Suppose God exists. Can God create a rock so heavy that even he himself can not lift it?
If there is God, and if he were to attempt such a thing, it would require its placement in physical form. The answer is yes, because he could. In theory an object may be created as such, however under the presumption that God can do so a whole new structure would need to be created outside of time.
“It took ten minutes to walk from MacDonald’s to Burger King”
“The earth takes three hundred and sixty five days to circle the sun”
Is an object stationary?
Is it alive?
Time itself is used as a calculative. It is a measurement; a tool. If you are to calculate the measurement of form or if you are to suggest a fourth dimension in reality one can suggest that as there is movement, there is a calculable figure or shape to which is also a seminal shape, parallel to this shape and can be inverted if you take into account direction of one point ('O'-dimension) or of four points like a square.
It is suggested that as there is a point O, in order to for this to initiate. Because it can repeat itself it would require time measurement to achieve a required invariant.
In the occurrence of
time A - the invention of such structure
time B - in the event of such mass that B time(a stone of mass and structure that it is the whole form in place occurring between A and C in time)
time C – it has repeated
The collapsing of structure is not physical or elemental but particle and in theory requires a time trigger. The metric tensor is a central object in general relativity that describes the local geometry of space-time. Using approximation, the metric can also be thought of as representing the 'gravitational potential'. The metric is a symmetric tensor and is an important mathematical tool. As well as being used to raise and lower tensor appendices, it also generates the connections which are used to construct the geodesic equations of motion.
If there is God, and if he were to attempt such a thing, it would require its placement in physical form. The answer is yes, because he could. In theory an object may be created as such, however under the presumption that God can do so a whole new structure would need to be created outside of time.
“It took ten minutes to walk from MacDonald’s to Burger King”
“The earth takes three hundred and sixty five days to circle the sun”
Is an object stationary?
Is it alive?
Time itself is used as a calculative. It is a measurement; a tool. If you are to calculate the measurement of form or if you are to suggest a fourth dimension in reality one can suggest that as there is movement, there is a calculable figure or shape to which is also a seminal shape, parallel to this shape and can be inverted if you take into account direction of one point ('O'-dimension) or of four points like a square.
It is suggested that as there is a point O, in order to for this to initiate. Because it can repeat itself it would require time measurement to achieve a required invariant.
In the occurrence of
time A - the invention of such structure
time B - in the event of such mass that B time(a stone of mass and structure that it is the whole form in place occurring between A and C in time)
time C – it has repeated
The collapsing of structure is not physical or elemental but particle and in theory requires a time trigger. The metric tensor is a central object in general relativity that describes the local geometry of space-time. Using approximation, the metric can also be thought of as representing the 'gravitational potential'. The metric is a symmetric tensor and is an important mathematical tool. As well as being used to raise and lower tensor appendices, it also generates the connections which are used to construct the geodesic equations of motion.