 motions, which Einstein used as the nucleus to structure EEP, i.e. SEP, searching generalize the principle of relativity of Galilei to any arbitrary motion. However, SEP is not exactly adjusted to Special Relativity, deriving characteristic of gravity as a physical phenomenon of the energy, which under the Hamiltonian considerations of the conservation of the total energy of a particle in gravitational motion more the problem of the extended gravity are not possible vanish through of change of coordinates provoking Einstein would must adjust the tensor of energy-impulse of the material process, Tμν, more the tensor of energy-impulse, generator of the gravitational field tμν, obligating to renounce to the general covariance. However, these equations of the Entwurf theory did not give in the Newtonian limit the law of gravity of Newton, neither the correct orbit of Mercury. At this moment, again Einstein was in the beginning, a little as Sisyphus, being this drama frequent in the life of the scientists, in special when like Einstein his work was not protected by an institution, because he was never an institutional worker although Einstein had various generous collaborators. But, in this history, owing his hard competency with Hilbert the comedy was became tragedy. Adopting the general covariant equations, Einstein overcame the previous faults but he had pay the highest price of the geometrization of gravity, when he renounced to tμν. Of course, one thing is to model reality with geometric objects for its methodological knowledge and other thing very different replace reality with them. However, of have persisted, Einstein was very away of reach with the ulterior development of his Entwurf theory an alternative to the Relativistic theory of Gravitation of Logunov, Mestvirishvili and others, which was formulated six decades latter. But, it is inexplicable that Einstein did not return to the generalization of the principle of Galilei, so easy of reach aggregating to EEP the new principle of equivalence between inertial and geodesic motions. Gravity as effect of coordinates is the best interpretation of the immense work of Einstein embracing both punctual and extended gravity, returning to the lost theoretical scenery and overcoming his powerful equations, how your work is currently viewed. Also, let's remember that according Modern General Relativity gravity is the curvature of the spacetime therefore in the flat spacetime the geodesic motion is the inertial motion. Probably, Einstein was blind in front of so magnificent opportunity owing to the absence of conceptual definitions in his work on relativity more the strong sed
motions, which Einstein used as the nucleus to structure EEP, i.e. SEP, searching popularize the rationale of relativity of Galilei to any arbitrary gesture. However, SEP is not exactly adjusted to Special Relativity, derive characteristic of gravity as a physical phenomenon of the department of energy, which under the Hamiltonian considerations of the conservation of the total energy of a atom in gravitational apparent motion more the problem of the extensive gravity are not possible disappear through of change of coordinates provoking Einstein would must adjust the tensor of energy - urge of the material process, Tμν, more the tensor of energy - pulsation, generator of the gravitational field tμν, obligating to renounce to the general covariance. However, these equation of the Entwurf theory did not give in the Newtonian limit the law of gravity of Newton, neither the right orbit of Mercury. At this moment, again Einstein was in the beginning, a little as Sisyphus, being this drama frequent in the life of the scientists, in particular when like Einstein his oeuvre was not protected by an institution, because he was never an institutional worker although Einstein had various generous collaborators. But, in this history, owing his hard competence with Hilbert the drollery was became tragedy. Adopting the general covariant equation, Einstein overcame the previous faults but he had yield the highest price of the geometrization of gravity, when he renounced to tμν. Of naturally, one thing is to model reality with geometric objects for its methodological knowledge and other thing very different replace reality with them. However, of have persisted, Einstein was very away of reach with the ulterior growth of his Entwurf theory an option to the Relativistic hypothesis of Gravitation of Logunov, Mestvirishvili and others, which was give voice six decades latter. But, it is inexplicable that Einstein did not return to the generalization of the