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Yes, I made a entire page dedicated to the -blety numbers by separating them from List of numbers (all classes).

⋈ Infinitymloplity (Bletyclass I) - Aldebaranblety to megablety[]

ↀ Unsapech (Bletyclass II) - Megablety to Imailoperitablety[]

  • Megablety (∧)
  • Gigablrty (#)
  • Terablet (7)
  • Petablety (₽)
  • Zetablety (ч)
  • Phiblety (Ф)
  • Iotablety (ι)
  • Unic-rondedblety (ф)
  • Quasionsblety (/\¦^)
  • Dghserblety (Q)
  • Insaimsbleblety (j)
  • Taurus-prosgegrammeniblety (♉ι)
  • Taurus-tonosblety (΄♉)
  • Fetiblety (u)
  • Reasimablety (P)
  • Deimatablety (Ͱ)
  • Everlastingblety ($)
  • Semyablety (¥)
  • The Last symbol (🐕)

$ werklycemsintxum (Bletyclass III) - Imailoperitablety to Dhaxarumblety[]

  • Imailoperitablety ()()
  • Yvffjtfblety (&)
  • Tetghukkiyfblety (%)
  • Hgferblety (÷)
  • Referencesblety (×)
  • Kdrggjblrty (678)
  • Peritamenifiniblety (*)
  • Kahzohblety (क)
  • Nullunblety (o)
  • Tienumblety (१)
  • Tielemblety (२)
  • Rabamblety (३)
  • Hanumblety (४)
  • Situmblety (५)
  • Sebamblety (६)

₽ durenum (Bletyclass IV) - Dhaxarumblety to oitapcbloty rituvnity[]

  • Dhaxarumblety (෧)
  • Infinitymloplityblety (⋈)
  • Unsapechblety (ↀ)
  • Werklycemsintxumblety ($)
  • Durenumblety (₽)

@ Doggyland (Bletyclass V) - oitapcbloty rituvnity to beyond[]

  • Oictabloty rituvnity (€)
  • Zeroblety ((0))
  • Unknownblety (ナмой)
  • Mathisrvblety (_67189)
  • Hnablety (__*%FINALE-BLETY...)
  • Hexagonblety ('()'()')
  • Unicarrowblety (</-)
  • Yin infinity Nandless yang absolute Nandless gods (☯️)
  • Beyond

μ Mariomloplity (Bletyclass VI) - beyond to Numberinity[]

  • Permanusblety ([*])
  • Symbolblety (/' *:)
  • Smithblety (#)
  • Conkeptblety (¦Э¦)
  • Aldebaranbletyblety (¦X¦)
  • Aldebaranbletybletyblety (¦¦X¦¦)
  • Aldebaranblety fixed point (¦.¦X¦.¦ x X)
  • Limitlessfinity (???)
  • The True Hyper Blety (Old: MOST LIMITLESS)
  • All finality (Ф)
  • All finalityfinity (Фф)

€ Dhaxarumdublety (final bletyclass) - Numberinity to ABSOLUTE DONGOLPLEX[]

᥏ Hyper-Dhaxarumdublety (Super-Number Class) - ABSOLUTE DONGOLPLEX to C A N T Y P L A X[]

The Super-Number class contains anything that is not a number, that is, its size is greater than that can be described by numbers, humanity, beings above humanity, or beings below humanity. You can’t describe what something in this class is or isn’t. For a super-number to exist in this bletyclass, it has to be, by the super-number's definition, bigger than ABSOLUTE DONGOLPLEX, and is a super-number.

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