Emendatio ex 23:48, 15 Aprilis 2019 recensere 158.129.160.180 (disputatio) Prima ,Secundum, Tertium et Quatrum Leges Marcelius MARTIROSIANA, \|\|\| zemaitismarcelius@gmail.com \|\| AKADEMIJA edu KALIFORNIJA Tag: Per editorem visualem ← Differentia superior		Emendatio ex 01:53, 16 Aprilis 2019 recensere abrogare Rex tremendae majestatis (disputatio \| conlationes) 1 004 edits Abrogans recensionem 3406604 ab usore 158.129.160.180 (Disputatio \| conlationes) Tag: Undo Differentia proxima →
Linea 3: [[Fasciculus:Theory of impetus.svg\|thumb\|[[Theoria impetus]] stationum trium secundum [[Albertus de Saxonia\|Albertum de Saxonia]].]] '''Mechanica Newtoniana''' [[leges motus Newtoni]] eorumque applicationes ad [[scientia (ratio)\|scientiam]] [[physica]]m antequam theoria [[mechanica quantica\|mechanicae quanticae]] complectitur. Mechanica Newtoniana est formulatio particularis mechanicae classicae ad motionem particularum in spatio [[Euclides\|Euclidiano]] trium dimensionum. ~~--------------------------------------------------------------------------~~ ~~----------------------------------------------------------------------------~~ ~~----------------------------------------------------------------------------~~ ~~MECHANICA MARTIROSIANA M. Leges MARTIROSIANA est Prima Lex:" Integral of O(M1-M2) dx= V^n+1~~ ~~SECUNDUM Lex; :" Integral of LogF(M1+M2)dx=V^2^n+1~~ ~~Tertia Lex: Integral of Log F12 dx =F21~~ ~~\|\|F12=F21 \|\|et \| -F12= -F21 \| [ F12-F21=O\|\| [-F12+F21]=O~~ ~~Quatrum Lex: M. MARTIROSIANA :INTEGRAL OF Log F(M1-M2)dx= V^3^n+1 ==============~~ ~~zemaitismarcelius@gmail.com~~ ~~Akademija edu Kalifornija.~~ ~~MARCELIUS MARTIROSIANAS.~~ ~~Mechanica Martirosiana est "episteGlobalinertreliativistics" Logics est Hegelis Fichte, Džon Locc, Rene Decart.~~ ~~Prima Lex: InerticsClassicalmechanics " Integral of LogO(M1-M2)dx= V^n+1~~ ~~Secundum lex:InerticsClassicalmechanics " Integral of LogF(M1+M2)dx =V^2^n+1~~ ~~Tertia lex:InerticsClsssicalmechanics " Integral of LogF1dx= F2~~ ~~Quatrum Lex:InerticsClassicalmechanics 'Integral of Log F(M1+M2) dx= V^3^n+1~~ ~~zemaitismarcelius@gmail.com akademija edu Kalifornija.~~ == Formae mechanicae Newtoniana ==

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