Detailed Vote Record

Vote latency and credit deductions for each slot

Bucket 122
SlotStatusLatency (ideal)Credits (optimal)Deductions
All slots1,006 (1,000)15,711 / 15,79988 credits
412249059Perfect1 (1)16 / 160
412249060Perfect1 (1)16 / 160
412249061Ok2 (1)16 / 160
412249062Perfect1 (1)16 / 160
412249063Perfect1 (1)16 / 160
412249065Perfect1 (1)16 / 160
412249066Perfect1 (1)16 / 160
412249067Ok2 (1)16 / 160
412249068Perfect1 (1)16 / 160
412249069Perfect1 (1)16 / 160
412249122Perfect1 (1)16 / 160
412249123Perfect1 (1)16 / 160
412249124Ok2 (1)16 / 160
412249125Perfect1 (1)16 / 160
412249126Skipped- (1)0 / 1616
412249127Skipped- (5)0 / 1313
412249128None---
412249129None---
412249130None---
412249131None---
412249132Perfect1 (1)16 / 160
412249133Perfect1 (1)16 / 160
412249134Perfect1 (1)16 / 160
412249135Perfect1 (1)16 / 160
412249136Ok2 (1)16 / 160
412249137Ok2 (1)16 / 160
412249138Ok2 (1)16 / 160
412249139Perfect1 (1)16 / 160
412249140Perfect1 (1)16 / 160
412249198Perfect1 (1)16 / 160
412249199Perfect1 (1)16 / 160
412249200Ok2 (1)16 / 160
412249201Perfect1 (1)16 / 160
412249202Perfect1 (1)16 / 160
412249350Perfect1 (1)16 / 160
412249351Perfect1 (1)16 / 160
412249352Ok2 (1)16 / 160
412249353Perfect1 (1)16 / 160
412249354Perfect1 (1)16 / 160
412249357Perfect1 (1)16 / 160
412249358Perfect1 (1)16 / 160
412249359Ok2 (1)16 / 160
412249360Perfect1 (1)16 / 160
412249361Perfect1 (1)16 / 160
412249374Perfect1 (1)16 / 160
412249375Perfect1 (1)16 / 160
412249376Ok2 (1)16 / 160
412249377Ok2 (1)16 / 160
412249378Ok2 (1)16 / 160
412249379Perfect1 (1)16 / 160
412249380Perfect1 (1)16 / 160
412249490Perfect1 (1)16 / 160
412249491Perfect1 (1)16 / 160
412249492Ok2 (1)16 / 160
412249493Perfect1 (1)16 / 160
412249494Perfect1 (1)16 / 160
412249542Perfect1 (1)16 / 160
412249543Perfect1 (1)16 / 160
412249544Ok2 (1)16 / 160
412249545Perfect1 (1)16 / 160
412249546Ok2 (1)16 / 160
412249547Perfect1 (1)16 / 160
412249548Perfect1 (1)16 / 160
412249760Perfect1 (1)16 / 160
412249761Perfect1 (1)16 / 160
412249762Skipped- (1)0 / 1616
412249763Skipped- (5)0 / 1313
412249764None---
412249765None---
412249766None---
412249767None---
412249768Ok2 (1)16 / 160
412249769Perfect1 (1)16 / 160
412249770Perfect1 (1)16 / 160
412249779Perfect1 (1)16 / 160
412249780Perfect1 (1)16 / 160
412249781Ok2 (1)16 / 160
412249782Perfect1 (1)16 / 160
412249783Perfect1 (1)16 / 160
412249821Perfect1 (1)16 / 160
412249822Perfect1 (1)16 / 160
412249823Ok2 (1)16 / 160
412249824Perfect1 (1)16 / 160
412249825Perfect1 (1)16 / 160
412249826Perfect1 (1)16 / 160
412249827Perfect1 (1)16 / 160
412249828Ok2 (1)16 / 160
412249829Ok2 (1)16 / 160
412249830Ok2 (1)16 / 160
412249831Perfect1 (1)16 / 160
412249832Perfect1 (1)16 / 160
412249916Perfect1 (1)16 / 160
412249917Perfect1 (1)16 / 160
412249918Skipped- (1)0 / 1616
412249919Skipped- (5)0 / 1313
412249920None---
412249921None---
412249922None---
412249923None---
412249924Perfect1 (1)16 / 160
412249925Perfect1 (1)16 / 160
412249990Perfect1 (1)16 / 160
412249991Perfect1 (1)16 / 160
412249992Slow3 (1)15 / 161
412249993Ok2 (1)16 / 160
412249994Perfect1 (1)16 / 160
412249995Perfect1 (1)16 / 160