Every P01 is eventually followed by a P02.;G( P01 -> F P02 )
1. Each instance of P01 is succeeded by an instance of P02.;G( P01 -> F P02 )
2. Following every occurrence of P01, P02 ensues.;G( P01 -> F P02 )
3. There is a subsequent occurrence of P02 after every instance of P01.;G( P01 -> F P02 )
4. Every occurrence of P01 is eventually succeeded by P02.;G( P01 -> F P02 )
5. P02 follows every instance of P01.;G( P01 -> F P02 )
6. After every instance of P01, a P02 occurs.;G( P01 -> F P02 )
7. Every time P01 occurs, it's followed by P02.;G( P01 -> F P02 )
8. For every occurrence of P01, a subsequent occurrence of P02 is assured.;G( P01 -> F P02 )
9. P02 always follows P01.;G( P01 -> F P02 )
10. Upon every occurrence of P01, P02 ensues.;G( P01 -> F P02 )
11. There's always a P02 following a P01.;G( P01 -> F P02 )
12. A P02 is guaranteed to follow every P01.;G( P01 -> F P02 )
13. Each time P01 occurs, P02 follows.;G( P01 -> F P02 )
14. Following each instance of P01, there is an occurrence of P02.;G( P01 -> F P02 )
15. P02 invariably follows P01.;G( P01 -> F P02 )
16. Every P01 is followed, in time, by a P02.;G( P01 -> F P02 )
17. Each occurrence of P01 is followed by P02.;G( P01 -> F P02 )
18. Whenever P01 occurs, P02 follows.;G( P01 -> F P02 )
19. Every P01 occurrence is succeeded by a P02 occurrence.;G( P01 -> F P02 )
20. A P02 occurrence is certain to follow every P01 occurrence.;G( P01 -> F P02 )
It is never the case that P01 and P02 hold at the same time.;G(!(P01 & P02))
1. P01 and P02 never hold simultaneously.;G(!(P01 & P02))
2. It is not the case that P01 and P02 ever hold at the same time.;G(!(P01 & P02))
3. P01 and P02 holding at the same time is an impossibility.;G(!(P01 & P02))
4. There is never a time where both P01 and P02 hold.;G(!(P01 & P02))
5. Never do P01 and P02 hold concurrently.;G(!(P01 & P02))
6. At no point do P01 and P02 hold together.;G(!(P01 & P02))
7. It’s impossible for P01 and P02 to hold at the same time.;G(!(P01 & P02))
8. P01 and P02 cannot hold at the same time.;G(!(P01 & P02))
9. There's no instance where P01 and P02 hold simultaneously.;G(!(P01 & P02))
10. It cannot be the case that both P01 and P02 hold at the same time.;G(!(P01 & P02))
11. There is no scenario where P01 and P02 hold together.;G(!(P01 & P02))
12. The co-occurrence of P01 and P02 holding is never the case.;G(!(P01 & P02))
13. It is ruled out that P01 and P02 hold at the same time.;G(!(P01 & P02))
14. There’s never a situation where P01 and P02 hold at the same time.;G(!(P01 & P02))
15. It's an impossibility for P01 and P02 to hold concurrently.;G(!(P01 & P02))
16. Simultaneous holding of P01 and P02 never happens.;G(!(P01 & P02))
17. Both P01 and P02 holding at once is never the case.;G(!(P01 & P02))
18. There is no circumstance where both P01 and P02 hold.;G(!(P01 & P02))
19. At no time do P01 and P02 hold simultaneously.;G(!(P01 & P02))
20. It's ruled out for P01 and P02 to hold at the same time.;G(!(P01 & P02))
Whenever P01 is enabled, P02 is enabled three steps later.;G(P01 -> X (X (X P02)))
1. When P01 is activated, P02 becomes active three steps afterward.;G(P01 -> X (X (X P02)))
2. Upon the enabling of P01, P02 is enabled three steps subsequently.;G(P01 -> X (X (X P02)))
3. The activation of P01 leads to the activation of P02 three steps later.;G(P01 -> X (X (X P02)))
4. P02 is enabled three steps subsequent to the enabling of P01.;G(P01 -> X (X (X P02)))
5. Every time P01 is enabled, P02 is enabled three steps following.;G(P01 -> X (X (X P02)))
6. Following the activation of P01, P02 is activated three steps later.;G(P01 -> X (X (X P02)))
7. When P01 is turned on, P02 is turned on three steps later.;G(P01 -> X (X (X P02)))
8. The enabling of P01 triggers the enabling of P02 three steps afterward.;G(P01 -> X (X (X P02)))
9. Whenever P01 is activated, it results in the activation of P02 three steps later.;G(P01 -> X (X (X P02)))
10. On the occasion of P01 being enabled, P02 is enabled three steps subsequently.;G(P01 -> X (X (X P02)))
11. With the activation of P01, P02 gets enabled three steps later.;G(P01 -> X (X (X P02)))
12. After P01 is enabled, P02 is enabled three steps later.;G(P01 -> X (X (X P02)))
13. P02 gets enabled three steps post the enabling of P01.;G(P01 -> X (X (X P02)))
14. Subsequent to P01's enabling, P02 is enabled three steps later.;G(P01 -> X (X (X P02)))
15. In the event of P01's activation, P02 is activated three steps afterward.;G(P01 -> X (X (X P02)))
16. P02 is activated three steps following the activation of P01.;G(P01 -> X (X (X P02)))
17. Whenever P01 gets enabled, P02 gets enabled three steps later.;G(P01 -> X (X (X P02)))
18. P02 becomes active three steps subsequent to the enabling of P01.;G(P01 -> X (X (X P02)))
19. P01's activation leads to P02's activation three steps subsequently.;G(P01 -> X (X (X P02)))
20. After the turning on of P01, P02 is turned on three steps later.;G(P01 -> X (X (X P02)))
P03 must hold everywhere until from some point on, P04 holds infinitely often.;P03 U (G (F P04))
1. P03 must be upheld everywhere, until at a certain point, P04 becomes infinitely recurring.;P03 U (G (F P04))
2. P03 should remain valid everywhere up until a point where P04 takes over and holds infinitely often.;P03 U (G (F P04))
3. P03 is to be maintained universally until a specific juncture, beyond which P04 holds infinitely often.;P03 U (G (F P04))
4. P03 must prevail in all cases until, from a certain point onward, P04 holds with infinite recurrence.;P03 U (G (F P04))
5. P03 should be the case everywhere until at a certain point, P04 starts holding infinitely often.;P03 U (G (F P04))
6. P03 must be the prevailing condition until a particular point, beyond which P04 holds infinitely often.;P03 U (G (F P04))
7. P03 is required to hold across the board until, from a certain point, P04 holds with infinite frequency.;P03 U (G (F P04))
8. P03 needs to be the state everywhere until a specific point, post which P04 holds infinitely often.;P03 U (G (F P04))
9. P03 has to be maintained everywhere until a particular point, after which P04 holds infinitely often.;P03 U (G (F P04))
10. The condition P03 must hold universally until a certain point, beyond which P04 holds infinitely often.;P03 U (G (F P04))
11. P03 should hold consistently everywhere until a particular point, after which P04 holds infinitely often.;P03 U (G (F P04))
12. P03 must hold true in every instance until a particular juncture, post which P04 holds infinitely often.;P03 U (G (F P04))
13. P03 is to be upheld in all scenarios until a certain point, post which P04 holds infinitely often.;P03 U (G (F P04))
14. It's necessary for P03 to hold throughout until a specific point, after which P04 holds infinitely often.;P03 U (G (F P04))
15. P03 needs to be the prevailing scenario until a certain point, beyond which P04 holds infinitely often.;P03 U (G (F P04))
16. P03 must hold uniformly until a specific point, beyond which P04 recurs infinitely.;P03 U (G (F P04))
17. P03 is mandated to hold everywhere until a certain point, post which P04 holds infinitely often.;P03 U (G (F P04))
18. P03 has to hold true everywhere until a certain juncture, beyond which P04 holds infinitely often.;P03 U (G (F P04))
19. P03 should prevail everywhere until a particular point, after which P04 holds infinitely often.;P03 U (G (F P04))
20. P03 must be the situation everywhere until a specific juncture, beyond which P04 holds infinitely often.;P03 U (G (F P04))
If P05 holds at some point, P06 has to hold somewhere beforehand.;(F P05) -> (!P05 U (P06 & !P05))
1. If P05 is true at a certain point, P06 must be true at some earlier point.;(F P05) -> (!P05 U (P06 & !P05))
2. In case P05 is valid at a particular point, P06 has to be valid at a preceding point.;(F P05) -> (!P05 U (P06 & !P05))
3. Should P05 hold at a given point, P06 has to hold at a point before that.;(F P05) -> (!P05 U (P06 & !P05))
4. Whenever P05 holds at some point, P06 must hold at a point prior to that.;(F P05) -> (!P05 U (P06 & !P05))
5. If P05 is the case at a specific point, then P06 must be the case at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
6. In the event that P05 holds at a certain point, P06 has to hold at a point beforehand.;(F P05) -> (!P05 U (P06 & !P05))
7. If at any point P05 holds, P06 must have held at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
8. Should P05 be true at a given point, P06 must be true at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
9. Whenever P05 is true at a certain point, P06 must be true at a preceding point.;(F P05) -> (!P05 U (P06 & !P05))
10. If P05 applies at a particular point, P06 has to apply at a point prior to that.;(F P05) -> (!P05 U (P06 & !P05))
11. In case P05 applies at a certain point, P06 must apply at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
