Event Report

Chainsaw Massacre S100 3.08
3 December 2016
Chainsaw Massacre S100 · 8 Players
8 Decks
3 rounds Swiss
Hosted by  ML_Berlin
Season Leaderboard 		Trophy  SuGar_Daddy Deck Colors Ultima Ratio
TOP 4
1st Deck Colors Ultima Ratio by  SuGar_Daddy
2nd Deck Colors #MONO_GREEN_TPNX_TEAM_BEIJO_GREGO by  Socanelas
T4 Deck Colors Esper Control by  Michelle_Wong
T4 Deck Colors #TBG by  morpphling
Metagame Stats
Aggro 13%
Combo 13%
Control 13%
Midrange 13%
Unclassified 50%
 
White mana symbol Blue mana symbol Black mana symbol Red mana symbol Green mana symbol
88% 38% 75% 50% 75%


Metagame Breakdown
Colors  1 Players
 RobertZdar 1-2 Mono black Aggro
Colors  1 Players
 Deonmag 0-3 Zombie singleton2 Midrange
Colors  1 Players
 Socanelas 2-1 #MONO_GREEN_TPNX_TEAM_BEIJO_GREGO Unclassified
Colors  1 Players
 ML_Berlin 1-2 BGW Unclassified Unclassified
Colors  1 Players
 morpphling 2-1 #TBG Unclassified
Colors  1 Players
 JokazWild 1-2 RDW Unclassified
Colors  1 Players
 Michelle_Wong 2-1 Esper Control Control
Colors  1 Players
 SuGar_Daddy 3-0 Ultima Ratio Combo

Current Standings
Chainsaw Massacre S100 3.08
Rank Player Match Points OMW % PGW % OGW % Matches Played Byes
1 SuGar_Daddy 9 0.444 0.857 0.484 3 0
2 Socanelas 6 0.667 0.667 0.633 3 0
3 morpphling 6 0.443 0.667 0.317 3 0
4 Michelle_Wong 6 0.332 0.625 0.220 3 0
5 JokazWild 3 0.778 0.286 0.716 3 0
6 ML_Berlin 3 0.556 0.375 0.597 3 0
7 RobertZdar 3 0.554 0.500 0.411 3 0
8  Deonmag 0 0.556 0.000 0.597 3 0

Tiebreakers Explained

Players with the same number of match points are ranked based on three tiebreakers scores according to DCI rules. In order, they are:
OMW % is the average percentage of matches your opponents have won.
PGW % is the percentage of games you have won.
OGW % is the average percentage of games your opponents have won.
BYEs are not included when calculating standings. For example, a player with one BYE, one win, and one loss has a match win percentage of .50 rather than .66
When calculating standings, any opponent with less than a .33 win percentage is calculated as .33