
  APS="bigand"
  IEEE="\bigwedge"
  wolfram="Wedge"
  mtcode="0x22C0"
  pi="3 60"
  description="logical or operator"
/>
<data
  flag="#"
  plane="0"
  stixid="22C0"
  mathmlid="U022C0"
  type1="uni22C0.lgdisplaystyle"
  mf="0"
  rfpapp="F"
  type="L"
  class="L"
  entity="xwedge"
  entityset="ISOAMSB"
  elsevier="bjn"
  texsource="P"
  tex="\bigwedge"
  APS="bigand"
  IEEE="\bigwedge"
  wolfram="Wedge"
  mtcode="0x22C0"
  pi="3 60"
  description="logical or operator"
/>
<data
  plane="0"
  stixid="22C1"
  mathmlid="U022C1"
  type1="uni22C1"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="xvee"
  entityset="ISOAMSB"
  elsevier="bjm"
  texsource="P"
  tex="\bigvee"
  APS="bigor"
  IEEE="\bigvee"
  wolfram="Vee"
  mtcode="0x22C1"
  pi="3 7E"
  description="logical and operator"
/>
<data
  flag="#"
  plane="0"
  stixid="22C1"
  mathmlid="U022C1"
  type1="uni22C1.lgdisplaystyle"
  mf="0"
  rfpapp="F"
  type="L"
  class="L"
  entity="xvee"
  entityset="ISOAMSB"
  elsevier="bjm"
  texsource="P"
  tex="\bigvee"
  APS="bigor"
  IEEE="\bigvee"
  wolfram="Vee"
  mtcode="0x22C1"
  pi="3 7E"
  description="logical and operator"
/>
<data
  plane="0"
  stixid="22C2"
  mathmlid="U022C2"
  type1="uni22C2"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="xcap"
  entityset="ISOAMSB"
  elsevier="bjg"
  texsource="P"
  tex="\bigcap"
  APS="bigcap"
  IEEE="\bigcap"
  wolfram="Intersection"
  mtcode="0x22C2"
  Z="xx2B"
  description="intersection operator"
/>
<data
  flag="#"
  plane="0"
  stixid="22C2"
  mathmlid="U022C2"
  type1="uni22C2.lgdisplaystyle"
  mf="0"
  rfpapp="F"
  type="L"
  class="L"
  entity="xcap"
  entityset="ISOAMSB"
  elsevier="bjg"
  texsource="P"
  tex="\bigcap"
  APS="bigcap"
  IEEE="\bigcap"
  wolfram="Intersection"
  mtcode="0x22C2"
  Z="xx2B"
  description="intersection operator"
/>
<data
  plane="0"
  stixid="22C3"
  mathmlid="U022C3"
  type1="uni22C3"
  mf="2"
  rfpapp="F"
  type="L"
  class="L"
  entity="xcup"
  entityset="ISOAMSB"
  elsevier="bjf"
  texsource="P"
  tex="\bigcup"
  APS="bigcup"
  IEEE="\bigcup"
  wolfram="Union"
  mtcode="0x22C3"
  Z="xx2A"
  description="union operator"
/>
<data
  flag="#"
  plane="0"
  stixid="22C3"
  mathmlid="U022C3"
  type1="uni22C3.lgdisplaystyle"
  mf="0"
  rfpapp="F"
  type="L"
  class="L"
  entity="xcup"
  entityset="ISOAMSB"
  elsevier="bjf"
  texsource="P"
  tex="\bigcup"
  APS="bigcup"
  IEEE="\bigcup"
  wolfram="Union"
  mtcode="0x22C3"
  Z="xx2A"
  description="union operator"
/>
<data
  plane="0"
  stixid="22C4"
  mathmlid="U022C4"
  type1="uni22C4"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  entity="diam"
  entityset="ISOAMSB"
  texsource="A"
  tex="\diamond"
  APS="diam"
  wolfram="Diamond"
  mtcode="0x22C4"
  description="white diamond"
/>
<data
  plane="0"
  stixid="22C5"
  mathmlid="U022C5"
  type1="uni22C5"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="sdot"
  entityset="ISOAMSB"
  elsevier="bsc"
  texsource="P"
  tex="\cdot"
  APS="sdot"
  AIP="sdot"
  IEEE="\cdot"
  mtcode="0x22C5"
  description="small middle dot"
/>
<data
  plane="0"
  stixid="22C6"
  mathmlid="U022C6"
  type1="uni22C6"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="sstarf"
  entityset="ISOAMSB"
  elsevier="bl0"
  texsource="P"
  tex="\star"
  APS="sstarf"
  AIP="sstarf"
  IEEE="\star"
  wolfram="Star"
  mtcode="0x22C6"
  description="small star, filled, low"
/>
<data
  plane="0"
  stixid="22C7"
  mathmlid="U022C7"
  type1="uni22C7"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="divonx"
  entityset="ISOAMSB"
  elsevier="btf"
  texsource="A"
  tex="\divideontimes"
  APS="divonx"
  mtcode="0x22C7"
  description="division on times"
/>
<data
  plane="0"
  stixid="22C8"
  mathmlid="U022C8"
  type1="uni22C8"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="bowtie"
  entityset="ISOAMSR"
  elsevier="bsf"
  texsource="A"
  tex="\bowtie"
  APS="bowtie"
  AIP="bowtie"
  IEEE="\bowtie"
  kluwer="r041"
  mtcode="0x22C8"
  description="bowtie"
/>
<data
  plane="0"
  stixid="22C9"
  mathmlid="U022C9"
  type1="uni22C9"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="ltimes"
  entityset="ISOAMSB"
  elsevier="bsd"
  texsource="A"
  tex="\ltimes"
  APS="ltimes"
  AIP="ltimes"
  mtcode="0x22C9"
  description="times sign, left closed"
/>
<data
  plane="0"
  stixid="22CA"
  mathmlid="U022CA"
  type1="uni22CA"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="rtimes"
  entityset="ISOAMSB"
  elsevier="bse"
  texsource="A"
  tex="\rtimes"
  APS="rtimes"
  AIP="rtimes"
  mtcode="0x22CA"
  description="times sign, right closed"
/>
<data
  plane="0"
  stixid="22CB"
  mathmlid="U022CB"
  type1="uni22CB"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="lthree"
  entityset="ISOAMSB"
  elsevier="bsh"
  texsource="A"
  tex="\leftthreetimes"
  APS="lthree"
  mtcode="0x22CB"
  description="left semidirect product"
/>
<data
  plane="0"
  stixid="22CC"
  mathmlid="U022CC"
  type1="uni22CC"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="rthree"
  entityset="ISOAMSB"
  elsevier="bsg"
  texsource="A"
  tex="\rightthreetimes"
  APS="rthree"
  mtcode="0x22CC"
  description="right semidirect product"
/>
<data
  plane="0"
  stixid="22CD"
  mathmlid="U022CD"
  type1="uni22CD"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="bsime"
  entityset="ISOAMSR"
  elsevier="bq8"
  texsource="A"
  tex="\backsimeq"
  APS="bsime"
  kluwer="r042"
  mtcode="0x22CD"
  description="reverse similar, equals"
/>
<data
  plane="0"
  stixid="22CE"
  mathmlid="U022CE"
  type1="uni22CE"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="cuvee"
  entityset="ISOAMSB"
  elsevier="biv"
  texsource="A"
  tex="\curlyvee"
  APS="cuvee"
  mtcode="0x22CE"
  description="curly logical or"
/>
<data
  plane="0"
  stixid="22CF"
  mathmlid="U022CF"
  type1="uni22CF"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="cuwed"
  entityset="ISOAMSB"
  elsevier="biu"
  texsource="A"
  tex="\curlywedge"
  APS="cuwed"
  mtcode="0x22CF"
  description="curly logical and"
/>
<data
  plane="0"
  stixid="22D0"
  mathmlid="U022D0"
  type1="uni22D0"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Sub"
  entityset="ISOAMSR"
  elsevier="boj"
  texsource="A"
  tex="\Subset"
  APS="Sub"
  kluwer="r178"
  mtcode="0x22D0"
  pi="4 21"
  description="double subset"
/>
<data
  plane="0"
  stixid="22D1"
  mathmlid="U022D1"
  type1="uni22D1"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Sup"
  entityset="ISOAMSR"
  elsevier="bqj"
  texsource="A"
  tex="\Supset"
  APS="Sup"
  kluwer="r179"
  mtcode="0x22D1"
  pi="4 40"
  description="double superset"
/>
<data
  plane="0"
  stixid="22D2"
  mathmlid="U022D2"
  type1="uni22D2"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="Cap"
  entityset="ISOAMSB"
  elsevier="bii"
  texsource="A"
  tex="\Cap"
  APS="Cap"
  mtcode="0x22D2"
  description="/Cap /doublecap B: double intersection"
/>
<data
  plane="0"
  stixid="22D3"
  mathmlid="U022D3"
  type1="uni22D3"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="Cup"
  entityset="ISOAMSB"
  elsevier="bih"
  texsource="A"
  tex="\Cup"
  APS="Cup"
  mtcode="0x22D3"
  description="/Cup /doublecup B: double union"
/>
<data
  plane="0"
  stixid="22D4"
  mathmlid="U022D4"
  type1="uni22D4"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="fork"
  entityset="ISOAMSR"
  elsevier="bm3"
  texsource="A"
  tex="\pitchfork"
  APS="fork"
  kluwer="r043"
  mtcode="0x22D4"
  description="pitchfork"
/>
<data
  plane="0"
  stixid="22D5"
  mathmlid="U022D5"
  type1="uni22D5"
  mf="1"
  type="S"
  entity="epar"
  entityset="ISOTECH"
  kluwer="r151"
  mtcode="0x22D5"
  pi="3 27"
  description="parallel, equal; equal or parallel"
/>
<data
  plane="0"
  stixid="22D6"
  mathmlid="U022D6"
  type1="uni22D6"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="ltdot"
  entityset="ISOAMSR"
  elsevier="bko"
  texsource="A"
  tex="\lessdot"
  APS="ldot"
  kluwer="r044"
  mtcode="0x22D6"
  pi="5 41"
  description="less than, with dot"
/>
<data
  plane="0"
  stixid="22D7"
  mathmlid="U022D7"
  type1="uni22D7"
  mf="2"
  rfpapp="F"
  type="R"
  class="R"
  entity="gtdot"
  entityset="ISOAMSR"
  elsevier="bmo"
  texsource="A"
  tex="\gtrdot"
  APS="gdot"
  kluwer="r045"
  mtcode="0x22D7"
  pi="5 53"
  description="greater than, with dot"
/>
<data
  plane="0"
  stixid="22D8"
  mathmlid="U022D8"
  type1="uni22D8"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Ll"
  entityset="ISOAMSR"
  elsevier="bkn"
  texsource="A"
  tex="\lll"
  APS="Ll"
  kluwer="r046"
  mtcode="0x22D8"
  description="/Ll /lll /llless R: triple less-than"
/>
<data
  plane="0"
  stixid="22D9"
  mathmlid="U022D9"
  type1="uni22D9"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Gg"
  entityset="ISOAMSR"
  elsevier="bmn"
  texsource="A"
  tex="\ggg"
  APS="Gg"
  kluwer="r047"
  mtcode="0x22D9"
  description="/ggg /Gg /gggtr R: triple greater-than"
/>
<data
  plane="0"
  stixid="22DA"
  mathmlid="U022DA"
  type1="uni22DA"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="leg"
  entityset="ISOAMSR"
  elsevier="bkj"
  texsource="A"
  tex="\lesseqgtr"
  APS="leg"
  wolfram="LessEqualGreater"
  kluwer="r048"
  mtcode="0x22DA"
  pi="5 63"
  description="less, equals, greater"
/>
<data
  plane="0"
  stixid="22DB"
  mathmlid="U022DB"
  type1="uni22DB"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="gel"
  entityset="ISOAMSR"
  elsevier="bmj"
  texsource="A"
  tex="\gtreqless"
  APS="gel"
  wolfram="GreaterEqualLess"
  kluwer="r049"
  mtcode="0x22DB"
  pi="5 78"
  description="greater, equals, less"
/>
<data
  plane="0"
  stixid="22DC"
  mathmlid="U022DC"
  type1="uni22DC"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="el"
  entityset="ISOAMSR"
  texsource="T"
  tex="\eqless"
  kluwer="r050"
  mtcode="0x22DC"
  description="equal-or-less"
/>
<data
  plane="0"
  stixid="22DD"
  mathmlid="U022DD"
  type1="uni22DD"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="eg"
  entityset="ISOAMSR"
  texsource="T"
  tex="\eqgtr"
  kluwer="r051"
  mtcode="0x22DD"
  description="equal-or-greater"
/>
<data
  plane="0"
  stixid="22DE"
  mathmlid="U022DE"
  type1="uni22DE"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="cuepr"
  entityset="ISOAMSR"
  elsevier="bkv"
  texsource="A"
  tex="\curlyeqprec"
  APS="cuepr"
  kluwer="r052"
  mtcode="0x22DE"
  description="curly equals, precedes"
/>
<data
  plane="0"
  stixid="22DF"
  mathmlid="U022DF"
  type1="uni22DF"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="cuesc"
  entityset="ISOAMSR"
  elsevier="bmv"
  texsource="A"
  tex="\curlyeqsucc"
  APS="cuesc"
  kluwer="r053"
  mtcode="0x22DF"
  description="curly equals, succeeds"
/>
<data
  plane="0"
  stixid="22E0"
  mathmlid="U022E0"
  type1="uni22E0"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nprcue"
  entityset="ISOAMSN"
  wolfram="NotPrecedesSlantEqual"
  kluwer="n032"
  mtcode="0x22E0"
  pi="5 EB"
  description="not precedes, curly equals"
/>
<data
  plane="0"
  stixid="22E1"
  mathmlid="U022E1"
  type1="uni22E1"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nsccue"
  entityset="ISOAMSN"
  wolfram="NotSucceedsSlantEqual"
  kluwer="n033"
  mtcode="0x22E1"
  pi="5 EC"
  description="not succeeds, curly equals"
/>
<data
  plane="0"
  stixid="22E2"
  mathmlid="U022E2"
  type1="uni22E2"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nsqsube"
  entityset="ISOAMSN"
  elsevier="bpl"
  IEEE="\not\sqsubseteq"
  wolfram="NotSquareSubsetEqual"
  kluwer="n173"
  mtcode="0x22E2"
  description="not, square subset, equals"
/>
<data
  plane="0"
  stixid="22E3"
  mathmlid="U022E3"
  type1="uni22E3"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nsqsupe"
  entityset="ISOAMSN"
  elsevier="brl"
  IEEE="\not\sqsupseteq"
  wolfram="NotSquareSupersetEqual"
  kluwer="n174"
  mtcode="0x22E3"
  description="not, square superset, equals"
/>
<data
  plane="0"
  stixid="22E4"
  mathmlid="U022E4"
  type1="uni22E4"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="sqsubne"
  elsevier="bpm"
  kluwer="n195"
  mtcode="0x22E4"
  description="square subset, not equals"
/>
<data
  plane="0"
  stixid="22E5"
  mathmlid="U022E5"
  type1="uni22E5"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="sqsupne"
  elsevier="brm"
  kluwer="n196"
  mtcode="0x22E5"
  description="square superset, not equals"
/>
<data
  plane="0"
  stixid="22E6"
  mathmlid="U022E6"
  type1="uni22E6"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lnsim"
  entityset="ISOAMSN"
  elsevier="blf"
  texsource="A"
  tex="\lnsim"
  APS="lnsim"
  kluwer="n017"
  mtcode="0x22E6"
  description="less, not similar"
/>
<data
  plane="0"
  stixid="22E7"
  mathmlid="U022E7"
  type1="uni22E7"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="gnsim"
  entityset="ISOAMSN"
  elsevier="bnf"
  texsource="A"
  tex="\gnsim"
  APS="gnsim"
  kluwer="n018"
  mtcode="0x22E7"
  description="greater, not similar"
/>
<data
  plane="0"
  stixid="22E8"
  mathmlid="U022E8"
  type1="uni22E8"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="prnsim"
  entityset="ISOAMSN"
  elsevier="blr"
  texsource="A"
  tex="\precnsim"
  APS="prnsim"
  kluwer="n034"
  mtcode="0x22E8"
  description="precedes, not similar"
/>
<data
  plane="0"
  stixid="22E9"
  mathmlid="U022E9"
  type1="uni22E9"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="scnsim"
  entityset="ISOAMSN"
  elsevier="bnr"
  texsource="A"
  tex="\succnsim"
  APS="scnsim"
  kluwer="n035"
  mtcode="0x22E9"
  description="succeeds, not similar"
/>
<data
  plane="0"
  stixid="22EA"
  mathmlid="U022EA"
  type1="uni22EA"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nltri"
  entityset="ISOAMSN"
  elsevier="bi4"
  texsource="A"
  tex="\ntriangleleft"
  APS="nltri"
  wolfram="NotLeftTriangle"
  kluwer="n146"
  mtcode="0x22EA"
  description="not left triangle"
/>
<data
  plane="0"
  stixid="22EB"
  mathmlid="U022EB"
  type1="uni22EB"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nrtri"
  entityset="ISOAMSN"
  elsevier="bi2"
  texsource="A"
  tex="\ntriangleright"
  APS="nrtri"
  wolfram="NotRightTriangle"
  kluwer="n147"
  mtcode="0x22EB"
  description="not right triangle"
/>
<data
  plane="0"
  stixid="22EC"
  mathmlid="U022EC"
  type1="uni22EC"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nltrie"
  entityset="ISOAMSN"
  elsevier="btw"
  texsource="A"
  tex="\ntrianglelefteq"
  APS="nltrie"
  wolfram="NotLeftTriangleEqual"
  kluwer="n038"
  mtcode="0x22EC"
  description="not left triangle, equals"
/>
<data
  plane="0"
  stixid="22ED"
  mathmlid="U022ED"
  type1="uni22ED"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nrtrie"
  entityset="ISOAMSN"
  elsevier="btx"
  texsource="A"
  tex="\ntrianglerighteq"
  APS="nrtrie"
  wolfram="NotRightTriangleEqual"
  kluwer="n040"
  mtcode="0x22ED"
  description="not right triangle, equals"
/>
<data
  plane="0"
  stixid="22EE"
  mathmlid="U022EE"
  type1="uni22EE"
  mf="2"
  rfpapp="F"
  type="O"
  entity="vellip"
  entityset="ISOPUB"
  elsevier="bel"
  texsource="P"
  tex="\vdots"
  APS="vellip"
  AIP="elipd"
  IEEE="\vdots"
  wolfram="VerticalEllipsis"
  mtcode="0x22EE"
  pi="6 3A"
  description="vertical ellipsis"
/>
<data
  plane="0"
  stixid="22EF"
  mathmlid="U022EF"
  type1="uni22EF"
  mf="2"
  rfpapp="F"
  type="O"
  entity="ctdot"
  entityset="ISOTECH"
  elsevier="bn9"
  texsource="P"
  tex="\cdots"
  APS="cdots"
  AIP="cellip"
  IEEE="\cdots"
  wolfram="CenterEllipsis"
  mtcode="0x22EF"
  description="three dots, centered"
/>
<data
  plane="0"
  stixid="22F0"
  mathmlid="U022F0"
  type1="uni22F0"
  mf="2"
  rfpapp="F"
  type="O"
  entity="utdot"
  entityset="ISOTECH"
  elsevier="bo9"
  tex="\adots"
  AIP="soldotl"
  wolfram="AscendingEllipsis"
  mtcode="0x22F0"
  description="three dots, ascending"
/>
<data
  plane="0"
  stixid="22F1"
  mathmlid="U022F1"
  type1="uni22F1"
  mf="2"
  rfpapp="F"
  type="O"
  entity="dtdot"
  entityset="ISOTECH"
  elsevier="bp9"
  texsource="P"
  tex="\ddots"
  APS="ddots"
  AIP="soldotr"
  IEEE="\ddots"
  wolfram="Continuation"
  mtcode="0x22F1"
  description="three dots, descending"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F2"
  mathmlid="U022F2"
  type1="uni22F2"
  utc1="2X00"
  utc2="CX00"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="disin"
  entityset="ISOTECH"
  texsource="T"
  tex="\disin"
  kluwer="r228"
  description="ELEMENT OF WITH LONG HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F3"
  mathmlid="U022F3"
  type1="uni22F3"
  utc1="2X02"
  utc2="CX01"
  mf="1"
  type="S"
  class="R"
  entity="isinsv"
  entityset="ISOTECH"
  kluwer="r222"
  description="ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F4"
  mathmlid="U022F4"
  type1="uni22F4"
  utc1="2X01"
  utc2="CX02"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="isins"
  entityset="ISOTECH"
  texsource="T"
  tex="\isins"
  kluwer="r224"
  description="SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F5"
  mathmlid="U022F5"
  type1="uni22F5"
  utc1="2X03"
  utc2="CX03"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="isindot"
  entityset="ISOTECH"
  texsource="T"
  tex="\isindot"
  kluwer="r226"
  description="ELEMENT OF WITH DOT ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F6"
  mathmlid="U022F6"
  type1="uni22F6"
  utc1="2X08"
  utc2="CX04"
  mf="1"
  type="S"
  class="R"
  entity="notinvc"
  entityset="ISOTECH"
  kluwer="n212"
  description="ELEMENT OF WITH OVERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F7"
  mathmlid="U022F7"
  type1="uni22F7"
  utc1="2X07"
  utc2="CX05"
  mf="1"
  type="S"
  class="R"
  entity="notinvb"
  entityset="ISOTECH"
  kluwer="n230"
  mtcode="0xE912"
  pi="5 35"
  description="SMALL ELEMENT OF WITH OVERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F8"
  mathmlid="U022F8"
  type1="uni22F8"
  utc1="2X04"
  utc2="CX06"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="isinvb"
  texsource="T"
  tex="\isinvb"
  kluwer="r130"
  description="ELEMENT OF WITH UNDERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22F9"
  mathmlid="U022F9"
  type1="uni22F9"
  utc1="2X0A"
  utc2="CX0C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="isinE"
  entityset="ISOTECH"
  texsource="T"
  tex="\isinE"
  kluwer="r227"
  description="ELEMENT OF WITH TWO HORIZONTAL STROKES"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22FA"
  mathmlid="U022FA"
  type1="uni22FA"
  utc1="2X0D"
  utc2="CX0E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nisd"
  entityset="ISOTECH"
  texsource="T"
  tex="\nisd"
  kluwer="r229"
  description="CONTAINS WITH LONG HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22FB"
  mathmlid="U022FB"
  type1="uni22FB"
  utc1="2X0F"
  utc2="CX0F"
  mf="1"
  type="S"
  class="R"
  entity="xnis"
  entityset="ISOTECH"
  kluwer="r223"
  description="CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22FC"
  mathmlid="U022FC"
  type1="uni22FC"
  utc1="2X0E"
  utc2="CX10"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nis"
  entityset="ISOTECH"
  texsource="T"
  tex="\nis"
  kluwer="r225"
  description="SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22FD"
  mathmlid="U022FD"
  type1="uni22FD"
  utc1="2X12"
  utc2="CX11"
  mf="1"
  type="S"
  class="R"
  entity="notnivc"
  entityset="ISOTECH"
  kluwer="n231"
  description="CONTAINS WITH OVERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22FE"
  mathmlid="U022FE"
  type1="uni22FE"
  utc1="2X11"
  utc2="CX12"
  mf="1"
  type="S"
  class="R"
  entity="notnivb"
  entityset="ISOTECH"
  mtcode="0xE90A"
  pi="5 36"
  description="SMALL CONTAINS WITH OVERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="22FF"
  mathmlid="U022FF"
  type1="uni22FF"
  utc2="CX17"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx0A"
  description="Z NOTATION BAG MEMBERSHIP"
/>
<data
  flag="+"
  plane="0"
  stixid="2300"
  mathmlid="U02300"
  type1="uni2300"
  mf="1"
  rfpapp="D"
  type="S"
  entity="diameter"
  AIP="diameter"
  wolfram="Diameter"
  springer="\diameter"
  description="diameter sign"
/>
<data
  plane="0"
  stixid="2302"
  mathmlid="U02302"
  type1="uni2302"
  mf="2"
  mtcode="0x2302"
  description="House"
/>
<data
  plane="0"
  stixid="2305"
  mathmlid="U02305"
  type1="uni2305"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  entity="barwed"
  entityset="ISOAMSB"
  APS="barwed"
  mtcode="0x2305"
  description="/barwedge B: logical and, bar above [projective (bar over small wedge)]"
/>
<data
  plane="0"
  stixid="2306"
  mathmlid="U02306"
  type1="uni2306"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  entity="Barwed"
  entityset="ISOAMSB"
  texsource="A"
  tex="\doublebarwedge ?"