12. Should P05 apply at a given point, P06 has to apply at a point before that.;(F P05) -> (!P05 U (P06 & !P05))
13. Whenever P05 applies at some point, P06 must apply at a point prior to that.;(F P05) -> (!P05 U (P06 & !P05))
14. If P05 is applicable at a specific point, then P06 must be applicable at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
15. In the event that P05 is applicable at a certain point, P06 has to be applicable at a point beforehand.;(F P05) -> (!P05 U (P06 & !P05))
16. If at any point P05 is applicable, P06 must have been applicable at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
17. Should P05 be valid at a given point, P06 must be valid at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
18. Whenever P05 is valid at a certain point, P06 must be valid at a preceding point.;(F P05) -> (!P05 U (P06 & !P05))
19. If P05 prevails at a particular point, P06 has to prevail at a point prior to that.;(F P05) -> (!P05 U (P06 & !P05))
20. In case P05 prevails at a certain point, P06 must prevail at an earlier point.;(F P05) -> (!P05 U (P06 & !P05))
Whenever P03 holds, P02 holds as well.;G(P03 -> P02)
1. Whenever P03 is true, P02 is true as well.;G(P03 -> P02)
2. If P03 holds, then P02 holds.;G(P03 -> P02)
3. P02 holds whenever P03 holds.;G(P03 -> P02)
4. Every time P03 holds, P02 does too.;G(P03 -> P02)
5. P02 is true whenever P03 is true.;G(P03 -> P02)
6. Whenever P03 is the case, P02 is the case as well.;G(P03 -> P02)
7. If P03 is true, then P02 is true.;G(P03 -> P02)
8. Any time P03 holds, P02 holds as well.;G(P03 -> P02)
9. The holding of P03 implies the holding of P02.;G(P03 -> P02)
10. The truth of P03 entails the truth of P02.;G(P03 -> P02)
11. P02 holding is implied by P03 holding.;G(P03 -> P02)
12. There's a holding of P02 whenever there's a holding of P03.;G(P03 -> P02)
13. The occurrence of P03 necessitates the occurrence of P02.;G(P03 -> P02)
14. P02's holding is a consequence of P03's holding.;G(P03 -> P02)
15. P02 holds true whenever P03 holds true.;G(P03 -> P02)
16. In every instance that P03 holds, P02 holds.;G(P03 -> P02)
17. P03 holding invariably implies P02 holding.;G(P03 -> P02)
18. The holding of P02 is a direct result of the holding of P03.;G(P03 -> P02)
19. P02 is the case whenever P03 is the case.;G(P03 -> P02)
20. P03's truth implies P02's truth.;G(P03 -> P02)
Both P02 and P01 hold in every time step.;G (P02 && P01)
1. P02 and P01 are maintained through all time steps.;G (P02 && P01)
2. At each time step, both P02 and P01 remain true.;G (P02 && P01)
3. P02 and P01 persist in every time step.;G (P02 && P01)
4. The truth of P02 and P01 is preserved in every time step.;G (P02 && P01)
5. Both P02 and P01 are upheld throughout all time steps.;G (P02 && P01)
6. The validity of P02 and P01 extends through every time step.;G (P02 && P01)
7. P02 and P01 sustain their truth in each time step.;G (P02 && P01)
8. In every time step, P02 and P01 are held true.;G (P02 && P01)
9. Throughout all time steps, both P02 and P01 are sustained.;G (P02 && P01)
10. P02 and P01 continue to hold in each time step.;G (P02 && P01)
11. Every time step maintains the truth of P02 and P01.;G (P02 && P01)
12. In each time step, the truth of P02 and P01 is retained.;G (P02 && P01)
13. Both P02 and P01 sustain through every time step.;G (P02 && P01)
14. The hold of P02 and P01 continues through all time steps.;G (P02 && P01)
15. P02 and P01 are continually held true in every time step.;G (P02 && P01)
16. The truth of both P02 and P01 persists through each time step.;G (P02 && P01)
17. Throughout each time step, P02 and P01 remain valid.;G (P02 && P01)
18. Each time step upholds the validity of P02 and P01.;G (P02 && P01)
19. Continuously, P02 and P01 hold true in every time step.;G (P02 && P01)
20. All time steps uphold the truth of both P02 and P01.;G (P02 && P01)
P02 holds always and whenever P03 holds, P01 does not hold.;G P02 && G(P03 -> !P01)
1. Whenever P02 is true and P03 is true, P01 is false.;G P02 && G(P03 -> !P01)
2. P02 is always true, and whenever P03 is true, P01 is false.;G P02 && G(P03 -> !P01)
3. It's always the case that P02 holds, and whenever P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
4. P02 is perpetually true, and whenever P03 is, P01 isn't.;G P02 && G(P03 -> !P01)
5. The truth of P02 is constant, and if P03 is true, P01 is false.;G P02 && G(P03 -> !P01)
6. P02 is always the case, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
7. P02 holds at all times, and whenever P03 holds, P01 does not hold.;G P02 && G(P03 -> !P01)
8. It is always the case that P02 is true, and whenever P03 is true, P01 is false.;G P02 && G(P03 -> !P01)
9. P02 always holds, and on the occasions that P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
10. P02 remains true, and whenever P03 is true, P01 is false.;G P02 && G(P03 -> !P01)
11. The statement P02 holds invariably, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
12. P02 is always holding, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
13. P02 always remains true, and whenever P03 holds, P01 remains false.;G P02 && G(P03 -> !P01)
14. P02 persistently holds, and whenever P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
15. P02 holds without exception, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
16. It is unvaryingly the case that P02 holds, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
17. P02 holds continuously, and whenever P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
18. Without exception, P02 holds, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
19. P02 is invariably true, and whenever P03 holds, P01 is not.;G P02 && G(P03 -> !P01)
20. P02 perpetually holds true, and when P03 holds, P01 does not.;G P02 && G(P03 -> !P01)
If it is the case that every P01 is eventually followed by a P02, then P03 needs to holds infinitely often.;G(P01 -> F P02) -> G F P03
1. Should every instance of P01 be followed by a P02, it's imperative that P03 is observed infinitely often.;G(P01 -> F P02) -> G F P03
2. In the event that each occurrence of P01 is succeeded by a P02, P03 must be upheld infinitely often.;G(P01 -> F P02) -> G F P03
3. If every P01 is succeeded by a P02, then P03 must hold on an infinite number of occasions.;G(P01 -> F P02) -> G F P03
4. It's a necessity for P03 to hold infinitely often, provided every P01 is followed by a P02.;G(P01 -> F P02) -> G F P03
5. Whenever a P01 is followed by a P02, it's required for P03 to hold infinitely often.;G(P01 -> F P02) -> G F P03
6. Given that each P01 is followed by a P02, P03 needs to hold infinitely often.;G(P01 -> F P02) -> G F P03
7. It's mandatory for P03 to be upheld infinitely often if every P01 is succeeded by a P02.;G(P01 -> F P02) -> G F P03
8. In instances where every P01 is followed by a P02, it's necessary for P03 to hold infinitely often.;G(P01 -> F P02) -> G F P03
9. Assuming every occurrence of P01 is succeeded by a P02, then P03 needs to hold infinitely often.;G(P01 -> F P02) -> G F P03
10. It is required for P03 to hold infinitely often if each P01 is followed by a P02.;G(P01 -> F P02) -> G F P03
11. If it so happens that every P01 is succeeded by a P02, then P03 must be observed infinitely often.;G(P01 -> F P02) -> G F P03
12. In circumstances where each P01 is followed by a P02, it's imperative that P03 holds infinitely often.;G(P01 -> F P02) -> G F P03
13. It's essential for P03 to hold infinitely often whenever a P01 is followed by a P02.;G(P01 -> F P02) -> G F P03
14. Should it be the case that every P01 is succeeded by a P02, P03 needs to be upheld infinitely often.;G(P01 -> F P02) -> G F P03
15. In a scenario where each P01 is followed by a P02, P03 must hold infinitely often.;G(P01 -> F P02) -> G F P03
16. Whenever a P01 is succeeded by a P02, it becomes necessary for P03 to hold infinitely often.;G(P01 -> F P02) -> G F P03
17. It's a requirement that P03 holds infinitely often, should every P01 be followed by a P02.;G(P01 -> F P02) -> G F P03
18. Given the condition where every P01 is followed by a P02, P03 needs to be observed infinitely often.;G(P01 -> F P02) -> G F P03
19. If every occurrence of P01 is succeeded by a P02, it's essential that P03 holds infinitely often.;G(P01 -> F P02) -> G F P03
20. It's obligatory for P03 to hold infinitely often if each P01 is succeeded by a P02.;G(P01 -> F P02) -> G F P03
If P03 holds infinitely often, then P02 holds infinitely often as well.;G F P03 -> G F P02
1. If P03 holds true infinitely often, then P02 also holds true infinitely often.;G F P03 -> G F P02
2. Whenever P03 holds infinitely often, P02 holds infinitely often as well.;G F P03 -> G F P02
3. If P03 occurs infinitely often, then P02 occurs infinitely often as well.;G F P03 -> G F P02
4. In the case that P03 holds infinitely often, P02 will hold infinitely often too.;G F P03 -> G F P02
5. P02 holds infinitely often whenever P03 holds infinitely often.;G F P03 -> G F P02
