💯Performance Score

ARC Performance Score is an estimate of an ARC's relative ability to generate Part Alloy Value in a day. This takes the ratio of Expected Daily Part Alloy Value for an ARC over that of the highest Class, namely a fully upgraded AXIS E9 Model 5, excluding contract bonus.

Note that this is entirely independent of the daily $NIOZ consumption rate of the ARC or the current Alloy Value to $NIOZ exchange rate. It only depends on build speed, build success rate, Part Complexity and Part Purity.

Performance Score increases with upgrades, but is not affected by consumption rate. The efficiency at a particular performance score is calculated as Current Daily Consumption Rate / Initial Daily Consumption Rate, and is directly correllated with your $NIOZ profitability.

Performance Score is also always scaled by a factor of 100, so that the fully upgraded AXIS E9 Model 5 has a Performance Score of 100. Note that it is possible for an ARC to have a performance score above 100 due to contract bonus effects, but it is unlikely to achieve this due to scarcity.

To calculate the Performance Score, the following is needed:

$A)$ Base Alloy Value: Daily Expected Part Alloy Value made for ARC

$B)$ Upgraded Alloy Value: Daily Expected Part Alloy Value made for same ARC with Upgrades

$C)$ Max Alloy Value: Daily Expected Part Alloy Value made for Fully Upgraded E9 Model 5

$U)$ Upgrade Score for upgraded ARC with Alloy Value $B$: See Upgrade Score

$P)$ Performance Score = $100 (A/C + (B-A)U/C)$

The following calculated fields as functions of each ARCs characteristics are needed to calculate Alloy Value Scores:

$s$: Overall Build Success % (successfully completing all Evaluation Stages) $p$: Average Part Purity Generated $c$: Average Part Complexity Generated $m$: Part Alloy Value multiplier $v$: Part Alloy Value exponent $T$: Average Build Time $F$: Average Fail Time (if Failed) $N$: Average number of builds per day = $24/(sT + (1-s)F)$ $S$: Average successful builds per day = $Ns$ $V$: Average successful processed builds per day = $0.8S$​

Base Alloy Value $A =$ <Daily Expected Part Alloy Value for ARC no upgrades> $A = V m ( p + c )^v$​

Upgraded Alloy Value $B =$ <Same formula applied to upgraded ARC>

Max Alloy Value $C =$ <Same formula applied to Fully Upgraded E9 Model 5> Performance Score

$P = 100 (A/C)$ [if ARC is not upgraded]

$P = 100 (A/C + (B-A)U/C)$ [if ARC is upgraded, i.e. $B > A$]