  APS="Barwed"
  mtcode="0x2306"
  description="/doublebarwedge B: logical and, double bar above [perspective (double bar over small wedge)]"
/>
<data
  plane="0"
  stixid="2308"
  mathmlid="U02308"
  type1="uni2308"
  mf="3"
  rfpapp="F"
  type="F"
  class="O"
  entity="lceil"
  entityset="ISOAMSC"
  elsevier="bd2"
  texsource="P"
  tex="\lceil"
  APS="lceil"
  AIP="ceill"
  IEEE="\lceil"
  wolfram="LeftCeiling"
  mtcode="0x2308"
  description="left ceiling"
/>
<data
  plane="0"
  stixid="2309"
  mathmlid="U02309"
  type1="uni2309"
  mf="3"
  rfpapp="F"
  type="F"
  class="C"
  entity="rceil"
  entityset="ISOAMSC"
  elsevier="be2"
  texsource="P"
  tex="\rceil"
  APS="rceil"
  AIP="ceilr"
  IEEE="\rceil"
  wolfram="RightCeiling"
  mtcode="0x2309"
  description="right ceiling"
/>
<data
  plane="0"
  stixid="230A"
  mathmlid="U0230A"
  type1="uni230A"
  mf="3"
  rfpapp="F"
  type="F"
  class="O"
  entity="lfloor"
  entityset="ISOAMSC"
  elsevier="bd1"
  texsource="P"
  tex="\lfloor"
  APS="lfloor"
  AIP="floorl"
  IEEE="\lfloor"
  wolfram="LeftFloor"
  mtcode="0x230A"
  description="left floor"
/>
<data
  plane="0"
  stixid="230B"
  mathmlid="U0230B"
  type1="uni230B"
  mf="3"
  rfpapp="F"
  type="F"
  class="C"
  entity="rfloor"
  entityset="ISOAMSC"
  elsevier="be1"
  texsource="P"
  tex="\rfloor"
  APS="rfloor"
  AIP="floorr"
  IEEE="\rfloor"
  wolfram="RightFloor"
  mtcode="0x230B"
  description="right floor"
/>
<data
  flag="%"
  plane="0"
  stixid="230C"
  mathmlid="U0230C"
  type1="uni230C"
  mf="1"
  rfpapp="D"
  type="1"
  class="F"
  entity="drcrop"
  entityset="ISOPUB"
  APS="drcrop"
  description="downward right crop mark"
/>
<data
  flag="%"
  plane="0"
  stixid="230D"
  mathmlid="U0230D"
  type1="uni230D"
  mf="1"
  rfpapp="D"
  type="1"
  class="F"
  entity="dlcrop"
  entityset="ISOPUB"
  APS="dlcrop"
  description="downward left crop mark"
/>
<data
  flag="%"
  plane="0"
  stixid="230E"
  mathmlid="U0230E"
  type1="uni230E"
  mf="1"
  rfpapp="D"
  type="1"
  class="F"
  entity="urcrop"
  entityset="ISOPUB"
  APS="urcrop"
  description="upward right crop mark"
/>
<data
  flag="%"
  plane="0"
  stixid="230F"
  mathmlid="U0230F"
  type1="uni230F"
  mf="1"
  rfpapp="D"
  type="1"
  class="F"
  entity="ulcrop"
  entityset="ISOPUB"
  APS="ulcrop"
  description="upward left crop mark"
/>
<data
  plane="0"
  stixid="2310"
  mathmlid="U02310"
  type1="uni2310"
  mf="2"
  rfpapp="D"
  type="O"
  entity="bnot"
  entityset="ISOTECH"
  texsource="T"
  tex="\invnot"
  mtcode="0x2310"
  description="reverse not"
/>
<data
  plane="0"
  stixid="2311"
  mathmlid="U02311"
  type1="uni2311"
  mf="1"
  rfpapp="D"
  type="S"
  AIP="loz"
  description="square lozenge"
/>
<data
  plane="0"
  stixid="2312"
  mathmlid="U02312"
  type1="uni2312"
  mf="1"
  type="N"
  entity="profline"
  entityset="ISOTECH"
  description="profile of a line"
/>
<data
  plane="0"
  stixid="2313"
  mathmlid="U02313"
  type1="uni2313"
  mf="1"
  type="N"
  entity="profsurf"
  entityset="ISOTECH"
  description="profile of a surface"
/>
<data
  flag="%"
  plane="0"
  stixid="2315"
  mathmlid="U02315"
  type1="uni2315"
  mf="1"
  rfpapp="D"
  type="N"
  entity="telrec"
  entityset="ISOPUB"
  APS="telrec"
  description="telephone recorder symbol"
/>
<data
  flag="%"
  plane="0"
  stixid="2316"
  mathmlid="U02316"
  type1="uni2316"
  mf="1"
  rfpapp="F"
  type="N"
  entity="target"
  entityset="ISOPUB"
  elsevier="bs4"
  APS="target"
  mtcode="0x2316"
  description="register mark or target; position"
/>
<data
  plane="0"
  stixid="2317"
  mathmlid="U02317"
  type1="uni2317"
  mf="1"
  description="VIEWDATA SQUARE"
/>
<data
  flag="%"
  plane="0"
  stixid="2318"
  mathmlid="U02318"
  type1="uni2318"
  mf="1"
  rfpapp="D"
  type="N"
  wolfram="CloverLeaf"
  description="cloverleaf [command key]"
/>
<data
  plane="0"
  stixid="2319"
  mathmlid="U02319"
  type1="uni2319"
  mf="2"
  rfpapp="D"
  type="O"
  texsource="T"
  tex="\turnednot"
  description="turned not sign"
/>
<data
  flag="%"
  plane="0"
  stixid="231A"
  mathmlid="U0231A"
  type1="uni231A"
  mf="1"
  rfpapp="D"
  type="N"
  wolfram="WatchIcon"
  description="watch icon"
/>
<data
  plane="0"
  stixid="231C"
  mathmlid="U0231C"
  type1="uni231C"
  mf="1"
  rfpapp="F"
  type="F"
  class="O"
  entity="ulcorn"
  entityset="ISOAMSC"
  elsevier="bd4"
  texsource="A"
  tex="\ulcorner"
  APS="ulcorn"
  mtcode="0x231C"
  description="upper left corner"
/>
<data
  plane="0"
  stixid="231D"
  mathmlid="U0231D"
  type1="uni231D"
  mf="1"
  rfpapp="F"
  type="F"
  class="C"
  entity="urcorn"
  entityset="ISOAMSC"
  elsevier="be4"
  texsource="A"
  tex="\urcorner"
  APS="urcorn"
  mtcode="0x231D"
  description="upper right corner"
/>
<data
  plane="0"
  stixid="231E"
  mathmlid="U0231E"
  type1="uni231E"
  mf="1"
  rfpapp="F"
  type="F"
  class="O"
  entity="dlcorn"
  entityset="ISOAMSC"
  elsevier="bd3"
  texsource="A"
  tex="\llcorner"
  APS="dlcorn"
  mtcode="0x231E"
  description="lower left corner"
/>
<data
  plane="0"
  stixid="231F"
  mathmlid="U0231F"
  type1="uni231F"
  mf="1"
  rfpapp="F"
  type="F"
  class="C"
  entity="drcorn"
  entityset="ISOAMSC"
  elsevier="be3"
  texsource="A"
  tex="\lrcorner"
  APS="drcorn"
  mtcode="0x231F"
  description="lower right corner"
/>
<data
  plane="0"
  stixid="2320"
  mathmlid="U02320"
  type1="uni2320"
  mf="0"
  mtcode="0x2320"
  description="Top half integral"
/>
<data
  plane="0"
  stixid="2321"
  mathmlid="U02321"
  type1="uni2321"
  mf="0"
  mtcode="0x2321"
  description="Bottom half integral"
/>
<data
  plane="0"
  stixid="2322"
  mathmlid="U02322"
  type1="uni2322"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="frown"
  entityset="ISOAMSR"
  elsevier="bm2"
  texsource="P"
  tex="\frown"
  APS="frown"
  AIP="frown"
  IEEE="\frown"
  wolfram="Cap"
  kluwer="r054"
  mtcode="0x2322"
  description="down curve"
/>
<data
  flag="#"
  plane="0"
  stixid="2322"
  mathmlid="U02322"
  type1="uni2322.small"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="sfrown"
  entityset="ISOAMSR"
  texsource="A"
  tex="\smallfrown"
  APS="sfrown"
  kluwer="r131"
  description="small down curve"
/>
<data
  plane="0"
  stixid="2323"
  mathmlid="U02323"
  type1="uni2323"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="smile"
  entityset="ISOAMSR"
  elsevier="bm1"
  texsource="P"
  tex="\smile"
  APS="smile"
  AIP="smile"
  IEEE="\smile"
  wolfram="Cup"
  kluwer="r055"
  mtcode="0x2323"
  description="up curve"
/>
<data
  flag="#"
  plane="0"
  stixid="2323"
  mathmlid="U02323"
  type1="uni2323.small"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="ssmile"
  entityset="ISOAMSR"
  texsource="A"
  tex="\smallsmile"
  APS="ssmile"
  kluwer="r068"
  description="small up curve"
/>
<data
  flag="="
  plane="0"
  stixid="2329"
  mathmlid="U02329"
  type1="uni2329"
  mf="0"
  description="left angle bracket"
/>
<data
  flag="="
  plane="0"
  stixid="232A"
  mathmlid="U0232A"
  type1="uni232A"
  mf="0"
  description="right angle bracket"
/>
<data
  flag="%"
  plane="0"
  stixid="232D"
  mathmlid="U0232D"
  type1="uni232D"
  mf="1"
  type="N"
  entity="cylcty"
  entityset="ISOTECH"
  description="cylindricity"
/>
<data
  flag="%"
  plane="0"
  stixid="232E"
  mathmlid="U0232E"
  type1="uni232E"
  mf="1"
  type="N"
  entity="profalar"
  entityset="ISOTECH"
  description="all-around profile"
/>
<data
  plane="0"
  stixid="2332"
  mathmlid="U02332"
  type1="uni2332"
  mf="1"
  type="N"
  description="conical taper"
/>
<data
  plane="0"
  stixid="2336"
  mathmlid="U02336"
  type1="uni2336"
  mf="2"
  rfpapp="D"
  type="R"
  entity="topbot"
  entityset="ISOTECH"
  kluwer="r216"
  mtcode="0x2336"
  description="top and bottom"
/>
<data
  plane="0"
  stixid="233D"
  mathmlid="U0233D"
  type1="uni233D"
  utc1="5X07"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="ovbar"
  entityset="ISOAMSB"
  texsource="S"
  tex="\obar"
  AIP="cirbarv"
  ACS="vbarcir"
  description="circle with vertical bar"
/>
<data
  plane="0"
  stixid="233F"
  mathmlid="U0233F"
  type1="uni233F"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  entity="solbar"
  entityset="ISOAMSN"
  texsource="T"
  tex="\solbar"
  description="solidus, bar through"
/>
<data
  plane="0"
  stixid="2353"
  mathmlid="U02353"
  type1="uni2353"
  mf="1"
  type="N"
  mtcode="0x2353"
  description="Boxed up caret"
/>
<data
  plane="0"
  stixid="2370"
  mathmlid="U02370"
  type1="uni2370"
  mf="1"
  type="N"
  mtcode="0x2370"
  description="Boxed question mark"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="237C"
  mathmlid="U0237C"
  type1="uni237C"
  utc1="1X45"
  utc2="BX56"
  mf="1"
  rfpapp="D"
  type="N"
  entity="angzarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rangledownzigzagarrow"
  kluwer="a209"
  description="RIGHT ANGLE WITH DOWNWARDS ZIGZAG ARROW"
/>
<data
  flag="%"
  plane="0"
  stixid="2393"
  mathmlid="U02393"
  type1="uni2393"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bo4"
  description="line over dashed line (direct current symbol form 2)"
/>
<data
  plane="0"
  stixid="2394"
  mathmlid="U02394"
  type1="uni2394"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="hbenzen"
  entityset="ISOCHEM"
  elsevier="bo2"
  AIP="hexa"
  description="horizontal benzene ring [hexagon flat open]"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="239B"
  mathmlid="U0239B"
  type1="uni239B"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT PARENTHESIS UPPER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="239C"
  mathmlid="U0239C"
  type1="uni239C"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT PARENTHESIS EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="239D"
  mathmlid="U0239D"
  type1="uni239D"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT PARENTHESIS LOWER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="239E"
  mathmlid="U0239E"
  type1="uni239E"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT PARENTHESIS UPPER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="239F"
  mathmlid="U0239F"
  type1="uni239F"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT PARENTHESIS EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A0"
  mathmlid="U023A0"
  type1="uni23A0"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT PARENTHESIS LOWER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A1"
  mathmlid="U023A1"
  type1="uni23A1"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT SQUARE BRACKET UPPER CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A2"
  mathmlid="U023A2"
  type1="uni23A2"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT SQUARE BRACKET EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A3"
  mathmlid="U023A3"
  type1="uni23A3"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT SQUARE BRACKET LOWER CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A4"
  mathmlid="U023A4"
  type1="uni23A4"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT SQUARE BRACKET UPPER CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A5"
  mathmlid="U023A5"
  type1="uni23A5"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT SQUARE BRACKET EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A6"
  mathmlid="U023A6"
  type1="uni23A6"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT SQUARE BRACKET LOWER CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A7"
  mathmlid="U023A7"
  type1="uni23A7"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT CURLY BRACKET UPPER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A8"
  mathmlid="U023A8"
  type1="uni23A8"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT CURLY BRACKET MIDDLE PIECE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23A9"
  mathmlid="U023A9"
  type1="uni23A9"
  mf="0"
  rfpapp="D"
  type="F"
  description="LEFT CURLY BRACKET LOWER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23AA"
  mathmlid="U023AA"
  type1="uni23AA"
  mf="0"
  rfpapp="D"
  type="F"
  description="CURLY BRACKET EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23AB"
  mathmlid="U023AB"
  type1="uni23AB"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT CURLY BRACKET UPPER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23AC"
  mathmlid="U023AC"
  type1="uni23AC"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT CURLY BRACKET MIDDLE PIECE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23AD"
  mathmlid="U023AD"
  type1="uni23AD"
  mf="0"
  rfpapp="D"
  type="F"
  description="RIGHT CURLY BRACKET LOWER HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23AE"
  mathmlid="U023AE"
  type1="uni23AE"
  mf="0"
  type="F"
  description="INTEGRAL EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23AF"
  mathmlid="U023AF"
  type1="uni23AF"
  mf="0"
  type="F"
  description="HORIZONTAL LINE EXTENSION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B0"
  mathmlid="U023B0"
  type1="uni23B0"
  utc1="4X2C"
  utc2="DX80"
  mf="1"
  rfpapp="D"
  type="F"
  entity="lmoust"
  entityset="ISOAMSC"
  texsource="P"
  tex="\lmoustache"
  IEEE="\lmoustache"
  description="UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B1"
  mathmlid="U023B1"
  type1="uni23B1"
  utc1="4X2B"
  utc2="DX7F"
  mf="1"
  rfpapp="D"
  type="F"
  entity="rmoust"
  entityset="ISOAMSC"
  texsource="P"
  tex="\rmoustache"
  IEEE="\rmoustache"
  description="UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTION"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B2"
  mathmlid="U023B2"
  type1="uni23B2"
  mf="0"
  type="F"
  description="SUMMATION TOP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B3"
  mathmlid="U023B3"
  type1="uni23B3"
  mf="0"
  type="F"
  description="SUMMATION BOTTOM"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B4"
  mathmlid="U023B4"
  type1="uni23B4"
  utc1="7X1A"
  utc2="AX25"
  mf="2"
  type="D"
  entity="tbrk"
  entityset="ISOAMSO"
  wolfram="OverBracket"
  description="TOP SQUARE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B5"
  mathmlid="U023B5"
  type1="uni23B5"
  utc1="7X1B"
  utc2="AX26"
  mf="2"
  type="D"
  entity="bbrk"
  entityset="ISOAMSO"
  wolfram="UnderBracket"
  description="BOTTOM SQUARE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B6"
  mathmlid="U023B6"
  type1="uni23B6"
  utc1="7X1C"
  utc2="AX27"
  mf="2"
  type="O"
  entity="bbrktbrk"
  entityset="ISOAMSO"
  description="BOTTOM SQUARE BRACKET OVER TOP SQUARE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B7"
  mathmlid="U023B7"
  type1="uni23B7"
  mf="0"
  description="RADICAL SYMBOL BOTTOM"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B8"
  mathmlid="U023B8"
  type1="uni23B8"
  mf="0"
  description="LEFT VERTICAL BOX LINE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23B9"
  mathmlid="U023B9"
  type1="uni23B9"
  mf="0"
  description="RIGHT VERTICAL BOX LINE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="23CE"
  mathmlid="U023CE"
  type1="uni23CE"
  mf="1"
  type="S"
  description="RETURN SYMBOL"
/>
<data
  flag="%"
  plane="0"
  stixid="2423"
  mathmlid="U02423"
  type1="uni2423"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="blank"
  entityset="ISOPUB"
  APS="blank"
  wolfram="SpaceIndicator"
  mtcode="0x2423"
  description="space indicator"
/>
<data
  plane="0"
  stixid="2460"
  mathmlid="U02460"
  type1="uni2460"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT ONE"
/>
<data
  plane="0"
  stixid="2461"
  mathmlid="U02461"
  type1="uni2461"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT TWO"
/>
<data
  plane="0"
  stixid="2462"
  mathmlid="U02462"
  type1="uni2462"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT THREE"
/>
<data
  plane="0"
  stixid="2463"
  mathmlid="U02463"
  type1="uni2463"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT FOUR"
/>
<data
  plane="0"
  stixid="2464"
  mathmlid="U02464"
  type1="uni2464"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT FIVE"
/>
<data
  plane="0"
  stixid="2465"
  mathmlid="U02465"
  type1="uni2465"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT SIX"
/>
<data
  plane="0"
  stixid="2466"
  mathmlid="U02466"
  type1="uni2466"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT SEVEN"
/>
<data
  plane="0"
  stixid="2467"
  mathmlid="U02467"
  type1="uni2467"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT EIGHT"
/>
<data
  plane="0"
  stixid="2468"
  mathmlid="U02468"
  type1="uni2468"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT NINE"
/>
<data
  plane="0"
  stixid="24B6"
  mathmlid="U024B6"
  type1="uni24B6"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER A"
/>
<data
  plane="0"
  stixid="24B7"
  mathmlid="U024B7"
  type1="uni24B7"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER B"
/>
<data
  plane="0"
  stixid="24B8"
  mathmlid="U024B8"
  type1="uni24B8"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER C"
/>
<data
  plane="0"
  stixid="24B9"
  mathmlid="U024B9"
  type1="uni24B9"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER D"
/>
<data
  plane="0"
  stixid="24BA"
  mathmlid="U024BA"
  type1="uni24BA"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER E"
/>
<data
  plane="0"
  stixid="24BB"
  mathmlid="U024BB"
  type1="uni24BB"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER F"
/>
<data
  plane="0"
  stixid="24BC"
  mathmlid="U024BC"
  type1="uni24BC"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER G"
/>
<data
  plane="0"
  stixid="24BD"
  mathmlid="U024BD"
  type1="uni24BD"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER H"
/>
<data
  plane="0"
  stixid="24BE"
  mathmlid="U024BE"
  type1="uni24BE"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER I"
/>
<data
  plane="0"
  stixid="24BF"
  mathmlid="U024BF"
  type1="uni24BF"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER J"
/>
<data
  plane="0"
  stixid="24C0"
  mathmlid="U024C0"
  type1="uni24C0"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER K"
/>
<data
  plane="0"
  stixid="24C1"
  mathmlid="U024C1"
  type1="uni24C1"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER L"
/>
<data
  plane="0"
  stixid="24C2"
  mathmlid="U024C2"
  type1="uni24C2"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER M"
/>
<data
  plane="0"
  stixid="24C3"
  mathmlid="U024C3"
  type1="uni24C3"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER N"
/>
<data
  plane="0"
  stixid="24C4"
  mathmlid="U024C4"
  type1="uni24C4"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER O"
/>
<data
  plane="0"
  stixid="24C5"
  mathmlid="U024C5"
  type1="uni24C5"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER P"
/>
<data
  plane="0"
  stixid="24C6"
  mathmlid="U024C6"
  type1="uni24C6"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER Q"
/>
<data
  plane="0"
  stixid="24C7"
  mathmlid="U024C7"
  type1="uni24C7"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER R"
/>
<data
  plane="0"
  stixid="24C8"
  mathmlid="U024C8"
  type1="uni24C8"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  entity="oS"
  entityset="ISOAMSO"
  texsource="A"
  tex="\circledS"
  APS="circS"
  AIP="oS"
  IEEE="\circS"
  mtcode="0x24C8"
  description="capital S in circle"
/>
<data
  plane="0"
  stixid="24C9"
  mathmlid="U024C9"
  type1="uni24C9"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER T"
/>
<data
  plane="0"
  stixid="24CA"
  mathmlid="U024CA"
  type1="uni24CA"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER U"
/>
<data
  plane="0"
  stixid="24CB"
  mathmlid="U024CB"
  type1="uni24CB"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER V"
/>
<data
  plane="0"
  stixid="24CC"
  mathmlid="U024CC"
  type1="uni24CC"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER W"
/>
<data
  plane="0"
  stixid="24CD"
  mathmlid="U024CD"
  type1="uni24CD"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER X"
/>
<data
  plane="0"
  stixid="24CE"
  mathmlid="U024CE"
  type1="uni24CE"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER Y"
/>
<data
  plane="0"
  stixid="24CF"
  mathmlid="U024CF"
  type1="uni24CF"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN CAPITAL LETTER Z"
/>
<data
  plane="0"
  stixid="24D0"
  mathmlid="U024D0"
  type1="uni24D0"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER A"
/>
<data
  plane="0"
  stixid="24D1"
  mathmlid="U024D1"
  type1="uni24D1"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER B"
/>
<data
  plane="0"
  stixid="24D2"
  mathmlid="U024D2"
  type1="uni24D2"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER C"
/>
<data
  plane="0"
  stixid="24D3"
  mathmlid="U024D3"
  type1="uni24D3"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER D"
/>
<data
  plane="0"
  stixid="24D4"
  mathmlid="U024D4"
  type1="uni24D4"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER E"
/>
<data
  plane="0"
  stixid="24D5"
  mathmlid="U024D5"
  type1="uni24D5"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER F"
/>
<data
  plane="0"
  stixid="24D6"
  mathmlid="U024D6"
  type1="uni24D6"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER G"
/>
<data
  plane="0"
  stixid="24D7"
  mathmlid="U024D7"
  type1="uni24D7"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER H"
