It can be stated: in different places may perform any number of actions, but only one time. However, each separate action can be taken only in some one place. This means that at one time may be a lot of action and there may be many places where these actions are performed, but the number of actions must be equal to the number of seats. It is known that in one place may be only one action, and if action a lot, and places should be plenty. Actions can be different or identical in content. The same acts committed at the same time, but different people are different actions. It is clear that actions must be perfect in different places, because in one place at one time cannot be done on different actions.
One time different time, same place and different place, one action and a lot of action (different actions). The total time can be only one, but a lot of private, individual time. Total place can only be one thing, but a lot of private, specific places. The total effect can be only one and a lot of private, individual actions.
The concept of "many" and "different" allow you to have an unlimited number of variations of time, place and action in conjunction with each other. Trekhsvyatskaya system of three-dimensional becomes multi-dimensional. Conditional and infinite gradations of time and place, time and action, action and place can simultaneously be an infinite number of actions, forming an infinite number of places, and the gradation infinite time and infinite time. But while maintaining the principle of unity of time, place and action, i.e. at one time in one place may be completely one action.
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One time different time, same place and different place, one action and a lot of action (different actions). The total time can be only one, but a lot of private, individual time. Total place can only be one thing, but a lot of private, specific places. The total effect can be only one and a lot of private, individual actions.
The concept of "many" and "different" allow you to have an unlimited number of variations of time, place and action in conjunction with each other. Trekhsvyatskaya system of three-dimensional becomes multi-dimensional. Conditional and infinite gradations of time and place, time and action, action and place can simultaneously be an infinite number of actions, forming an infinite number of places, and the gradation infinite time and infinite time. But while maintaining the principle of unity of time, place and action, i.e. at one time in one place may be completely one action.