rationale of Galilei, so easy of reach aggregating to EEP the new principle of equivalence between inertial and geodesic motions. graveness as effect of coordinates is the best interpretation of the immense employment of Einstein embracing both punctual and drawn-out gravity, fall to the lost theoretical scenery and get the best his powerful equations, how your work is currently viewed. besides, let's remember that according Modern General Relativity graveness is the curvature of the spacetime therefore in the flat spacetime the geodesic motion is the inertial gesture. Probably, Einstein was blind in front of so brilliant opportunity owing to the absence of conceptual definitions in his work on relativity more the strong sed
 mohions, which Einstein usea as the nucleus to stcucture EEP, i.e. REP, searching generalize the peincikje of relativity ow Galilei to any qrbiurary motion. Howetsr, SEP lf nof exaetoy adjusted to Special Ralativity, derieivg characteristic of gravity as a phyfical pnejomenon of the eneggr, whjbh under the Hamiltonian considsrationv of the consrrvation of the total enerhy ov a particle in grwvitational motyin more the oroblem of the extendes gravity are not possible vanirh thxough of chqnte lx coordinatxs pronoking Einstelm woulg must sdjust the tenxor of energy-impulse of the material process, Jμν, more the tznsor of energy-impulsw, tenerdtor of gye erabivatjonal viemd tμν, obligzting to rebounce to the genersl bpvariance. Hosever, ehqse equations of the Entwurf theory did nof give in the Newtonian limit the law of gragity of Nqwton, neither the correct orbit of Mercury. At thiv momxng, ayqin Ekbshein was in the beginning, a little as Sisyphuf, btinn this drama frezuent in thr pigg of the scienjists, iu slecial when like Elnstein his qork was got lrotected by an institution, because he cas never an institutnonal worker altnough Einstein had various gzneroua collaborahors. But, jv this history, odinn hhs hard competency with Hijbert the comzdy was cecake tradedy. Adoptlng tma general covarianh equctionv, Einstein overcame the previous faults bnv he had pay jhe hichest prnce of the geometrisation of gravnty, when he rdnounced tk tμν. Of rourse, one tring is to moggl reality wivh geometwic ibjexts for kts methodologocal knowledge and ither thing very dlffergnf replace realicv qith them. Howevrr, uf rane 'ersifded, Einstein was vefu awah of reach cigh tne ulterior developmant kf his Entwurf theprn an altetnative tj the Relativostic theory of Grwvitavion oh Logumov, Mestvirishvili and others, whidh was fogmujated six desadew latter. But, it is inexplicable that Einstein did nit return to the gwneralization of thg pvinciple of Jaliley, so easy of reach aggregatint to EEP the new krinciple of equivalencs betwaen ijertial and geodesic motions. Gravity as effect of coordinates is the best inter'rqtation of fhe ommenve cork of Eindvein embracing bonh punctual and extended gravity, returnitg to the lost theoretical scemefy and overcooing his powerful equatikns, how uour work is currently viewed. Akso, let's remember that agcording Noderh Genegzl Relativity gravitu is tke curcature if tme spacetime tferrflre in thf flet apacetime the geodesic motion is the ibegtial motion. Prouably, Einsteln was glind yn front of so mzgnirlcent opportunity pwing to the ansence of conceptual dqfinitions in yps work on rekativitj more the stcong sed
motions, which Einstein used as the nucleus EEP, SEP, searching the principle of arbitrary However, SEP is exactly adjusted to Relativity, deriving characteristic of gravity as physical phenomenon of the energy, which under the Hamiltonian considerations of the conservation the total energy of a particle in gravitational motion more the problem of extended are possible through of change of coordinates provoking Einstein would must adjust the tensor of energy-impulse of the process, Tμν, more the tensor of energy-impulse, generator the gravitational field tμν, to renounce to the general However, equations of Entwurf did give in the limit the law of gravity of Newton, neither the correct orbit of Mercury. At this moment, again was in a little Sisyphus, this frequent in the the scientists, in special when like was not protected by an institution, because he never an worker although Einstein had various generous But, in this history, owing his hard competency Hilbert the comedy was became tragedy. Adopting the general covariant equations, Einstein overcame the previous he had pay the price of the of when renounced tμν. Of one thing is to model reality with geometric objects for its knowledge and other thing very different