/>
<data
  plane="0"
  stixid="24D8"
  mathmlid="U024D8"
  type1="uni24D8"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER I"
/>
<data
  plane="0"
  stixid="24D9"
  mathmlid="U024D9"
  type1="uni24D9"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER J"
/>
<data
  plane="0"
  stixid="24DA"
  mathmlid="U024DA"
  type1="uni24DA"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER K"
/>
<data
  plane="0"
  stixid="24DB"
  mathmlid="U024DB"
  type1="uni24DB"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER L"
/>
<data
  plane="0"
  stixid="24DC"
  mathmlid="U024DC"
  type1="uni24DC"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER M"
/>
<data
  plane="0"
  stixid="24DD"
  mathmlid="U024DD"
  type1="uni24DD"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER N"
/>
<data
  plane="0"
  stixid="24DE"
  mathmlid="U024DE"
  type1="uni24DE"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER O"
/>
<data
  plane="0"
  stixid="24DF"
  mathmlid="U024DF"
  type1="uni24DF"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER P"
/>
<data
  plane="0"
  stixid="24E0"
  mathmlid="U024E0"
  type1="uni24E0"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER Q"
/>
<data
  plane="0"
  stixid="24E1"
  mathmlid="U024E1"
  type1="uni24E1"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER R"
/>
<data
  plane="0"
  stixid="24E2"
  mathmlid="U024E2"
  type1="uni24E2"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER S"
/>
<data
  plane="0"
  stixid="24E3"
  mathmlid="U024E3"
  type1="uni24E3"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER T"
/>
<data
  plane="0"
  stixid="24E4"
  mathmlid="U024E4"
  type1="uni24E4"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER U"
/>
<data
  plane="0"
  stixid="24E5"
  mathmlid="U024E5"
  type1="uni24E5"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER V"
/>
<data
  plane="0"
  stixid="24E6"
  mathmlid="U024E6"
  type1="uni24E6"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER W"
/>
<data
  plane="0"
  stixid="24E7"
  mathmlid="U024E7"
  type1="uni24E7"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER X"
/>
<data
  plane="0"
  stixid="24E8"
  mathmlid="U024E8"
  type1="uni24E8"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER Y"
/>
<data
  plane="0"
  stixid="24E9"
  mathmlid="U024E9"
  type1="uni24E9"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED LATIN SMALL LETTER Z"
/>
<data
  plane="0"
  stixid="24EA"
  mathmlid="U024EA"
  type1="uni24EA"
  mf="2"
  rfpapp="D"
  type="O"
  class="N"
  description="CIRCLED DIGIT ZERO"
/>
<data
  plane="0"
  stixid="2500"
  mathmlid="U02500"
  type1="uni2500"
  mf="1"
  description="box drawings light horizontal"
/>
<data
  plane="0"
  stixid="2502"
  mathmlid="U02502"
  type1="uni2502"
  mf="1"
  description="box drawings light vertical"
/>
<data
  plane="0"
  stixid="2506"
  mathmlid="U02506"
  type1="uni2506"
  utc1="4X48"
  mf="1"
  rfpapp="F"
  type="N"
  entity="Bvert"
  elsevier="beo"
  description="doubly broken vert"
/>
<data
  plane="0"
  stixid="2508"
  mathmlid="U02508"
  type1="uni2508"
  mf="1"
  type="N"
  mtcode="0xE988"
  pi="2 AA"
  description="box drawings light quadruple dash horizontal"
/>
<data
  plane="0"
  stixid="250A"
  mathmlid="U0250A"
  type1="uni250A"
  mf="1"
  type="N"
  mtcode="0xE989"
  pi="2 C1"
  description="box drawings light quadruple dash vertical"
/>
<data
  plane="0"
  stixid="250C"
  mathmlid="U0250C"
  type1="uni250C"
  mf="1"
  description="box drawings light down and right"
/>
<data
  plane="0"
  stixid="2510"
  mathmlid="U02510"
  type1="uni2510"
  mf="1"
  description="box drawings light down and left"
/>
<data
  plane="0"
  stixid="2514"
  mathmlid="U02514"
  type1="uni2514"
  mf="1"
  description="box drawings light up and right"
/>
<data
  plane="0"
  stixid="2518"
  mathmlid="U02518"
  type1="uni2518"
  mf="1"
  description="box drawings light up and left"
/>
<data
  plane="0"
  stixid="251C"
  mathmlid="U0251C"
  type1="uni251C"
  mf="1"
  description="box drawings light vertical and right"
/>
<data
  plane="0"
  stixid="2524"
  mathmlid="U02524"
  type1="uni2524"
  mf="1"
  description="box drawings light vertical and left"
/>
<data
  plane="0"
  stixid="252C"
  mathmlid="U0252C"
  type1="uni252C"
  mf="1"
  description="box drawings light down and horizontal"
/>
<data
  plane="0"
  stixid="2534"
  mathmlid="U02534"
  type1="uni2534"
  mf="1"
  description="box drawings light up and horizontal"
/>
<data
  plane="0"
  stixid="253C"
  mathmlid="U0253C"
  type1="uni253C"
  mf="1"
  description="box drawings light vertical and horizontal"
/>
<data
  plane="0"
  stixid="2550"
  mathmlid="U02550"
  type1="uni2550"
  mf="1"
  description="box drawings double horizontal"
/>
<data
  plane="0"
  stixid="2551"
  mathmlid="U02551"
  type1="uni2551"
  mf="1"
  description="box drawings double vertical"
/>
<data
  plane="0"
  stixid="2552"
  mathmlid="U02552"
  type1="uni2552"
  mf="1"
  description="box drawings down single and right double"
/>
<data
  plane="0"
  stixid="2553"
  mathmlid="U02553"
  type1="uni2553"
  mf="1"
  description="box drawings down double and right single"
/>
<data
  plane="0"
  stixid="2554"
  mathmlid="U02554"
  type1="uni2554"
  mf="1"
  description="box drawings double down and right"
/>
<data
  plane="0"
  stixid="2555"
  mathmlid="U02555"
  type1="uni2555"
  mf="1"
  description="box drawings down single and left double"
/>
<data
  plane="0"
  stixid="2556"
  mathmlid="U02556"
  type1="uni2556"
  mf="1"
  description="box drawings down double and left single"
/>
<data
  plane="0"
  stixid="2557"
  mathmlid="U02557"
  type1="uni2557"
  mf="1"
  description="box drawings double down and left"
/>
<data
  plane="0"
  stixid="2558"
  mathmlid="U02558"
  type1="uni2558"
  mf="1"
  description="box drawings up single and right double"
/>
<data
  plane="0"
  stixid="2559"
  mathmlid="U02559"
  type1="uni2559"
  mf="1"
  description="box drawings up double and right single"
/>
<data
  plane="0"
  stixid="255A"
  mathmlid="U0255A"
  type1="uni255A"
  mf="1"
  description="box drawings double up and right"
/>
<data
  plane="0"
  stixid="255B"
  mathmlid="U0255B"
  type1="uni255B"
  mf="1"
  description="box drawings up single and left double"
/>
<data
  plane="0"
  stixid="255C"
  mathmlid="U0255C"
  type1="uni255C"
  mf="1"
  description="box drawings up double and left single"
/>
<data
  plane="0"
  stixid="255D"
  mathmlid="U0255D"
  type1="uni255D"
  mf="1"
  description="box drawings double up and left"
/>
<data
  plane="0"
  stixid="255E"
  mathmlid="U0255E"
  type1="uni255E"
  mf="1"
  description="box drawings vertical single and right double"
/>
<data
  plane="0"
  stixid="255F"
  mathmlid="U0255F"
  type1="uni255F"
  mf="1"
  description="box drawings vertical double and right single"
/>
<data
  plane="0"
  stixid="2560"
  mathmlid="U02560"
  type1="uni2560"
  mf="1"
  description="box drawings double vertical and right"
/>
<data
  plane="0"
  stixid="2561"
  mathmlid="U02561"
  type1="uni2561"
  mf="1"
  description="box drawings vertical single and left double"
/>
<data
  plane="0"
  stixid="2562"
  mathmlid="U02562"
  type1="uni2562"
  mf="1"
  description="box drawings vertical double and left single"
/>
<data
  plane="0"
  stixid="2563"
  mathmlid="U02563"
  type1="uni2563"
  mf="1"
  description="box drawings double vertical and left"
/>
<data
  plane="0"
  stixid="2564"
  mathmlid="U02564"
  type1="uni2564"
  mf="1"
  description="box drawings down single and horizontal double"
/>
<data
  plane="0"
  stixid="2565"
  mathmlid="U02565"
  type1="uni2565"
  mf="1"
  description="box drawings down double and horizontal single"
/>
<data
  plane="0"
  stixid="2566"
  mathmlid="U02566"
  type1="uni2566"
  mf="1"
  description="box drawings double down and horizontal"
/>
<data
  plane="0"
  stixid="2567"
  mathmlid="U02567"
  type1="uni2567"
  mf="1"
  description="box drawings up single and horizontal double"
/>
<data
  plane="0"
  stixid="2568"
  mathmlid="U02568"
  type1="uni2568"
  mf="1"
  description="box drawings up double and horizontal single"
/>
<data
  plane="0"
  stixid="2569"
  mathmlid="U02569"
  type1="uni2569"
  mf="1"
  description="box drawings double up and horizontal"
/>
<data
  plane="0"
  stixid="256A"
  mathmlid="U0256A"
  type1="uni256A"
  mf="1"
  description="box drawings vertical single and horizontal double"
/>
<data
  plane="0"
  stixid="256B"
  mathmlid="U0256B"
  type1="uni256B"
  mf="1"
  description="box drawings vertical double and horizontal single"
/>
<data
  plane="0"
  stixid="256C"
  mathmlid="U0256C"
  type1="uni256C"
  mf="1"
  description="box drawings double vertical and horizontal"
/>
<data
  plane="0"
  stixid="2571"
  mathmlid="U02571"
  type1="uni2571"
  utc1="7X19"
  mf="1"
  rfpapp="D"
  type="N"
  entity="rdiag"
  texsource="A"
  tex="\diagup"
  kluwer="a086"
  description="rising diagonal"
/>
<data
  plane="0"
  stixid="2572"
  mathmlid="U02572"
  type1="uni2572"
  utc1="7X18"
  mf="1"
  rfpapp="D"
  type="N"
  entity="fdiag"
  texsource="A"
  tex="\diagdown"
  kluwer="a085"
  description="falling diagonal"
/>
<data
  flag="%"
  plane="0"
  stixid="2580"
  mathmlid="U02580"
  type1="uni2580"
  mf="1"
  rfpapp="D"
  type="N"
  entity="uhblk"
  entityset="ISOPUB"
  APS="uhblk"
  description="upper half block"
/>
<data
  flag="%"
  plane="0"
  stixid="2584"
  mathmlid="U02584"
  type1="uni2584"
  mf="1"
  rfpapp="D"
  type="N"
  entity="lhblk"
  entityset="ISOPUB"
  APS="lhblk"
  description="lower half block"
/>
<data
  flag="%"
  plane="0"
  stixid="2588"
  mathmlid="U02588"
  type1="uni2588"
  mf="1"
  rfpapp="D"
  type="N"
  entity="block"
  entityset="ISOPUB"
  APS="block"
  description="full block"
/>
<data
  plane="0"
  stixid="258C"
  mathmlid="U0258C"
  type1="uni258C"
  mf="1"
  description="left half block"
/>
<data
  plane="0"
  stixid="2590"
  mathmlid="U02590"
  type1="uni2590"
  mf="1"
  description="right half block"
/>
<data
  flag="%"
  plane="0"
  stixid="2591"
  mathmlid="U02591"
  type1="uni2591"
  mf="1"
  rfpapp="D"
  type="N"
  entity="blk14"
  entityset="ISOPUB"
  APS="blk14"
  description="25% shaded block"
/>
<data
  flag="%"
  plane="0"
  stixid="2592"
  mathmlid="U02592"
  type1="uni2592"
  mf="1"
  rfpapp="D"
  type="N"
  entity="blk12"
  entityset="ISOPUB"
  APS="blk12"
  description="50% shaded block"
/>
<data
  flag="%"
  plane="0"
  stixid="2593"
  mathmlid="U02593"
  type1="uni2593"
  mf="1"
  rfpapp="D"
  type="N"
  entity="blk34"
  entityset="ISOPUB"
  APS="blk34"
  description="75% shaded block"
/>
<data
  plane="0"
  stixid="25A0"
  mathmlid="U025A0"
  type1="uni25A0"
  mf="1"
  rfpapp="F"
  type="N"
  entity="squarf"
  entityset="ISOPUB"
  elsevier="bfo"
  texsource="A"
  tex="\blacksquare"
  AIP="squf"
  ACS="squf"
  IEEE="\blackbox"
  wolfram="FilledSquare"
  mtcode="0x25A0"
  pi="6 6A"
  description="square, filled"
/>
<data
  flag="+"
  plane="0"
  stixid="25A0"
  mathmlid="U025A0"
  type1="uni25A0"
  mf="0"
  rfpapp="f"
  type="0"
  entity="squarf"
  entityset="ISOTECH"
  elsevier="bfo"
  texsource="A"
  tex="\blacksquare"
  AIP="squf"
  ACS="squf"
  IEEE="\blackbox"
  wolfram="FilledSquare"
  mtcode="0x25A0"
  pi="6 6A"
  description="square, filled"
/>
<data
  flag="+"
  plane="0"
  stixid="25A0"
  mathmlid="U025A0"
  type1="uni25A0"
  utc1="7X39"
  mf="0"
  type="N"
  class="N"
  AIP="Density"
  description="large closed square"
/>
<data
  flag="+"
  plane="0"
  stixid="25A1"
  mathmlid="U025A1"
  type1="uni25A1"
  mf="1"
  rfpapp="F"
  type="N"
  entity="square"
  entityset="ISOPUB"
  elsevier="bfn"
  texsource="P"
  tex="\square"
  APS="square"
  AIP="square"
  ACS="Obox"
  wolfram="EmptySquare"
  springer="\sq"
  mtcode="0x25A1"
  pi="6 68"
  description="square, open"
/>
<data
  flag="+"
  plane="0"
  stixid="25A1"
  mathmlid="U025A1"
  type1="uni25A1"
  mf="0"
  rfpapp="f"
  type="0"
  entity="square"
  entityset="ISOTECH"
  elsevier="bfn"
  texsource="P"
  tex="\square"
  APS="square"
  AIP="square"
  ACS="Obox"
  wolfram="EmptySquare"
  springer="\sq"
  mtcode="0x25A1"
  pi="6 68"
  description="square"
/>
<data
  flag="+"
  plane="0"
  stixid="25A1"
  mathmlid="U025A1"
  type1="uni25A1"
  mf="0"
  rfpapp="f"
  type="0"
  entity="squ"
  entityset="ISOPUB*"
  APS="squ"
  description="square, open"
/>
<data
  flag="%"
  plane="0"
  stixid="25A4"
  mathmlid="U025A4"
  type1="uni25A4"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bgp"
  description="square, horizontal rule filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25A5"
  mathmlid="U025A5"
  type1="uni25A5"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bgq"
  description="square, vertical rule filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25A7"
  mathmlid="U025A7"
  type1="uni25A7"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bgr"
  description="square, nw-to-se rule filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25A8"
  mathmlid="U025A8"
  type1="uni25A8"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bgs"
  description="square, ne-to-sw rule filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25A9"
  mathmlid="U025A9"
  type1="uni25A9"
  mf="1"
  type="N"
  description="square with diagonal crosshatch fill"
/>
<data
  flag="+"
  plane="0"
  stixid="25A9"
  mathmlid="U025A9"
  type1="uni25A9"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  elsevier="bg6"
  description="square with gray shading fill"
/>
<data
  flag="="
  plane="0"
  stixid="25AA"
  mathmlid="U025AA"
  type1="uni25AA"
  slack4="?"
  mf="1"
  rfpapp="D"
  type="N"
  entity="squf"
  entityset="ISOPUB*"
  APS="squf"
  wolfram="SelectionPlaceholder"
  mtcode="0x25AA"
  description="/blacksquare - sq bullet, filled"
/>
<data
  flag="+"
  plane="0"
  stixid="25AA"
  mathmlid="U025AA"
  type1="uni25AA"
  mf="1"
  type="N"
  description="small square, filled (square bullet)"
/>
<data
  flag="%"
  plane="0"
  stixid="25AB"
  mathmlid="U025AB"
  type1="uni25AB"
  mf="1"
  rfpapp="D"
  type="N"
  wolfram="Placeholder"
  mtcode="0x25AB"
  description="white small square"
/>
<data
  plane="0"
  stixid="25AC"
  mathmlid="U025AC"
  type1="uni25AC"
  mf="0"
  description="black rectangle"
/>
<data
  flag="%"
  plane="0"
  stixid="25AD"
  mathmlid="U025AD"
  type1="uni25AD"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bgx"
  mtcode="0x25AD"
  pi="6 60"
  description="horizontal rectangle, open"
/>
<data
  flag="%"
  plane="0"
  stixid="25AE"
  mathmlid="U025AE"
  type1="uni25AE"
  mf="1"
  rfpapp="D"
  type="N"
  IEEE="\blackslug"
  wolfram="FilledRectangle"
  mtcode="0x25AE"
  description="black vertical rectangle"
/>
<data
  flag="+"
  plane="0"
  stixid="25AE"
  mathmlid="U025AE"
  type1="uni25AE"
  utc1="7X24"
  mf="1"
  rfpapp="d"
  type="0"
  class="N"
  entity="marker"
  entityset="ISOPUB"
  APS="marker"
  wolfram="FilledRectangle"
  description="histogram marker"
/>
<data
  flag="%"
  plane="0"
  stixid="25AF"
  mathmlid="U025AF"
  type1="uni25AF"
  mf="1"
  rfpapp="F"
  type="N"
  entity="rect"
  entityset="ISOPUB"
  elsevier="bgy"
  APS="rect"
  AIP="orect"
  wolfram="EmptyRectangle"
  mtcode="0x25AF"
  description="rectangle, white (vertical)"
/>
<data
  flag="%"
  plane="0"
  stixid="25B1"
  mathmlid="U025B1"
  type1="uni25B1"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bgz"
  AIP="oparlgrm"
  mtcode="0x25B1"
  pi="6 7E"
  description="parallelogram, open"
/>
<data
  plane="0"
  stixid="25B2"
  mathmlid="U025B2"
  type1="uni25B2"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="utrif"
  ACS="utrif"
  wolfram="FilledUpTriangle"
  mtcode="0x25B2"
  pi="6 6D"
  description="black up-pointing triangle"
/>
<data
  plane="0"
  stixid="25B3"
  mathmlid="U025B3"
  type1="uni25B3"
  mf="1"
  rfpapp="F"
  type="N"
  entity="xutri"
  entityset="ISOAMSB"
  elsevier="bg1"
  texsource="P"
  tex="\bigtriangleup"
  APS="xutri"
  AIP="utri"
  ACS="utri"
  IEEE="\bigtriangleup"
  wolfram="EmptyUpTriangle"
  mtcode="0x25B3"
  pi="6 6E"
  description="big up triangle, open"
/>
<data
  plane="0"
  stixid="25B4"
  mathmlid="U025B4"
  type1="uni25B4"
  mf="1"
  rfpapp="F"
  type="N"
  entity="utrif"
  entityset="ISOPUB"
  elsevier="bf5"
  texsource="A"
  tex="\blacktriangle"
  APS="utrif"
  description="up triangle, filled"
/>
<data
  plane="0"
  stixid="25B5"
  mathmlid="U025B5"
  type1="uni25B5"
  mf="1"
  rfpapp="F"
  type="N"
  entity="utri"
  entityset="ISOPUB"
  elsevier="bf1"
  texsource="A"
  tex="\vartriangle"
  APS="utri"
  description="/triangle - up triangle, open"
/>
<data
  plane="0"
  stixid="25B6"
  mathmlid="U025B6"
  type1="uni25B6"
  mf="1"
  rfpapp="F"
  type="S"
  entity="vrtrif"
  elsevier="bf7"
  texsource="A"
  tex="\blacktriangleright"
  APS="rtrif"
  kluwer="r230"
  mtcode="0x25B6"
  pi="6 63"
  description="(large) right triangle, filled"
/>
<data
  plane="0"
  stixid="25B7"
  mathmlid="U025B7"
  type1="uni25B7"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="vrtri"
  elsevier="bf3"
  texsource="P"
  tex="\triangleright"
  APS="rtri"
  AIP="rtri"
  IEEE="\triangleright"
  kluwer="r146"
  mtcode="0x25B7"
  pi="6 78"
  Z="xx7E"
  description="(large) right triangle, open; Z NOTATION RANGE RESTRICTION"
/>
<data
  flag="%"
  plane="0"
  stixid="25B8"
  mathmlid="U025B8"
  type1="uni25B8"
  mf="1"
  type="S"
  entity="rtrif"
  entityset="ISOPUB"
  description="right triangle, filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25B9"
  mathmlid="U025B9"
  type1="uni25B9"
  mf="1"
  type="S"
  entity="rtri"
  entityset="ISOPUB"
  description="right triangle, open"
/>
<data
  plane="0"
  stixid="25BA"
  mathmlid="U025BA"
  type1="uni25BA"
  mf="0"
  description="black right-pointing pointer"
/>
<data
  plane="0"
  stixid="25BC"
  mathmlid="U025BC"
  type1="uni25BC"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="dtrif"
  ACS="dtrif"
  wolfram="FilledDownTriangle"
  mtcode="0x25BC"
  pi="6 2E"
  description="big down triangle, filled"
/>
<data
  plane="0"
  stixid="25BD"
  mathmlid="U025BD"
  type1="uni25BD"
  mf="1"
  rfpapp="F"
  type="N"
  entity="xdtri"
  entityset="ISOAMSB"
  elsevier="bg2"
  texsource="P"
  tex="\bigtriangledown"
  APS="xdtri"
  AIP="dtri"
  ACS="dtri"
  IEEE="\bigtriangledown"
  wolfram="EmptyDownTriangle"
  mtcode="0x25BD"
  pi="6 2C"
  description="big down triangle, open"
/>
<data
  plane="0"
  stixid="25BE"
  mathmlid="U025BE"
  type1="uni25BE"
  mf="1"
  rfpapp="F"
  type="N"
  entity="dtrif"
  entityset="ISOPUB"
  elsevier="bf6"
  texsource="A"
  tex="\blacktriangledown"
  APS="dtrif"
  description="down triangle, filled"
/>
<data
  plane="0"
  stixid="25BF"
  mathmlid="U025BF"
  type1="uni25BF"
  mf="1"
  rfpapp="F"
  type="N"
  entity="dtri"
  entityset="ISOPUB"
  elsevier="bf2"
  texsource="A"
  tex="\triangledown"
  APS="dtri"
  description="down triangle, open"
/>
<data
  plane="0"
  stixid="25C0"
  mathmlid="U025C0"
  type1="uni25C0"
  mf="1"
  rfpapp="F"
  type="S"
  entity="vltrif"
  elsevier="bf8"
  texsource="A"
  tex="\blacktriangleleft"
  APS="ltrif"
  kluwer="r231"
  mtcode="0x25C0"
  pi="6 62"
  description="(large) left triangle, filled"
/>
<data
  plane="0"
  stixid="25C1"
  mathmlid="U025C1"
  type1="uni25C1"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="vltri"
  elsevier="bf4"
  texsource="P"
  tex="\triangleleft"
  APS="ltri"
  IEEE="\triangleleft"
  kluwer="r147"
  mtcode="0x25C1"
  pi="6 76"
  Z="xx6E"
  description="(large) left triangle, open; Z NOTATION DOMAIN RESTRICTION"
/>
<data
  flag="%"
  plane="0"
  stixid="25C2"
  mathmlid="U025C2"
  type1="uni25C2"
  mf="1"
  type="S"
  entity="ltrif"
  entityset="ISOPUB"
  mtcode="0x25C2"
  description="left triangle, filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25C3"
  mathmlid="U025C3"
  type1="uni25C3"
  mf="1"
  type="S"
  entity="ltri"
  entityset="ISOPUB"
  mtcode="0x25C3"
  description="left triangle, open"
/>
<data
  plane="0"
  stixid="25C4"
  mathmlid="U025C4"
  type1="uni25C4"
  mf="1"
  type="S"
  mtcode="0x25C4"
  description="Black left-pointing pointer"
/>
<data
  plane="0"
  stixid="25C5"
  mathmlid="U025C5"
  type1="uni25C5"
  mf="1"
  type="S"
  mtcode="0x25C5"
  description="White left-pointing pointer"
/>
<data
  plane="0"
  stixid="25C6"
  mathmlid="U025C6"
  type1="uni25C6"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="diamondf"
  entityset="ISOPUB"
  elsevier="bgi"
  ACS="tsqs"
  wolfram="FilledDiamond"
  mtcode="0x25C6"
  pi="6 72"
  description="black diamond"
/>
<data
  plane="0"
  stixid="25C7"
  mathmlid="U025C7"
  type1="uni25C7"
  mf="1"
  rfpapp="D"
  type="N"
  ACS="tsqo"
  wolfram="EmptyDiamond"
  mtcode="0x25C7"
  pi="6 65"
  description="white diamond"
/>
<data
  plane="0"
  stixid="25C8"
  mathmlid="U025C8"
  type1="uni25C8"
  mf="1"
  type="N"
  mtcode="0x25C8"
  description="White diamond containing black small diamond"
/>
<data
  plane="0"
  stixid="25C9"
  mathmlid="U025C9"
  type1="uni25C9"
  mf="1"
  type="N"
  mtcode="0x25C9"
  description="Fisheye"
/>
<data
  flag="+"
  plane="0"
  stixid="25CA"
  mathmlid="U025CA"
  type1="uni25CA"
  slack4="?"
