[IEM] Season IX - Toronto Day 2

Biggest Winners
Life went up by ~ 20.09 %, going from ~ 65.15 % to ~ 85.25 %
Bunny went up by ~ 2.09 %, going from ~ 14.58 % to ~ 16.67 %

Biggest Losers
Jaedong went down by ~ 2.64 %, going from ~ 97.7 % to ~ 95.05 %
jjakji went down by ~ 2.56 %, going from ~ 93.71 % to ~ 91.16 %
soO went down by ~ 2.23 %, going from ~ 63.94 % to ~ 61.71 %
viOLet went down by ~ 2.08 %, going from ~ 28.04 % to ~ 25.96 %
Pigbaby went down by ~ 1.52 %, going from ~ 30.99 % to ~ 29.48 %
Classic went down by ~ 1.32 %, going from ~ 69.44 % to ~ 68.12 %
MMA went down by ~ 1.3 %, going from ~ 15.05 % to ~ 13.75 %
Scarlett went down by ~ 1.07 %, going from ~ 19.79 % to ~ 18.72 %
herO went down by ~ 1.02 %, going from ~ 64.5 % to ~ 63.47 %
sOs went down by ~ 0.94 %, going from ~ 93.34 % to ~ 92.4 %
YoDa went down by ~ 0.77 %, going from ~ 9.04 % to ~ 8.27 %
Rain went down by ~ 0.74 %, going from ~ 31.2 % to ~ 30.46 %
MajOr went down by ~ 0.61 %, going from ~ 3.07 % to ~ 2.46 %
Snute went down by ~ 0.59 %, going from ~ 11.22 % to ~ 10.63 %
Flash went down by ~ 0.54 %, going from ~ 6.71 % to ~ 6.18 %

IEM Toronto Open Brackets
- Leenock is at ~ 0.02 % chances to qualify for Blizzcon 2014
~ 50.76 % of the time Leenock wins this match and their Blizzcon chances go up to ~ 0.04 %.
~ 49.24 % of the time Leenock loses this match and their Blizzcon chances go down to ~ 0.01 %.
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- HuK is at ~ 1.85 % chances to qualify for Blizzcon 2014
~ 49.24 % of the time HuK wins this match and their Blizzcon chances go up to ~ 2.13 %.
~ 50.76 % of the time HuK loses this match and their Blizzcon chances go down to ~ 1.59 %.

IEM Toronto Open Brackets
- herO is at ~ 63.47 % chances to qualify for Blizzcon 2014
~ 58.78 % of the time herO wins this match and their Blizzcon chances go up to ~ 73.45 %.
~ 41.22 % of the time herO loses this match and their Blizzcon chances go down to ~ 49.24 %.
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- Snute is at ~ 10.63 % chances to qualify for Blizzcon 2014
~ 41.22 % of the time Snute wins this match and their Blizzcon chances go up to ~ 18.3 %.
~ 58.78 % of the time Snute loses this match and their Blizzcon chances go down to ~ 5.25 %.

IEM Toronto
- TaeJa is at ~ 100 % chances to qualify for Blizzcon 2014
~ 57.01 % of the time TaeJa wins this match and their Blizzcon chances go up to ~ 100 %.
~ 42.99 % of the time TaeJa loses this match and their Blizzcon chances go down to ~ 100 %.
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- Polt is at ~ 100 % chances to qualify for Blizzcon 2014
~ 54.58 % of the time Polt wins this match and their Blizzcon chances go up to ~ 100 %.
~ 45.42 % of the time Polt loses this match and their Blizzcon chances go down to ~ 100 %.
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- Zest is at ~ 100 % chances to qualify for Blizzcon 2014
~ 46.69 % of the time Zest wins this match and their Blizzcon chances go up to ~ 100 %.
~ 53.31 % of the time Zest loses this match and their Blizzcon chances go down to ~ 100 %.

IEM Toronto
- YoDa is at ~ 8.27 % chances to qualify for Blizzcon 2014
~ 58.01 % of the time YoDa wins this match and their Blizzcon chances go up to ~ 10.84 %.
~ 41.99 % of the time YoDa loses this match and their Blizzcon chances go down to ~ 4.73 %.
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- HyuN is at ~ 100 % chances to qualify for Blizzcon 2014
~ 51.66 % of the time HyuN wins this match and their Blizzcon chances go up to ~ 100 %.
~ 48.34 % of the time HyuN loses this match and their Blizzcon chances go down to ~ 100 %.
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- viOLet is at ~ 25.96 % chances to qualify for Blizzcon 2014
~ 40.45 % of the time viOLet wins this match and their Blizzcon chances go up to ~ 35.2 %.
~ 59.55 % of the time viOLet loses this match and their Blizzcon chances go down to ~ 19.68 %.

