1. Euclidean Reality The new philosophy… W. Nawrot

2. WHY? If the theory is very complicated it can be the result of the fact that: the reality is really very complicated or it can be a result of adopting wrong assumptions as the basis of the model of reality. The reality should be as simple as possible. If the reality is four dimensional it should be Euclidean regardless of its shape that we are able to perceive, because observation can give us a false picture of the reality; example: look at the sky. Observed routes of planets on the firmament

3. According to the new model in the hitherto theory the following mistake was made: IT WAS ASSUMED THAT THE OBSERVED DIMENSIONS OF TIME AND SPACE ARE THE TRUE DIMENSIONS CREATING THE REALITY Through centuries people believed that the complicated observed routes of planets are the ones that the planets are really travelling along in the Universe. Aren't we making the same mistake believing that the observed dimensions of time and space are the true ones creating the reality?

4. The idea of the new model: the hitherto model the new model

5. What does the reality look like? 4 dimensional and Euclidean - FER Four dimensional Euclidean Realty Absolute (you can call it Ether) We do not observe the dimensions of the reality We are interpreting certain directions in the FER as the space- and time-dimensions None of the dimensions of the FER is assigned in advance as the time- or space-dimension. To underline the difference between the absolute dimensions and the observed xyzt ones, the absolute dimensions creating the FER are denoted as abcd. The reality is:

6. What are we able to observe? Time In the FER, motion is measured in relation to the complex SUPERTIME. For the time being it’s enough to say that the time measured by the observer’s clock is equal to the length of the trajectory the body has passed. The direction in FER which is the trajectory of an observer is interpreted as the time dimension. Each observer is interpreting different direction in FER as the time dimension.

7. What are we able to observe? Space If the equation of the space time interval for these two observers is to be satisfied (in the Euclidean reality), then the directions perpendicular to the trajectory of an observed object should be interpreted as the space dimensions. If one and the same observer observes different objects, then he interpretes different directions in FER as the space dimensions.

8. If the equation of the space time interval for these two observers is to be satisfied (in the Euclidean reality), then the directions perpendicular to the trajectory of an observed object should be interpreted as the space dimensions. If one and the same observer observes different objects, then he interpretes different directions in FER as the space dimensions. What are we able to observe? Space

9. What are we able to observe? The velocity The relative velocity is equal to the sinus of an angle between trajectories of objects and cannot exceed the value of 1. IMPORTANT: The observed velocity has nothing to do with the motion of objects along their trajectories in the absolute reality - FER. These are now two separate phenomena.

10. What are we able to observe? The relativistic effects The time dilation is not the real dilation now but it is only an effect of the manner of perfoming observation (the space axis of an observer is perpendicular to the time axis of an observed object).

11. What are we able to observe? Mutual observation "1" observes "2" "2" observes "1" The observed time dilation is not the real dilation. It is only a result of manner of performing the observation. Only the change in velocity is responsible for changing the observed time dilation into a real one. Pure velocity is not the source of real time dilation any more (more: euclideanreality.com)

12. The quantum is emitted along trajectory perpendicular to the trajectory of the body: t' The trajectory of the quantum is carried along the trajectory of an observer. If the quantum passes the distance Δx1 or Δx2 along its tra- jectory, the trajectory of quantum will be carried for distance respectively Δt1 or Δt2 along the trajectory of the observer. In the vacuum Δxi = Δti V=Δxi/Δti =1 Speed of light

13. The speed of light and the speed of objects are two different phenomena. Speed of light The resultant trajectory of quantum depends on the trajectory of the observer receiving the quantum. It means that each quantum, already in the moment of emission, knows where and when it will be received. There is no emission of quantum anywhere into space. Therefore the emission of quantum seems to be a result of some kind of instant interaction between two distant bodies.

14. SUPERTIME Defining motion in FER requires some kind of time that the motion is related to. It is named SUPERTIME. The greater distance in space, the shorter "distance" in time. SUPERTIME is equal to distance in FER and does not depend on the shape of the trajectory. Time depends on the shape of trajectory: the more complicated trajectory, the shorter time.

15. CONCLUSIONS New philosophy of reality (objective: non- observable, absolute; and observed: in which dimensions are the directions depending on currently observed objects) Distinction between absolute motion (along trajectory) and relative motion (angle between trajectories) A relative velocity and the speed of light are two separate phenomena

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