6. Should P03 hold infinitely often, P02 will also hold infinitely often.;G F P03 -> G F P02
7. Whenever P03 holds true infinitely often, P02 holds true infinitely often as well.;G F P03 -> G F P02
8. If P03 is true infinitely often, then P02 is true infinitely often as well.;G F P03 -> G F P02
9. In instances where P03 holds infinitely often, P02 holds infinitely often too.;G F P03 -> G F P02
10. P02 will hold infinitely often if P03 holds infinitely often.;G F P03 -> G F P02
11. Given that P03 holds infinitely often, P02 will hold infinitely often as well.;G F P03 -> G F P02
12. P02 is true infinitely often whenever P03 is true infinitely often.;G F P03 -> G F P02
13. Every time P03 holds infinitely often, P02 holds infinitely often too.;G F P03 -> G F P02
14. If it happens that P03 holds infinitely often, then it's the case that P02 holds infinitely often as well.;G F P03 -> G F P02
15. P02 holds infinitely often in the scenario that P03 holds infinitely often.;G F P03 -> G F P02
16. In the event that P03 holds infinitely often, so will P02 hold infinitely often.;G F P03 -> G F P02
17. P02 follows suit in holding infinitely often if P03 holds infinitely often.;G F P03 -> G F P02
18. If the condition of P03 holding infinitely often is met, then P02 will hold infinitely often as well.;G F P03 -> G F P02
19. It is the case that if P03 holds infinitely often, then P02 holds infinitely often too.;G F P03 -> G F P02
20. The occurrence of P02 holding infinitely often is ensured if P03 holds infinitely often.;G F P03 -> G F P02
Either P01 or P02 holds infinitely often;G F P01 || G F P02
1. P01 or P02 holds true infinitely often.;G F P01 || G F P02
2. Infinitely often, either P01 or P02 holds.;G F P01 || G F P02
3. There are infinite occurrences where either P01 or P02 holds.;G F P01 || G F P02
4. It occurs infinitely often that either P01 or P02 holds.;G F P01 || G F P02
5. The statement holds infinitely often for either P01 or P02.;G F P01 || G F P02
6. P01 or P02 is the case infinitely often.;G F P01 || G F P02
7. On infinite occasions, either P01 or P02 holds.;G F P01 || G F P02
8. The condition of P01 or P02 holds infinitely often.;G F P01 || G F P02
9. There are infinite instances where either P01 or P02 holds.;G F P01 || G F P02
10. P01 or P02 holds in an infinite number of cases.;G F P01 || G F P02
11. Infinitely often, the condition of either P01 or P02 holds.;G F P01 || G F P02
12. In infinite occurrences, either P01 or P02 holds.;G F P01 || G F P02
13. The holding of P01 or P02 occurs infinitely often.;G F P01 || G F P02
14. Infinitely often, the scenario is such that either P01 or P02 holds.;G F P01 || G F P02
15. Either P01 or P02 proves true infinitely often.;G F P01 || G F P02
16. P01 or P02 is validated infinitely often.;G F P01 || G F P02
17. The validity of either P01 or P02 occurs infinitely often.;G F P01 || G F P02
18. Infinitely often, the truth of either P01 or P02 holds.;G F P01 || G F P02
19. P01 or P02 sustains infinitely often.;G F P01 || G F P02
20. The statements P01 or P02 hold true infinitely often.;G F P01 || G F P02
P04 never holds from some point in time on.;F G ! P04
1. P04 ceases to hold from a certain moment onwards.;F G ! P04
2. From a specific point in time forward, P04 no longer holds.;F G ! P04
3. P04 does not hold from a certain point in time onward.;F G ! P04
4. Starting from a particular time, P04 no longer holds.;F G ! P04
5. There's a point in time from which P04 no longer holds.;F G ! P04
6. From a certain moment onward, P04 ceases to hold.;F G ! P04
7. There exists a point in time after which P04 does not hold.;F G ! P04
8. P04 stops holding from a certain time forward.;F G ! P04
9. At some point in time, P04 ceases to hold thereafter.;F G ! P04
10. P04's hold ceases from a specific point in time.;F G ! P04
11. Beyond a certain point in time, P04 no longer holds.;F G ! P04
12. P04 no longer holds from a particular point in time on.;F G ! P04
13. From a definite point in time onwards, P04 does not hold.;F G ! P04
14. P04 ceases to be the case from a certain point in time.;F G ! P04
15. There's a specific time from which P04 no longer holds.;F G ! P04
16. P04 no longer remains valid from a certain point in time.;F G ! P04
17. From a certain point in time, P04 ceases to be valid.;F G ! P04
18. The hold of P04 discontinues from a certain point in time.;F G ! P04
19. P04's validity ceases from a particular point in time onward.;F G ! P04
20. From some point in time forward, P04 discontinues to hold.;F G ! P04
Whenever P01 and P02 do not hold, P03 holds eventually.;G (!(P01 && P02) -> F P03)
1. If P01 and P02 are not satisfied, then P03 will be satisfied eventually.;G (!(P01 && P02) -> F P03)
2. P03 will hold eventually when either P01 or P02, or both, do not hold.;G (!(P01 && P02) -> F P03)
3. Whenever P01 and P02 both do not hold, P03 will eventually hold.;G (!(P01 && P02) -> F P03)
4. If neither P01 nor P02 hold, then eventually P03 will hold.;G (!(P01 && P02) -> F P03)
5. In the absence of P01 and P02 holding, P03 will hold at some point in the future.;G (!(P01 && P02) -> F P03)
6. When P01 and P02 fail to hold, P03 will hold at some future time.;G (!(P01 && P02) -> F P03)
7. If P01 and P02 are not both satisfied, then P03 will be satisfied eventually.;G (!(P01 && P02) -> F P03)
8. P03 will eventually hold if P01 and P02 do not.;G (!(P01 && P02) -> F P03)
9. Whenever P01 and P02 don't hold, P03 will hold at a later time.;G (!(P01 && P02) -> F P03)
10. Should P01 and P02 not hold, P03 will hold in due course.;G (!(P01 && P02) -> F P03)
11. P03 is guaranteed to hold eventually if either P01 or P02, or both, do not hold.;G (!(P01 && P02) -> F P03)
12. When both P01 and P02 do not hold, P03 will hold eventually.;G (!(P01 && P02) -> F P03)
13. If the conditions P01 and P02 do not hold, P03 will hold at a later point.;G (!(P01 && P02) -> F P03)
14. P03 will come to hold if P01 and P02 do not hold concurrently.;G (!(P01 && P02) -> F P03)
15. In cases where P01 and P02 do not hold, P03 will eventually hold.;G (!(P01 && P02) -> F P03)
16. When P01 and P02 are not met, P03 will be met eventually.;G (!(P01 && P02) -> F P03)
17. Should neither P01 nor P02 hold, P03 will hold eventually.;G (!(P01 && P02) -> F P03)
18. If P01 and P02 are not fulfilled, P03 will be fulfilled eventually.;G (!(P01 && P02) -> F P03)
19. P03 will hold in the future if P01 and P02 do not hold.;G (!(P01 && P02) -> F P03)
20. In the scenario where P01 and P02 do not hold, P03 will take hold eventually.;G (!(P01 && P02) -> F P03)
P02 and P04 never occur at the same time but one of them holds in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
1. P02 and P04 are never true simultaneously, though in every time step, one of them is true.;G(!(P02 &&P04)) && G(P02 || P04)
2. It's never the case that P02 and P04 are both true at the same time. however, at every time step, one of them is indeed true.;G(!(P02 &&P04)) && G(P02 || P04)
3. P02 and P04 never co-occur, but one of them is always true in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
4. It's not possible for P02 and P04 to be true at the same time, but in every time step, one of them holds true.;G(!(P02 &&P04)) && G(P02 || P04)
5. The conditions P02 and P04 never hold simultaneously, but one of them holds in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
6. Neither P02 nor P04 are true at the same time, although one of them is true at every time step.;G(!(P02 &&P04)) && G(P02 || P04)
7. P02 and P04 are mutually exclusive, but one of them is always true at every time step.;G(!(P02 &&P04)) && G(P02 || P04)
8. The occurrence of P02 and P04 is mutually exclusive, yet one of them holds true in each time step.;G(!(P02 &&P04)) && G(P02 || P04)
9. P02 and P04 never hold true concurrently, but one of them is true in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
10. There's never an instance where P02 and P04 are both true at once, but one of them is true in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
11. P02 and P04 are never both true at the same time, yet one of them holds in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
12. In every time step, either P02 or P04 holds true, but never both at the same time.;G(!(P02 &&P04)) && G(P02 || P04)
13. One of P02 or P04 is always true at each time step, although they never occur together.;G(!(P02 &&P04)) && G(P02 || P04)
14. P02 and P04 cannot both be true at the same instance, however, one of them is true at every time step.;G(!(P02 &&P04)) && G(P02 || P04)
15. While P02 and P04 can't be true simultaneously, one of them is always true in each time step.;G(!(P02 &&P04)) && G(P02 || P04)
16. P02 and P04 never occur simultaneously, but one of them always occurs in every time step.;G(!(P02 &&P04)) && G(P02 || P04)
17. Either P02 or P04 is true at every time step, but both cannot be true at the same time.;G(!(P02 &&P04)) && G(P02 || P04)
