Originally Posted by
Jackielope
In case anyone's wondering about the Scabbard of Kyranos change:
Original version: 220 Versatility with 3.06 stat weight is 673.2. The strength use is 2200 for 10 seconds every 90 seconds, so it's got a 1/9 or 11% uptime. .1111 times 2200 is 244ish average strength, times the stat weight of 6.15 = 1503.3. 1503.3 + 673.2 = 2176.5 or so.
Original Scabbard is worth about 2176.5 DPS.
Updated Scabbard: 2200 for 15 seconds every 90 seconds. 15/90 = 1/6, or 16.66% uptime. Times by 2200 to get 366.66 average strength, then times by stat weight of 6.15 to get an even 2255 DPS.
2176.5 DPS before the change is less than 2255 DPS after. Scabbard got a buff for us.
Additional math: The relative stat weights at which strength and versatility would be equal for Scabbard DPS is Strength = 1.8*Versatility (the math for which is at the bottom). Going through all the stat weights given in the OP we find these relations:
High_DP_EmpS: 4.6/1.89 = 2.433
High_DP_FV: 4.63/1.91 = 2.424
High_DP_Sera: 4.63/1.85 = 2.502
High_HA_EmpS: 4.67/1.91 = 2.445
High_HA_FV: 4.57/1.93 = 2.367
High_HA_Sera: 4.62/1.81 = 2.552
High_SW_EmpS: 4.90/1.92 = 2.552
High_SW_FV: 4.69/1.92 = 2.442
High_SW_Sera: 4.79/1.88 = 2.547
T17_DP_EmpS: 5.75/2.70 = 2.129
T17_DP_FV: 6.15/3.06 = 2.009
T17_DP_Sera: 5.89/2.74 = 2.149
T17_HA_EmpS: 5.78/2.77 = 2.086
T17_HA_FV: 6.06/3.02 = 2.006
T17_HA_Sera: 5.86/2.72 = 2.154
T17_SW_EmpS: 6.07/2.80 = 2.167
T17_SW_FV: 6.14/3.05 = 2.013
T17_SW_Sera: 5.89/2.72 = 2.165
As can be plainly seen, all of those are above 1.8 which means the Scabbard change results in more DPS. Based on the descending trend between Highmaul gear versus T17 gear it's likely there will be a time when the original version of the Scabbard would have been better, but that's not happening in T17.
Math for the trinket:
(220*Versatility weight + (10/90)*2200*Strength weight) = ((15/90)*2200*Strength Weight)
Simplify down to (versatility)220x + (strength)244.44y = (strength)366.66y. Subtract 244.44y from both sides to get 220x = 122.22y. Divide both sides by 122.22 to get (strength)y = (versatility)220/122.22 which is 1y = 1.8x. 1 Strength = 1.8 Versatility.