IEM Toronto
sOs has the #2 headband!
This is a match for the #2 headband!
- sOs is at ~ 92.4 % chances to qualify for Blizzcon 2014
~ 59.66 % of the time sOs wins this match and their Blizzcon chances go up to ~ 96.53 %.
~ 40.34 % of the time sOs loses this match and their Blizzcon chances go down to ~ 86.29 %.
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- First is at ~ 0.04 % chances to qualify for Blizzcon 2014
~ 50.75 % of the time First wins this match and their Blizzcon chances go up to ~ 0.08 %.
~ 49.25 % of the time First loses this match and their Blizzcon chances go down to ~ 0.01 %.
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- MaSa is at ~ 0.01 % chances to qualify for Blizzcon 2014
~ 37.64 % of the time MaSa wins this match and their Blizzcon chances go up to ~ 0.01 %.
~ 62.36 % of the time MaSa loses this match and their Blizzcon chances go down to ~ 0 %.

IEM Toronto
- Flash is at ~ 6.18 % chances to qualify for Blizzcon 2014
~ 51.35 % of the time Flash wins this match and their Blizzcon chances go up to ~ 8.13 %.
~ 48.65 % of the time Flash loses this match and their Blizzcon chances go down to ~ 4.12 %.
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- MC is at ~ 100 % chances to qualify for Blizzcon 2014
~ 50.28 % of the time MC wins this match and their Blizzcon chances go up to ~ 100 %.
~ 49.72 % of the time MC loses this match and their Blizzcon chances go down to ~ 100 %.
-------------------------------------------------
- Scarlett is at ~ 18.72 % chances to qualify for Blizzcon 2014
~ 49.76 % of the time Scarlett wins this match and their Blizzcon chances go up to ~ 22.33 %.
~ 50.24 % of the time Scarlett loses this match and their Blizzcon chances go down to ~ 15.15 %.

Flash has a ~ 7.12 % chance to win. This would increase their Blizzcon chances from ~ 6.18 % to ~ 13.99 %
HyuN has a ~ 7.11 % chance to win. This would increase their Blizzcon chances from ~ 100 % to ~ 100 %
Scarlett has a ~ 5.92 % chance to win. This would increase their Blizzcon chances from ~ 18.72 % to ~ 40.21 %
Bunny has a ~ 5.87 % chance to win. This would increase their Blizzcon chances from ~ 16.67 % to ~ 42.91 %
First has a ~ 5.3 % chance to win. This would increase their Blizzcon chances from ~ 0.04 % to ~ 0.37 %
Life has a ~ 5.23 % chance to win. This would increase their Blizzcon chances from ~ 85.24 % to ~ 99.99 %
herO has a ~ 5.2 % chance to win. This would increase their Blizzcon chances from ~ 63.47 % to ~ 99.36 %
MC has a ~ 4.82 % chance to win. This would increase their Blizzcon chances from ~ 100 % to ~ 100 %
viOLet has a ~ 3.27 % chance to win. This would increase their Blizzcon chances from ~ 25.96 % to ~ 76.22 %
MaSa has a ~ 2.02 % chance to win. This would increase their Blizzcon chances from ~ 0.01 % to ~ 0.01 %
Leenock has a ~ 2.01 % chance to win. This would increase their Blizzcon chances from ~ 0.02 % to ~ 0.41 %
Snute has a ~ 1.8 % chance to win. This would increase their Blizzcon chances from ~ 10.63 % to ~ 95.31 %
HuK has a ~ 0.76 % chance to win. This would increase their Blizzcon chances from ~ 1.85 % to ~ 4.24 %

Life would gain ~ 14.76 % if they win, with a ~ 5.23 % chance to win, going from ~ 85.24 % to ~ 99.99 %
Flash would gain ~ 7.82 % if they win, with a ~ 7.12 % chance to win, going from ~ 6.18 % to ~ 13.99 %
sOs would gain ~ 7.56 % if they win, with a ~ 9.21 % chance to win, going from ~ 92.4 % to ~ 99.96 %
YoDa would gain ~ 7.45 % if they win, with a ~ 9.17 % chance to win, going from ~ 8.27 % to ~ 15.72 %
HuK would gain ~ 2.39 % if they win, with a ~ 0.76 % chance to win, going from ~ 1.85 % to ~ 4.24 %
Leenock would gain ~ 0.39 % if they win, with a ~ 2.01 % chance to win, going from ~ 0.02 % to ~ 0.41 %
First would gain ~ 0.33 % if they win, with a ~ 5.3 % chance to win, going from ~ 0.04 % to ~ 0.37 %
MaSa would gain ~ 0.01 % if they win, with a ~ 2.02 % chance to win, going from ~ 0.01 % to ~ 0.01 %
MC would gain ~ 0 % if they win, with a ~ 4.82 % chance to win, going from ~ 100 % to ~ 100 %
TaeJa would gain ~ 0 % if they win, with a ~ 9.61 % chance to win, going from ~ 100 % to ~ 100 %
HyuN would gain ~ 0 % if they win, with a ~ 7.11 % chance to win, going from ~ 100 % to ~ 100 %
Zest would gain ~ 0 % if they win, with a ~ 7.42 % chance to win, going from ~ 100 % to ~ 100 %
Polt would gain ~ 0 % if they win, with a ~ 8.16 % chance to win, going from ~ 100 % to ~ 100 %