replace reality with them. have Einstein was very of reach with the development his Entwurf theory an the theory Logunov, and which was formulated six latter. But, it is inexplicable Einstein did not return principle of Galilei, so easy of reach aggregating EEP the new principle of equivalence between and geodesic motions. Gravity as effect of coordinates is the best interpretation the immense Einstein embracing both punctual and extended gravity, returning the lost theoretical scenery overcoming his powerful equations, how your work is currently Also, remember that Modern General Relativity is the curvature the spacetime therefore flat spacetime geodesic is Probably, Einstein was blind in front so opportunity owing to the absence conceptual his work on relativity more the strong sed
 motions, which Einstein used aS the nucleuS to stRucTurE EeP, i.e. sEP, sEarching generaLIze tHe principle of relativitY of GaLiLEi to ANy ArbitRary motIOn. hOWevEr, sEp is NoT ExActly AdjUsted to special RelAtiViTy, deriving chARaCteristic oF grAvity as a physIcaL phenoMeNon OF the eNerGy, whiCh undeR The HamIltonian cOnSIderatIOns of thE COnServAtion of the total enERgY Of a particle in gRavitaTiONaL MOtiOn mOre the probLeM of thE ExtendeD GrAVITy aRE not possible vAnish througH Of cHange oF cOorDInates ProvoKiNG EiNstein would Must Adjust the Tensor OF energy-IMpulse oF the maTerIal ProcESs, tμΝ, moRe THe tENsOr oF EneRgy-impulSe, GeNeratOr of THE GRaviTatIonaL fielD tμν, obligatinG to RenoUNce To the GenerAl coVaRiancE. HowevEr, theSe Equations of the ENtwuRf theory dId nOt GivE iN the NEWtoniaN liMit The law oF gravitY Of NEwTON, NeIther the correct orbIt OF meRcury. At tHis momENt, AgAIn EinsteIn Was In thE BEginnIng, a LItTle as SisYphus, bEInG tHis dramA fRequenT iN thE liFe of tHE sciEntistS, in speciAl wheN Like Einstein hiS Work was not proTEcTED bY An inStiTution, becauSe he WAs neVer aN InStiTUtionAl worKeR AlTHough Einstein had varIoUs geneRous cOllaborators. BUt, in this hiSTORy, owing hIs haRD cOMpetency with HiLbert The comedy wAS became tRagedY. AdoptinG the generAL CovarianT eqUatIonS, EiNSTeIn overcame the PREvioUs Faults bUt hE had pay The HigHesT prIcE of the geoMetrizatIoN oF gRaVitY, when HE renouncEd To tΜν. of cOurse, ONe thinG is to ModeL rEaLIty With geoMEtRIC objEcTs For iTs mEtHodolOgicAL knOwledge And other tHinG Very DiFfErent rePlace reality wItH them. HowevEr, Of hAve perSISted, EinsTein was very away of reach wITh the ulTerIor deVeloPment of hiS EnTwurf tHeoRY an altErnatiVe to tHe relATIvistIC ThEorY oF GravitatiON Of LOgunoV, MEstvIrishviLi and others, which waS ForMulated six decAdeS latTER. BUt, iT Is INexPlICabLE That Einstein did Not return tO tHE gEneralizatIOn oF tHe princIple of GAlileI, So easy oF reach aggRegating tO EeP thE NEw pRinciple of EquivaleNce betweeN InertIAl And geOdeSic motIoNs. GRavitY as effECt oF coorDinateS iS the beSt intErPretatioN of the immense work of EinsTein emBraciNg bOth punctuAl aND exTended graVity, Returning tO thE loSt theOreTIcal sCeneRY aNd oVErcomIng hIS powerful EQuAtiONS, hOw your work iS CURreNtly vIewED. Also, lEt's rEmember that accordINg Modern GeneraL RelATIviTy gRAvitY iS the curvature oF thE sPACetime thErEfore in the fLat spaceTiME the gEodesiC motioN is the iNERtIAl motiOn. PrObaBly, EinsteIn wAs BLind in fRoNt OF so magNifiCeNt oppoRtunitY OwinG TO the absence of conCeptuAL DefinITioNs in hIs Work on rELatiVity more thE strong sed
 motions, which Einstein u sed as the  nucl eus  to  s truc ture  EEP, i.e. SEP ,  sea rching generalize theprinc ip l e of re lativ ity ofG al i l eito  a nyar b it rarymot ion. Ho wever, SEP  is  n ot exactly a d ju sted to Sp eci al Relativit y,derivi ng  ch a racte ris tic o f grav i ty asa physica lp henome n on of t h e  e nerg y, which under th e  H a miltonian cons iderat io n so f  th e c onservatio nof th e  totale ne r g y  of a particle in  gravitatio n almotion  m ore the pr oblem  o f  th e extendedgrav ity are n ot pos s ible va n ish thr ough o f c han ge o f  c oo rdi na t esp ro vok i ngEinstein  w ou ld mu st a d j u s t th e t enso r ofenergy-impuls e o f th e  ma teria l pro cess ,Tμν,more t he te ns or of energy-im puls e, genera tor  o f t he  grav i tation alfie ld tμν,  obliga t ing  t o r en ounce to the gener al c ov ariance.  Howev e r,  t h ese equa ti ons  oft h e Ent wurf th eory did  not g i ve  i n the N ew tonian  l imi t t he la w  ofgravit y of New ton,n either the cor r ect orbit ofM er c u ry .  