18. Every time step has either P02 or P04 holding true, but never both concurrently.;G(!(P02 &&P04)) && G(P02 || P04)
19. There isn't a time step where both P02 and P04 are true, but one of them is always true.;G(!(P02 &&P04)) && G(P02 || P04)
20. Both P02 and P04 are never true together, yet one of them holds true at each time step. ;G(!(P02 &&P04)) && G(P02 || P04)
Whenever the inputs P04 and P02 are the same, the outputs P03 and P05 are the same.;G ((P04 <-> P02) -> (P03 <-> P05))
1. Whenever P04 and P02 have identical values, P03 and P05 will also have identical values.;G ((P04 <-> P02) -> (P03 <-> P05))
2. If P04 and P02 are equal, then P03 and P05 are also equal.;G ((P04 <-> P02) -> (P03 <-> P05))
3. Anytime P04 matches P02, P03 will match P05.;G ((P04 <-> P02) -> (P03 <-> P05))
4. The values of P03 and P05 are identical whenever P04 and P02 are identical.;G ((P04 <-> P02) -> (P03 <-> P05))
5. Should P04 and P02 be the same, P03 and P05 will be the same as well.;G ((P04 <-> P02) -> (P03 <-> P05))
6. P03 and P05 have the same values whenever P04 and P02 do.;G ((P04 <-> P02) -> (P03 <-> P05))
7. Identical values of P04 and P02 lead to identical values of P03 and P05.;G ((P04 <-> P02) -> (P03 <-> P05))
8. Whenever the values of P04 and P02 match, the values of P03 and P05 match as well.;G ((P04 <-> P02) -> (P03 <-> P05))
9. When P04 is equal to P02, P03 is equal to P05.;G ((P04 <-> P02) -> (P03 <-> P05))
10. The similarity between P04 and P02 results in the similarity between P03 and P05.;G ((P04 <-> P02) -> (P03 <-> P05))
11. The equivalence of P04 and P02 leads to the equivalence of P03 and P05.;G ((P04 <-> P02) -> (P03 <-> P05))
12. P03 and P05 share the same values when P04 and P02 share the same values.;G ((P04 <-> P02) -> (P03 <-> P05))
13. Matching values between P04 and P02 ensure matching values between P03 and P05.;G ((P04 <-> P02) -> (P03 <-> P05))
14. When P04 and P02 are identical, P03 and P05 are also identical.;G ((P04 <-> P02) -> (P03 <-> P05))
15. P03 and P05 will mirror each other's values whenever P04 and P02 do.;G ((P04 <-> P02) -> (P03 <-> P05))
16. The outputs P03 and P05 are identical when the inputs P04 and P02 are identical.;G ((P04 <-> P02) -> (P03 <-> P05))
17. Corresponding values of P04 and P02 result in corresponding values of P03 and P05.;G ((P04 <-> P02) -> (P03 <-> P05))
18. In the event that P04 equals P02, P03 will equal P05.;G ((P04 <-> P02) -> (P03 <-> P05))
19. There is a value match between P03 and P05 whenever there's a value match between P04 and P02.;G ((P04 <-> P02) -> (P03 <-> P05))
20. When the values of P04 and P02 are the same, the values of P03 and P05 are the same as well.;G ((P04 <-> P02) -> (P03 <-> P05))
P02 can only happen if P01 happend before;(! P02) U P01
1. P02 is only possible if P01 has occurred beforehand.;(! P02) U P01
2. P02 solely transpires if P01 has taken place earlier.;(! P02) U P01
3. The occurrence of P02 is contingent on the prior occurrence of P01.;(! P02) U P01
4. P02 can transpire only after P01 has happened.;(! P02) U P01
5. The event of P02 is dependent on the preceding event of P01.;(! P02) U P01
6. P02 only comes about if P01 has occurred earlier.;(! P02) U P01
7. P02 can only materialize if P01 has already taken place.;(! P02) U P01
8. P02 is only feasible if P01 has happened before.;(! P02) U P01
9. The manifestation of P02 is subject to the prior manifestation of P01.;(! P02) U P01
10. P02 only occurs if P01 has preceded it.;(! P02) U P01
11. P02 is only conceivable if P01 has transpired beforehand.;(! P02) U P01
12. P02 only unfolds if P01 has occurred in advance.;(! P02) U P01
13. The happening of P02 is conditional on the earlier happening of P01.;(! P02) U P01
14. P02 can only come to pass if P01 has happened previously.;(! P02) U P01
15. P02 only arises if P01 has taken place before.;(! P02) U P01
16. P02 can only eventuate if P01 has preceded it.;(! P02) U P01
17. P02 is permissible only after the occurrence of P01.;(! P02) U P01
18. P02 solely manifests if P01 has been realized beforehand.;(! P02) U P01
19. P02 can only be realized if P01 has transpired earlier.;(! P02) U P01
20. The realization of P02 is dependent on the prior realization of P01. ;(! P02) U P01
Once P01 happened, P02 won't happen again.;G (P01 -> X G ! P02)
1. Once P01 occurs, P02 will not occur again.;G (P01 -> X G ! P02)
2. If P01 has occurred, P02 will no longer happen.;G (P01 -> X G ! P02)
3. Once P01 has taken place, P02 won't take place again.;G (P01 -> X G ! P02)
4. When P01 happens, P02 will not happen thereafter.;G (P01 -> X G ! P02)
5. Following the occurrence of P01, P02 will not happen again.;G (P01 -> X G ! P02)
6. In the event that P01 happens, P02 will not reoccur.;G (P01 -> X G ! P02)
7. Once P01 is experienced, P02 won't be experienced again.;G (P01 -> X G ! P02)
8. If P01 occurs, P02 will not occur subsequently.;G (P01 -> X G ! P02)
9. On the occurrence of P01, P02 will not happen again.;G (P01 -> X G ! P02)
10. Once P01 transpires, P02 will not transpire again.;G (P01 -> X G ! P02)
11. After P01 happens, P02 will not happen again.;G (P01 -> X G ! P02)
12. When P01 takes place, P02 will not reoccur.;G (P01 -> X G ! P02)
13. In the aftermath of P01 occurring, P02 will not occur again.;G (P01 -> X G ! P02)
14. Subsequent to P01 happening, P02 will not happen again.;G (P01 -> X G ! P02)
15. Once P01 unfolds, P02 will not unfold again.;G (P01 -> X G ! P02)
16. When P01 occurs, it will not be followed by P02 again.;G (P01 -> X G ! P02)
17. The occurrence of P01 will prevent the recurrence of P02.;G (P01 -> X G ! P02)
18. P02 will not happen again, following the event of P01.;G (P01 -> X G ! P02)
19. With the happening of P01, P02 will not happen again.;G (P01 -> X G ! P02)
20. If P01 takes place, there won't be another occurrence of P02.;G (P01 -> X G ! P02)
P01 releases P02   ; (P02 U (P02 & ! P01)) | G P02
1. P02 is released by P01.; (P02 U (P02 & ! P01)) | G P02
2. P01 enables P02.; (P02 U (P02 & ! P01)) | G P02
3. P02 is enabled by P01.; (P02 U (P02 & ! P01)) | G P02
4. P01 triggers P02.; (P02 U (P02 & ! P01)) | G P02
5. P02 is triggered by P01.; (P02 U (P02 & ! P01)) | G P02
6. The release of P02 is executed by P01.; (P02 U (P02 & ! P01)) | G P02
7. P01 executes the release of P02.; (P02 U (P02 & ! P01)) | G P02
8. P02's release is facilitated by P01.; (P02 U (P02 & ! P01)) | G P02
9. P01 facilitates the release of P02.; (P02 U (P02 & ! P01)) | G P02
10. P02 gets released through P01.; (P02 U (P02 & ! P01)) | G P02
11. Through P01, P02 is released.; (P02 U (P02 & ! P01)) | G P02
12. P01 is the releasing agent of P02.; (P02 U (P02 & ! P01)) | G P02
13. P01 acts to release P02.; (P02 U (P02 & ! P01)) | G P02
14. P02 is subject to release by P01.; (P02 U (P02 & ! P01)) | G P02
15. P01 is the cause of P02's release.; (P02 U (P02 & ! P01)) | G P02
16. P01 gives rise to the release of P02.; (P02 U (P02 & ! P01)) | G P02
17. The activation of P02 comes from P01.; (P02 U (P02 & ! P01)) | G P02
18. P01 serves to release P02.; (P02 U (P02 & ! P01)) | G P02
19. P02's activation is initiated by P01.; (P02 U (P02 & ! P01)) | G P02
20. P01 is responsible for releasing P02.; (P02 U (P02 & ! P01)) | G P02
P01 and P03 won't occur at the same time;G !(P01 & P03)
1. P01 and P03 will not occur simultaneously.;G !(P01 & P03)
2. It's not the case that P01 and P03 will occur at the same time.;G !(P01 & P03)
3. Simultaneous occurrence of P01 and P03 is not possible.;G !(P01 & P03)
4. P01 and P03 are not to occur together.;G !(P01 & P03)
5. There won't be a situation where P01 and P03 occur at the same time.;G !(P01 & P03)
6. P01 and P03 will never occur at the same time.;G !(P01 & P03)
7. It's impossible for P01 and P03 to occur simultaneously.;G !(P01 & P03)
8. The occurrence of P01 and P03 will not be simultaneous.;G !(P01 & P03)
9. P01 and P03 are not going to occur at the same time.;G !(P01 & P03)
10. There is no instance where P01 and P03 will occur together.;G !(P01 & P03)
11. It's ruled out for P01 and P03 to occur at the same time.;G !(P01 & P03)
12. There is no scenario where P01 and P03 occur simultaneously.;G !(P01 & P03)
13. A simultaneous occurrence of P01 and P03 will not happen.;G !(P01 & P03)
14. Concurrent occurrence of P01 and P03 is not going to happen.;G !(P01 & P03)
15. It's not possible for P01 and P03 to happen at the same time.;G !(P01 & P03)
16. There will be no time when P01 and P03 occur together.;G !(P01 & P03)
17. P01 and P03 occurring at the same time is not possible.;G !(P01 & P03)
18. There will never be a simultaneous occurrence of P01 and P03.;G !(P01 & P03)
19. It is not the case that P01 and P03 will be occurring together.;G !(P01 & P03)
20. P01 and P03 will not be found to occur at the same time.;G !(P01 & P03)
Whenever P01 holds and P02 holds in the next step, then P04 holds one step after P02.
