Conlationes usoris 193.219.130.166

12 Aprilis 2023

• 08:4008:40, 12 Aprilis 2023 diff hist +1 290‎ Disputatio:Theoria numerorum ‎ ACADEMIC Universita di STANFORD 9 marte 2o23 ACADEMIC MARCELIUS MARTIROSIANAS Laureates Nobel Expert Garbes Daktaras 2o17 -2o23 Nobelio Diplom study in China-2o22 Tag: Reverted

11 Aprilis 2023

• 10:4210:42, 11 Aprilis 2023 diff hist +299‎ Disputatio:Theoria numerorum ‎ →‎INTEGRAL Log(E)(M)de = C^(n+1) - Primary Lex generale et relativita Speciale 2o17 autor ACADEMIC Universita di Stanford 2o23 9 march: model popliatones genetics maskulino et feminio gen pop[uliaty INTEGRALLOG(Pq)^n Tag: Reverted
• 09:2609:26, 11 Aprilis 2023 diff hist +373‎ Disputatio:Theoria numerorum ‎ →‎INTEGRAL Log(E)(M)de = C^(n+1) - Primary Lex generale et relativita Speciale 2o17 autor ACADEMIC Universita di Stanford 2o23 9 march Tag: Reverted
• 09:2009:20, 11 Aprilis 2023 diff hist +859‎ Disputatio:Theoria numerorum ‎ →‎INTEGRAL Log(E)(M)de = C^(n+1) - Primary Lex generale et relativita Speciale 2o17 autor ACADEMIC Universita di Stanford 2o23 9 march: nova pars Tags: Reverted New topic

4 Aprilis 2023

• 15:0115:01, 4 Aprilis 2023 diff hist +245‎ Numerus naturalis ‎ →‎Historia: 2oo6 AcademiC universita di Stanford 9 marte 2o23 Garbes doctor Atradejas ACADEMIC Universita Di Stanford Pi=4 Kadangi Apskritis est 4 =* 2 = sinx^2+cosx^2 tada 2Pi----8 Pi----x = Pi8/2pi= 8/2=4 ACADEMIC Stanford university Marcelius Martirosianas autor Prima , secundum, tertia lex et quatrum Lex Inerticsclassical Mechanics Tag: Per editorem visualem
• 14:5114:51, 4 Aprilis 2023 diff hist +379‎ Numerus naturalis ‎ IntegraLog(n)(n)dn= O n^o=n+o=n 1^o=1 Pi= 4 Tag: Per editorem visualem

3 Aprilis 2023

• 12:5412:54, 3 Aprilis 2023 diff hist +1 275‎ Numerus naturalis ‎ ACADEMIC Universita di columbija 8 mart 2o23 Marcelius Martirosianas 9 moksliu Atradejas Expert Garbes DaktARAS, Tag: Per editorem visualem

17 Maii 2020

• 10:5910:59, 17 Maii 2020 diff hist +734‎ Theoria numerorum ‎ →‎Principia: {{(a+b^Ln(n)=C^Ln(n) || model epistematematicalLogicsGeometricY et | 11,19,17 51;;;;;;;;; dalinasi O,1 et Andseves PVZ: 1){11/0=o*11=11^o=11}2) 19/0=o*19=19^o=19. Tag: Per editorem visualem