In the beginning, he sees, during the Big Bang explosion, a gravy of energy been rapidly accelerated until acquires uniform velocities proportional to their distance toward the center of the explosion. Part of such gravy, at velocity Vt, and the other part, at velocity Vp, in the future, will turn into Milky way – Earth and into galaxy P, respectively.

     In a time T = 13,7 billion years, actual age of universe, he saw:

          - the part of the primordial gravy, at velocity Vt, turns into Milky way (Earth) and covers at uniform
            velocity Vt the distance A, arriving at its actual position L;
          - another part of such gravy, at velocity Vp, turns into galaxy P and reaches its actual position P,
            covering distance B.

     In the age T1 of Universe:

         - the Earth occupies the position L1 after it has covered distance a;
         - the galaxy P occupies position P1 after it has covered distance b;
         - In relation to photons emitted by P on position P1, that ones emitted in direction of Earth on L1,
           are influenced by expansion velocity Vp, changing their emission velocities from c to c2 where
           c2 = c + Vp (figure 03).

     In a time T2:

         - the Earth goes from L1 toward L, covering the distance a1 cat velocity Vt;
         - the galaxy P goes from P1 toward P, covering the distance b1, at velocity Vp;
         - the photon goes from galaxy P, on point P1, toward Earth on L at velocity c2 and it is always
           between Earth and galaxy P.

     The photon, upon arriving at Earth on L, due to velocity Vt of Earth and the aberration effect, changes its velocity from c2 to c, where c1 = c - V.

The light ray:

     - For an observer on P, it moves away at velocity c;
     - For an observer on Earth, it approaches at velocity c1 = c - v ;

Mauricio Effect

     Two any galaxies, such as galaxy P and Milky way (Earth), and the center of universe – Big Bang’s place – grow as time goes always forming equal triangles.

     It can be observed in the animation 3 and in the figure 3, where the triangles OP1L1 and OPL are similar, which leads to angle B remain with the same value.

     It creates an illusion for us on Earth.

      First:

           As we are on the Earth referential, we think that we are standing still and we do not know the value of our expansion velocity V, we just know other ones, such as rotation and translation, through relative observations that explain the phenomenon of day and night and the year seasons.

      Second:

          As the triangles of any galaxy observed by us does not change with the time, it causes that we observe all galaxies always on the same position moving away from us at their deviation velocities Va. It happens because in the triangle OPL both sides OL and OP increases in a uniform way, which leads to side LP, distance between Earth and galaxy P, also grows in a uniform way.

     At the same manner, an observer on any galaxy will always see his visible universe as we see ours. All galaxies deviate from him at their deviation velocities Va that is proportional to their distances toward the observer.

     You can also see:
    
          Big Bang’s place, center of real universe

 Big Bang’s place, center of real universe

      According to Mariana effect, both direction and modulus of expansion velocity of our galaxy does not affect the motions observe don the Earth referential, which are:

          - Photon´s motion;
          - Deviation velocity observed from galaxies.

     Therefore, for any position of Big Bang – center of real universe – such position will not affect the motions observed from the Earth referential or from any galaxy.

Spreadsheet for the calculus of the center of real universe.

     Example:

     If we determine the expansion velocity Vt of Earth and the expansion velocity Vp of a galaxy P, through the age of universe we could calculate the distances A and B toward the center of universe O.

     On the other hand, if we know the value of Z of Redshift of galaxy P we will have its deviation velocity Va. Thus, we can calculate the distance D3 between Earth and galaxy P

     As the parameter T is the same for all sides, we can eliminate it for forming a triangle, which sides are the Vt, Vp e Va.

     Such triangle will just be formed according to the following condition: | Vp – Vt | < Va .

Elaboration of spreadsheet of calculus of Big Bang’s place.

     We already know:

         - The age of universe:............................................  [1] T............................................= 13,7 billion years;
         - The speed of light in vacuum;................................ [2] c ˜ 300.000 Km/s......................= the unit (1);
         - The Redshift of galaxy P is given (CFRS 14.1166):....[3] Z.............................................= 0,9600;
         - The expansion velocity of Earth:..............................[4] V1...........................................= 0,5;
         - The expansion velocity of galaxy P:.........................[5] Vp...........................................= 1,0.

     We can calculate:

         - The deviation velocity of P1:[6]

           - the o co-sine of angle Ô between the directions of expansion of Earth and galaxy P: [7]
 
         - the angle Ô:

            where [8] âng. Ô = arc cos Ô .

     Finally, according to the data obtained:

        - Expansion velocity of P (Vp);
        - Expansion velocity of Earth (Vt);
        - The angle between the directions of expansion velocities of P and Earth (âng. Ô )

     WE can use our spreadsheet of visible universe:
 

Consistence of Mariana Effect

     We will use the galaxy MUNICS S2F1 - 0323, with Redshift Z = 0,9600.

     [1] We will simulate the spreadsheet of calculus of Big Bang’s place with:

          - Vt = 0,5 c;
          - Vp = 1,0 c;

     we have found the following value for angle Ô:

         - Angle Ô = 25,10488336.

     [2] Data obtained from [1]:

          - Vt = 0,5 c;
          - Vp = 1,0 c;
          - Angle Ô = 25,10488336;

We simulated the spreadsheet “Numbers of real universe”.


     [3] Calculating another place of Big Bang with new coordinates using the same spreadsheet of item [1]:

           - Vt = 0,8 c ;
           - Vp = 0,9 c;

     We will find the following value of angle Ô:

    [4] Data obtained from [3]:

          - Vt = 0,8 c;
          - Vp = 0,9 c;
          - ângulo Ô = 39,84944037
 
     We simulated the spreadsheet “Numbers of real universe”.

     [5] with the Redshift of galaxy MUNICS S2F1 - 0323:

          - Z = 0,9600

We simulated the spreadsheet “Numbers of visible universe”.

      [6] We compared the results obtained in the spreadsheets of items [2], [4] and [5]:

      Spreadsheet

     [5] [2] and [4]

      Va = Va = x = D3 = 0,586913
      T2 = T2 = 8,040713
      c1 = c1 = 0,413086
      x1 = D1 = 3,321510
      x2 = D2 = 4,719202
      T1 = T1 = 5,659286
      f' = f’ = 2,253200 x 1014 Hz
      H0 = H0 = 71,386861
      Z(given) = Z(calculated) = 0,9600

The amazing coherence between spreadsheets of visible and real universes.

    We want to emphasize the numeric results obtained by the spreadsheet of real universe (galaxies observed from Big Bang referential) that has information obtained also by the spreadsheet of visible universe (seen by Earth) that are the same numeric values. Certainly, those excess values given in the spreadsheet of visible universe are not accessible for the visible universe, because such results could just be obtained from the referential of absolute space (Big Bang). The most impressive is that any change made on data of the spreadsheet of real universe regarding to “observer” in the absolute space, considering another position for Big Bang’s place, it does not change such values calculated by the spreadsheet of visible universe! It proves the consistence between two spreadsheets confirming the veracity of “Mariana effect”. In addition, it also confirms the veracity of our cosmology by Logical Deductions.