  mf="1"
  rfpapp="D"
  type="N"
  entity="loz"
  entityset="ISOPUB"
  texsource="A"
  tex="\lozenge"
  APS="loz"
  mtcode="0x25CA"
  description="lozenge or total mark"
/>
<data
  flag="+"
  plane="0"
  stixid="25CA"
  mathmlid="U025CA"
  type1="uni25CA"
  mf="1"
  rfpapp="d"
  type="N"
  entity="diamond"
  entityset="ISOPUB"
  elsevier="bgf"
  IEEE="\diamond"
  description="diamond, open"
/>
<data
  plane="0"
  stixid="25CB"
  mathmlid="U025CB"
  type1="uni25CB"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="xcirc"
  entityset="ISOAMSB"
  elsevier="bgn"
  texsource="P"
  tex="\bigcirc"
  APS="bigcirc"
  AIP="cir"
  ACS="rng"
  IEEE="\bigcirc"
  wolfram="EmptyCircle"
  mtcode="0x25CB"
  pi="6 73"
  description="large circle"
/>
<data
  plane="0"
  stixid="25CC"
  mathmlid="U025CC"
  type1="uni25CC"
  mf="1"
  type="N"
  mtcode="0x25CC"
  description="Dotted circle"
/>
<data
  plane="0"
  stixid="25CD"
  mathmlid="U025CD"
  type1="uni25CD"
  mf="1"
  type="N"
  mtcode="0x25CD"
  description="Circle with vertical fill"
/>
<data
  plane="0"
  stixid="25CE"
  mathmlid="U025CE"
  type1="uni25CE"
  mf="1"
  type="N"
  mtcode="0x25CE"
  description="Bullseye"
/>
<data
  plane="0"
  stixid="25CF"
  mathmlid="U025CF"
  type1="uni25CF"
  mf="1"
  rfpapp="F"
  type="N"
  entity="circlef"
  entityset="ISOPUB"
  elsevier="bgo"
  AIP="bull"
  ACS="rngs"
  wolfram="FilledCircle"
  mtcode="0x25CF"
  pi="6 64"
  description="circle, filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25D0"
  mathmlid="U025D0"
  type1="uni25D0"
  mf="1"
  rfpapp="F"
  type="N"
  entity="circlefl"
  entityset="ISOPUB"
  elsevier="bgt"
  AIP="cirfl"
  ACS="crclls"
  mtcode="0x25D0"
  pi="6 66"
  description="circle, filled left half [Harvey ball]"
/>
<data
  flag="%"
  plane="0"
  stixid="25D1"
  mathmlid="U025D1"
  type1="uni25D1"
  mf="1"
  rfpapp="F"
  type="N"
  entity="circlefr"
  entityset="ISOPUB"
  elsevier="bgu"
  AIP="cirfr"
  ACS="crclrs"
  mtcode="0x25D1"
  pi="6 67"
  description="circle, filled right half"
/>
<data
  flag="%"
  plane="0"
  stixid="25D2"
  mathmlid="U025D2"
  type1="uni25D2"
  mf="1"
  rfpapp="F"
  type="N"
  entity="circlefb"
  entityset="ISOPUB"
  elsevier="bgw"
  AIP="cirfbtm"
  ACS="crclbs"
  mtcode="0x25D2"
  description="circle, filled bottom half"
/>
<data
  flag="%"
  plane="0"
  stixid="25D3"
  mathmlid="U025D3"
  type1="uni25D3"
  mf="1"
  rfpapp="F"
  type="N"
  entity="circleft"
  entityset="ISOPUB"
  elsevier="bgv"
  AIP="cirftop"
  mtcode="0x25D3"
  description="circle, filled top half"
/>
<data
  plane="0"
  stixid="25D4"
  mathmlid="U025D4"
  type1="uni25D4"
  mf="1"
  type="N"
  mtcode="0x25D4"
  description="Circle with upper right quadrant black"
/>
<data
  plane="0"
  stixid="25D5"
  mathmlid="U025D5"
  type1="uni25D5"
  mf="1"
  type="N"
  mtcode="0x25D5"
  description="Circle with all but upper left quadrant black"
/>
<data
  plane="0"
  stixid="25D6"
  mathmlid="U025D6"
  type1="uni25D6"
  mf="1"
  type="N"
  mtcode="0x25D6"
  description="Left half black circle"
/>
<data
  plane="0"
  stixid="25D7"
  mathmlid="U025D7"
  type1="uni25D7"
  mf="1"
  type="N"
  mtcode="0x25D7"
  description="Right half black circle"
/>
<data
  flag="%"
  plane="0"
  stixid="25D8"
  mathmlid="U025D8"
  type1="uni25D8"
  mf="1"
  rfpapp="F"
  type="N"
  elsevier="bg7"
  mtcode="0x25D8"
  description="inverse bullet"
/>
<data
  plane="0"
  stixid="25D9"
  mathmlid="U025D9"
  type1="uni25D9"
  mf="1"
  type="N"
  mtcode="0x25D9"
  description="Inverse white circle"
/>
<data
  plane="0"
  stixid="25DA"
  mathmlid="U025DA"
  type1="uni25DA"
  mf="1"
  type="N"
  mtcode="0x25DA"
  description="Upper half inverse white circle"
/>
<data
  plane="0"
  stixid="25DB"
  mathmlid="U025DB"
  type1="uni25DB"
  mf="1"
  type="N"
  mtcode="0x25DB"
  description="Lower half inverse white circle"
/>
<data
  plane="0"
  stixid="25DC"
  mathmlid="U025DC"
  type1="uni25DC"
  mf="1"
  type="N"
  mtcode="0x25DC"
  description="Upper left quadrant circular arc"
/>
<data
  plane="0"
  stixid="25DD"
  mathmlid="U025DD"
  type1="uni25DD"
  mf="1"
  type="N"
  mtcode="0x25DD"
  description="Upper right quadrant circular arc"
/>
<data
  plane="0"
  stixid="25DE"
  mathmlid="U025DE"
  type1="uni25DE"
  mf="1"
  type="N"
  mtcode="0x25DE"
  description="Lower right quadrant circular arc"
/>
<data
  plane="0"
  stixid="25DF"
  mathmlid="U025DF"
  type1="uni25DF"
  mf="1"
  type="N"
  mtcode="0x25DF"
  description="Lower left quadrant circular arc"
/>
<data
  plane="0"
  stixid="25E0"
  mathmlid="U025E0"
  type1="uni25E0"
  mf="1"
  type="N"
  mtcode="0x25E0"
  description="Upper half circle"
/>
<data
  plane="0"
  stixid="25E1"
  mathmlid="U025E1"
  type1="uni25E1"
  mf="1"
  type="N"
  mtcode="0x25E1"
  description="Lower half circle"
/>
<data
  plane="0"
  stixid="25E2"
  mathmlid="U025E2"
  type1="uni25E2"
  mf="1"
  rfpapp="D"
  type="N"
  entity="lrtrif"
  AIP="endcom"
  mtcode="0x25E2"
  description="lower right triangle, filled"
/>
<data
  plane="0"
  stixid="25E3"
  mathmlid="U025E3"
  type1="uni25E3"
  utc1="7X35"
  mf="1"
  type="N"
  entity="lltrif"
  mtcode="0x25E3"
  description="lower left triangle, filled"
/>
<data
  plane="0"
  stixid="25E4"
  mathmlid="U025E4"
  type1="uni25E4"
  mf="1"
  rfpapp="D"
  type="N"
  entity="ultrif"
  AIP="stcom"
  mtcode="0x25E4"
  description="upper left triangle, filled"
/>
<data
  plane="0"
  stixid="25E5"
  mathmlid="U025E5"
  type1="uni25E5"
  utc1="7X36"
  mf="1"
  type="N"
  entity="urtrif"
  mtcode="0x25E5"
  description="upper right triangle, filled"
/>
<data
  flag="%"
  plane="0"
  stixid="25E6"
  mathmlid="U025E6"
  type1="uni25E6"
  mf="1"
  rfpapp="D"
  type="N"
  ACS="cir"
  wolfram="EmptySmallCircle"
  mtcode="0x25E6"
  description="white bullet"
/>
<data
  flag="%"
  plane="0"
  stixid="25E7"
  mathmlid="U025E7"
  type1="uni25E7"
  mf="1"
  rfpapp="F"
  type="N"
  entity="squarfl"
  entityset="ISOPUB"
  elsevier="bft"
  ACS="sqls"
  mtcode="0x25E7"
  pi="6 6B"
  description="square, filled left half"
/>
<data
  flag="%"
  plane="0"
  stixid="25E8"
  mathmlid="U025E8"
  type1="uni25E8"
  mf="1"
  rfpapp="F"
  type="N"
  entity="squarfr"
  entityset="ISOPUB"
  elsevier="bfu"
  ACS="sqrs"
  mtcode="0x25E8"
  pi="6 6C"
  description="square, filled right half"
/>
<data
  flag="%"
  plane="0"
  stixid="25E9"
  mathmlid="U025E9"
  type1="uni25E9"
  mf="1"
  rfpapp="F"
  type="N"
  entity="squarftl"
  entityset="ISOPUB"
  elsevier="bfq"
  AIP="squftopl"
  mtcode="0x25E9"
  pi="6 69"
  description="square, filled top left corner"
/>
<data
  flag="%"
  plane="0"
  stixid="25EA"
  mathmlid="U025EA"
  type1="uni25EA"
  mf="1"
  rfpapp="F"
  type="N"
  entity="squarfbr"
  entityset="ISOPUB"
  elsevier="bfs"
  AIP="squfbtmr"
  ACS="sqlrs"
  mtcode="0x25EA"
  pi="6 6F"
  description="square, filled bottom right corner"
/>
<data
  plane="0"
  stixid="25EB"
  mathmlid="U025EB"
  type1="uni25EB"
  mf="2"
  rfpapp="D"
  type="O"
  class="B"
  entity="midb"
  texsource="S"
  tex="\boxbar"
  springer="\boxbar"
  mtcode="0x25EB"
  pi="6 61"
  description="vertical bar in box"
/>
<data
  plane="0"
  stixid="25EC"
  mathmlid="U025EC"
  type1="uni25EC"
  mf="2"
  rfpapp="D"
  type="O"
  entity="tridot"
  entityset="ISOAMSB"
  AIP="tridot"
  ACS="tridott"
  mtcode="0x25EC"
  pi="6 5F"
  description="triangle with centered dot"
/>
<data
  flag="%"
  plane="0"
  stixid="25ED"
  mathmlid="U025ED"
  type1="uni25ED"
  mf="1"
  rfpapp="D"
  type="N"
  ACS="triuls"
  mtcode="0x25ED"
  pi="6 74"
  description="up-pointing triangle with left half black"
/>
<data
  flag="%"
  plane="0"
  stixid="25EE"
  mathmlid="U025EE"
  type1="uni25EE"
  mf="1"
  rfpapp="D"
  type="N"
  ACS="triurs"
  mtcode="0x25EE"
  pi="6 79"
  description="up-pointing triangle with right half black"
/>
<data
  plane="0"
  stixid="25EF"
  mathmlid="U025EF"
  type1="uni25EF"
  mf="1"
  type="N"
  mtcode="0x25EF"
  description="Large circle"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25F8"
  mathmlid="U025F8"
  type1="uni25F8"
  utc1="7X32"
  utc2="DXE9"
  mf="1"
  rfpapp="d"
  type="N"
  entity="ultri"
  entityset="ISOAMSO"
  description="UPPER LEFT TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25F9"
  mathmlid="U025F9"
  type1="uni25F9"
  utc1="7X33"
  utc2="DXEA"
  mf="1"
  rfpapp="d"
  type="N"
  entity="urtri"
  entityset="ISOAMSO"
  description="UPPER RIGHT TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25FA"
  mathmlid="U025FA"
  type1="uni25FA"
  utc1="7X34"
  utc2="DXEB"
  mf="1"
  rfpapp="d"
  type="N"
  entity="lltri"
  entityset="ISOAMSO"
  description="LOWER LEFT TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25FB"
  mathmlid="U025FB"
  type1="uni25FB"
  utc1="7X37"
  utc2="DXEC"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="xsqu"
  AIP="squarelg"
  pi="6 75"
  description="WHITE MEDIUM SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25FC"
  mathmlid="U025FC"
  type1="uni25FC"
  utc1="7X38"
  utc2="DXED"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="xsquf"
  AIP="squflg"
  description="BLACK MEDIUM SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25FD"
  mathmlid="U025FD"
  type1="uni25FD"
  utc1="7X3C"
  utc2="DXF0"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="vssqu"
  wolfram="EmptyVerySmallSquare"
  description="WHITE MEDIUM SMALL SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25FE"
  mathmlid="U025FE"
  type1="uni25FE"
  utc1="7X3D"
  utc2="DXF1"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="vssquf"
  wolfram="FilledVerySmallSquare"
  description="BLACK MEDIUM SMALL SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="25FF"
  mathmlid="U025FF"
  type1="uni25FF"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="lrtri"
  entityset="ISOAMSO"
  description="LOWER RIGHT TRIANGLE"
/>
<data
  plane="0"
  stixid="2605"
  mathmlid="U02605"
  type1="uni2605"
  mf="1"
  rfpapp="F"
  type="N"
  entity="starf"
  entityset="ISOPUB"
  elsevier="bfm"
  texsource="A"
  tex="\bigstar"
  APS="starf"
  AIP="bstarf"
  ACS="starf"
  wolfram="FivePointedStar"
  mtcode="0x2605"
  pi="6 77"
  description="star, filled"
/>
<data
  plane="0"
  stixid="2606"
  mathmlid="U02606"
  type1="uni2606"
  mf="1"
  rfpapp="F"
  type="N"
  entity="star"
  entityset="ISOPUB"
  elsevier="bfl"
  APS="star"
  AIP="ostar"
  mtcode="0x2606"
  pi="6 71"
  description="star, open"
/>
<data
  plane="0"
  stixid="2609"
  mathmlid="U02609"
  type1="uni2609"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="odot"
  springer="\sun"
  description="sun"
/>
<data
  flag="%"
  plane="0"
  stixid="260C"
  mathmlid="U0260C"
  type1="uni260C"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="conj"
  description="conjunction"
/>
<data
  flag="%"
  plane="0"
  stixid="260E"
  mathmlid="U0260E"
  type1="uni260E"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="phone"
  entityset="ISOPUB"
  elsevier="bg9"
  APS="phone"
  description="telephone symbol"
/>
<data
  flag="%"
  plane="0"
  stixid="2612"
  mathmlid="U02612"
  type1="uni2612"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="cross"
  entityset="ISOPUB"
  APS="cross"
  description="ballot cross"
/>
<data
  plane="0"
  stixid="2621"
  mathmlid="U02621"
  type1="uni2621"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  tex="\danger"
  description="dangerous bend (caution sign)"
/>
<data
  flag="%"
  plane="0"
  stixid="2639"
  mathmlid="U02639"
  type1="uni2639"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  wolfram="SadSmiley"
  description="sad smiley"
/>
<data
  flag="%"
  plane="0"
  stixid="263A"
  mathmlid="U0263A"
  type1="uni263A"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  wolfram="HappySmiley"
  description="happy smiley"
/>
<data
  plane="0"
  stixid="263B"
  mathmlid="U0263B"
  type1="uni263B"
  mf="0"
  description="black smiling face"
/>
<data
  plane="0"
  stixid="263C"
  mathmlid="U0263C"
  type1="uni263C"
  mf="0"
  description="white sun with rays"
/>
<data
  plane="0"
  stixid="263D"
  mathmlid="U0263D"
  type1="uni263D"
  mf="1"
  type="N"
  mtcode="0x263D"
  description="First quarter moon"
/>
<data
  plane="0"
  stixid="263E"
  mathmlid="U0263E"
  type1="uni263E"
  mf="1"
  type="N"
  mtcode="0x263E"
  description="Last quarter moon"
/>
<data
  flag="%"
  plane="0"
  stixid="263F"
  mathmlid="U0263F"
  type1="uni263F"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  elsevier="bh3"
  AIP="Mercury"
  description="Mercury"
/>
<data
  plane="0"
  stixid="2640"
  mathmlid="U02640"
  type1="uni2640"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="female"
  entityset="ISOPUB"
  elsevier="bh4"
  APS="female"
  AIP="Venus"
  description="Venus, female"
/>
<data
  flag="%"
  plane="0"
  stixid="2641"
  mathmlid="U02641"
  type1="uni2641"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  AIP="Earth"
  description="Earth"
/>
<data
  plane="0"
  stixid="2642"
  mathmlid="U02642"
  type1="uni2642"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="male"
  entityset="ISOPUB"
  elsevier="bh7"
  APS="male"
  AIP="Mars"
  description="Mars, male"
/>
<data
  flag="%"
  plane="0"
  stixid="2643"
  mathmlid="U02643"
  type1="uni2643"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  elsevier="bh5"
  AIP="Jupiter"
  description="Jupiter"
/>
<data
  flag="%"
  plane="0"
  stixid="2644"
  mathmlid="U02644"
  type1="uni2644"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  elsevier="bh6"
  AIP="Saturn"
  description="Saturn"
/>
<data
  flag="%"
  plane="0"
  stixid="2646"
  mathmlid="U02646"
  type1="uni2646"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  elsevier="bh9"
  AIP="Neptune"
  description="Neptune"
/>
<data
  flag="%"
  plane="0"
  stixid="2647"
  mathmlid="U02647"
  type1="uni2647"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  AIP="Pluto"
  description="Pluto"
/>
<data
  flag="%"
  plane="0"
  stixid="2648"
  mathmlid="U02648"
  type1="uni2648"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  AIP="Aries"
  description="Aries"
/>
<data
  flag="%"
  plane="0"
  stixid="2649"
  mathmlid="U02649"
  type1="uni2649"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  AIP="Taurus"
  description="Taurus"
/>
<data
  plane="0"
  stixid="2660"
  mathmlid="U02660"
  type1="uni2660"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="spades"
  entityset="ISOPUB"
  elsevier="bfj"
  texsource="P"
  tex="\spadesuit"
  APS="spades"
  AIP="spades"
  IEEE="\spadesuit"
  wolfram="SpadeSuit"
  mtcode="0x2660"
  description="spades suit symbol"
/>
<data
  plane="0"
  stixid="2661"
  mathmlid="U02661"
  type1="uni2661"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="hearts"
  entityset="ISOPUB"
  texsource="P"
  tex="\heartsuit"
  APS="hearts"
  IEEE="\heartsuit"
  wolfram="HeartSuit"
  mtcode="0x2661"
  description="heart suit symbol"
/>
<data
  plane="0"
  stixid="2662"
  mathmlid="U02662"
  type1="uni2662"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="diams"
  entityset="ISOPUB"
  elsevier="bfg"
  texsource="P"
  tex="\diamondsuit"
  APS="diams"
  AIP="diam"
  ACS="diams"
  IEEE="\diamondsuit"
  wolfram="DiamondSuit"
  mtcode="0x2662"
  description="diamond suit symbol"
/>
<data
  plane="0"
  stixid="2663"
  mathmlid="U02663"
  type1="uni2663"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="clubs"
  entityset="ISOPUB"
  elsevier="bfk"
  texsource="P"
  tex="\clubsuit"
  APS="clubs"
  AIP="clubs"
  IEEE="\clubsuit"
  wolfram="ClubSuit"
  mtcode="0x2663"
  description="club suit symbol"
/>
<data
  plane="0"
  stixid="2664"
  mathmlid="U02664"
  type1="uni2664"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="spadeso"
  texsource="N"
  tex="\spadesuitopen"
  mtcode="0x2664"
  description="spade, white (card suit)"
/>
<data
  plane="0"
  stixid="2665"
  mathmlid="U02665"
  type1="uni2665"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="heartsf"
  elsevier="bfi"
  AIP="hearts"
  mtcode="0x2665"
  description="filled heart (card suit)"
/>
<data
  plane="0"
  stixid="2666"
  mathmlid="U02666"
  type1="uni2666"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="diamsf"
  elsevier="bfh"
  AIP="diams"
  mtcode="0x2666"
  description="filled diamond (card suit)"
/>
<data
  plane="0"
  stixid="2667"
  mathmlid="U02667"
  type1="uni2667"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="clubso"
  texsource="N"
  tex="\clubsuitopen"
  mtcode="0x2667"
  description="club, white (card suit)"
/>
<data
  plane="0"
  stixid="2669"
  mathmlid="U02669"
  type1="uni2669"
  mf="1"
  type="N"
  class="N"
  entity="sung"
  entityset="ISONUM"
  description="music note (sung text sign)"
/>
<data
  plane="0"
  stixid="266A"
  mathmlid="U0266A"
  type1="uni266A"
  mf="0"
  description="eighth note"
/>
<data
  plane="0"
  stixid="266B"
  mathmlid="U0266B"
  type1="uni266B"
  mf="0"
  description="beamed eighth notes"
/>
<data
  plane="0"
  stixid="266D"
  mathmlid="U0266D"
  type1="uni266D"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="flat"
  entityset="ISOPUB"
  elsevier="bhw"
  texsource="P"
  tex="\flat"
  APS="flat"
  AIP="flat"
  IEEE="\flat"
  wolfram="Flat"
  mtcode="0x266D"
  description="musical flat"
/>
<data
  plane="0"
  stixid="266E"
  mathmlid="U0266E"
  type1="uni266E"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="natur"
  entityset="ISOPUB"
  elsevier="bhy"
  texsource="P"
  tex="\natural"
  APS="natur"
  AIP="natur"
  IEEE="\natural"
  wolfram="Natural"
  mtcode="0x266E"
  description="music natural"
/>
<data
  plane="0"
  stixid="266F"
  mathmlid="U0266F"
  type1="uni266F"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="sharp"
  entityset="ISOPUB"
  elsevier="bhx"
  texsource="P"
  tex="\sharp"
  APS="sharp"
  AIP="sharp"
  IEEE="\sharp"
  wolfram="Sharp"
  mtcode="0x266F"
  Z="xx0B"
  description="musical sharp"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2680"
  mathmlid="U02680"
  type1="uni2680"
  mf="1"
  description="DIE FACE-1"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2681"
  mathmlid="U02681"
  type1="uni2681"
  mf="1"
  description="DIE FACE-2"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2682"
  mathmlid="U02682"
  type1="uni2682"
  mf="1"
  description="DIE FACE-3"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2683"
  mathmlid="U02683"
  type1="uni2683"
  mf="1"
  description="DIE FACE-4"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2684"
  mathmlid="U02684"
  type1="uni2684"
  mf="1"
  description="DIE FACE-5"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2685"
  mathmlid="U02685"
  type1="uni2685"
  mf="1"
  description="DIE FACE-6"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2686"
  mathmlid="U02686"
  type1="uni2686"
  mf="1"
  description="WHITE CIRCLE WITH DOT RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2687"
  mathmlid="U02687"
  type1="uni2687"
  mf="1"
  description="WHITE CIRCLE WITH TWO DOTS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2688"
  mathmlid="U02688"
  type1="uni2688"
  mf="1"
  description="BLACK CIRCLE WITH WHITE DOT RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2689"
  mathmlid="U02689"
  type1="uni2689"
  mf="1"
  description="BLACK CIRCLE WITH TWO WHITE DOTS"
/>
<data
  flag="%"
  plane="0"
  stixid="26A0"
  mathmlid="U026A0"
  type1="uni26A0"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="triexcl"
  wolfram="WarningSign"
  description="WARNING SIGN"
/>
<data
  flag="%"
  plane="0"
  stixid="2702"
  mathmlid="U02702"
  type1="uni2702"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  elsevier="bg8"
  description="scissors, solid open"
/>
<data
  flag="%"
  plane="0"
  stixid="2709"
  mathmlid="U02709"
  type1="uni2709"
  mf="1"
  type="N"
  class="N"
  springer="&amp;envelop;"
  description="envelope"
/>
<data
  plane="0"
  stixid="2713"
  mathmlid="U02713"
  type1="uni2713"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="check"
  entityset="ISOPUB"
  elsevier="bff"
  texsource="A"
  tex="\checkmark"
  APS="chkmrk"
  mtcode="0x2713"
  description="tick, check mark"
/>
<data
  plane="0"
  stixid="2720"
  mathmlid="U02720"
  type1="uni2720"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="malt"
  entityset="ISOPUB"
  elsevier="bfe"
  texsource="A"
  tex="\maltese"
  APS="malt"
  AIP="maltese"
  mtcode="0x2720"
  description="maltese cross"
/>
<data
  flag="%"
  plane="0"
  stixid="272A"
  mathmlid="U0272A"
  type1="uni272A"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="ostarcir"
  description="circled white star"
/>
<data
  plane="0"
  stixid="2736"
  mathmlid="U02736"
  type1="uni2736"
  mf="1"
  type="N"
  mtcode="0x2736"
  description="Six pointed black star"
/>
<data
  plane="0"
  stixid="273D"
  mathmlid="U0273D"
  type1="uni273D"
  mf="1"
  type="N"
  mtcode="0x273D"
  description="Heavy teardrop-spoked asterisk"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2772"
  mathmlid="U02772"
  type1="uni2772"
  mf="1"
  description="LIGHT LEFT TORTOISE SHELL BRACKET ORNAMENT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2773"
