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werster

Extended manip vs Save & Quit

Jun 1st, 2018
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  1. Open menu to save: 1s
  2. First save: 23s
  3. Total S+Q w/ time change: 1:13
  4. [Date is included. Skipping would save 3.3s]
  5. [Included is a ~7 second wait for delay]
  6. [Time change took about 4s. This is pretty reasonable, it's like ~3 to one and ~20 to the other. Could maybe save 1-2s here with a real nice lineup, but not much]
  7.  
  8. Subsequent saves: 8.5s, so this is the timing to use.
  9.  
  10. So a full S+Q would be 58.5s on same date change and wait
  11. Assuming a good seed without the wait, we can say ~52s
  12. Assuming no date change and only time, we can say ~49s
  13.  
  14. Vs manip;
  15. Average time for an encounter (including time searching) is roughly 16.6s
  16.  
  17. Assume ~5 extra seconds for final manip
  18. [Since manipped tenta is probably quicker. A rough estimate of a 5 second difference would be something like, Bike 30 + Walk 5 (6.8s) vs Bike 10 (1.8s)]
  19.  
  20. So a 1 encounter manip would be ~21.6 | Saves ~27.4s
  21. 2 encounter manip would be ~38.2 | Saves ~11.8s
  22. 3 encounter manip would be ~54.8 | Loses ~5.8s
  23.  
  24.  
  25. ---------- Conclusion
  26.  
  27. In an ideal world, it's definitely faster to do an extended manip. The problem is that finding an extended manip that lines up that fast isn't exactly easy. It probably requires a full side by side comparison to see what's really the best option, e.g. playing out both seeds (which is an annoyance to check...).
  28.  
  29. Personally I think it comes down to the difference in the uncalcs for this scenario. E.g. can you always hit the L40 Tento manip? No one is going to be 100% at the execution of hitting the one framer there, and a missed manip costs about 38 seconds (assuming great setup)
  30.  
  31. However, doing a no s+q has harder catch manip. Even before that, depending on the seed, you may have encounters faster than you that you can't flee from. To me it depends on if there's an extended option that gets rid of these problems from the theory in practice.
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