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Font Families
Symbola
Symbola Regular
Font Card
Family:
Symbola
Style:
Regular
File(s):
/usr/share/fonts/truetype/Symbola.ttf
/usr/share/fonts/truetype/hintedSymbola.ttf
Scripts (most covered):
Braille
(100.0%)
Coptic
(100.0%)
Cyrillic
(100.0%)
Greek
(100.0%)
Latin
(95.9%)
Musical Symbols (collection)
(93.7%)
Math (collection)
(87.0%)
Specimen
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
⠊⠀⠉⠁⠝⠀⠑⠁⠞⠀⠛⠇⠁⠎⠎⠀⠁⠝⠙⠀⠊⠞⠀⠙⠕⠑⠎⠝⠞⠀⠓⠥⠗⠞⠀⠍⠑
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
ⲟⲩⲟϩ ⲛⲁⲣⲉ ⲡⲕⲁϩⲓ ⲧⲏⲣϥ ⲟⲓ ⲛ̇ⲟⲩⲥⲯⲟⲧⲟⲩ ⲛ̇ⲟⲩⲱⲧ ⲛⲉⲙ ⲟⲩⲥⲙⲏ ⲛ̇ⲟⲩⲱⲧ
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
В чащах юга жил бы цитрус? Да, но фальшивый экземпляр!
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
ὕαλον ϕαγεῖν δύναμαι· τοῦτο οὔ με βλάπτει.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
Vitrum edere possum; mihi non nocet.
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
𝄚𝄢𝄚𝄡𝄚𝄞𝄚𝄞𝄢♭♮♯𝅗𝅥♩♪𝅘𝅥𝅯𝅘𝅥𝅰♫♬𝆐𝆑𝆒𝆓
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
∀𝑃[[𝑃(0) ⋀ ∀𝑘∈ℕ(𝑃(𝑘) ⇒ 𝑃(𝑘+1))] ⇒ ∀𝑛∈ℕ[𝑃(𝑛)]]
Software Package Information
Name:
gdouros-symbola-fonts
1 Click Install
Version:
10.23
Url:
http://users.teilar.gr/~g1951d/
License:
SUSE-Permissive
Description:
Symbola covers the following scripts and symbols supported by Unicode: Basic Latin, IPA Extensions, Spacing Modifier Letters, Combining Diacritical Marks, Greek and Coptic, Cyrillic, Cyrillic Supplement, General Punctuation, Superscripts and Subscripts, Currency Symbols, Combining Diacritical Marks for Symbols, Letterlike Symbols, Number Forms, Arrows, Mathematical Operators, Miscellaneous Technical, Control Pictures, Optical Character Recognition, Box Drawing, Block Elements, Geometric Shapes, Miscellaneous Symbols, Dingbats, Miscellaneous Mathematical Symbols-A, Supplemental Arrows-A, Supplemental Arrows-B, Miscellaneous Mathematical Symbols-B, Supplemental Mathematical Operators, Miscellaneous Symbols and Arrows, Supplemental Punctuation, Yijing Hexagram Symbols, Combining Half Marks, Specials, Byzantine Musical Symbols, Musical Symbols, Ancient Greek Musical Notation, Tai Xuan Jing Symbols, Counting Rod Numerals, Mathematical Alphanumeric Symbols, Mahjong Tiles, Domino Tiles, Playing Cards, Miscellaneous Symbols And Pictographs, Emoticons, Transport And Map Symbols, Alchemical Symbols, et al.
Shape and Spacing
Slant:
roman
Weight:
regular (80)
Width:
semicondensed (87)
Scalable:
yes
TrueType Tables:
cmap
GDEF
glyf
GPOS
GSUB
head
hhea
hmtx
loca
maxp
name
OS/2
post
Rendering Algorithms
Antialias:
yes
Hinting:
yes
Force autohint:
yes
Hintstyle:
hintslight (1)
Subpixel layout:
rgb
LCD filter:
lcddefault
Available Bitmap Strikes:
none
Supported Languages
|
aa
|
ab
|
af
|
ak
|
an
|
ast
|
av
|
ay
|
az-az
|
|
ba
|
be
|
ber-dz
|
bg
|
bi
|
bin
|
bm
|
br
|
bs
|
bua
|
|
ca
|
ce
|
ch
|
chm
|
co
|
crh
|
cs
|
csb
|
cu
|
cv
|
cy
|
|
da
|
de
|
|
ee
|
el
|
en
|
eo
|
es
|
et
|
eu
|
|
fat
|
ff
|
fi
|
fil
|
fj
|
fo
|
fr
|
fur
|
fy
|
|
ga
|
gd
|
gl
|
gn
|
gv
|
|
ha
|
haw
|
ho
|
hr
|
hsb
|
ht
|
hu
|
hz
|
|
ia
|
id
|
ie
|
ig
|
ik
|
io
|
is
|
it
|
|
jv
|
|
kaa
|
kab
|
ki
|
kj
|
kk
|
kl
|
kr
|
ku-am
|
ku-tr
|
kum
|
kv
|
kw
|
kwm
|
ky
|
|
la
|
lb
|
lez
|
lg
|
li
|
ln
|
lt
|
lv
|
|
mg
|
mh
|
mi
|
mk
|
mn-mn
|
mo
|
ms
|
mt
|
|
na
|
nb
|
nds
|
ng
|
nl
|
nn
|
no
|
nr
|
nso
|
nv
|
ny
|
|
oc
|
om
|
os
|
|
pap-an
|
pap-aw
|
pl
|
pt
|
|
qu
|
quz
|
|
rm
|
rn
|
ro
|
ru
|
rw
|
|
sah
|
sc
|
sco
|
se
|
sel
|
sg
|
sh
|
shs
|
sk
|
sl
|
sm
|
sma
|
smj
|