recheck what you generate;G (P01 && X P02 -> X X P04)
1. If P01 is true and P02 is true in the subsequent step, then P04 will be true in the step following P02.;G (P01 && X P02 -> X X P04)
2. Given P01 and P02 in the next step, P04 will be true in the step that follows P02.;G (P01 && X P02 -> X X P04)
3. In the event that P01 occurs and P02 occurs in the following step, P04 will occur in the step subsequent to P02.;G (P01 && X P02 -> X X P04)
4. Whenever P01 occurs and P02 occurs next, then P04 occurs in the step after P02.;G (P01 && X P02 -> X X P04)
5. Should P01 hold and P02 hold in the next step, P04 will hold in the step following P02.;G (P01 && X P02 -> X X P04)
6. If P01 is the case and P02 is the case in the next step, then P04 will be the case in the step after P02.;G (P01 && X P02 -> X X P04)
7. In instances where P01 holds and P02 holds in the ensuing step, P04 will hold in the step after P02.;G (P01 && X P02 -> X X P04)
8. Provided that P01 holds and P02 holds in the subsequent step, P04 will hold in the step following P02.;G (P01 && X P02 -> X X P04)
9. Anytime P01 holds and P02 holds in the following step, P04 will hold in the step subsequent to P02.;G (P01 && X P02 -> X X P04)
10. Whenever P01 is true and P02 is true in the next step, P04 will be true in the step subsequent to P02.;G (P01 && X P02 -> X X P04)
11. Should P01 be true and P02 be true in the next step, then P04 will be true in the step after P02.;G (P01 && X P02 -> X X P04)
12. If P01 holds and P02 holds in the next step, then P04 will hold one step after P02.;G (P01 && X P02 -> X X P04)
13. In the scenario where P01 holds and P02 holds in the next step, P04 will hold in the step subsequent to P02.;G (P01 && X P02 -> X X P04)
14. Whenever P01 and P02 hold in the next step, P04 will hold in the step following P02.;G (P01 && X P02 -> X X P04)
15. Anytime P01 is true and P02 is true in the following step, P04 will be true in the step after P02.;G (P01 && X P02 -> X X P04)
16. If P01 is the case and P02 is the case in the subsequent step, then P04 will be the case in the step following P02.;G (P01 && X P02 -> X X P04)
17. Should P01 occur and P02 occur in the next step, then P04 will occur in the step following P02.;G (P01 && X P02 -> X X P04)
18. Provided that P01 is true and P02 is true in the next step, P04 will be true in the step after P02.;G (P01 && X P02 -> X X P04)
19. In cases where P01 is true and P02 is true in the subsequent step, P04 will be true in the step following P02.;G (P01 && X P02 -> X X P04)
20. When P01 holds and P02 holds in the next step, then P04 will hold in the step after P02.;G (P01 && X P02 -> X X P04)
Whenever P02 holds, P01 holds eventually from the next step on.;G (P02 -> X F P01)
1. Whenever P02 is true, P01 will be true at some point from the next step onward.;G (P02 -> X F P01)
2. If P02 is the case, then P01 will become the case at some point starting from the next step.;G (P02 -> X F P01)
3. Every time P02 holds, there will be a point from the next step on where P01 holds as well.;G (P02 -> X F P01)
4. Should P02 hold, then from the next step forward, P01 will hold at some point.;G (P02 -> X F P01)
5. In the event that P02 holds, P01 will hold at a certain point from the next step onward.;G (P02 -> X F P01)
6. Given that P02 holds, from the next step on, P01 will hold at some point.;G (P02 -> X F P01)
7. Whenever P02 is the case, from the next step onward, P01 will be the case at a certain point.;G (P02 -> X F P01)
8. If P02 holds true, P01 will also hold true at some stage from the next step on.;G (P02 -> X F P01)
9. Every instance where P02 holds, P01 will hold at some point from the next step onward.;G (P02 -> X F P01)
10. In instances where P02 holds, P01 will also hold from the next step at some point onward.;G (P02 -> X F P01)
11. When P02 is true, P01 will turn out to be true at some point from the next step onward.;G (P02 -> X F P01)
12. If P02 holds, then P01 will hold at some juncture from the next step onward.;G (P02 -> X F P01)
13. In every case where P02 holds, P01 will also hold at a certain point from the next step on.;G (P02 -> X F P01)
14. Whenever P02 is observed to hold, P01 will hold at some point from the next step onward.;G (P02 -> X F P01)
15. Should P02 be the case, P01 will be the case at a certain point from the next step onward.;G (P02 -> X F P01)
16. Every time P02 is observed to hold, P01 will hold at some point from the next step on.;G (P02 -> X F P01)
17. In the occurrence that P02 holds, from the next step onward, P01 will hold at some point.;G (P02 -> X F P01)
18. If P02 is found to hold, P01 will also hold at some point from the next step onward.;G (P02 -> X F P01)
19. Should P02 hold true, P01 will hold true at some point from the next step on.;G (P02 -> X F P01)
20. Given P02 holds, P01 will also hold at a certain point from the next step onward.;G (P02 -> X F P01)
P02 holds in every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
1. P02 is asserted every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
2. P02 is true at every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
3. Every fifth step, P02 holds.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
4. P02 is maintained every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
5. At every fifth step, P02 is true.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
6. P02 remains true every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
7. The proposition P02 is held every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
8. P02 is the case every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
9. The condition P02 holds at every fifth interval.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
10. P02 sustains truth every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
11. Every fifth step maintains P02 as true.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
12. P02 is affirmed every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
13. The truth of P02 is upheld every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
14. P02 stands true every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
15. At intervals of five steps, P02 holds.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
16. P02 holds true at every quintuple step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
17. The statement P02 holds with every fifth progression.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
18. Every quintuple step, P02 holds.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
19. With every fifth step, P02 is held true.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
20. P02's truth is sustained every fifth step.;P02 && G (P02 -> X ! P02 && X X ! P02 && X X X ! P02 && X X X X ! P02 && X X X X X P02)
Either P01 holds infinitely often or P02 holds in the next step.;G F P01 || X P02
1. P01 is true infinitely often, or P02 is true in the subsequent step.;G F P01 || X P02
2. It either holds that P01 is true infinitely often, or P02 is true in the following step.;G F P01 || X P02
3. Either P01 remains true infinitely often, or P02 becomes true in the next step.;G F P01 || X P02
4. P01 holds true infinitely often, or P02 holds true in the next immediate step.;G F P01 || X P02
5. Either P01 is true on an infinite number of occasions, or P02 is true in the subsequent step.;G F P01 || X P02
6. It holds that either P01 is true infinitely often, or P02 is true in the step that follows.;G F P01 || X P02
7. P01 is either true infinitely often, or P02 is true in the next step.;G F P01 || X P02
8. The statement P01 is true infinitely often, or the statement P02 is true in the following step, holds.;G F P01 || X P02
9. It's the case that either P01 is true infinitely often, or P02 is true in the next step.;G F P01 || X P02
10. Either the condition P01 holds true infinitely often, or the condition P02 holds true in the subsequent step.;G F P01 || X P02
11. Either P01 is the case infinitely often, or P02 is the case in the following step.;G F P01 || X P02
12. P01 is true for an infinite number of times, or P02 is true in the next step.;G F P01 || X P02
13. Either P01 holds on an infinite number of occasions, or P02 holds in the next step.;G F P01 || X P02
14. P01 either holds true infinitely often, or P02 holds true in the subsequent step.;G F P01 || X P02
