Detailed Vote Record

Vote latency and credit deductions for each slot

Bucket 397
SlotStatusLatency (ideal)Credits (optimal)Deductions
All slots1,047 (1,000)15,322 / 15,3297 credits
412956050Perfect1 (1)16 / 160
412956051Perfect1 (1)16 / 160
412956052Ok2 (1)16 / 160
412956053Perfect1 (1)16 / 160
412956054Perfect1 (1)16 / 160
……………
412956078Perfect1 (1)16 / 160
412956079Perfect9 (9)9 / 90
412956080None---
412956081None---
412956082None---
412956083None---
412956084None---
412956085None---
412956086None---
412956087None---
412956088Slow3 (1)15 / 161
412956089Ok2 (1)16 / 160
412956090Perfect1 (1)16 / 160
412956091Perfect1 (1)16 / 160
……………
412956146Perfect1 (1)16 / 160
412956147Perfect1 (1)16 / 160
412956148Ok2 (1)16 / 160
412956149Perfect1 (1)16 / 160
412956150Perfect1 (1)16 / 160
……………
412956273Perfect1 (1)16 / 160
412956274Perfect1 (1)16 / 160
412956275Slow7 (5)11 / 132
412956276None---
412956277None---
412956278None---
412956279None---
412956280Ok2 (1)16 / 160
412956281Perfect1 (1)16 / 160
412956282Perfect1 (1)16 / 160
……………
412956310Perfect1 (1)16 / 160
412956311Perfect5 (5)13 / 130
412956312None---
412956313None---
412956314None---
412956315None---
412956316Ok2 (1)16 / 160
412956317Perfect1 (1)16 / 160
412956318Perfect1 (1)16 / 160
……………
412956328Perfect1 (1)16 / 160
412956329Perfect1 (1)16 / 160
412956330Ok2 (1)16 / 160
412956331Perfect1 (1)16 / 160
412956332Perfect1 (1)16 / 160
……………
412956394Perfect1 (1)16 / 160
412956395Perfect1 (1)16 / 160
412956396Ok2 (1)16 / 160
412956397Perfect1 (1)16 / 160
412956398Perfect1 (1)16 / 160
……………
412956442Perfect1 (1)16 / 160
412956443Perfect1 (1)16 / 160
412956444Ok2 (1)16 / 160
412956445Ok2 (1)16 / 160
412956446Ok2 (1)16 / 160
412956447Perfect1 (1)16 / 160
412956448Perfect1 (1)16 / 160
……………
412956482Perfect1 (1)16 / 160
412956483Perfect5 (5)13 / 130
412956484None---
412956485None---
412956486None---
412956487None---
412956488Ok2 (1)16 / 160
412956489Perfect1 (1)16 / 160
412956490Perfect1 (1)16 / 160
……………
412956494Perfect1 (1)16 / 160
412956495Perfect5 (5)13 / 130
412956496None---
412956497None---
412956498None---
412956499None---
412956500Ok2 (1)16 / 160
412956501Perfect1 (1)16 / 160
412956502Perfect1 (1)16 / 160
……………
412956610Perfect1 (1)16 / 160
412956611Perfect1 (1)16 / 160
412956612Ok2 (1)16 / 160
412956613Perfect1 (1)16 / 160
412956614Perfect1 (1)16 / 160
……………
412956638Perfect1 (1)16 / 160
412956639Perfect5 (5)13 / 130
412956640None---
412956641None---
412956642None---
412956643None---
412956644Ok2 (1)16 / 160
412956645Perfect1 (1)16 / 160
412956646Perfect1 (1)16 / 160
……………
412956654Perfect1 (1)16 / 160
412956655Perfect1 (1)16 / 160
412956656Ok2 (1)16 / 160
412956657Perfect1 (1)16 / 160
412956658Ok2 (1)16 / 160
412956659Perfect1 (1)16 / 160
412956660Perfect1 (1)16 / 160
……………
412956666Perfect1 (1)16 / 160
412956667Perfect1 (1)16 / 160
412956668Ok2 (1)16 / 160
412956669Ok2 (1)16 / 160
412956670Ok2 (1)16 / 160
412956671Perfect1 (1)16 / 160
412956672Perfect1 (1)16 / 160
……………
412956683Perfect1 (1)16 / 160
412956684Perfect1 (1)16 / 160
412956685Ok2 (1)16 / 160
412956686Ok2 (1)16 / 160
412956687Perfect1 (1)16 / 160
412956688Perfect1 (1)16 / 160
……………
412956714Perfect1 (1)16 / 160
412956715Perfect1 (1)16 / 160
412956716Ok2 (1)16 / 160
412956717Ok2 (1)16 / 160
412956718Ok2 (1)16 / 160
412956719Perfect1 (1)16 / 160
412956720Perfect1 (1)16 / 160
……………
412956726Perfect1 (1)16 / 160
412956727Perfect1 (1)16 / 160
412956728Ok2 (1)16 / 160
412956729Ok2 (1)16 / 160
412956730Ok2 (1)16 / 160
412956731Perfect1 (1)16 / 160
412956732Perfect1 (1)16 / 160
……………
412956758Perfect1 (1)16 / 160
412956759Perfect1 (1)16 / 160
412956760Ok2 (1)16 / 160
412956761Ok2 (1)16 / 160
412956762Perfect1 (1)16 / 160
412956763Perfect1 (1)16 / 160
……………
412956786Perfect1 (1)16 / 160
412956787Perfect5 (5)13 / 130
412956788None---
412956789None---
412956790None---
412956791None---
412956792Ok2 (1)16 / 160
412956793Perfect1 (1)16 / 160
412956794Perfect1 (1)16 / 160
……………
412956806Perfect1 (1)16 / 160
412956807Perfect1 (1)16 / 160
412956808Slow3 (1)15 / 161
412956809Slow3 (1)15 / 161
412956810Ok2 (1)16 / 160
412956811Perfect1 (1)16 / 160
412956812Perfect1 (1)16 / 160
412956813Perfect1 (1)16 / 160
412956814Perfect1 (1)16 / 160
412956815Slow3 (1)15 / 161
412956816Ok2 (1)16 / 160
412956817Perfect1 (1)16 / 160
412956818Perfect1 (1)16 / 160
……………
412956834Perfect1 (1)16 / 160
412956835Perfect5 (5)13 / 130
412956836None---
412956837None---
412956838None---
412956839None---
412956840Ok2 (1)16 / 160
412956841Perfect1 (1)16 / 160
412956842Perfect1 (1)16 / 160
……………
412956894Perfect1 (1)16 / 160
412956895Perfect5 (5)13 / 130
412956896None---
412956897None---
412956898None---
412956899None---
412956900Slow3 (1)15 / 161
412956901Ok2 (1)16 / 160
412956902Ok2 (1)16 / 160
412956903Perfect1 (1)16 / 160
412956904Perfect1 (1)16 / 160