smn
|
sms
|
sn
|
so
|
sq
|
sr
|
ss
|
st
|
su
|
sv
|
sw
|
|
tg
|
tk
|
tl
|
tn
|
to
|
tr
|
ts
|
tt
|
tw
|
ty
|
tyv
|
|
uk
|
und-zmth
|
und-zsye
|
uz
|
|
ve
|
vi
|
vo
|
vot
|
|
wa
|
wen
|
wo
|
|
xh
|
|
yap
|
yo
|
|
za
|
zu
|
Character Set
Show all
Hide all
[
+
] Basic Latin (U+00000 - U+0007F)
[
+
] Latin-1 Supplement (U+00080 - U+000FF)
[
+
] Latin Extended-A (U+00100 - U+0017F)
[
+
] Latin Extended-B (U+00180 - U+0024F)
[
+
] IPA Extensions (U+00250 - U+002AF)
[
+
] Spacing Modifier Letters (U+002B0 - U+002FF)
[
+
] Combining Diacritical Marks (U+00300 - U+0036F)
[
+
] Greek and Coptic (U+00370 - U+003FF)
[
+
] Cyrillic (U+00400 - U+004FF)
[
+
] Cyrillic Supplement (U+00500 - U+0052F)
[
+
] Arabic (U+00600 - U+006FF)
[
+
] Phonetic Extensions (U+01D00 - U+01D7F)
[
+
] Phonetic Extensions Supplement (U+01D80 - U+01DBF)
[
+
] Combining Diacritical Marks Supplement (U+01DC0 - U+01DFF)
[
+
] Latin Extended Additional (U+01E00 - U+01EFF)
[
+
] Greek Extended (U+01F00 - U+01FFF)
[
+
] General Punctuation (U+02000 - U+0206F)
[
+
] Superscripts and Subscripts (U+02070 - U+0209F)
[
+
] Currency Symbols (U+020A0 - U+020CF)
[
+
] Combining Diacritical Marks for Symbols (U+020D0 - U+020FF)
[
+
] Letterlike Symbols (U+02100 - U+0214F)
[
+
] Number Forms (U+02150 - U+0218F)
[
+
] Arrows (U+02190 - U+021FF)
[
+
] Mathematical Operators (U+02200 - U+022FF)
[
+
] Miscellaneous Technical (U+02300 - U+023FF)
[
+
] Control Pictures (U+02400 - U+0243F)
[
+
] Optical Character Recognition (U+02440 - U+0245F)
[
+
] Enclosed Alphanumerics (U+02460 - U+024FF)
[
+
] Box Drawing (U+02500 - U+0257F)
[
+
] Block Elements (U+02580 - U+0259F)
[
+
] Geometric Shapes (U+025A0 - U+025FF)
[
+
] Miscellaneous Symbols (U+02600 - U+026FF)
[
+
] Dingbats (U+02700 - U+027BF)
[
+
] Miscellaneous Mathematical Symbols-A (U+027C0 - U+027EF)
[
+
] Supplemental Arrows-A (U+027F0 - U+027FF)
[
+
] Braille Patterns (U+02800 - U+028FF)
[
+
] Supplemental Arrows-B (U+02900 - U+0297F)
[
+
] Miscellaneous Mathematical Symbols-B (U+02980 - U+029FF)
[
+
] Supplemental Mathematical Operators (U+02A00 - U+02AFF)
[
+
] Miscellaneous Symbols and Arrows (U+02B00 - U+02BFF)
[
+
] Latin Extended-C (U+02C60 - U+02C7F)
[
+
] Coptic (U+02C80 - U+02CFF)
[
+
] Cyrillic Extended-A (U+02DE0 - U+02DFF)
[
+
] Supplemental Punctuation (U+02E00 - U+02E7F)
[
+
] Hiragana (U+03040 - U+0309F)
[
+
] Enclosed CJK Letters and Months (U+03200 - U+032FF)
[
+
] Yijing Hexagram Symbols (U+04DC0 - U+04DFF)
[
+
] CJK Unified Ideographs (U+04E00 - U+09FFF)
[
+
] Cyrillic Extended-B (U+0A640 - U+0A69F)
[
+
] Latin Extended-D (U+0A720 - U+0A7FF)
[
+
] Alphabetic Presentation Forms (U+0FB00 - U+0FB4F)
[
+
] Variation Selectors (U+0FE00 - U+0FE0F)
[
+
] Combining Half Marks (U+0FE20 - U+0FE2F)
[
+
] Specials (U+0FFF0 - U+0FFFF)
[
+
] Aegean Numbers (U+10100 - U+1013F)
[
+
] Ancient Greek Numbers (U+10140 - U+1018F)
[
+
] Ancient Symbols (U+10190 - U+101CF)
[
+
] Phaistos Disc (U+101D0 - U+101FF)
[
+
] Byzantine Musical Symbols (U+1D000 - U+1D0FF)
[
+
] Musical Symbols (U+1D100 - U+1D1FF)
[
+
] Ancient Greek Musical Notation (U+1D200 - U+1D24F)
[
+
] Tai Xuan Jing Symbols (U+1D300 - U+1D35F)
[
+
] Counting Rod Numerals (U+1D360 - U+1D37F)
[
+
] Mathematical Alphanumeric Symbols (U+1D400 - U+1D7FF)
[
+
] Mahjong Tiles (U+1F000 - U+1F02F)
[
+
] Domino Tiles (U+1F030 - U+1F09F)
[
+
] Playing Cards (U+1F0A0 - U+1F0FF)
[
+
] Enclosed Alphanumeric Supplement (U+1F100 - U+1F1FF)
[
+
] Enclosed Ideographic Supplement (U+1F200 - U+1F2FF)