15. Either P01 is true an infinite number of times, or P02 is true in the following step.;G F P01 || X P02
16. It either holds true that P01 is the case infinitely often, or P02 is the case in the next step.;G F P01 || X P02
17. The condition P01 is true infinitely often, or the condition P02 is true in the next step.;G F P01 || X P02
18. Either P01 holds true on an infinite number of occasions, or P02 holds true in the following step.;G F P01 || X P02
19. P01 is true in an infinite recurrence, or P02 is true in the subsequent step.;G F P01 || X P02
20. It's the case that P01 holds true infinitely often, or P02 holds true in the next step.;G F P01 || X P02
P04 will hold at all instances.;G (P04)
1. At every instance, P04 will hold.;G (P04)
2. P04 is to be maintained through all instances.;G (P04)
3. P04 is to hold at every single instance.;G (P04)
4. There will not be an instance where P04 doesn’t hold.;G (P04)
5. Continuously, P04 will hold at all instances.;G (P04)
6. P04 is to be upheld at all instances.;G (P04)
7. The condition P04 will hold true at every instance.;G (P04)
8. P04 will perpetually hold at all instances.;G (P04)
9. P04 will remain true across all instances.;G (P04)
10. P04's holding is constant throughout all instances.;G (P04)
11. At all points in time, P04 will hold.;G (P04)
12. Without exception, P04 will hold at all instances.;G (P04)
13. P04 will hold true at each instance.;G (P04)
14. P04 will be held at every conceivable instance.;G (P04)
15. The truth of P04 will be maintained at all instances.;G (P04)
16. P04 will hold invariantly at all instances.;G (P04)
17. The holding of P04 is a constant across all instances.;G (P04)
18. Every instance will uphold the holding of P04.;G (P04)
19. P04’s holding is a given at all instances.;G (P04)
20. The statement P04 will hold is true for all instances.;G (P04)
Whenever P03 holds, P04 must hold in the next two steps;G (P03 -> (P04 | X P04))
1. If P03 is true, then P04 must be true either in the next step or the step after that.;G (P03 -> (P04 | X P04))
2. P04 is obligated to hold in either the next step or the one following, whenever P03 holds.;G (P03 -> (P04 | X P04))
3. When P03 holds, it necessitates P04 to be true in the following step or the step thereafter.;G (P03 -> (P04 | X P04))
4. Should P03 hold, P04 is required to hold in the next step or the one following it.;G (P03 -> (P04 | X P04))
5. P03 holding implies that P04 must hold in the subsequent step or the one after.;G (P03 -> (P04 | X P04))
6. Whenever P03 is the case, P04 needs to be the case in either the next step or the step following.;G (P03 -> (P04 | X P04))
7. In scenarios where P03 holds, P04 is to hold in either of the next two steps.;G (P03 -> (P04 | X P04))
8. If P03 holds true, then P04 is mandated to hold true in the following or the next following step.;G (P03 -> (P04 | X P04))
9. P03 holding is a condition for P04 to hold in the next step or the step after.;G (P03 -> (P04 | X P04))
10. When the condition P03 holds, it is necessary for P04 to hold in the ensuing step or the one after that.;G (P03 -> (P04 | X P04))
11. It's obligatory for P04 to hold in the next step or the step after when P03 holds.;G (P03 -> (P04 | X P04))
12. The holding of P03 necessitates the holding of P04 in the next or the subsequent step.;G (P03 -> (P04 | X P04))
13. Whenever the condition of P03 holds, P04 should hold in either the next or the following step.;G (P03 -> (P04 | X P04))
14. It's a requirement for P04 to hold in the next step or the step after, whenever P03 holds.;G (P03 -> (P04 | X P04))
15. P03 holding triggers the necessity of P04 holding in the subsequent step or the step thereafter.;G (P03 -> (P04 | X P04))
16. If the condition P03 holds, then P04 needs to hold in either the next step or the step after.;G (P03 -> (P04 | X P04))
17. Under the condition of P03 holding, P04 is expected to hold in the next step or the subsequent one.;G (P03 -> (P04 | X P04))
18. P03 holding is a precursor for P04 to hold in either the next step or the one after.;G (P03 -> (P04 | X P04))
19. The holding of P03 is a mandate for P04 to hold in the next step or the step thereafter.;G (P03 -> (P04 | X P04))
20. If P03 holds, it's imperative that P04 holds in the next step or the step that follows.;G (P03 -> (P04 | X P04))
One of the following aps will hold at all instances: P03,P04,P05; G (P03 | P04 | P05); G (P03 | P04 | P05)
1. At all times, one of the following assertions will hold true: P03, P04, or P05.; G (P03 | P04 | P05)
2. It's always the case that either P03, P04, or P05 will hold.; G (P03 | P04 | P05)
3. One of P03, P04, or P05 will always be the case.; G (P03 | P04 | P05)
4. Continuously, one among P03, P04, or P05 will hold true.; G (P03 | P04 | P05)
5. There isn't a time where either P03, P04, or P05 won't be true.; G (P03 | P04 | P05)
6. At every point, one of these will hold: P03, P04, or P05.; G (P03 | P04 | P05)
7. P03, P04, or P05 will perpetually be the case.; G (P03 | P04 | P05)
8. Without exception, one of P03, P04, or P05 will always hold.; G (P03 | P04 | P05)
9. The state of affairs will always be such that P03, P04, or P05 will hold.; G (P03 | P04 | P05)
10. P03, P04, or P05 will be the case at all instances.; G (P03 | P04 | P05)
11. Unceasingly, one among P03, P04, or P05 will hold true.; G (P03 | P04 | P05)
12. One of P03, P04, or P05 will invariably be the case.; G (P03 | P04 | P05)
13. P03, P04, or P05 will hold at every moment in time.; G (P03 | P04 | P05)
14. Every time you check, one of P03, P04, or P05 will be true.; G (P03 | P04 | P05)
15. There will never be a time when neither P03, P04, nor P05 holds true.; G (P03 | P04 | P05)
16. P03, P04, or P05 will always be in effect.; G (P03 | P04 | P05)
17. At any given time, P03, P04, or P05 will hold true.; G (P03 | P04 | P05)
18. It's a perpetual truth that one of P03, P04, or P05 will hold.; G (P03 | P04 | P05)
19. The truth of P03, P04, or P05 will persist through all times.; G (P03 | P04 | P05)
20. One of the propositions P03, P04, or P05 will be the case continuously.; G (P03 | P04 | P05)
If P03 holds P06 will eventually hold;G (P03 -> F P06)
1. If P03 is true, P06 will be true at some point in the future.;G (P03 -> F P06)
2. Should P03 occur, P06 will follow in time.;G (P03 -> F P06)
3. Whenever P03 happens, P06 will come about eventually.;G (P03 -> F P06)
4. P06 will ensue at some point if P03 is the case.;G (P03 -> F P06)
5. If P03 is the case, P06 will become the case down the line.;G (P03 -> F P06)
6. Once P03 takes place, P06 will take place at a later time.;G (P03 -> F P06)
7. P06 will come to pass if P03 comes to pass.;G (P03 -> F P06)
8. If P03 is realized, P06 will be realized in due course.;G (P03 -> F P06)
9. When P03 is in effect, P06 will be in effect in the foreseeable future.;G (P03 -> F P06)
10. P06 will manifest if P03 manifests.;G (P03 -> F P06)
11. P06 will occur down the road if P03 occurs.;G (P03 -> F P06)
12. If P03 materializes, P06 will materialize eventually.;G (P03 -> F P06)
13. The occurrence of P03 will lead to the occurrence of P06 in time.;G (P03 -> F P06)
14. P06 is destined to happen if P03 happens.;G (P03 -> F P06)
15. If P03 comes into play, P06 will come into play later on.;G (P03 -> F P06)
16. Should P03 be the case, P06 will be the case in future.;G (P03 -> F P06)
17. Once P03 is active, P06 will become active at a subsequent time.;G (P03 -> F P06)
18. In the event of P03, P06 will follow suit in time.;G (P03 -> F P06)
19. P06 is set to transpire if P03 transpires.;G (P03 -> F P06)
20. Given P03, P06 will be given at a later time.;G (P03 -> F P06)
P01 must always hold, but if is execeeds, it allow two timestamps to recover.; ! G (! (P01 && X P01))
1. P01 should remain constant, yet if surpassed, a pair of timestamps for recovery is permitted.; ! G (! (P01 && X P01))
2. P01 needs to be maintained, but should it exceed, two timestamps are allowed for correction.; ! G (! (P01 && X P01))
3. It's required to keep P01 stable, yet if it goes beyond, two timestamps can be used to recover.; ! G (! (P01 && X P01))
4. P01 is to be held steady, but if it goes over, a duo of timestamps for recovery is granted.; ! G (! (P01 && X P01))
5. Keeping P01 steady is essential, however, if exceeded, two timestamps for retrieval are permissible.; ! G (! (P01 && X P01))