  mathmlid="U02773"
  type1="uni2773"
  mf="1"
  description="LIGHT RIGHT TORTOISE SHELL BRACKET ORNAMENT"
/>
<data
  flag="%"
  plane="0"
  stixid="2780"
  mathmlid="U02780"
  type1="uni2780"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir1"
  description="dingbat circled sans-serif digit one"
/>
<data
  flag="%"
  plane="0"
  stixid="2781"
  mathmlid="U02781"
  type1="uni2781"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir2"
  description="dingbat circled sans-serif digit two"
/>
<data
  flag="%"
  plane="0"
  stixid="2782"
  mathmlid="U02782"
  type1="uni2782"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir3"
  description="dingbat circled sans-serif digit three"
/>
<data
  flag="%"
  plane="0"
  stixid="2783"
  mathmlid="U02783"
  type1="uni2783"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir4"
  description="dingbat circled sans-serif digit four"
/>
<data
  flag="%"
  plane="0"
  stixid="2784"
  mathmlid="U02784"
  type1="uni2784"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir5"
  description="dingbat circled sans-serif digit five"
/>
<data
  flag="%"
  plane="0"
  stixid="2785"
  mathmlid="U02785"
  type1="uni2785"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir6"
  description="dingbat circled sans-serif digit six"
/>
<data
  flag="%"
  plane="0"
  stixid="2786"
  mathmlid="U02786"
  type1="uni2786"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir7"
  description="dingbat circled sans-serif digit seven"
/>
<data
  flag="%"
  plane="0"
  stixid="2787"
  mathmlid="U02787"
  type1="uni2787"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir8"
  description="dingbat circled sans-serif digit eight"
/>
<data
  flag="%"
  plane="0"
  stixid="2788"
  mathmlid="U02788"
  type1="uni2788"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir9"
  description="dingbat circled sans-serif digit nine"
/>
<data
  flag="%"
  plane="0"
  stixid="2789"
  mathmlid="U02789"
  type1="uni2789"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cir10"
  description="dingbat circled sans-serif number ten"
/>
<data
  flag="%"
  plane="0"
  stixid="278A"
  mathmlid="U0278A"
  type1="uni278A"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf1"
  description="dingbat negative circled sans-serif digit one"
/>
<data
  flag="%"
  plane="0"
  stixid="278B"
  mathmlid="U0278B"
  type1="uni278B"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf2"
  description="dingbat negative circled sans-serif digit two"
/>
<data
  flag="%"
  plane="0"
  stixid="278C"
  mathmlid="U0278C"
  type1="uni278C"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf3"
  description="dingbat negative circled sans-serif digit three"
/>
<data
  flag="%"
  plane="0"
  stixid="278D"
  mathmlid="U0278D"
  type1="uni278D"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf4"
  description="dingbat negative circled sans-serif digit four"
/>
<data
  flag="%"
  plane="0"
  stixid="278E"
  mathmlid="U0278E"
  type1="uni278E"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf5"
  description="dingbat negative circled sans-serif digit five"
/>
<data
  flag="%"
  plane="0"
  stixid="278F"
  mathmlid="U0278F"
  type1="uni278F"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf6"
  description="dingbat negative circled sans-serif digit six"
/>
<data
  flag="%"
  plane="0"
  stixid="2790"
  mathmlid="U02790"
  type1="uni2790"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf7"
  description="dingbat negative circled sans-serif digit seven"
/>
<data
  flag="%"
  plane="0"
  stixid="2791"
  mathmlid="U02791"
  type1="uni2791"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf8"
  description="dingbat negative circled sans-serif digit eight"
/>
<data
  flag="%"
  plane="0"
  stixid="2792"
  mathmlid="U02792"
  type1="uni2792"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf9"
  description="dingbat negative circled sans-serif digit nine"
/>
<data
  flag="%"
  plane="0"
  stixid="2793"
  mathmlid="U02793"
  type1="uni2793"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="cirf10"
  description="dingbat negative circled sans-serif number ten"
/>
<data
  plane="0"
  stixid="279B"
  mathmlid="U0279B"
  type1="uni279B"
  mf="1"
  rfpapp="D"
  type="N"
  AIP="rarrb"
  description="right arrow with bold head (drafting)"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D0"
  mathmlid="U027D0"
  type1="uni27D0"
  utc1="7X3E"
  utc2="DXF2"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="diamdot"
  AIP="diadot"
  description="WHITE DIAMOND WITH CENTRED DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D1"
  mathmlid="U027D1"
  type1="uni27D1"
  mf="1"
  class="B"
  description="AND WITH DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D2"
  mathmlid="U027D2"
  type1="uni27D2"
  mf="1"
  class="R"
  description="ELEMENT OF OPENING UPWARDS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D3"
  mathmlid="U027D3"
  type1="uni27D3"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  description="LOWER RIGHT CORNER WITH DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D4"
  mathmlid="U027D4"
  type1="uni27D4"
  mf="2"
  rfpapp="D"
  type="R"
  class="R"
  description="UPPER LEFT CORNER WITH DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D5"
  mathmlid="U027D5"
  type1="uni27D5"
  mf="1"
  class="L"
  description="LEFT OUTER JOIN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D6"
  mathmlid="U027D6"
  type1="uni27D6"
  mf="1"
  class="L"
  description="RIGHT OUTER JOIN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D7"
  mathmlid="U027D7"
  type1="uni27D7"
  mf="1"
  class="L"
  description="FULL OUTER JOIN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D8"
  mathmlid="U027D8"
  type1="uni27D8"
  mf="1"
  class="L"
  description="LARGE UP TACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27D9"
  mathmlid="U027D9"
  type1="uni27D9"
  mf="1"
  class="L"
  description="LARGE DOWN TACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27DA"
  mathmlid="U027DA"
  type1="uni27DA"
  mf="1"
  class="R"
  description="LEFT AND RIGHT DOUBLE TURNSTILE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27DB"
  mathmlid="U027DB"
  type1="uni27DB"
  mf="1"
  class="R"
  description="LEFT AND RIGHT TACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27DC"
  mathmlid="U027DC"
  type1="uni27DC"
  mf="1"
  class="R"
  description="LEFT MULTIMAP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27DD"
  mathmlid="U027DD"
  type1="uni27DD"
  mf="1"
  class="R"
  description="LONG LEFT TACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27DE"
  mathmlid="U027DE"
  type1="uni27DE"
  mf="1"
  class="R"
  description="LONG RIGHT TACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27DF"
  mathmlid="U027DF"
  type1="uni27DF"
  mf="1"
  class="R"
  description="UP TACK WITH CIRCLE ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E0"
  mathmlid="U027E0"
  type1="uni27E0"
  mf="1"
  class="B"
  description="LOZENGE DIVIDED BY HORIZONTAL RULE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E1"
  mathmlid="U027E1"
  type1="uni27E1"
  mf="1"
  class="B"
  description="WHITE CONCAVE-SIDED DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E2"
  mathmlid="U027E2"
  type1="uni27E2"
  mf="1"
  class="B"
  description="WHITE CONCAVE-SIDED DIAMOND WITH LEFTWARDS TICK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E3"
  mathmlid="U027E3"
  type1="uni27E3"
  mf="1"
  class="B"
  description="WHITE CONCAVE-SIDED DIAMOND WITH RIGHTWARDS TICK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E4"
  mathmlid="U027E4"
  type1="uni27E4"
  mf="1"
  class="B"
  description="WHITE SQUARE WITH LEFTWARDS TICK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E5"
  mathmlid="U027E5"
  type1="uni27E5"
  mf="1"
  class="B"
  description="WHITE SQUARE DIAMOND WITH RIGHTWARDS TICK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E6"
  mathmlid="U027E6"
  type1="uni27E6"
  utc1="4X17"
  mf="5"
  rfpapp="F"
  type="F"
  class="O"
  entity="lobrk"
  entityset="ISOTECH"
  elsevier="bdc"
  AIP="lopenb"
  wolfram="LeftDoubleBracket"
  mtcode="0x301A"
  pi="3 76"
  Z="xx5B"
  description="MATHEMATICAL LEFT WHITE SQUARE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E7"
  mathmlid="U027E7"
  type1="uni27E7"
  utc1="4X18"
  mf="5"
  rfpapp="F"
  type="F"
  class="C"
  entity="robrk"
  entityset="ISOTECH"
  elsevier="bec"
  AIP="ropenb"
  wolfram="RightDoubleBracket"
  mtcode="0x301B"
  pi="3 62"
  Z="xx5D"
  description="MATHEMATICAL RIGHT WHITE SQUARE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E8"
  mathmlid="U027E8"
  type1="uni27E8"
  mf="5"
  rfpapp="F"
  type="F"
  class="O"
  entity="lang"
  entityset="ISOTECH"
  elsevier="bda"
  texsource="P"
  tex="\langle"
  APS="lang"
  AIP="lang"
  IEEE="\langle"
  wolfram="LeftAngleBracket"
  mtcode="0x2329"
  pi="3 6B"
  Z="xx7B"
  description="MATHEMATICAL LEFT ANGLE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27E9"
  mathmlid="U027E9"
  type1="uni27E9"
  mf="5"
  rfpapp="F"
  type="F"
  class="C"
  entity="rang"
  entityset="ISOTECH"
  elsevier="bea"
  texsource="P"
  tex="\rangle"
  APS="rang"
  AIP="rang"
  IEEE="\rangle"
  wolfram="RightAngleBracket"
  mtcode="0x232A"
  pi="3 6C"
  Z="xx7D"
  description="MATHEMATICAL RIGHT ANGLE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27EA"
  mathmlid="U027EA"
  type1="uni27EA"
  mf="5"
  rfpapp="F"
  type="F"
  class="O"
  entity="Lang"
  entityset="ISOTECH"
  elsevier="bdb"
  AIP="sverline"
  mtcode="0x300A"
  Z="xx28"
  description="MATHEMATICAL LEFT DOUBLE ANGLE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27EB"
  mathmlid="U027EB"
  type1="uni27EB"
  mf="5"
  rfpapp="F"
  type="F"
  class="C"
  entity="Rang"
  entityset="ISOTECH"
  elsevier="beb"
  mtcode="0x300B"
  Z="xx29"
  description="MATHEMATICAL RIGHT DOUBLE ANGLE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F0"
  mathmlid="U027F0"
  type1="uni27F0"
  mf="1"
  class="R"
  description="UPWARDS QUADRUPLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F1"
  mathmlid="U027F1"
  type1="uni27F1"
  mf="1"
  class="R"
  description="DOWNWARDS QUADRUPLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F2"
  mathmlid="U027F2"
  type1="uni27F2"
  mf="1"
  class="R"
  description="ANTICLOCKWISE GAPPED CIRCLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F3"
  mathmlid="U027F3"
  type1="uni27F3"
  mf="1"
  class="R"
  description="CLOCKWISE GAPPED CIRCLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F4"
  mathmlid="U027F4"
  type1="uni27F4"
  mf="1"
  class="R"
  IEEE="\arrowonoplus"
  description="RIGHT ARROW WITH CIRCLE PLUS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F5"
  mathmlid="U027F5"
  type1="uni27F5"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xlarr"
  entityset="ISOAMSA"
  texsource="P"
  tex="\longleftarrow"
  IEEE="\longleftarrow"
  wolfram="LongLeftArrow"
  kluwer="a040"
  description="LONG LEFTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F6"
  mathmlid="U027F6"
  type1="uni27F6"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xrarr"
  entityset="ISOAMSA"
  texsource="P"
  tex="\longrightarrow"
  AIP="lngrarr"
  IEEE="\longrightarrow"
  wolfram="LongRightArrow"
  kluwer="a042"
  description="LONG RIGHTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F7"
  mathmlid="U027F7"
  type1="uni27F7"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xharr"
  entityset="ISOAMSA"
  texsource="P"
  tex="\longleftrightarrow"
  APS="harrr"
  IEEE="\longleftrightarrow"
  wolfram="LongLeftRightArrow"
  kluwer="a045"
  description="LONG LEFT RIGHT ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F8"
  mathmlid="U027F8"
  type1="uni27F8"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xlArr"
  entityset="ISOAMSA"
  texsource="P"
  tex="\Longleftarrow"
  APS="lArrr"
  IEEE="\Longleftarrow"
  wolfram="DoubleLongLeftArrow"
  kluwer="a046"
  description="LONG LEFTWARDS DOUBLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27F9"
  mathmlid="U027F9"
  type1="uni27F9"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xrArr"
  entityset="ISOAMSA"
  texsource="P"
  tex="\Longrightarrow"
  APS="rArrr"
  IEEE="\Longrightarrow"
  wolfram="DoubleLongRightArrow"
  kluwer="a048"
  description="LONG RIGHTWARDS DOUBLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27FA"
  mathmlid="U027FA"
  type1="uni27FA"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xhArr"
  entityset="ISOAMSA"
  texsource="P"
  tex="\Longleftrightarrow"
  APS="xhArr"
  IEEE="\Longleftrightarrow"
  wolfram="DoubleLongLeftRightArrow"
  kluwer="a051"
  description="LONG LEFT RIGHT DOUBLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27FB"
  mathmlid="U027FB"
  type1="uni27FB"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xmapfrom"
  texsource="S"
  tex="\longmapsfrom"
  kluwer="a211"
  description="LONG LEFTWARDS ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27FC"
  mathmlid="U027FC"
  type1="uni27FC"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xmap"
  entityset="ISOAMSA"
  texsource="P"
  tex="\longmapsto"
  IEEE="\longmapsto"
  kluwer="a210"
  description="LONG RIGHTWARDS ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27FD"
  mathmlid="U027FD"
  type1="uni27FD"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xMapfrom"
  texsource="S"
  tex="\Longmapsfrom"
  kluwer="a213"
  description="LONG LEFTWARDS DOUBLE ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27FE"
  mathmlid="U027FE"
  type1="uni27FE"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="xMapto"
  texsource="S"
  tex="\Longmapsto"
  kluwer="a212"
  description="LONG RIGHTWARDS DOUBLE ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="27FF"
  mathmlid="U027FF"
  type1="uni27FF"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="xzigrarr"
  entityset="ISOAMSA"
  elsevier="baj"
  texsource="T"
  tex="\longrightzigzagarrow"
  AIP="zigarr"
  kluwer="a176"
  description="LONG RIGHTWARDS ZIG-ZAG ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2900"
  mathmlid="U02900"
  type1="uni2900"
  utc2="BX0C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx24"
  description="RIGHTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2901"
  mathmlid="U02901"
  type1="uni2901"
  utc2="BX0D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx25"
  description="RIGHTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2902"
  mathmlid="U02902"
  type1="uni2902"
  utc2="BX0E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nvlArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\nvLeftarrow"
  kluwer="a221"
  description="LEFTWARDS DOUBLE ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2903"
  mathmlid="U02903"
  type1="uni2903"
  utc2="BX0F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nvrArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\nvRightarrow"
  kluwer="a222"
  description="RIGHTWARDS DOUBLE ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2904"
  mathmlid="U02904"
  type1="uni2904"
  utc2="BX10"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nvhArr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\nvLeftrightarrow"
  kluwer="a223"
  description="LEFT RIGHT DOUBLE ARROW WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2905"
  mathmlid="U02905"
  type1="uni2905"
  utc1="1X06"
  utc2="BX11"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="Map"
  entityset="ISOAMSA"
  elsevier="bax"
  texsource="T"
  tex="\twoheadmapsto"
  kluwer="a149"
  description="RIGHTWARDS TWO-HEADED ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2906"
  mathmlid="U02906"
  type1="uni2906"
  utc1="1X07"
  utc2="BX12"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="Mapfrom"
  texsource="S"
  tex="\Mapsfrom"
  kluwer="a058"
  description="LEFTWARDS DOUBLE ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2907"
  mathmlid="U02907"
  type1="uni2907"
  utc1="1X08"
  utc2="BX13"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="Mapto"
  texsource="S"
  tex="\Mapsto"
  kluwer="a057"
  description="RIGHTWARDS DOUBLE ARROW FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2908"
  mathmlid="U02908"
  type1="uni2908"
  utc1="1X09"
  utc2="BX14"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="darrln"
  texsource="T"
  tex="\downarrowbarred"
  AIP="dnarln"
  kluwer="a118"
  description="DOWNWARDS ARROW WITH HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2909"
  mathmlid="U02909"
  type1="uni2909"
  utc1="1X0A"
  utc2="BX15"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="uarrln"
  texsource="T"
  tex="\uparrowbarred"
  AIP="uparln"
  kluwer="a117"
  description="UPWARDS ARROW WITH HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="290A"
  mathmlid="U0290A"
  type1="uni290A"
  utc1="1X0B"
  utc2="BX16"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="uAarr"
  texsource="T"
  tex="\Uuparrow"
  kluwer="a060"
  description="UPWARDS TRIPLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="290B"
  mathmlid="U0290B"
  type1="uni290B"
  utc1="1X0C"
  utc2="BX17"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="dAarr"
  texsource="T"
  tex="\Ddownarrow"
  kluwer="a062"
  description="DOWNWARDS TRIPLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="290C"
  mathmlid="U0290C"
  type1="uni290C"
  utc1="1X0D"
  utc2="BX18"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lbarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftbkarrow"
  kluwer="a142"
  description="LEFTWARDS DOUBLE DASH ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="290D"
  mathmlid="U0290D"
  type1="uni290D"
  utc1="1X0E"
  utc2="BX19"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rbarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightbkarrow"
  kluwer="a141"
  description="RIGHTWARDS DOUBLE DASH ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="290E"
  mathmlid="U0290E"
  type1="uni290E"
  utc1="1X0F"
  utc2="BX1A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lBarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftdbkarrow"
  kluwer="a144"
  description="LEFTWARDS TRIPLE DASH ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="290F"
  mathmlid="U0290F"
  type1="uni290F"
  utc1="1X10"
  utc2="BX1B"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rBarr"
  entityset="ISOAMSA"
  texsource="A"
  tex="\dbkarow"
  kluwer="a143"
  description="RIGHTWARDS TRIPLE DASH ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2910"
  mathmlid="U02910"
  type1="uni2910"
  utc1="1X11"
  utc2="BX1C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="RBarr"
  entityset="ISOAMSA"
  texsource="A"
  tex="\drbkarow"
  kluwer="a147"
  description="RIGHTWARDS TWO-HEADED TRIPLE DASH ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2911"
  mathmlid="U02911"
  type1="uni2911"
  utc1="1X12"
  utc2="BX1D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="DDotrahd"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightdotarrow"
  kluwer="a145"
  description="RIGHTWARDS ARROW WITH DOTTED STEM"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2912"
  mathmlid="U02912"
  type1="uni2912"
  utc1="1X13"
  utc2="BX1E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="uarrb"
  texsource="T"
  tex="\baruparrow"
  wolfram="UpArrowBar"
  kluwer="a111"
  mtcode="0xEB30"
  description="UPWARDS ARROW TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2913"
  mathmlid="U02913"
  type1="uni2913"
  utc1="1X14"
  utc2="BX1F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="darrb"
  texsource="T"
  tex="\downarrowbar"
  wolfram="DownArrowBar"
  kluwer="a113"
  mtcode="0xEB31"
  description="DOWNWARDS ARROW TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2914"
  mathmlid="U02914"
  type1="uni2914"
  utc2="BX20"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  mtcode="0xEB18"
  Z="xx31"
  description="RIGHTWARDS ARROW WITH TAIL WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2915"
  mathmlid="U02915"
  type1="uni2915"
  utc2="BX21"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx32"
  description="RIGHTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2916"
  mathmlid="U02916"
  type1="uni2916"
  utc1="1X15"
  utc2="BX22"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="Rarrtl"
  entityset="ISOAMSA"
  texsource="T"
  tex="\twoheadrightarrowtail"
  kluwer="a214"
  Z="xx33"
  description="RIGHTWARDS TWO-HEADED ARROW WITH TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2917"
  mathmlid="U02917"
  type1="uni2917"
  utc2="BX23"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx34"
  description="RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2918"
  mathmlid="U02918"
  type1="uni2918"
  utc2="BX24"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  Z="xx35"
  description="RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2919"
  mathmlid="U02919"
  type1="uni2919"
  utc1="1X16"
  utc2="BX25"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="latail"
  entityset="ISOAMSA"
  texsource="T"
  tex="\lefttail"
  kluwer="a198"
