It is a story 'The wall is printed and come off'.
Please imagine it.
It is assumed that first of all, there is a wall in the presence.
And, the state that the wall is passed is assumed to be state A.
However, when the state A is usually used, the wall of ground is passed
as it is.
Then, it is necessary to take shape of jumping into the wall in the
presence to pass the wall in the presence.
Therefore, state A is used momentarily jump into the wall in the
presence.
And, state A is solved momentarily at the time of passed the diving wall
and it lands because ground is passed as it is in state A when landing.
If you solve state A while the wall is being passed ・・・ It is buried
on the wall. However, where will the volume of the amount of the buried
man go?
Do you go out by just that much?
And, when state A is used while buried, ground is passed as it is.
Please imagine it.
It is assumed that first of all, there is a wall in the presence.
And, the state that the wall is passed is assumed to be state A.
However, when the state A is usually used, the wall of ground is passed
as it is.
Then, it is necessary to take shape of jumping into the wall in the
presence to pass the wall in the presence.
Therefore, state A is used momentarily jump into the wall in the
presence.
And, state A is solved momentarily at the time of passed the diving wall
and it lands because ground is passed as it is in state A when landing.
If you solve state A while the wall is being passed ・・・ It is buried
on the wall. However, where will the volume of the amount of the buried
man go?
Do you go out by just that much?
And, when state A is used while buried, ground is passed as it is.