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- Assuming Vigor upkeep
- CDs CR +Atk +Spd FS
- Turn 1) S3 5/ 1.0000 1.0 1.0 15
- Turn 2) S2 4/3 0.7692 1.3 1.3 55 {requires a kill}
- Turn 3) S1 3/2 0.7692 1.3 1.3 75
- Turn 4) S1 2/1 1.0000 1.3 1.0 95
- Turn 5) S2 1/3 0.7692 1.3 1.3 95 {requires Ken to be hit at least once}
- Turn 6) S3 5/2 0.7692 1.0 1.3 15
- Turn 7) S1 4/1 1.0000 1.3 1.0 35
- Turn 8) S2 3/3 0.7692 1.3 1.3 75 {requires a kill}
- Turn 9) S1 2/2 0.7692 1.3 1.3 95
- Turn10) S1 1/1 1.0000 1.3 1.0 100
- CR Mod: = 1.16071429
- Damage over 10 turns: (S3*2+S2*3+S1*5)
- Consider that S2 and S1 have 1.3 modifier on Atk
- Burn output over 10 turns: (1.871*0.6*Atk*1.3/(1+900/1000)*(Rate*2*5)
- Worst case scenario
- CDs CR +Atk +Spd FS
- Turn 1) S3 5/ 1.0000 1.0 1.0 15
- Turn 2) S2 4/3 0.7692 1.3 1.3 15
- Turn 3) S1 3/2 0.7692 1.3 1.3 35
- Turn 4) S1 2/1 1.0000 1.3 1.0 55
- Turn 5) S2 1/3 0.7692 1.3 1.3 55
- Turn 6) S1 0/2 0.7692 1.0 1.3 75
- Turn 7) S1 0/1 1.0000 1.0 1.0 95
- Turn 8) S2 0/3 0.7692 1.0 1.3 95
- Turn 9) S1 0/2 0.7692 1.0 1.3 100
- CR Mod: 9/(3+6*1/1.3)= 1.18181818
- Damage over 9 turns: (S3*1+xS2*2+S2*1+xS1*2+S1*3)
- xS2 and xS1 refer to S2 and S1 with 1.3 modifier on Atk
- Burn output over 9 turns: (1.871*0.6*Atk*1.3/(1+900/1000)*(Rate*2*2)
- Setup1) Spd/Crt, CrC/Atk/Spd
- Rolls: 8 Atk (+64%), 4 CrC (+20%), 18 CrD (+126%)
- Worst case DPS: 14235
- S3 on CD DPS: 16226 75.56%
- Setup2) Spd/Crt, CrC/Eff/Spd
- Rolls: 14 Atk (+112%), 4 CrC (+20%), 12 CrD (+84%)
- Worst DPS: 12582
- S3 DPS: 15351
- Setup3) Spd/Crt, CrC/HP/Spd
- Rolls: 15 HP (+120%), 4 CrC (+20%), 11 CrD (+77%)
- Worst case DPS: 11781 54.86%
- S3 on CD DPS: 13362 62.22%
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