Omega-Prosgegrammenifinity (ῼ) is a number defined by Mathis R.V. It is defined as ⟐ {.I(x+^)xX⟐I.x⟐} ⟐ , where ⟐ is Unifinity.
List of greece-finities from omega-prosgegrammenifinity to Pampian-digammafinity[]
- Omega-Prosgegrammenifinity (ῼ)
- Omega-Oxiafinity (Ώ)
- Omega-Variafinity (Ὼ)
- Omicron-Oxiafinity (Ό)
- Omicron-Variafinity (Ὸ)
- Rho-Dasiafinity (Ῥ)
- Upsilon-Oxiafinity (Ύ)
- Upsilon-Variafinity (Ὺ)
- Upsilon-Macronfinity (Ῡ)
- Upsilon-Vrachyfinity (Ῠ)
- Iota-Oxiafinity (Ί)
- Iota-Variafinity (Ὶ)
- Iota-Macronfinity (Ῑ)
- Iota-Vrachyfinity (Ῐ)
- Eta-Prosgegrammenifinity (ῌ)
- Eta-Oxiafinity (Ή)
- Eta-Variafinity (Ὴ)
- Epsilon-Oxiafinity (Έ)
- Epsilon-Variafinity (Ὲ)
- Alpha-Prosgegrammenifinity (ᾼ)
- Alpha-Oxiafinity (Ά)
- Alpha-Variafinity (Ὰ)
- Alpha-Macronfinity (Ᾱ)
- Alpha-Vrachyfinity (Ᾰ)
- Omega-Dasia-Perispomeni-Programmerfinity (ᾯ)
- Omega-Psili-Perispomeni-Prosgegrammenifinity (ᾮ)
- Omega-Dasia-Oxia-Prosgegrammenifinity (ᾭ)
- Omega-Psili-Oxia-Prosgegrammenifinity (ᾬ)
- Omega-Dasia-Varia-Prosgegrammenifinity (ᾫ)
- Omega-Psili-Varia-Prosgegrammenifinity (ᾪ)
- Omega-Dasia-Prosgegrammenifinity (ᾩ)
- Omega-Psili-Prosgegrammenifinity (ᾨ)
- Eta-Dasia-Perispomeni-Prosgegrammenifinity (ᾟ)
- Eta-Psili-Perispomeni-Prosgegrammenifinity (ᾞ)
- Eta-Dasia-Oxia-Prosgegrammenifinity (ᾝ)
- Eta-Psili-Oxia-Prosgegrammenifinity (ᾜ)
- Eta-Dasia-Varia-Prosgegrammenifinity (ᾛ)
- Eta-Psili-Varia-Prosgegrammenifinity (ᾚ)
- Eta-Dasia-Prosgegrammenifinity (ᾙ)
- Eta-Psili-Prosgegrammenifinity (ᾘ)
- Alpha-Dasia-Perispomeni-Prosgegrammenifinity (ᾏ)
- Alpha-Psili-Perispomeni-Prosgegrammenifinity (ᾎ)
- Alpha-Dasia-Oxia-Prosgegrammenifinity (ᾍ)
- Alpha-Psili-Oxia-Prosgegrammenifinity (ᾌ)
- Alpha-Dasia-Varia-Prosgegrammenifinity (ᾋ)
- Alpha-Psili-Varia-Prosgegrammenifinity (ᾊ)
- Alpha-Dasia-Prosgegrammenifinity (ᾉ)
- Alpha-Psili-Prosgegrammenifinity (ᾈ)
- Omega-Dasia-Perispomenifinity (Ὧ)
- Omega-Psili-Perispomenifinity (Ὦ)
- Omega-Dasia-Oxiafinity (Ὥ)
- Omega-Psili-Oxiafinity (Ὤ)
- Omega-Dasia-Variafinity (Ὣ)
- Omega-Psili-Variafinity (Ὢ)
- Omega-Dasiafinity (Ὡ)
- Omega-Psilifinity (Ὠ)
- Upsilon-Dasia-Perispomenifinity(Ὗ)
- Upsilon-Dasia-Oxiafinity(Ὕ)
- Upsilon-Dasia-Variafinity(Ὓ)
- Upsilon-Dasiafinity(Ὑ)
- Omicron-Dasia-Oxiafinity (Ὅ)
- Omicron-Psili-Oxiafinity (Ὄ)
- Omicron-Dasia-Variafinity (Ὃ)
- Omicron-Psili-Variafinity (Ὂ)
- Omicron-Dasiafinity (Ὁ)
- Omicron-Psilifinity (Ὀ)
- Iota-Dasia-Perispomenifinity (Ἷ)
- Iota-Psili-Perispomenifinity (Ἶ)
- Iota-Dasia-Oxiafinity (Ἵ)
- Iota-Psili-Oxiafinity (Ἴ)
- Iota-Dasia-Variafinity (Ἳ)
- Iota-Psili-Variafinity (Ἲ)
- Iota-Dasiafinity (Ἱ)
- Iota-Psilifinity (Ἰ)
- Eta-Dasia-Perispomenifinity (Ἧ)
- Eta-Psili-Perispomenifinity (Ἦ)
- Eta-Dasia-Oxiafinity (Ἥ)
- Eta-Psili-Oxiafinity (Ἤ)
- Eta-Dasia-Variafinity (Ἣ)
- Eta-Psili-Variafinity (Ἢ)
- Eta-Dasiafinity (Ἡ)
- Eta-Psilifinity (Ἠ)
- Epsilon-Dasia-Oxiafinity (Ἕ)
- Epsilon-Psili-Oxiafinity (Ἔ)
- Epsilon-Dasia-Variafinity (Ἓ)
- Epsilon-Psili-Variafinity (Ἒ)
- Epsilon-Dasiafinity (Ἑ)
- Epsilon-Psilifinity (Ἐ)
- Alpha-Dasia-Perispomenifinity (Ἇ)
- Alpha-Psili-Perispomenifinity (Ἆ)
- Alpha-Dasia-Oxiafinity (Ἅ)
- Alpha-Psili-Oxiafinity (Ἄ)
- Alpha-Dasia-Variafinity (Ἃ)
- Alpha-Psili-Variafinity (Ἂ)
- Alpha-Dasiafinity (Ἁ)
- Alpha-Psilifinity (Ἀ)
- Psifinity (Ψ)
- Rhofinity(Р)
- Pifinity(Π)
- dotted-reversed-sigmafinity(Ͽ)
- dotted-sigmafinity(Ͼ)
- Reversed-sigmafinity(Ͻ)
- Sigmafinity(C)
- Shofinity(Ϸ)
- Kaifinity(Ϗ)
- Upsilon-dialytikafinity(Ÿ)
- Iota-dialytikafinity(ï)
- Chifinity(X)
- Upsilonfinity(Y)
- Taufunity(T)
- Omicronfinity(O)
- Xifinity(Ξ)
- Nufunity(N)
- Iotafinity(I)
- Thetafinity(Ө)
- Etafinity(H)
- Zetafinity(Z)
- Epsilonfinity(E)
- Betafinity(B)
- Alphafinity(A)
- Omega-tonosfinity(`Ω)
- Upsilon-tonosfinity(`Y)
- Omicron-tonosfinity(`O)
- Iota-tonosfinity(`I)
- Eta-tonosfinity(`H)
- Epsilon-tonosfinity(`E)
- Alpha-tonosfinity(`A)
- Pampian-digammafinity(И)