6. P01 should stay the same, but if it oversteps, two timestamps for adjustment are allowed.; ! G (! (P01 && X P01))
7. P01 has to be kept consistent, but if it overshoots, two timestamps to recover are permitted.; ! G (! (P01 && X P01))
8. The condition of P01 remaining constant is vital, yet if surpassed, two timestamps are allotted for recovery.; ! G (! (P01 && X P01))
9. P01's consistency is crucial, but if it's exceeded, a pair of timestamps for restoration is allowed.; ! G (! (P01 && X P01))
10. P01 needs to stay unchanged, but if it goes beyond, two timestamps are permissible for recovery.; ! G (! (P01 && X P01))
11. P01 should remain unaltered, but if it exceeds, two timestamps for recovery are granted.; ! G (! (P01 && X P01))
12. P01 is required to stay stable, but if it surges past, two timestamps for rectification are permitted.; ! G (! (P01 && X P01))
13. P01 has to remain unchanged, but if it's surpassed, two timestamps to recover are allowed.; ! G (! (P01 && X P01))
14. It's necessary for P01 to stay steady, yet if exceeded, two timestamps for recovery are allowed.; ! G (! (P01 && X P01))
15. P01 should persist without change, but if it exceeds, two timestamps for restoration are permitted.; ! G (! (P01 && X P01))
16. P01 must be kept steady, but if it’s exceeded, two timestamps to get back on track are allowed.; ! G (! (P01 && X P01))
17. The state of P01 should stay constant, but if it exceeds, a pair of timestamps for recovery is permissible.; ! G (! (P01 && X P01))
18. Keeping P01 unaltered is necessary, but if it’s exceeded, two timestamps for correction are granted.; ! G (! (P01 && X P01))
19. P01 needs to be consistent, but if it surpasses, two timestamps for recovery are allowed.; ! G (! (P01 && X P01))
20. P01 is to remain unchanged, but if it exceeds, two timestamps for restitution are granted.; ! G (! (P01 && X P01))
not P02 holds at most two timestamps; ! G (! (P02 && X P02))
1. P02 is false at a maximum of two instances in time.; ! G (! (P02 && X P02))
2. There are at most two timestamps where P02 doesn't hold.; ! G (! (P02 && X P02))
3. P02 is not true for more than two timestamps.; ! G (! (P02 && X P02))
4. There are two or fewer occurrences where P02 is not true.; ! G (! (P02 && X P02))
5. P02 doesn't hold true for more than two timestamps.; ! G (! (P02 && X P02))
6. At most two timestamps exist where P02 is false.; ! G (! (P02 && X P02))
7. P02 is negated at a maximum of two timestamps.; ! G (! (P02 && X P02))
8. There's a maximum of two timestamps where P02 doesn't hold true.; ! G (! (P02 && X P02))
9. P02 fails to hold true at two or fewer timestamps.; ! G (! (P02 && X P02))
10. The statement P02 is false for two timestamps at most.; ! G (! (P02 && X P02))
11. The negation of P02 occurs at a maximum of two instances in time.; ! G (! (P02 && X P02))
12. P02 doesn't manifest as true for more than two timestamps.; ! G (! (P02 && X P02))
13. The statement P02 not being true is limited to two timestamps.; ! G (! (P02 && X P02))
14. Not more than two timestamps exist where P02 is false.; ! G (! (P02 && X P02))
15. The falsity of P02 is confined to at most two timestamps.; ! G (! (P02 && X P02))
16. P02 being false is a condition met at up to two timestamps.; ! G (! (P02 && X P02))
17. P02’s negation is observed at two or fewer timestamps.; ! G (! (P02 && X P02))
18. P02 doesn’t hold at more than a couple of timestamps.; ! G (! (P02 && X P02))
19. The condition of P02 being false is limited to two timestamps.; ! G (! (P02 && X P02))
20. There’s a cap of two timestamps where P02 is negated.; ! G (! (P02 && X P02))
P01 can only hold every three timestamps;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
1. P01 is true only at every third timestamp.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
2. P01 holds true once every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
3. Every three timestamps, P01 holds.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
4. P01 is valid once in every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
5. It's only every three timestamps that P01 holds.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
6. P01 gets to be true once every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
7. P01 holds, but only at every third timestamp.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
8. The truth of P01 comes once every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
9. P01's truth is seen every third timestamp.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
10. At every third timestamp, P01 holds true.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
11. P01 only gets its turn every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
12. P01 takes its turn at every third timestamp.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
13. P01 is on the mark every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
14. P01 hits the mark once every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
15. P01 comes into play at every third timestamp.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
16. Every three timestamps, P01 comes to the fore.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
17. The cycle of P01 holding is every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
18. P01 is on the scoreboard every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
19. P01 shows up on the grid every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
20. P01 makes its appearance once every three timestamps.;G ( P01 -> (X !P01 | XX !P01 | XXX !P01))
Every P02 is followed by a P04.;G ( P02 -> X P04)
1. Whenever there's a P02, a P04 comes next.;G ( P02 -> X P04)
2. P04 always comes right after P02.;G ( P02 -> X P04)
3. P02 is always followed up by a P04.;G ( P02 -> X P04)
4. P02 never shows up without a P04 following it.;G ( P02 -> X P04)
5. P04 is what you get right after P02.;G ( P02 -> X P04)
6. P04 comes on the heels of P02 every time.;G ( P02 -> X P04)
7. P02 always brings a P04 along next.;G ( P02 -> X P04)
8. P02's always got a P04 coming up next.;G ( P02 -> X P04)
9. P02 is always trailed by a P04.;G ( P02 -> X P04)
10. P02 never goes solo, it's followed by P04.;G ( P02 -> X P04)
11. P02 always precedes a P04.;G ( P02 -> X P04)
12. P04 is always the successor of P02.;G ( P02 -> X P04)
13. P02 is never lonely, P04 follows.;G ( P02 -> X P04)
14. P02 always ushers in a P04.;G ( P02 -> X P04)
15. P02 always rolls in with a P04 following.;G ( P02 -> X P04)
16. P02 is the prelude to P04 always.;G ( P02 -> X P04)
17. P02 is always the opening act for P04.;G ( P02 -> X P04)
18. P02 always sets the stage for P04.;G ( P02 -> X P04)
19. P02 is just the setup for P04 that follows.;G ( P02 -> X P04)
20. P02's appearance is always a cue for P04 to follow.;G ( P02 -> X P04)
Eventually P03 and P02 hold.;F (P03 && P02)
1. At some point, P03 and P02 will both be true.;F (P03 && P02)
2. Sooner or later, P03 and P02 are going to hold.;F (P03 && P02)
3. P03 and P02 will be the case eventually.;F (P03 && P02)
4. There will come a time when P03 and P02 hold.;F (P03 && P02)
5. In the fullness of time, P03 and P02 will hold.;F (P03 && P02)
6. At some juncture, P03 and P02 will hold.;F (P03 && P02)
7. It's only a matter of time before P03 and P02 hold.;F (P03 && P02)
8. P03 and P02 are set to hold eventually.;F (P03 && P02)
9. There's a point in the future where P03 and P02 will hold.;F (P03 && P02)
10. P03 and P02 will find their truth eventually.;F (P03 && P02)
11. The truth of P03 and P02 is bound to emerge eventually.;F (P03 && P02)
12. Down the line, P03 and P02 will hold.;F (P03 && P02)
13. The state of P03 and P02 holding is in the cards.;F (P03 && P02)
14. P03 and P02 will hold at some future point.;F (P03 && P02)
15. Over time, P03 and P02 are destined to hold.;F (P03 && P02)
16. P03 and P02 will eventually see the light of day.;F (P03 && P02)
17. There's a future moment when P03 and P02 will hold.;F (P03 && P02)
18. P03 and P02 will come to pass sooner or later.;F (P03 && P02)
19. Before long, P03 and P02 will hold.;F (P03 && P02)
20. At a certain future point, P03 and P02 will hold.;F (P03 && P02)
Both P01 and P02 hold eventually.;F P01 && F P02
1. P01 and P02 will both be true at some point.;F P01 && F P02
