4 Or More Cards In Hand Deals Dmg

 

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4 Or More Cards In Hand Deals Dmg

4 Or More Cards In Hand Deals Dmg 1

  1. 3 turn damage calculation with buffs on, I will just be using the max dmg as calculation since it makes it easier
  2. 9895 - 11982 second position arts 23.60% refund
  3. 6813 - 8216 third position quick 9.62% refund
  4. OC2 1 stack of bride def buff:(damage changes)
  5. 11069 - 13418 second position card
  6. 94494 - 115381 np1 saberlot 4.48% refund
  7. 31831 - 38794 second position arts crit 30.21% refund, 25.73% w/o NP buff on and 26609 - 32412
  8. 37053 - 45176 third position arts crit 39.18% refund, 33.20% w/o NP buff on and 30961 - 37730
  9. 18046 - 21945 third position quick crit 15.74% refund
  10. tama/waver team, all NP up, skills up, assume saberlot card crit and bride don't
  11. turn 1:
  12. fox's wddding + waver attack buff + bride buff(normally you pop this when you get 2 arts card, but this is a 3 turn calc)
  13. choices, bride1 means she has a arts card this turn so we use, bride2 means she has no arts card this turn so we don't use and use tama's Np instead
  14. bride1: bride has a arts card, so we use this turn
  15. tama NP this turn will get it to 60%+, bride can NP again next turn.
  16. so we have at minimum 2 NPs, one with 184219 and another with 207184 and one arts card
  17. bride2: bride has no arts card, we use OC3 tama NP
  18. refund = 9.14% + 37.5% = 46.64%, if one arts card 2nd/3rd position here will gen 20% to reach 60%, if not you won't
  19. saberlot route:
  20. same as bride route pop your buffs and tama fox wedding and waver's attack buff
  21. waver NP>OC2 saberlot NP then depending on whether arts card is here
  22. if yes: saberlot1
  23. arts card is here with 80% arts buff,
  24. same position as bride, tama NP will bring us to 60% next turn
  25. so we have at minimum 2 NPs, one with 115381 and another with 115381 + 1500(OC2) + 45176(arts crit) + 1500 = 278938
  26. saberlot2: tama NP
  27. we get to the 40% threshold, this means we can self charge to 70% and have waver do first charge to 100%,
  28. we will again arrive at the same as the damage above
  29. one with 115381 and another with 115381 + 1500(OC2) + 45176(arts crit) + 1500 = 278938
  30. as you can see the difference between each saberlot's card critted vs bride's card non critted is 31k after both OC is applied(using 3rd position arts card bonus)
  31. but the difference between 2 NP + 1 arts card damage is already
  32. 405299 - 278938 = 126361 which means you have to already crit on 4 more cards in that rotation to break even, however you have to remember not all your cards are going to be on the 3rd position and not all of your cards are arts(therefore no arts steroid)
  33. As you can see unless bride does not get a arts card on turn1 and does not get a arts card on turn 2, saberlot cannot catch up in dmg rotation
  34. in addition as you saw, def down increases damage way more than +1500 dmg add, this means in each rotations later, the damage will stack up more
  35. if you want to say what happens if merlin was here instead of waver, saberlot actually already provides 15 stars with skill + 6000 weight, so he will be able to crit on his own
  36. on the other hand merlin would actually boost bride more with crits since we assume bride does not crit.
  37. bride can gen 47.20% on second arts card and 60.90%