  description="LEFTWARDS ARROW-TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="291A"
  mathmlid="U0291A"
  type1="uni291A"
  utc1="1X17"
  utc2="BX26"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ratail"
  entityset="ISOAMSA"
  texsource="T"
  tex="\righttail"
  kluwer="a196"
  description="RIGHTWARDS ARROW-TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="291B"
  mathmlid="U0291B"
  type1="uni291B"
  utc1="1X18"
  utc2="BX27"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lAtail"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftdbltail"
  kluwer="a199"
  description="LEFTWARDS DOUBLE ARROW-TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="291C"
  mathmlid="U0291C"
  type1="uni291C"
  utc1="1X19"
  utc2="BX28"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rAtail"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightdbltail"
  kluwer="a197"
  description="RIGHTWARDS DOUBLE ARROW-TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="291D"
  mathmlid="U0291D"
  type1="uni291D"
  utc1="1X1A"
  utc2="BX29"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="larrfs"
  entityset="ISOAMSA"
  texsource="T"
  tex="\diamondleftarrow"
  kluwer="a103"
  description="LEFTWARDS ARROW TO BLACK DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="291E"
  mathmlid="U0291E"
  type1="uni291E"
  utc1="1X1B"
  utc2="BX2A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrfs"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightarrowdiamond"
  kluwer="a104"
  description="RIGHTWARDS ARROW TO BLACK DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="291F"
  mathmlid="U0291F"
  type1="uni291F"
  utc1="1X1C"
  utc2="BX2B"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="larrbfs"
  entityset="ISOAMSA"
  texsource="T"
  tex="\diamondleftarrowbar"
  kluwer="a101"
  description="LEFTWARDS ARROW FROM BAR TO BLACK DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2920"
  mathmlid="U02920"
  type1="uni2920"
  utc1="1X1D"
  utc2="BX2C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrbfs"
  entityset="ISOAMSA"
  texsource="T"
  tex="\barrightarrowdiamond"
  kluwer="a102"
  description="RIGHTWARDS ARROW FROM BAR TO BLACK DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2921"
  mathmlid="U02921"
  type1="uni2921"
  utc1="1X1E"
  utc2="BX2D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="nwsesarr"
  texsource="T"
  tex="\nwsearrow"
  AIP="nwarr2"
  kluwer="a083"
  mtcode="0xEB06"
  description="NORTH WEST AND SOUTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2922"
  mathmlid="U02922"
  type1="uni2922"
  utc1="1X1F"
  utc2="BX2E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="neswsarr"
  texsource="T"
  tex="\neswarrow"
  AIP="nearr2"
  kluwer="a084"
  mtcode="0xEB05"
  description="NORTH EAST AND SOUTH WEST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2923"
  mathmlid="U02923"
  type1="uni2923"
  utc1="1X20"
  utc2="BX2F"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nwarhk"
  entityset="ISOAMSA"
  elsevier="bbc"
  texsource="T"
  tex="\hknwarrow"
  kluwer="a075"
  description="NORTH WEST ARROW WITH HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2924"
  mathmlid="U02924"
  type1="uni2924"
  utc1="1X21"
  utc2="BX30"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nearhk"
  entityset="ISOAMSA"
  elsevier="bbd"
  texsource="T"
  tex="\hknearrow"
  kluwer="a076"
  description="NORTH EAST ARROW WITH HOOK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2925"
  mathmlid="U02925"
  type1="uni2925"
  utc1="1X22"
  utc2="BX31"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="searhk"
  entityset="ISOAMSA"
  elsevier="bbb"
  texsource="A"
  tex="\hksearow"
  kluwer="a077"
  description="SOUTH EAST ARROW WITH HOOK"
/>
<data
  flag="+"
  plane="0"
  stixid="2925"
  mathmlid="U02925"
  type1="uni2925"
  mf="1"
  rfpapp="f"
  type="S"
  class="R"
  entity="searhk"
  entityset="ISOAMSA"
  elsevier="bbb"
  texsource="T"
  tex="\hksearrow"
  kluwer="a077"
  description="SE arrow-hooked"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2926"
  mathmlid="U02926"
  type1="uni2926"
  utc1="1X23"
  utc2="BX32"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="swarhk"
  entityset="ISOAMSA"
  elsevier="bba"
  texsource="A"
  tex="\hkswarow"
  kluwer="a078"
  description="SOUTH WEST ARROW WITH HOOK"
/>
<data
  flag="+"
  plane="0"
  stixid="2926"
  mathmlid="U02926"
  type1="uni2926"
  mf="1"
  rfpapp="f"
  type="S"
  class="R"
  entity="swarhk"
  entityset="ISOAMSA"
  elsevier="bba"
  texsource="T"
  tex="\hkswarrow"
  kluwer="a078"
  description="SW arrow-hooked"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2927"
  mathmlid="U02927"
  type1="uni2927"
  utc1="1X24"
  utc2="BX33"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nwnear"
  entityset="ISOAMSA"
  elsevier="bb5"
  texsource="A"
  tex="\tona"
  kluwer="a090"
  description="NORTH WEST ARROW AND NORTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2928"
  mathmlid="U02928"
  type1="uni2928"
  utc1="1X25"
  utc2="BX34"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="nesear"
  entityset="ISOAMSA"
  elsevier="bb2"
  texsource="A"
  tex="\toea"
  kluwer="a087"
  description="NORTH EAST ARROW AND SOUTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2929"
  mathmlid="U02929"
  type1="uni2929"
  utc1="1X26"
  utc2="BX35"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="seswar"
  entityset="ISOAMSA"
  elsevier="bb3"
  texsource="A"
  tex="\tosa"
  kluwer="a088"
  description="SOUTH EAST ARROW AND SOUTH WEST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="292A"
  mathmlid="U0292A"
  type1="uni292A"
  utc1="1X27"
  utc2="BX36"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="swnwar"
  entityset="ISOAMSA"
  elsevier="bb4"
  texsource="A"
  tex="\towa"
  kluwer="a089"
  description="SOUTH WEST ARROW AND NORTH WEST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="292B"
  mathmlid="U0292B"
  type1="uni292B"
  utc1="1X28"
  utc2="BX37"
  mf="1"
  rfpapp="D"
  type="N"
  entity="rdiofdi"
  texsource="T"
  tex="\rdiagovfdiag"
  kluwer="a098"
  description="RISING DIAGONAL CROSSING FALLING DIAGONAL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="292C"
  mathmlid="U0292C"
  type1="uni292C"
  utc1="1X29"
  utc2="BX38"
  mf="1"
  rfpapp="D"
  type="N"
  entity="fdiordi"
  texsource="T"
  tex="\fdiagovrdiag"
  kluwer="a097"
  description="FALLING DIAGONAL CROSSING RISING DIAGONAL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="292D"
  mathmlid="U0292D"
  type1="uni292D"
  utc1="1X2A"
  utc2="BX39"
  mf="1"
  rfpapp="D"
  type="N"
  entity="seonearr"
  texsource="T"
  tex="\seovnearrow"
  kluwer="a091"
  description="SOUTH EAST ARROW CROSSING NORTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="292E"
  mathmlid="U0292E"
  type1="uni292E"
  utc1="1X2B"
  utc2="BX3A"
  mf="1"
  rfpapp="D"
  type="N"
  entity="neosearr"
  texsource="T"
  tex="\neovsearrow"
  kluwer="a092"
  description="NORTH EAST ARROW CROSSING SOUTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="292F"
  mathmlid="U0292F"
  type1="uni292F"
  utc1="1X2C"
  utc2="BX3B"
  mf="1"
  rfpapp="D"
  type="N"
  entity="fdonearr"
  texsource="T"
  tex="\fdiagovnearrow"
  kluwer="a095"
  description="FALLING DIAGONAL CROSSING NORTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2930"
  mathmlid="U02930"
  type1="uni2930"
  utc1="1X2D"
  utc2="BX3C"
  mf="1"
  rfpapp="D"
  type="N"
  entity="rdosearr"
  texsource="T"
  tex="\rdiagovsearrow"
  kluwer="a096"
  description="RISING DIAGONAL CROSSING SOUTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2931"
  mathmlid="U02931"
  type1="uni2931"
  utc1="1X2E"
  utc2="BX3D"
  mf="1"
  rfpapp="D"
  type="N"
  entity="neonwarr"
  texsource="T"
  tex="\neovnwarrow"
  kluwer="a093"
  description="NORTH EAST ARROW CROSSING NORTH WEST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2932"
  mathmlid="U02932"
  type1="uni2932"
  utc1="1X2F"
  utc2="BX3E"
  mf="1"
  rfpapp="D"
  type="N"
  entity="nwonearr"
  texsource="T"
  tex="\nwovnearrow"
  kluwer="a094"
  description="NORTH WEST ARROW CROSSING NORTH EAST ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2933"
  mathmlid="U02933"
  type1="uni2933"
  utc1="1X30"
  utc2="BX3F"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rarrc"
  entityset="ISOAMSA"
  elsevier="ba1"
  texsource="T"
  tex="\rightcurvedarrow"
  kluwer="a174"
  pi="5 56"
  description="WAVE ARROW POINTING DIRECTLY RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2934"
  mathmlid="U02934"
  type1="uni2934"
  utc2="BX40"
  mf="1"
  type="N"
  description="ARROW POINTING RIGHTWARDS THEN CURVING UPWARDS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2935"
  mathmlid="U02935"
  type1="uni2935"
  utc2="BX41"
  mf="1"
  type="N"
  description="ARROW POINTING RIGHTWARDS THEN CURVING DOWNWARDS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2936"
  mathmlid="U02936"
  type1="uni2936"
  utc1="1X33"
  utc2="BX42"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="ldca"
  entityset="ISOAMSA"
  elsevier="bcz"
  texsource="T"
  tex="\leftdowncurvedarrow"
  kluwer="a127"
  description="ARROW POINTING DOWNWARDS THEN CURVING LEFTWARDS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2937"
  mathmlid="U02937"
  type1="uni2937"
  utc1="1X34"
  utc2="BX43"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rdca"
  entityset="ISOAMSA"
  elsevier="bcy"
  texsource="T"
  tex="\rightdowncurvedarrow"
  kluwer="a128"
  description="ARROW POINTING DOWNWARDS THEN CURVING RIGHTWARDS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2938"
  mathmlid="U02938"
  type1="uni2938"
  utc1="1X35"
  utc2="BX44"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="cudarrl"
  entityset="ISOAMSA"
  texsource="T"
  tex="\cwhalfcirclearrow"
  kluwer="a133"
  description="RIGHT-SIDE ARC CLOCKWISE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2939"
  mathmlid="U02939"
  type1="uni2939"
  utc1="1X36"
  utc2="BX45"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="cudarrr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\acwhalfcirclearrow"
  kluwer="a134"
  description="LEFT-SIDE ARC ANTICLOCKWISE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="293A"
  mathmlid="U0293A"
  type1="uni293A"
  utc2="BX46"
  mf="1"
  type="S"
  mtcode="0xEB08"
  pi="5 4D"
  description="TOP ARC ANTICLOCKWISE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="293B"
  mathmlid="U0293B"
  type1="uni293B"
  utc1="1X38"
  utc2="BX47"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  texsource="T"
  tex="\acwundercurvearrow"
  AIP="rarrcurb"
  kluwer="a136"
  mtcode="0xEB09"
  pi="5 4E"
  description="BOTTOM ARC ANTICLOCKWISE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="293C"
  mathmlid="U0293C"
  type1="uni293C"
  utc1="1X39"
  utc2="BX48"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="curarrm"
  entityset="ISOAMSA"
  texsource="T"
  tex="\curvearrowrightminus"
  kluwer="a131"
  mtcode="0xEB17"
  pi="2 7E"
  description="TOP ARC CLOCKWISE ARROW WITH MINUS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="293D"
  mathmlid="U0293D"
  type1="uni293D"
  utc1="1X3A"
  utc2="BX49"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="cularrp"
  entityset="ISOAMSA"
  texsource="T"
  tex="\curvearrowleftplus"
  kluwer="a132"
  mtcode="0xEB16"
  pi="2 60"
  description="TOP ARC ANTICLOCKWISE ARROW WITH PLUS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="293E"
  mathmlid="U0293E"
  type1="uni293E"
  utc1="1X37"
  utc2="BX4A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  texsource="T"
  tex="\cwundercurvearrow"
  AIP="larrcurb"
  kluwer="a135"
  pi="2 7C"
  description="LOWER RIGHT SEMICIRCULAR CLOCKWISE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="293F"
  mathmlid="U0293F"
  type1="uni293F"
  utc2="BX4B"
  mf="1"
  type="S"
  pi="2 5C"
  description="LOWER LEFT SEMICIRCULAR ANTICLOCKWISE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2940"
  mathmlid="U02940"
  type1="uni2940"
  slack4="?"
  utc1="1X3B"
  utc2="BX4C"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="olarr"
  entityset="ISOAMSA"
  elsevier="bbp"
  texsource="A"
  tex="\acwcirclearrow"
  APS="olarr"
  AIP="larrcur"
  kluwer="a137"
  description="ANTICLOCKWISE CLOSED CIRCLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2941"
  mathmlid="U02941"
  type1="uni2941"
  slack4="?"
  utc1="1X3C"
  utc2="BX4D"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="orarr"
  entityset="ISOAMSA"
  elsevier="bbq"
  texsource="A"
  tex="\cwcirclearrow"
  APS="orarr"
  AIP="rarrcur"
  kluwer="a138"
  description="CLOCKWISE CLOSED CIRCLE ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2942"
  mathmlid="U02942"
  type1="uni2942"
  utc1="1X3E"
  utc2="BX4E"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="arrlrsl"
  elsevier="ba2"
  texsource="T"
  tex="\rightarrowshortleftarrow"
  AIP="arrlrsl"
  kluwer="a119"
  mtcode="0xEB01"
  description="RIGHTWARDS ARROW ABOVE SHORT LEFTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2943"
  mathmlid="U02943"
  type1="uni2943"
  utc1="1X3D"
  utc2="BX4F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="arrllsr"
  texsource="T"
  tex="\leftarrowshortrightarrow"
  AIP="arrllsr"
  kluwer="a121"
  description="LEFTWARDS ARROW ABOVE SHORT RIGHTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2944"
  mathmlid="U02944"
  type1="uni2944"
  utc1="1X3F"
  utc2="BX50"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="arrsrll"
  elsevier="ba3"
  texsource="T"
  tex="\shortrightarrowleftarrow"
  kluwer="a120"
  mtcode="0xEB02"
  description="SHORT RIGHTWARDS ARROW ABOVE LEFTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2945"
  mathmlid="U02945"
  type1="uni2945"
  utc1="1X40"
  utc2="BX51"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrpl"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightarrowplus"
  kluwer="a099"
  description="RIGHTWARDS ARROW WITH PLUS BELOW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2946"
  mathmlid="U02946"
  type1="uni2946"
  utc1="1X41"
  utc2="BX52"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="larrpl"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftarrowplus"
  kluwer="a100"
  description="LEFTWARDS ARROW WITH PLUS BELOW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2947"
  mathmlid="U02947"
  type1="uni2947"
  utc1="1X42"
  utc2="BX53"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rarrx"
  elsevier="bbl"
  texsource="T"
  tex="\rightarrowx"
  kluwer="a160"
  description="RIGHTWARDS ARROW THROUGH X"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2948"
  mathmlid="U02948"
  type1="uni2948"
  utc1="1X43"
  utc2="BX54"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="harrcir"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftrightarrowcircle"
  kluwer="a109"
  description="LEFT RIGHT ARROW THROUGH SMALL CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2949"
  mathmlid="U02949"
  type1="uni2949"
  utc1="1X44"
  utc2="BX55"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="Uarrocir"
  entityset="ISOAMSA"
  texsource="T"
  tex="\twoheaduparrowcircle"
  kluwer="a216"
  description="UPWARDS TWO-HEADED ARROW FROM SMALL CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="294A"
  mathmlid="U0294A"
  type1="uni294A"
  utc1="1X46"
  utc2="BX57"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lurdshar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftrightharpoonupdown"
  kluwer="h018"
  mtcode="0xEB37"
  description="LEFT BARB UP RIGHT BARB DOWN HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="294B"
  mathmlid="U0294B"
  type1="uni294B"
  utc1="1X47"
  utc2="BX58"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ldrushar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftrightharpoondownup"
  kluwer="h019"
  mtcode="0xEB36"
  description="LEFT BARB DOWN RIGHT BARB UP HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="294C"
  mathmlid="U0294C"
  type1="uni294C"
  utc1="1X48"
  utc2="BX59"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="urdlshar"
  texsource="T"
  tex="\updownharpoonrightleft"
  kluwer="h038"
  description="UP BARB RIGHT DOWN BARB LEFT HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="294D"
  mathmlid="U0294D"
  type1="uni294D"
  utc1="1X49"
  utc2="BX5A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="uldrshar"
  texsource="T"
  tex="\updownharpoonleftright"
  kluwer="h039"
  description="UP BARB LEFT DOWN BARB RIGHT HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="294E"
  mathmlid="U0294E"
  type1="uni294E"
  utc1="1X4A"
  utc2="BX5B"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lurushar"
  texsource="T"
  tex="\leftrightharpoonupup"
  wolfram="LeftRightVector"
  kluwer="h020"
  mtcode="0xEB1B"
  description="LEFT BARB UP RIGHT BARB UP HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="294F"
  mathmlid="U0294F"
  type1="uni294F"
  utc1="1X4B"
  utc2="BX5C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="urdrshar"
  texsource="T"
  tex="\updownharpoonrightright"
  wolfram="RightUpDownVector"
  kluwer="h040"
  mtcode="0xEB1E"
  description="UP BARB RIGHT DOWN BARB RIGHT HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2950"
  mathmlid="U02950"
  type1="uni2950"
  utc1="1X4C"
  utc2="BX5D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ldrdshar"
  texsource="T"
  tex="\leftrightharpoondowndown"
  wolfram="DownLeftRightVector"
  kluwer="h021"
  mtcode="0xEB1C"
  description="LEFT BARB DOWN RIGHT BARB DOWN HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2951"
  mathmlid="U02951"
  type1="uni2951"
  utc1="1X4D"
  utc2="BX5E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="uldlshar"
  texsource="T"
  tex="\updownharpoonleftleft"
  wolfram="LeftUpDownVector"
  kluwer="h041"
  mtcode="0xEB1D"
  description="UP BARB LEFT DOWN BARB LEFT HARPOON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2952"
  mathmlid="U02952"
  type1="uni2952"
  utc1="1X4E"
  utc2="BX5F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="luharb"
  texsource="T"
  tex="\barleftharpoonup"
  wolfram="LeftVectorBar"
  kluwer="h022"
  mtcode="0xEB20"
  description="LEFTWARDS HARPOON WITH BARB UP TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2953"
  mathmlid="U02953"
  type1="uni2953"
  utc1="1X4F"
  utc2="BX60"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ruharb"
  texsource="T"
  tex="\rightharpoonupbar"
  wolfram="RightVectorBar"
  kluwer="h023"
  mtcode="0xEB21"
  description="RIGHTWARDS HARPOON WITH BARB UP TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2954"
  mathmlid="U02954"
  type1="uni2954"
  utc1="1X50"
  utc2="BX61"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="urharb"
  texsource="T"
  tex="\barupharpoonright"
  wolfram="RightUpVectorBar"
  kluwer="h042"
  mtcode="0xEB2A"
  description="UPWARDS HARPOON WITH BARB RIGHT TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2955"
  mathmlid="U02955"
  type1="uni2955"
  utc1="1X51"
  utc2="BX62"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="drharb"
  texsource="T"
  tex="\downharpoonrightbar"
  wolfram="RightDownVectorBar"
  kluwer="h043"
  mtcode="0xEB2B"
  description="DOWNWARDS HARPOON WITH BARB RIGHT TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2956"
  mathmlid="U02956"
  type1="uni2956"
  utc1="1X52"
  utc2="BX63"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ldharb"
  texsource="T"
  tex="\barleftharpoondown"
  wolfram="DownLeftVectorBar"
  kluwer="h026"
  mtcode="0xEB22"
  description="LEFTWARDS HARPOON WITH BARB DOWN TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2957"
  mathmlid="U02957"
  type1="uni2957"
  utc1="1X53"
  utc2="BX64"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rdharb"
  texsource="T"
  tex="\rightharpoondownbar"
  wolfram="DownRightVectorBar"
  kluwer="h027"
  mtcode="0xEB23"
  description="RIGHTWARDS HARPOON WITH BARB DOWN TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2958"
  mathmlid="U02958"
  type1="uni2958"
  utc1="1X54"
  utc2="BX65"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ulharb"
  texsource="T"
  tex="\barupharpoonleft"
  wolfram="LeftUpVectorBar"
  kluwer="h046"
  mtcode="0xEB28"
  description="UPWARDS HARPOON WITH BARB LEFT TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2959"
  mathmlid="U02959"
  type1="uni2959"
  utc1="1X55"
  utc2="BX66"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="dlharb"
  texsource="T"
  tex="\downharpoonleftbar"
  wolfram="LeftDownVectorBar"
  kluwer="h047"
  mtcode="0xEB29"
  description="DOWNWARDS HARPOON WITH BARB LEFT TO BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="295A"
  mathmlid="U0295A"
  type1="uni295A"
  utc1="1X56"
  utc2="BX67"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="bluhar"
  texsource="T"
  tex="\leftharpoonupbar"
  wolfram="LeftTeeVector"
  kluwer="h024"
  mtcode="0xEB24"
  description="LEFTWARDS HARPOON WITH BARB UP FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="295B"
  mathmlid="U0295B"
  type1="uni295B"
  utc1="1X57"