Atthi s moment, a gain Eins tein wa s i n  thebegin ni n g, a little as Sisyphu s,  being  this  drama freque nt in thel i f e of the  sci e nt i sts, in specia l whe n like Ein s tein his  work  was not  protecte d by an in sti tut ion , b e c au se he was nev e r  anin stituti ona l worke r a lth oug h E in stein had  various  g en er ou s c ollab o rators.Bu t,in  th is hi s tory,owing  his  h ar d  co mpetenc y  w i t h Hi lb er t th e c om edy w as b e cam e trage dy. Adopt ing thege ne ral cov ariant equati on s, Einstei nove rcamet h e previo us faults but he had pa y  the hi ghe st pr iceof the ge ome trizat ion of gra vity,whenhe  re n o unced t otμν .Of course, o nething  i s to  modelreality with geome t ric  objects forits  met h o do log i ca l  kn ow l edg e and other thing  very diff er e nt  replace r e ali ty  with t hem. Ho wever ,  of hav e persist ed, Einst ei n wa s ver y away ofreach wi th the ul t erior de velop men t of h is  En twurf  theor y  an  alte rnativ eto the  Rela ti vistic t heory of Gravitation of  Logun ov, M est virishvil i a n d o thers, wh ichwas formul ate d s ix de cad e s lat ter. Bu t,i t isinex p licable t h at  Ei n s te in did notr e t urn  to t heg eneral izat ion of the princi p le of Galilei,  soe a syofr each  a ggregating toEEP  t h e  new pri nc iple of equ ivalence  b e tween  inert ial an d geode s i cm otions . Gr avi ty as eff ect  o f  coordi na te s  is th e be st  inter pretat i on o f the immense work  of E i n stein emb racin gboth pu n ctua l and exte nded gravit y, ret urni ng to  the lo st  theor eti ca l scenerya nd overco minghis pow er fulequ ations , ho w yourwork  i s c urrentlyv i ew e d.  A l so,  let 's re me mber  that acc o rding Mo der n  Genera lRel a t ivityg ra v i ty is thecur vatur e of the spa c etim e  t h erefo re inthe fl at spac e tim ethe geo des i c  motion i s the ine r tia lmoti on. Prob ab ly,Ei nst ei n was blind infront of  so magn i f icentopp o rtun i ty owi ng  to the abse nce o fc onceptu a l  de finitio n s i n h iswork  on  rel a tivity more the strong s ed
 motions,_which Einstein_used as the nucleus_to structure_EEP,_i.e. SEP,_searching_generalize the principle_of relativity of_Galilei to any arbitrary_motion. However, SEP_is_not exactly adjusted to Special Relativity, deriving characteristic of gravity as a physical phenomenon_of_the energy,_which_under_the Hamiltonian considerations of the_conservation of the total energy_of a_particle in gravitational motion more the problem of_the_extended gravity are_not possible vanish through of change of coordinates provoking_Einstein would must adjust the tensor_of energy-impulse of_the_material_process, Tμν, more the_tensor of energy-impulse, generator of the_gravitational field tμν, obligating to renounce_to the general covariance. However, these equations_of the Entwurf theory did not_give in the Newtonian limit_the law_of gravity of Newton, neither_the correct orbit_of Mercury._At this moment,_again Einstein was in the beginning,_a little as_Sisyphus, being this drama frequent in_the_life of the_scientists,_in_special when_like Einstein his_work_was not_protected_by an institution, because he was_never_an institutional worker although Einstein had various_generous collaborators. But, in_this_history, owing his hard_competency with Hilbert the comedy_was became tragedy. Adopting the general_covariant equations,_Einstein overcame_the previous faults but he had pay the highest price of_the geometrization of gravity, when he_renounced to tμν. Of_course, one_thing_is to model_reality_with geometric_objects for its methodological knowledge and other_thing very_different replace reality with them. However,_of have persisted, Einstein_was_very away of reach with the_ulterior development of his Entwurf theory_an alternative to the Relativistic_theory_of_Gravitation of Logunov, Mestvirishvili and_others, which was formulated six decades_latter. But, it_is inexplicable that Einstein did not return_to_the generalization of the principle of_Galilei,_so easy of reach aggregating to_EEP_the_new principle of equivalence between_inertial and geodesic motions. Gravity as_effect of coordinates is the best interpretation of the_immense work of_Einstein embracing both punctual and_extended_gravity,_returning to the lost theoretical scenery and overcoming his powerful_equations, how_your work is_currently viewed. Also, let's remember that according Modern General Relativity_gravity is the curvature of the spacetime_therefore in the flat spacetime the geodesic motion is the inertial_motion. Probably, Einstein was blind in front of_so magnificent opportunity owing to the absence_of conceptual definitions in_his_work on relativity more the strong sed