Xero's Theorem Regular Fonts

  • Downloads Formats
    Use on the web
    1To embed a font, copy the code into the head of your html
    <script src="https://c.webfontfree.com/c.js?f=Xeros-Theorem" type="text/javascript"></script>
    2CSS rules to specify fonts
    font-family: 'Xeros-Theorem', cursive;
    Demo
    Type here to preview text
    40px
    preview
    WebFontFree.Com Some fonts provided are trial versions of full versions and may not allow embedding unless a commercial license is purchased or may contain a limited character set. Please review any files included with your download, which will usually include information on the usage and licenses of the fonts. If no information is provided, please use at your own discretion or contact the author directly.
    Glyph
    Only the "Xero's Theorem Regular" first 50 simple glyphs are shown
    • !uni00210
      !
    • "uni00221
      "
    • #uni00232
      #
    • $uni00243
      $
    • %uni00254
      %
    • &uni00265
      &
    • 'uni00276
      '
    • (uni00287
      (
    • )uni00298
      )
    • *uni002a9
      *
    • +uni002b10
      +
    • ,uni002c11
      ,
    • -uni002d12
      -
    • .uni002e13
      .
    • /uni002f14
      /
    • 0uni003015
      0
    • 1uni003116
      1
    • 2uni003217
      2
    • 3uni003318
      3
    • 4uni003419
      4
    • 5uni003520
      5
    • 6uni003621
      6
    • 7uni003722
      7
    • 8uni003823
      8
    • 9uni003924
      9
    • :uni003a25
      :
    • ;uni003b26
      ;
    • <uni003c27
      <
    • =uni003d28
      =
    • >uni003e29
      >
    • ?uni003f30
      ?
    • @uni004031
      @
    • Auni004132
      A
    • Buni004233
      B
    • Cuni004334
      C
    • Duni004435
      D
    • Euni004536
      E
    • Funi004637
      F
    • Guni004738
      G
    • Huni004839
      H
    • Iuni004940
      I
    • Juni004a41
      J
    • Kuni004b42
      K
    • Luni004c43
      L
    • Muni004d44
      M
    • Nuni004e45
      N
    • Ouni004f46
      O
    • Puni005047
      P
    • Quni005148
      Q
    • Runi005249
      R
    Info
    Hash
    8013a7a40bb711ee22a816eded852d75
    Size
    25.98 Kbps
    Name
    Xero's Theorem
    Style
    Title
    Xero's Theorem Regular
    Version
    1.0
    License
    Creative Commons Attribution Non-commercial

    UniqID
    Xeros-Theorem
    Trademark
    FontStruct is a trademark of FSI FontShop International GmbH
    Company
    Designers
    http://fontstruct.com
    Copyright
    Copyright NAL 2012
    Explanation
    Xero's Theorem was built with FontStruct
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