  utc2="BX68"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="bruhar"
  texsource="T"
  tex="\barrightharpoonup"
  wolfram="RightTeeVector"
  kluwer="h025"
  mtcode="0xEB25"
  description="RIGHTWARDS HARPOON WITH BARB UP FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="295C"
  mathmlid="U0295C"
  type1="uni295C"
  utc1="1X58"
  utc2="BX69"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="burhar"
  texsource="T"
  tex="\upharpoonrightbar"
  wolfram="RightUpTeeVector"
  kluwer="h044"
  mtcode="0xEB2E"
  description="UPWARDS HARPOON WITH BARB RIGHT FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="295D"
  mathmlid="U0295D"
  type1="uni295D"
  utc1="1X59"
  utc2="BX6A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="bdrhar"
  texsource="T"
  tex="\bardownharpoonright"
  wolfram="RightDownTeeVector"
  kluwer="h045"
  mtcode="0xEB2F"
  description="DOWNWARDS HARPOON WITH BARB RIGHT FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="295E"
  mathmlid="U0295E"
  type1="uni295E"
  utc1="1X5A"
  utc2="BX6B"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="bldhar"
  texsource="T"
  tex="\leftharpoondownbar"
  wolfram="DownLeftTeeVector"
  kluwer="h028"
  mtcode="0xEB26"
  description="LEFTWARDS HARPOON WITH BARB DOWN FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="295F"
  mathmlid="U0295F"
  type1="uni295F"
  utc1="1X5B"
  utc2="BX6C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="brdhar"
  texsource="T"
  tex="\barrightharpoondown"
  wolfram="DownRightTeeVector"
  kluwer="h029"
  mtcode="0xEB27"
  description="RIGHTWARDS HARPOON WITH BARB DOWN FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2960"
  mathmlid="U02960"
  type1="uni2960"
  utc1="1X5C"
  utc2="BX6D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="bulhar"
  texsource="T"
  tex="\upharpoonleftbar"
  wolfram="LeftUpTeeVector"
  kluwer="h048"
  mtcode="0xEB2C"
  description="UPWARDS HARPOON WITH BARB LEFT FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2961"
  mathmlid="U02961"
  type1="uni2961"
  utc1="1X5D"
  utc2="BX6E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="bdlhar"
  texsource="T"
  tex="\bardownharpoonleft"
  wolfram="LeftDownTeeVector"
  kluwer="h049"
  mtcode="0xEB2D"
  description="DOWNWARDS HARPOON WITH BARB LEFT FROM BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2962"
  mathmlid="U02962"
  type1="uni2962"
  utc1="1X5E"
  utc2="BX6F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lHar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftharpoonsupdown"
  kluwer="h009"
  description="LEFTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2963"
  mathmlid="U02963"
  type1="uni2963"
  utc1="1X5F"
  utc2="BX70"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="uHar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\upharpoonsleftright"
  kluwer="h036"
  description="UPWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2964"
  mathmlid="U02964"
  type1="uni2964"
  utc1="1X60"
  utc2="BX71"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rHar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightharpoonsupdown"
  kluwer="h008"
  description="RIGHTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2965"
  mathmlid="U02965"
  type1="uni2965"
  utc1="1X61"
  utc2="BX72"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="dHar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\downharpoonsleftright"
  kluwer="h037"
  description="DOWNWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2966"
  mathmlid="U02966"
  type1="uni2966"
  utc1="1X62"
  utc2="BX73"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="luruhar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftrightharpoonsup"
  kluwer="h011"
  description="LEFTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2967"
  mathmlid="U02967"
  type1="uni2967"
  utc1="1X63"
  utc2="BX74"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ldrdhar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftrightharpoonsdown"
  kluwer="h012"
  description="LEFTWARDS HARPOON WITH BARB DOWN ABOVE RIGHTWARDS HARPOON WITH BARB DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2968"
  mathmlid="U02968"
  type1="uni2968"
  utc1="1X64"
  utc2="BX75"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ruluhar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightleftharpoonsup"
  kluwer="h010"
  description="RIGHTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2969"
  mathmlid="U02969"
  type1="uni2969"
  utc1="1X65"
  utc2="BX76"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rdldhar"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightleftharpoonsdown"
  kluwer="h013"
  description="RIGHTWARDS HARPOON WITH BARB DOWN ABOVE LEFTWARDS HARPOON WITH BARB DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="296A"
  mathmlid="U0296A"
  type1="uni296A"
  utc1="1X66"
  utc2="BX77"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lharul"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftharpoonupdash"
  kluwer="h014"
  description="LEFTWARDS HARPOON WITH BARB UP ABOVE LONG DASH"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="296B"
  mathmlid="U0296B"
  type1="uni296B"
  utc1="1X67"
  utc2="BX78"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="llhard"
  entityset="ISOAMSA"
  texsource="T"
  tex="\dashleftharpoondown"
  kluwer="h017"
  description="LEFTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="296C"
  mathmlid="U0296C"
  type1="uni296C"
  utc1="1X68"
  utc2="BX79"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rharul"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightharpoonupdash"
  kluwer="h016"
  description="RIGHTWARDS HARPOON WITH BARB UP ABOVE LONG DASH"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="296D"
  mathmlid="U0296D"
  type1="uni296D"
  utc1="1X69"
  utc2="BX7A"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lrhard"
  entityset="ISOAMSA"
  texsource="T"
  tex="\dashrightharpoondown"
  kluwer="h015"
  description="RIGHTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="296E"
  mathmlid="U0296E"
  type1="uni296E"
  utc1="1X6A"
  utc2="BX7B"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="udhar"
  entityset="ISOAMSA"
  elsevier="bc2"
  texsource="T"
  tex="\updownharpoonsleftright"
  wolfram="UpEquilibrium"
  kluwer="h035"
  mtcode="0xEB32"
  description="UPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="296F"
  mathmlid="U0296F"
  type1="uni296F"
  utc1="1X6B"
  utc2="BX7C"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="duhar"
  entityset="ISOAMSA"
  elsevier="bc1"
  texsource="T"
  tex="\downupharpoonsleftright"
  wolfram="ReverseUpEquilibrium"
  kluwer="h034"
  mtcode="0xEB33"
  description="DOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2970"
  mathmlid="U02970"
  type1="uni2970"
  utc1="1X6C"
  utc2="BX7D"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rimply"
  texsource="T"
  tex="\rightimply"
  wolfram="RoundImplies"
  kluwer="a218"
  mtcode="0xE954"
  description="RIGHT DOUBLE ARROW WITH ROUNDED HEAD"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2971"
  mathmlid="U02971"
  type1="uni2971"
  utc1="1X70"
  utc2="BX7E"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="erarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\equalrightarrow"
  kluwer="a206"
  description="EQUALS SIGN ABOVE RIGHTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2972"
  mathmlid="U02972"
  type1="uni2972"
  utc1="1X71"
  utc2="BX7F"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="simrarr"
  entityset="ISOAMSA"
  texsource="T"
  tex="\similarrightarrow"
  kluwer="a105"
  description="TILDE OPERATOR ABOVE RIGHTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2973"
  mathmlid="U02973"
  type1="uni2973"
  utc1="1X73"
  utc2="BX80"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="larrsim"
  entityset="ISOAMSA"
  texsource="T"
  tex="\leftarrowsimilar"
  kluwer="a107"
  description="LEFTWARDS ARROW ABOVE TILDE OPERATOR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2974"
  mathmlid="U02974"
  type1="uni2974"
  utc1="1X74"
  utc2="BX81"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrsim"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightarrowsimilar"
  kluwer="a106"
  description="RIGHTWARDS ARROW ABOVE TILDE OPERATOR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2975"
  mathmlid="U02975"
  type1="uni2975"
  utc1="1X72"
  utc2="BX82"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rarrap"
  entityset="ISOAMSA"
  texsource="T"
  tex="\rightarrowapprox"
  kluwer="a207"
  description="RIGHTWARDS ARROW ABOVE ALMOST EQUAL TO"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2976"
  mathmlid="U02976"
  type1="uni2976"
  utc1="1X75"
  utc2="BX83"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ltlarr"
  entityset="ISOAMSR"
  texsource="T"
  tex="\ltlarr"
  kluwer="r124"
  description="LESS-THAN ABOVE LEFTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2977"
  mathmlid="U02977"
  type1="uni2977"
  utc1="1X76"
  utc2="BX84"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  texsource="T"
  tex="\leftarrowless"
  AIP="tranless"
  kluwer="a155"
  description="LEFTWARDS ARROW THROUGH LESS-THAN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2978"
  mathmlid="U02978"
  type1="uni2978"
  utc1="1X77"
  utc2="BX85"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="gtrarr"
  entityset="ISOAMSR"
  texsource="T"
  tex="\gtrarr"
  kluwer="r125"
  description="GREATER-THAN ABOVE RIGHTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2979"
  mathmlid="U02979"
  type1="uni2979"
  utc1="1X78"
  utc2="BX86"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="subrarr"
  entityset="ISOAMSR"
  texsource="T"
  tex="\subrarr"
  kluwer="r177"
  description="SUBSET ABOVE RIGHTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="297A"
  mathmlid="U0297A"
  type1="uni297A"
  utc1="1X79"
  utc2="BX87"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  texsource="T"
  tex="\leftarrowsubset"
  AIP="transub"
  kluwer="a151"
  description="LEFTWARDS ARROW THROUGH SUBSET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="297B"
  mathmlid="U0297B"
  type1="uni297B"
  utc1="1X7A"
  utc2="BX88"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="suplarr"
  entityset="ISOAMSR"
  texsource="T"
  tex="\suplarr"
  kluwer="r186"
  description="SUPERSET ABOVE LEFTWARDS ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="297C"
  mathmlid="U0297C"
  type1="uni297C"
  utc1="1X80"
  utc2="BX89"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="lfisht"
  entityset="ISOAMSA"
  elsevier="bey"
  texsource="T"
  tex="\leftfishtail"
  AIP="nulst"
  kluwer="a067"
  description="LEFT FISH TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="297D"
  mathmlid="U0297D"
  type1="uni297D"
  utc1="1X81"
  utc2="BX8A"
  mf="1"
  rfpapp="F"
  type="S"
  class="R"
  entity="rfisht"
  entityset="ISOAMSA"
  elsevier="bdy"
  texsource="T"
  tex="\rightfishtail"
  kluwer="a068"
  description="RIGHT FISH TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="297E"
  mathmlid="U0297E"
  type1="uni297E"
  utc1="1X82"
  utc2="BX8B"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ufisht"
  entityset="ISOAMSA"
  texsource="T"
  tex="\upfishtail"
  kluwer="a070"
  mtcode="0xE98E"
  description="UP FISH TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="297F"
  mathmlid="U0297F"
  type1="uni297F"
  utc1="1X83"
  utc2="BX8C"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="dfisht"
  entityset="ISOAMSA"
  texsource="T"
  tex="\downfishtail"
  kluwer="a069"
  description="DOWN FISH TAIL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2980"
  mathmlid="U02980"
  type1="uni2980"
  utc2="DX68"
  mf="2"
  rfpapp="F"
  type="F"
  entity="tverbar"
  elsevier="bdm"
  texsource="A"
  tex="\Vvert"
  mtcode="0xE979"
  description="TRIPLE VERTICAL BAR DELIMITER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2981"
  mathmlid="U02981"
  type1="uni2981"
  utc2="DX69"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="scirclef"
  wolfram="FilledSmallCircle"
  mtcode="0xE98F"
  Z="xx40"
  description="Z NOTATION SPOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2982"
  mathmlid="U02982"
  type1="uni2982"
  utc2="DX6A"
  mf="1"
  rfpapp="D"
  type="F"
  class="F"
  Z="xx2D"
  description="Z NOTATION TYPE COLON"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2983"
  mathmlid="U02983"
  type1="uni2983"
  utc1="4X19"
  utc2="DX6B"
  mf="1"
  rfpapp="D"
  type="F"
  class="O"
  entity="locub"
  AIP="lopcub"
  pi="3 6E"
  description="LEFT WHITE CURLY BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2984"
  mathmlid="U02984"
  type1="uni2984"
  utc1="4X1A"
  utc2="DX6C"
  mf="1"
  rfpapp="D"
  type="F"
  class="C"
  entity="rocub"
  AIP="ropcub"
  pi="3 6D"
  description="RIGHT WHITE CURLY BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2985"
  mathmlid="U02985"
  type1="uni2985"
  utc1="4X15"
  utc2="DX6D"
  mf="5"
  rfpapp="F"
  type="F"
  class="O"
  entity="lopar"
  entityset="ISOTECH"
  elsevier="bdd"
  description="LEFT WHITE PARENTHESIS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2986"
  mathmlid="U02986"
  type1="uni2986"
  utc1="4X16"
  utc2="DX6E"
  mf="5"
  rfpapp="F"
  type="F"
  class="C"
  entity="ropar"
  entityset="ISOTECH"
  elsevier="bed"
  description="RIGHT WHITE PARENTHESIS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2987"
  mathmlid="U02987"
  type1="uni2987"
  utc2="DX6F"
  mf="1"
  rfpapp="D"
  type="F"
  class="O"
  Z="xx6B"
  description="Z NOTATION LEFT IMAGE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2988"
  mathmlid="U02988"
  type1="uni2988"
  utc2="DX70"
  mf="1"
  rfpapp="D"
  type="F"
  class="C"
  Z="xx6D"
  description="Z NOTATION RIGHT IMAGE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2989"
  mathmlid="U02989"
  type1="uni2989"
  utc2="DX71"
  mf="1"
  rfpapp="D"
  type="F"
  class="O"
  Z="xx3C"
  description="Z NOTATION LEFT BINDING BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="298A"
  mathmlid="U0298A"
  type1="uni298A"
  utc2="DX72"
  mf="1"
  rfpapp="D"
  type="F"
  class="C"
  Z="xx3E"
  description="Z NOTATION RIGHT BINDING BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="298B"
  mathmlid="U0298B"
  type1="uni298B"
  utc1="4X1D"
  utc2="DX73"
  mf="1"
  type="F"
  class="O"
  entity="lbrke"
  entityset="ISOAMSC"
  description="LEFT SQUARE BRACKET WITH UNDERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="298C"
  mathmlid="U0298C"
  type1="uni298C"
  utc1="4X1E"
  utc2="DX74"
  mf="1"
  type="F"
  class="C"
  entity="rbrke"
  entityset="ISOAMSC"
  description="RIGHT SQUARE BRACKET WITH UNDERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="298D"
  mathmlid="U0298D"
  type1="uni298D"
  utc1="4X1F"
  utc2="DX75"
  mf="1"
  type="F"
  class="O"
  entity="lbrkslu"
  entityset="ISOAMSC"
  description="LEFT SQUARE BRACKET WITH TICK IN TOP CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="298E"
  mathmlid="U0298E"
  type1="uni298E"
  utc1="4X20"
  utc2="DX76"
  mf="1"
  type="F"
  class="C"
  entity="rbrksld"
  entityset="ISOAMSC"
  description="RIGHT SQUARE BRACKET WITH TICK IN BOTTOM CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="298F"
  mathmlid="U0298F"
  type1="uni298F"
  utc1="4X21"
  utc2="DX77"
  mf="1"
  type="F"
  class="O"
  entity="lbrksld"
  entityset="ISOAMSC"
  description="LEFT SQUARE BRACKET WITH TICK IN BOTTOM CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2990"
  mathmlid="U02990"
  type1="uni2990"
  utc1="4X22"
  utc2="DX78"
  mf="1"
  type="F"
  class="C"
  entity="rbrkslu"
  entityset="ISOAMSC"
  description="RIGHT SQUARE BRACKET WITH TICK IN TOP CORNER"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2991"
  mathmlid="U02991"
  type1="uni2991"
  utc1="4X23"
  utc2="DX79"
  mf="1"
  type="F"
  class="O"
  entity="langd"
  entityset="ISOAMSC"
  description="LEFT ANGLE BRACKET WITH DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2992"
  mathmlid="U02992"
  type1="uni2992"
  utc1="4X24"
  utc2="DX7A"
  mf="1"
  type="F"
  class="C"
  entity="rangd"
  entityset="ISOAMSC"
  description="RIGHT ANGLE BRACKET WITH DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2993"
  mathmlid="U02993"
  type1="uni2993"
  utc1="4X25"
  utc2="DX7B"
  mf="1"
  rfpapp="F"
  type="F"
  class="O"
  entity="lparlt"
  entityset="ISOAMSC"
  elsevier="bi7"
  description="LEFT ARC LESS-THAN BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2994"
  mathmlid="U02994"
  type1="uni2994"
  utc1="4X26"
  utc2="DX7C"
  mf="1"
  rfpapp="F"
  type="F"
  class="C"
  entity="rpargt"
  entityset="ISOAMSC"
  elsevier="bi0"
  APS="rpargt"
  description="RIGHT ARC GREATER-THAN BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2995"
  mathmlid="U02995"
  type1="uni2995"
  utc1="4X27"
  utc2="DX7D"
  mf="1"
  type="F"
  entity="gtlPar"
  entityset="ISOAMSC"
  description="DOUBLE LEFT ARC GREATER-THAN BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2996"
  mathmlid="U02996"
  type1="uni2996"
  utc1="4X28"
  utc2="DX7E"
  mf="1"
  type="F"
  entity="ltrPar"
  entityset="ISOAMSC"
  description="DOUBLE RIGHT ARC LESS-THAN BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2997"
  mathmlid="U02997"
  type1="uni2997"
  mf="1"
  type="F"
  class="O"
  description="LEFT BLACK TORTOISE SHELL BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2998"
  mathmlid="U02998"
  type1="uni2998"
  mf="1"
  type="F"
  class="C"
  description="RIGHT BLACK TORTOISE SHELL BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2999"
  mathmlid="U02999"
  type1="uni2999"
  utc1="4X4A"
  utc2="DX90"
  mf="1"
  rfpapp="F"
  type="N"
  entity="vellip4"
  elsevier="bem"
  description="DOTTED FENCE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="299A"
  mathmlid="U0299A"
  type1="uni299A"
  utc1="4X4B"
  utc2="DX91"
  mf="1"
  type="N"
  entity="vzigzag"
  entityset="ISOAMSO"
  description="VERTICAL ZIGZAG LINE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="299B"
  mathmlid="U0299B"
  type1="uni299B"
  utc2="DX92"
  mf="1"
  type="N"
  mtcode="0xE98D"
  pi="6 7D"
  description="MEASURED ANGLE OPENING LEFT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="299C"
  mathmlid="U0299C"
  type1="uni299C"
  utc1="4X50"
  utc2="DX93"
  mf="1"
  rfpapp="F"
  type="N"
  entity="vangrt"
  entityset="ISOTECH"
  elsevier="bk5"
  kluwer="n213"
  mtcode="0xE982"
  description="RIGHT ANGLE VARIANT WITH SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="299D"
  mathmlid="U0299D"
  type1="uni299D"
  utc1="4X51"
  utc2="DX94"
  mf="1"
  type="N"
  entity="angrtvbd"
  entityset="ISOAMSO"
  description="MEASURED RIGHT ANGLE WITH DOT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="299E"
  mathmlid="U0299E"
  type1="uni299E"
  utc1="4X52"
  utc2="DX95"
  mf="1"
  rfpapp="D"
  type="N"
  entity="angles"
  AIP="angles"
  mtcode="0xE98B"
  pi="6 3F"
  description="ANGLE WITH S INSIDE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="299F"
  mathmlid="U0299F"
  type1="uni299F"
  utc1="4X53"
  utc2="DX96"
  mf="1"
  rfpapp="D"
  type="N"
  entity="angdnr"
  AIP="angdnr"
  description="ACUTE ANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A0"
  mathmlid="U029A0"
  type1="uni29A0"
  utc1="4X2A"
  utc2="DX97"
  mf="1"
  rfpapp="F"
  type="N"
  entity="gtlpar"
  elsevier="bi9"
  texsource="N"
  tex="\gtlpar"
  APS="lpargt"
  AIP="arcr"
  kluwer="r213"
  mtcode="0xE98C"
  pi="6 7C"
  description="SPHERICAL ANGLE OPENING LEFT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A1"
  mathmlid="U029A1"
  type1="uni29A1"
  utc2="DX98"
  mf="1"
  type="N"
  mtcode="0xE980"
  pi="5 E9"
  description="SPHERICAL ANGLE OPENING UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A2"
  mathmlid="U029A2"
  type1="uni29A2"
  utc1="4X54"
  utc2="DX99"
  mf="1"
  rfpapp="D"
  type="N"
  entity="angdnl"
  AIP="angdnl"
  description="TURNED ANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A3"
  mathmlid="U029A3"
  type1="uni29A3"
  utc1="4X55"
  utc2="DX9A"
  mf="1"
  rfpapp="D"
  type="N"
  entity="angupl"
  AIP="angupl"
  description="REVERSED ANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A4"
  mathmlid="U029A4"
  type1="uni29A4"
  utc1="4X56"
  utc2="DX9B"
  mf="1"
  type="S"
  entity="ange"
  entityset="ISOAMSO"
  description="ANGLE WITH UNDERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A5"
  mathmlid="U029A5"
  type1="uni29A5"
  utc1="4X57"
  utc2="DX9C"
  mf="1"
  type="S"
  entity="range"
  entityset="ISOAMSO"
  description="REVERSED ANGLE WITH UNDERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A6"
  mathmlid="U029A6"
  type1="uni29A6"
  utc1="4X59"
  utc2="DX9E"
  mf="1"
  type="N"
  entity="dwangle"
  entityset="ISOTECH"
  description="OBLIQUE ANGLE OPENING UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A7"
  mathmlid="U029A7"
  type1="uni29A7"
  utc1="4X5A"
  utc2="DX9F"
  mf="1"
  type="N"
  entity="uwangle"
  entityset="ISOTECH"
  description="OBLIQUE ANGLE OPENING DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A8"
