"Every time you expose yourself to the reality of my 'YES' answer, if you weren't absolutely sure already that you'd get a YES answer, some of the probabilities evaporate.  How does the evaporation of probability change with measuring my timing?  How does it change with measuring my timing more precisely?  How does it change with trying to predict the timing for particular inputs instead of trying random ones and passively observing the results?"

"Every time you expose yourself to the reality of my 'YES' answer, if you weren't absolutely sure already that you'd get a YES answer, some of the probabilities evaporate.  What's different about adding the timing?"

"How does the evaporation of probability change with measuring my timing?  How does it change with measuring my timing more precisely?  How does it change with trying to predict the timing for particular inputs instead of trying random ones and passively observing the results?"

"Every time you expose yourself to the reality of my 'YES' answer, if you weren't absolutely sure already that you'd get a YES answer, some of the probabilities evaporate.  That's already true.  What's different about adding the timing?"

"How does the evaporation of probability change with measuring my timing?  How does it change with measuring my timing more precisely?  How does it change with trying to predict the timing for particular inputs instead of trying random ones and passively observing the results?"

"Every time you expose yourself to the reality of my 'YES' answer, if you weren't absolutely sure already that you'd get a YES answer, some of the probabilities evaporate.  That's already true.  What's different about adding the timing measurement, then?"

"How does the evaporation of probability change with measuring my timing?  How does it change with measuring my timing more precisely?  How does it change with trying to predict the timing for particular inputs instead of trying random ones and passively observing the results?"

"Every time you expose yourself to the reality of my 'YES' answer, if you weren't absolutely sure already that you'd get a YES answer, some of the probabilities evaporate.  That's already true.  What's different about adding the timing measurement, then?"

"How does the evaporation of probability change with measuring my timing?  How does it change with measuring my timing more precisely?  How does it change with trying to predict the timing for particular inputs instead of trying random inputs and passively observing the timed results?"