2. Eventually, both P01 and P02 will hold.;F P01 && F P02
3. There will come a time when both P01 and P02 are true.;F P01 && F P02
4. At some point in the future, both P01 and P02 will hold.;F P01 && F P02
5. P01 and P02 are both going to be true eventually.;F P01 && F P02
6. It's only a matter of time before both P01 and P02 hold.;F P01 && F P02
7. Sooner or later, both P01 and P02 will be true.;F P01 && F P02
8. P01 and P02 will both hold at some point in the future.;F P01 && F P02
9. The states P01 and P02 will eventually be true.;F P01 && F P02
10. In due time, both P01 and P02 will hold.;F P01 && F P02
11. The truth of P01 and P02 is inevitable.;F P01 && F P02
12. It's destined that both P01 and P02 will hold.;F P01 && F P02
13. Eventually, it'll be the case that both P01 and P02 hold.;F P01 && F P02
14. P01 and P02 are both going to hold at some point.;F P01 && F P02
15. There's going to be a time when both P01 and P02 are true.;F P01 && F P02
16. Both P01 and P02 will become true eventually.;F P01 && F P02
17. At some point, we'll see that both P01 and P02 hold.;F P01 && F P02
18. It's only a matter of time before P01 and P02 are both true.;F P01 && F P02
19. The eventuality of P01 and P02 holding is certain.;F P01 && F P02
20. There will come a time when P01 and P02 both hold.;F P01 && F P02
It is always the case that P01 is the same as P02 in the next step.; G (P01 <-> X P02)
1. P01 always mirrors P02 in the succeeding step.; G (P01 <-> X P02)
2. In every instance, P01 equals P02 in the next step.; G (P01 <-> X P02)
3. P01 is consistently identical to P02 in the subsequent step.; G (P01 <-> X P02)
4. Every time, P01 is the same as P02 in the following step.; G (P01 <-> X P02)
5. P01 perpetually matches P02 in the next step.; G (P01 <-> X P02)
6. Without exception, P01 equates to P02 in the following step.; G (P01 <-> X P02)
7. P01 invariably corresponds to P02 in the step that follows.; G (P01 <-> X P02)
8. It's a constant that P01 equals P02 in the subsequent step.; G (P01 <-> X P02)
9. P01 is eternally synonymous with P02 in the next step.; G (P01 <-> X P02)
10. P01 continuously equates to P02 in the following step.; G (P01 <-> X P02)
11. It's a perpetual fact that P01 mirrors P02 in the next step.; G (P01 <-> X P02)
12. P01 is always equivalent to P02 in the step that follows.; G (P01 <-> X P02)
13. Unfailingly, P01 matches P02 in the next step.; G (P01 <-> X P02)
14. P01 is ceaselessly the same as P02 in the subsequent step.; G (P01 <-> X P02)
15. At all times, P01 aligns with P02 in the following step.; G (P01 <-> X P02)
16. P01 is unchangingly identical to P02 in the next step.; G (P01 <-> X P02)
17. It remains a constant that P01 equals P02 in the next step.; G (P01 <-> X P02)
18. Every step shows P01 to be the same as P02 in the following one.; G (P01 <-> X P02)
19. P01 is forever equal to P02 in the step that follows.; G (P01 <-> X P02)
20. P01 unvaryingly corresponds to P02 in the subsequent step.; G (P01 <-> X P02)
If P03 holds then, in the next step, P02 holds until P01 holds or always P02 holds;P03 -> X ((P02 U P01) || G P02)
1. If P03 is true, then in the following step, either P02 is true up to the point P01 becomes true, or P02 remains true indefinitely.;P03 -> X ((P02 U P01) || G P02)
2. Should P03 hold, then in the subsequent step, P02 holds continuously until P01 holds, or P02 holds perpetually.;P03 -> X ((P02 U P01) || G P02)
3. In case P03 holds, then on the next step, either P02 holds continuously until P01 is true, or P02 holds forever.;P03 -> X ((P02 U P01) || G P02)
4. If P03 is the case, then in the next instance, either P02 holds till P01 holds, or P02 stays true indefinitely.;P03 -> X ((P02 U P01) || G P02)
5. Should P03 be true, then in the following step, P02 is true until P01 becomes true, or P02 remains true always.;P03 -> X ((P02 U P01) || G P02)
6. Whenever P03 holds, then in the next step, either P02 holds until P01 holds, or P02 is always true.;P03 -> X ((P02 U P01) || G P02)
7. If P03 is valid, then in the next step, either P02 holds until P01 becomes true, or P02 holds endlessly.;P03 -> X ((P02 U P01) || G P02)
8. Should P03 be the case, then in the subsequent step, P02 holds continuously until P01 is true, or P02 remains true indefinitely.;P03 -> X ((P02 U P01) || G P02)
9. In the event that P03 holds, then in the next step, either P02 remains true until P01 holds, or P02 stays true forever.;P03 -> X ((P02 U P01) || G P02)
10. Given that P03 holds, then in the following step, either P02 holds continuously until P01 is true, or P02 is eternally true.;P03 -> X ((P02 U P01) || G P02)
11. In case P03 is true, then on the next step, either P02 holds until P01 is true, or P02 remains true always.;P03 -> X ((P02 U P01) || G P02)
12. When P03 holds, then in the subsequent step, either P02 holds continuously until P01 holds, or P02 stays true indefinitely.;P03 -> X ((P02 U P01) || G P02)
13. Assuming P03 holds, then in the next step, either P02 holds until P01 becomes true, or P02 is always true.;P03 -> X ((P02 U P01) || G P02)
14. If P03 is the case, then in the next instance, either P02 remains true until P01 holds, or P02 is true endlessly.;P03 -> X ((P02 U P01) || G P02)
15. Provided that P03 holds, then in the following step, either P02 holds continuously until P01 is true, or P02 remains true always.;P03 -> X ((P02 U P01) || G P02)
16. In the scenario where P03 holds, then in the next step, either P02 holds until P01 holds, or P02 is perpetually true.;P03 -> X ((P02 U P01) || G P02)
17. If P03 holds true, then in the subsequent step, either P02 holds until P01 becomes true, or P02 holds indefinitely.;P03 -> X ((P02 U P01) || G P02)
18. Whenever P03 is the case, then in the next step, either P02 holds continuously until P01 holds, or P02 stays true forever.;P03 -> X ((P02 U P01) || G P02)
19. Given P03 holds, then in the next instance, either P02 holds until P01 is true, or P02 remains true always.;P03 -> X ((P02 U P01) || G P02)
20. Assuming P03 is true, then in the following step, either P02 holds continuously until P01 holds, or P02 is endlessly true.;P03 -> X ((P02 U P01) || G P02)
P03 holds until P02 holds or always P03 holds;(P03 U P02) || G P03
1. P03 remains true until P02 becomes true, or P03 is always true.;(P03 U P02) || G P03
2. P03 continues to hold until P02 holds, or P03 holds indefinitely.;(P03 U P02) || G P03
3. The condition P03 is maintained until P02 is met, or P03 is forever met.;(P03 U P02) || G P03
4. P03 stays true up to the point P02 is true, or it's always the case that P03 is true.;(P03 U P02) || G P03
5. The truth of P03 persists until P02 holds, or P03 is perpetually true.;(P03 U P02) || G P03
6. P03 is true leading up to the moment P02 is true, or P03 is eternally true.;(P03 U P02) || G P03
7. P03’s truth sustains until P02 holds true, or P03’s truth is everlasting.;(P03 U P02) || G P03
8. The validity of P03 endures until P02 comes into effect, or P03 remains valid at all times.;(P03 U P02) || G P03
9. P03 is upheld until the occurrence of P02, or P03 is upheld perpetually.;(P03 U P02) || G P03
10. P03 remains in effect until P02 takes effect, or P03 remains in effect indefinitely.;(P03 U P02) || G P03
11. The statement P03 holds true until the statement P02 holds true, or the statement P03 holds true always.;(P03 U P02) || G P03
12. P03’s condition lasts until P02’s condition is met, or P03’s condition lasts forever.;(P03 U P02) || G P03
13. P03 holds continuously until P02 holds, or P03 holds without end.;(P03 U P02) || G P03
14. P03 maintains its truth until P02 is true, or P03 maintains its truth eternally.;(P03 U P02) || G P03
15. P03 stands true until P02 stands true, or P03 stands true perpetually.;(P03 U P02) || G P03
16. The condition P03 endures until P02 endures, or the condition P03 endures endlessly.;(P03 U P02) || G P03
17. P03 remains the case until P02 is the case, or P03 remains the case perpetually.;(P03 U P02) || G P03
18. P03 retains its truth until P02 becomes true, or P03 retains its truth continuously.;(P03 U P02) || G P03
19. P03 sustains its validity until P02 is validated, or P03 is always valid.;(P03 U P02) || G P03
20. The state of P03 continues until the state of P02 occurs, or the state of P03 continues indefinitely.;(P03 U P02) || G P03