  mathmlid="U029A8"
  type1="uni29A8"
  utc1="4X60"
  utc2="DXA0"
  mf="1"
  type="N"
  entity="angmsdaa"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29A9"
  mathmlid="U029A9"
  type1="uni29A9"
  utc1="4X61"
  utc2="DXA1"
  mf="1"
  type="N"
  entity="angmsdab"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND LEFT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29AA"
  mathmlid="U029AA"
  type1="uni29AA"
  utc1="4X62"
  utc2="DXA2"
  mf="1"
  type="N"
  entity="angmsdac"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29AB"
  mathmlid="U029AB"
  type1="uni29AB"
  utc1="4X63"
  utc2="DXA3"
  mf="1"
  type="N"
  entity="angmsdad"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND LEFT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29AC"
  mathmlid="U029AC"
  type1="uni29AC"
  utc1="4X64"
  utc2="DXA4"
  mf="1"
  type="N"
  entity="angmsdae"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29AD"
  mathmlid="U029AD"
  type1="uni29AD"
  utc1="4X65"
  utc2="DXA5"
  mf="1"
  type="N"
  entity="angmsdaf"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND UP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29AE"
  mathmlid="U029AE"
  type1="uni29AE"
  utc1="4X66"
  utc2="DXA6"
  mf="1"
  type="N"
  entity="angmsdag"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29AF"
  mathmlid="U029AF"
  type1="uni29AF"
  utc1="4X67"
  utc2="DXA7"
  mf="1"
  type="N"
  entity="angmsdah"
  entityset="ISOAMSO"
  description="MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND DOWN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B0"
  mathmlid="U029B0"
  type1="uni29B0"
  utc1="5X00"
  utc2="DXA9"
  mf="1"
  type="N"
  class="N"
  entity="bemptyv"
  entityset="ISOAMSO"
  description="REVERSED EMPTY SET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B1"
  mathmlid="U029B1"
  type1="uni29B1"
  utc1="5X01"
  utc2="DXAA"
  mf="1"
  type="N"
  class="N"
  entity="demptyv"
  entityset="ISOAMSO"
  description="EMPTY SET WITH OVERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B2"
  mathmlid="U029B2"
  type1="uni29B2"
  utc1="5X02"
  utc2="DXAB"
  mf="1"
  type="N"
  class="N"
  entity="cemptyv"
  entityset="ISOAMSO"
  description="EMPTY SET WITH SMALL CIRCLE ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B3"
  mathmlid="U029B3"
  type1="uni29B3"
  utc1="5X03"
  utc2="DXAC"
  mf="1"
  type="N"
  class="N"
  entity="raemptyv"
  entityset="ISOAMSO"
  description="EMPTY SET WITH RIGHT ARROW ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B4"
  mathmlid="U029B4"
  type1="uni29B4"
  utc1="5X04"
  utc2="DXAD"
  mf="1"
  type="N"
  class="N"
  entity="laemptyv"
  entityset="ISOAMSO"
  description="EMPTY SET WITH LEFT ARROW ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B5"
  mathmlid="U029B5"
  type1="uni29B5"
  utc1="5X05"
  utc2="DXAE"
  mf="1"
  rfpapp="F"
  type="S"
  class="B"
  entity="ohbar"
  entityset="ISOAMSB"
  elsevier="bs3"
  description="CIRCLE WITH HORIZONTAL BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B6"
  mathmlid="U029B6"
  type1="uni29B6"
  utc1="5X08"
  utc2="DXB0"
  mf="2"
  rfpapp="F"
  type="R"
  class="B"
  entity="omid"
  entityset="ISOAMSB"
  elsevier="bsq"
  mtcode="0xE984"
  pi="6 26"
  description="CIRCLED VERTICAL BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B7"
  mathmlid="U029B7"
  type1="uni29B7"
  utc1="5X09"
  utc2="DXB1"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="opar"
  entityset="ISOAMSB"
  AIP="cir2barv"
  description="CIRCLED PARALLEL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B8"
  mathmlid="U029B8"
  type1="uni29B8"
  utc1="5X0A"
  utc2="DXB2"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="obsol"
  texsource="S"
  tex="\obslash"
  description="CIRCLED REVERSE SOLIDUS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29B9"
  mathmlid="U029B9"
  type1="uni29B9"
  utc1="5X0B"
  utc2="DXB3"
  mf="1"
  type="S"
  class="B"
  entity="operp"
  entityset="ISOAMSB"
  description="CIRCLED PERPENDICULAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29BA"
  mathmlid="U029BA"
  type1="uni29BA"
  utc1="5X0C"
  utc2="DXB4"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  AIP="cirtdiv"
  description="CIRCLE DIVIDED BY HORIZONTAL BAR AND TOP HALF DIVIDED BY VERTICAL BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29BB"
  mathmlid="U029BB"
  type1="uni29BB"
  utc1="5X0D"
  utc2="DXB5"
  mf="1"
  type="N"
  class="N"
  entity="olcross"
  entityset="ISOTECH"
  description="CIRCLE WITH SUPERIMPOSED X"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29BC"
  mathmlid="U029BC"
  type1="uni29BC"
  utc1="5X0E"
  utc2="DXB6"
  mf="1"
  type="S"
  class="N"
  entity="odsold"
  entityset="ISOAMSB"
  description="CIRCLED ANTICLOCKWISE-ROTATED DIVISION SIGN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29BD"
  mathmlid="U029BD"
  type1="uni29BD"
  utc1="5X0F"
  utc2="DXB7"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="oxuarr"
  AIP="cirarrup"
  description="UP ARROW THROUGH CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29BE"
  mathmlid="U029BE"
  type1="uni29BE"
  utc1="5X10"
  utc2="DXB8"
  mf="1"
  type="N"
  class="N"
  entity="olcir"
  entityset="ISOAMSB"
  description="CIRCLED WHITE BULLET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29BF"
  mathmlid="U029BF"
  type1="uni29BF"
  utc1="5X11"
  utc2="DXB9"
  mf="1"
  type="S"
  class="N"
  entity="ofcir"
  entityset="ISOAMSB"
  description="CIRCLED BULLET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C0"
  mathmlid="U029C0"
  type1="uni29C0"
  utc1="5X12"
  utc2="DXBA"
  mf="2"
  type="R"
  class="B"
  entity="olt"
  entityset="ISOAMSB"
  description="CIRCLED LESS-THAN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C1"
  mathmlid="U029C1"
  type1="uni29C1"
  utc1="5X13"
  utc2="DXBB"
  mf="2"
  type="R"
  class="B"
  entity="ogt"
  entityset="ISOAMSB"
  description="CIRCLED GREATER-THAN"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C2"
  mathmlid="U029C2"
  type1="uni29C2"
  utc1="5X14"
  utc2="DXBC"
  mf="1"
  type="N"
  class="N"
  entity="cirscir"
  entityset="ISOAMSO"
  description="CIRCLE WITH SMALL CIRCLE TO THE RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C3"
  mathmlid="U029C3"
  type1="uni29C3"
  utc1="5X15"
  utc2="DXBD"
  mf="1"
  type="N"
  class="N"
  entity="cirE"
  entityset="ISOAMSO"
  description="CIRCLE WITH TWO HORIZONTAL STROKES TO THE RIGHT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C4"
  mathmlid="U029C4"
  type1="uni29C4"
  utc1="5X16"
  utc2="DXBE"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="solb"
  entityset="ISOAMSB"
  texsource="A"
  tex="\boxdiag"
  AIP="boxrds"
  description="SQUARED RISING DIAGONAL SLASH"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C5"
  mathmlid="U029C5"
  type1="uni29C5"
  utc1="5X17"
  utc2="DXBF"
  mf="2"
  rfpapp="D"
  type="R"
  class="B"
  entity="bsolb"
  entityset="ISOAMSB"
  texsource="S"
  tex="\boxbslash"
  AIP="boxlds"
  description="SQUARED FALLING DIAGONAL SLASH"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C6"
  mathmlid="U029C6"
  type1="uni29C6"
  utc1="5X18"
  utc2="DXC0"
  mf="2"
  rfpapp="D"
  type="O"
  class="B"
  entity="astb"
  texsource="S"
  tex="\boxast"
  description="SQUARED ASTERISK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C7"
  mathmlid="U029C7"
  type1="uni29C7"
  utc1="5X19"
  utc2="DXC1"
  mf="2"
  rfpapp="D"
  type="O"
  class="B"
  entity="cirb"
  texsource="S"
  tex="\boxcircle"
  description="SQUARED SMALL CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C8"
  mathmlid="U029C8"
  type1="uni29C8"
  utc1="5X1A"
  utc2="DXC2"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  entity="squb"
  AIP="dbox"
  springer="\boxbox"
  description="SQUARED SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29C9"
  mathmlid="U029C9"
  type1="uni29C9"
  utc1="5X1B"
  utc2="DXC3"
  mf="1"
  type="N"
  class="N"
  entity="boxbox"
  entityset="ISOAMSO"
  description="TWO JOINED SQUARES"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29CA"
  mathmlid="U029CA"
  type1="uni29CA"
  utc1="5X20"
  utc2="DXC4"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="tridoto"
  elsevier="bj5"
  description="TRIANGLE WITH DOT ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29CB"
  mathmlid="U029CB"
  type1="uni29CB"
  utc1="5X21"
  utc2="DXC5"
  mf="1"
  rfpapp="F"
  type="N"
  class="N"
  entity="tribar"
  elsevier="bqw"
  mtcode="0xE990"
  description="TRIANGLE WITH UNDERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29CC"
  mathmlid="U029CC"
  type1="uni29CC"
  utc1="5X22"
  utc2="DXC6"
  mf="1"
  rfpapp="D"
  type="N"
  class="N"
  entity="triS"
  AIP="tS"
  description="S IN TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29CD"
  mathmlid="U029CD"
  type1="uni29CD"
  utc1="5X23"
  utc2="DXC7"
  mf="1"
  type="S"
  class="B"
  entity="trisb"
  entityset="ISOAMSB"
  description="TRIANGLE WITH SERIFS AT BOTTOM"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29CE"
  mathmlid="U029CE"
  type1="uni29CE"
  utc1="5X26"
  utc2="DXCA"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rtriltri"
  entityset="ISOAMSR"
  texsource="T"
  tex="\rtriltri"
  kluwer="r158"
  description="RIGHT TRIANGLE ABOVE LEFT TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29CF"
  mathmlid="U029CF"
  type1="uni29CF"
  utc1="5X27"
  utc2="DXCB"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="ltrivb"
  texsource="T"
  tex="\ltrivb"
  wolfram="LeftTriangleBar"
  kluwer="r156"
  mtcode="0xE950"
  description="LEFT TRIANGLE BESIDE VERTICAL BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D0"
  mathmlid="U029D0"
  type1="uni29D0"
  utc1="5X28"
  utc2="DXCC"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="vbrtri"
  texsource="T"
  tex="\vbrtri"
  wolfram="RightTriangleBar"
  kluwer="r157"
  mtcode="0xE951"
  description="VERTICAL BAR BESIDE RIGHT TRIANGLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D1"
  mathmlid="U029D1"
  type1="uni29D1"
  utc1="5X30"
  utc2="DXCF"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lfbowtie"
  texsource="T"
  tex="\lfbowtie"
  AIP="lfbowtie"
  kluwer="r209"
  description="LEFT BLACK BOWTIE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D2"
  mathmlid="U029D2"
  type1="uni29D2"
  utc1="5X31"
  utc2="DXD0"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rfbowtie"
  texsource="T"
  tex="\rfbowtie"
  AIP="rfbowtie"
  kluwer="r210"
  description="RIGHT BLACK BOWTIE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D3"
  mathmlid="U029D3"
  type1="uni29D3"
  utc1="5X32"
  utc2="DXD1"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="fbowtie"
  texsource="T"
  tex="\fbowtie"
  AIP="fbowtie"
  kluwer="r211"
  description="BLACK BOWTIE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D4"
  mathmlid="U029D4"
  type1="uni29D4"
  utc1="5X33"
  utc2="DXD2"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="lftimes"
  texsource="T"
  tex="\lftimes"
  AIP="lfilledx"
  description="LEFT BLACK TIMES"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D5"
  mathmlid="U029D5"
  type1="uni29D5"
  utc1="5X34"
  utc2="DXD3"
  mf="1"
  rfpapp="D"
  type="S"
  class="R"
  entity="rftimes"
  texsource="T"
  tex="\rftimes"
  AIP="rfx"
  description="RIGHT BLACK TIMES"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D6"
  mathmlid="U029D6"
  type1="uni29D6"
  utc1="5X35"
  utc2="DXD4"
  mf="1"
  rfpapp="D"
  type="N"
  class="B"
  entity="hrglass"
  AIP="plushr"
  description="WHITE HOURGLASS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D7"
  mathmlid="U029D7"
  type1="uni29D7"
  utc1="5X36"
  utc2="DXD5"
  mf="1"
  rfpapp="D"
  type="N"
  class="B"
  entity="fhrglass"
  AIP="fplushr"
  description="BLACK HOURGLASS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D8"
  mathmlid="U029D8"
  type1="uni29D8"
  mf="1"
  class="O"
  description="LEFT WIGGLY FENCE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29D9"
  mathmlid="U029D9"
  type1="uni29D9"
  mf="1"
  class="C"
  description="RIGHT WIGGLY FENCE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29DA"
  mathmlid="U029DA"
  type1="uni29DA"
  mf="1"
  class="O"
  description="LEFT DOUBLE WIGGLY FENCE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29DB"
  mathmlid="U029DB"
  type1="uni29DB"
  mf="1"
  class="C"
  description="RIGHT DOUBLE WIGGLY FENCE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29DC"
  mathmlid="U029DC"
  type1="uni29DC"
  utc1="5X45"
  utc2="DXDB"
  mf="1"
  rfpapp="f"
  type="N"
  class="N"
  entity="iinfin"
  entityset="ISOTECH"
  elsevier="bkz"
  description="INCOMPLETE INFINITY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29DD"
  mathmlid="U029DD"
  type1="uni29DD"
  utc1="5X46"
  utc2="DXDC"
  mf="1"
  type="N"
  class="N"
  entity="infintie"
  entityset="ISOTECH"
  description="TIE OVER INFINITY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29DE"
  mathmlid="U029DE"
  type1="uni29DE"
  utc1="5X47"
  utc2="DXDD"
  mf="1"
  type="N"
  class="N"
  entity="nvinfin"
  entityset="ISOTECH"
  description="INFINITY NEGATED WITH VERTICAL BAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29DF"
  mathmlid="U029DF"
  type1="uni29DF"
  utc1="5X48"
  utc2="DXDE"
  mf="1"
  rfpapp="d"
  type="S"
  class="R"
  entity="dumap"
  texsource="A"
  tex="\dualmap"
  kluwer="n013"
  description="DOUBLE-ENDED MULTIMAP"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E0"
  mathmlid="U029E0"
  type1="uni29E0"
  utc1="5X49"
  utc2="DXDF"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="dalembrt"
  AIP="laplac"
  description="SQUARE WITH CONTOURED OUTLINE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E1"
  mathmlid="U029E1"
  type1="uni29E1"
  utc1="5X4A"
  utc2="DXE0"
  mf="1"
  type="S"
  class="R"
  entity="lrtrieq"
  description="INCREASES AS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E2"
  mathmlid="U029E2"
  type1="uni29E2"
  utc1="5X4B"
  utc2="DXE1"
  mf="1"
  rfpapp="d"
  type="N"
  entity="shuffle"
  tex="\shuffle"
  description="SHUFFLE PRODUCT"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E3"
  mathmlid="U029E3"
  type1="uni29E3"
  utc1="5X4C"
  utc2="DXE2"
  mf="1"
  type="N"
  class="R"
  entity="eparsl"
  entityset="ISOTECH"
  kluwer="r153"
  pi="3 5B"
  description="EQUALS SIGN AND SLANTED PARALLEL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E4"
  mathmlid="U029E4"
  type1="uni29E4"
  utc1="5X4D"
  utc2="DXE3"
  mf="1"
  type="N"
  class="R"
  entity="smeparsl"
  entityset="ISOTECH"
  kluwer="r154"
  description="EQUALS SIGN AND SLANTED PARALLEL WITH TILDE ABOVE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E5"
  mathmlid="U029E5"
  type1="uni29E5"
  utc1="5X4E"
  utc2="DXE4"
  mf="1"
  rfpapp="d"
  type="S"
  class="R"
  entity="eqvparsl"
  entityset="ISOTECH"
  texsource="T"
  tex="\eqvparsl"
  kluwer="r160"
  mtcode="0xE994"
  pi="3 7B"
  description="IDENTICAL TO AND SLANTED PARALLEL"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E6"
  mathmlid="U029E6"
  type1="uni29E6"
  mf="1"
  class="R"
  description="GLEICH STARK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E7"
  mathmlid="U029E7"
  type1="uni29E7"
  utc1="7X25"
  utc2="DXE6"
  mf="1"
  type="N"
  class="N"
  entity="thermod"
  ACS="thermod"
  description="THERMODYNAMIC"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E8"
  mathmlid="U029E8"
  type1="uni29E8"
  utc1="7X30"
  utc2="DXE7"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="dtrilf"
  ACS="tridls"
  description="DOWN-POINTING TRIANGLE WITH LEFT HALF BLACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29E9"
  mathmlid="U029E9"
  type1="uni29E9"
  utc1="7X31"
  utc2="DXE8"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="dtrirf"
  ACS="tridrs"
  description="DOWN-POINTING TRIANGLE WITH RIGHT HALF BLACK"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29EA"
  mathmlid="U029EA"
  type1="uni29EA"
  utc1="7X3F"
  utc2="DXF3"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="diamdarr"
  AIP="dmdfar"
  description="BLACK DIAMOND WITH DOWN ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29EB"
  mathmlid="U029EB"
  type1="uni29EB"
  slack4="?"
  utc1="7X40"
  utc2="DXF4"
  mf="1"
  rfpapp="d"
  type="N"
  class="B"
  entity="lozf"
  entityset="ISOPUB"
  texsource="A"
  tex="\blacklozenge"
  APS="lozf"
  description="BLACK LOZENGE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29EC"
  mathmlid="U029EC"
  type1="uni29EC"
  utc1="7X43"
  utc2="DXF7"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="cirdarr"
  AIP="cirdar"
  description="WHITE CIRCLE WITH DOWN ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29ED"
  mathmlid="U029ED"
  type1="uni29ED"
  utc1="7X44"
  utc2="DXF8"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="cirfdarr"
  AIP="cirfdar"
  description="BLACK CIRCLE WITH DOWN ARROW"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29EE"
  mathmlid="U029EE"
  type1="uni29EE"
  utc1="7X45"
  utc2="DXF9"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="squerr"
  AIP="osqrerr"
  description="ERROR-BARRED WHITE SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29EF"
  mathmlid="U029EF"
  type1="uni29EF"
  utc1="7X46"
  utc2="DXFA"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="squferr"
  AIP="csqrerr"
  description="ERROR-BARRED BLACK SQUARE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F0"
  mathmlid="U029F0"
  type1="uni29F0"
  utc1="7X47"
  utc2="DXFB"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="diamerr"
  AIP="odiaerr"
  description="ERROR-BARRED WHITE DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F1"
  mathmlid="U029F1"
  type1="uni29F1"
  utc1="7X48"
  utc2="DXFC"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="diamerrf"
  AIP="cdiaerr"
  description="ERROR-BARRED BLACK DIAMOND"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F2"
  mathmlid="U029F2"
  type1="uni29F2"
  utc1="7X49"
  utc2="DXFD"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="cirerr"
  AIP="ocirerr"
  description="ERROR-BARRED WHITE CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F3"
  mathmlid="U029F3"
  type1="uni29F3"
  utc1="7X4A"
  utc2="DXFE"
  mf="1"
  rfpapp="d"
  type="N"
  class="N"
  entity="cirferr"
  AIP="ccirerr"
  description="ERROR-BARRED BLACK CIRCLE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F4"
  mathmlid="U029F4"
  type1="uni29F4"
  utc1="7X23"
  utc2="BX08"
  mf="1"
  rfpapp="d"
  type="S"
  class="R"
  texsource="T"
  tex="\ruledelayed"
  wolfram="RuleDelayed"
  kluwer="a153"
  mtcode="0xE94D"
  description="RULE-DELAYED"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F5"
  mathmlid="U029F5"
  type1="uni29F5"
  mf="1"
  rfpapp="D"
  type="S"
  class="B"
  description="REVERSE SOLIDUS OPERATOR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F6"
  mathmlid="U029F6"
  type1="uni29F6"
  utc1="7X14"
  utc2="AX21"
  mf="1"
  rfpapp="D"
  type="N"
  class="B"
  entity="dsol"
  entityset="ISOTECH"
  texsource="T"
  tex="\dsol"
  description="SOLIDUS WITH OVERBAR"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F7"
  mathmlid="U029F7"
  type1="uni29F7"
  utc1="7X15"
  utc2="AX22"
  mf="1"
  rfpapp="D"
  type="N"
  class="B"
  entity="rsolbar"
  texsource="T"
  tex="\rsolbar"
  description="REVERSE SOLIDUS WITH HORIZONTAL STROKE"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F8"
  mathmlid="U029F8"
  type1="uni29F8"
  utc1="7X16"
  utc2="AX23"
  mf="2"
  rfpapp="f"
  type="L"
  class="L"
  entity="xsol"
  elsevier="bow"
  texsource="T"
  tex="\xsol"
  AIP="bigsl"
  description="BIG SOLIDUS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29F9"
  mathmlid="U029F9"
  type1="uni29F9"
  utc1="7X17"
  utc2="AX24"
  mf="2"
  rfpapp="f"
  type="L"
  class="L"
  entity="xbsol"
  elsevier="box"
  texsource="T"
  tex="\xbsol"
  AIP="bigbksl"
  Z="xx3A"
  description="BIG REVERSE SOLIDUS"
/>
<data
  plane="0"
  stixid="29FA"
  mathmlid="U029FA"
  type1="uni29FA"
  mf="1"
  class="B"
  description="DOUBLE PLUS"
/>
<data
  plane="0"
  stixid="29FB"
  mathmlid="U029FB"
  type1="uni29FB"
  mf="1"
  class="B"
  description="TRIPLE PLUS"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29FC"
  mathmlid="U029FC"
  type1="uni29FC"
  mf="1"
  class="O"
  description="LEFT POINTING CURVED ANGLE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29FD"
  mathmlid="U029FD"
  type1="uni29FD"
  mf="1"
  class="C"
  description="RIGHT POINTING CURVED ANGLE BRACKET"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29FE"
  mathmlid="U029FE"
  type1="uni29FE"
  mf="1"
  class="B"
  description="TINY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="29FF"
  mathmlid="U029FF"
  type1="uni29FF"
  mf="1"
  class="B"
  description="MINY"
/>
<data
  flag="&amp;"
  plane="0"
  stixid="2A00"
  mathmlid="U02A00"
  type1="uni2A00"
  utc1="2X20"
  utc2="CX18"
  mf="2"
  rfpapp="D"
  type="L"
  class="L"
  entity="xodot"
  entityset="ISOAMSB"
  texsource="P"
  tex="\bigodot"
  APS="bigodot"
  IEEE="\bigodot"
  description="N-ARY CIRCLED DOT OPERATOR"
/>
<data
  flag