~ 2.24 % of the time
Snute gets 2nd in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 47.53 %

~ 4.47 % of the time
herO gets 2nd in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 89.16 %

~ 4.48 % of the time
viOLet gets 2nd in IEM Toronto
This would change viOLet's Blizzcon chances
from ~ 25.96 % to ~ 46.78 %

~ 94.8 % of the time
herO doesn't get 1st in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 61.51 %

~ 96.73 % of the time
viOLet doesn't get 1st in IEM Toronto
This would change viOLet's Blizzcon chances
from ~ 25.96 % to ~ 24.26 %

~ 94.13 % of the time
Bunny doesn't get 1st in IEM Toronto
This would change Bunny's Blizzcon chances
from ~ 16.67 % to ~ 15.03 %

~ 6.01 % of the time
Life gets 2nd in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 99.83 %

~ 98.2 % of the time
Snute doesn't get 1st in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 9.08 %

~ 94.08 % of the time
Scarlett doesn't get 1st in IEM Toronto
This would change Scarlett's Blizzcon chances
from ~ 18.72 % to ~ 17.37 %

~ 95.53 % of the time
herO doesn't get 2nd in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 62.27 %

~ 6.26 % of the time
Bunny gets 2nd in IEM Toronto
This would change Bunny's Blizzcon chances
from ~ 16.67 % to ~ 25.59 %

~ 95.52 % of the time
viOLet doesn't get 2nd in IEM Toronto
This would change viOLet's Blizzcon chances
from ~ 25.96 % to ~ 24.98 %

~ 93.99 % of the time
Life doesn't get 2nd in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 84.31 %

~ 97.76 % of the time
Snute doesn't get 2nd in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 9.79 %

~ 8.02 % of the time
sOs gets 2nd in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 98.72 %

~ 6.22 % of the time
Scarlett gets 2nd in IEM Toronto
This would change Scarlett's Blizzcon chances
from ~ 18.72 % to ~ 26.03 %

~ 94.77 % of the time
Life doesn't get 1st in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 84.43 %

~ 7.81 % of the time
YoDa gets 2nd in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 14.37 %

~ 99.28 % of the time
herO doesn't get 1st or 2nd in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 62.75 %

~ 90.79 % of the time
sOs doesn't get 1st in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.63 %

~ 90.83 % of the time
YoDa doesn't get 1st in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 7.52 %

~ 93.74 % of the time
Bunny doesn't get 2nd in IEM Toronto
This would change Bunny's Blizzcon chances
from ~ 16.67 % to ~ 16.07 %

~ 92.88 % of the time
Flash doesn't get 1st in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 5.58 %

~ 91.98 % of the time
sOs doesn't get 2nd in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.85 %

~ 92.19 % of the time
YoDa doesn't get 2nd in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 7.75 %

~ 6.7 % of the time
Flash gets 2nd in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 10.29 %

~ 93.78 % of the time
Scarlett doesn't get 2nd in IEM Toronto
This would change Scarlett's Blizzcon chances
from ~ 18.72 % to ~ 18.24 %

~ 99.58 % of the time
Flash doesn't get 1st or 2nd in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 5.9 %

~ 93.3 % of the time
Flash doesn't get 2nd in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 5.88 %

~ 98.64 % of the time
YoDa doesn't get 1st or 2nd in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 8.06 %

~ 98.81 % of the time
sOs doesn't get 1st or 2nd in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 92.21 %

~ 1.52 % of the time
HuK gets 2nd in IEM Toronto
This would change HuK's Blizzcon chances
from ~ 1.85 % to ~ 2.59 %

~ 99.24 % of the time
HuK doesn't get 1st in IEM Toronto
This would change HuK's Blizzcon chances
from ~ 1.85 % to ~ 1.84 %

~ 94.7 % of the time
First doesn't get 1st in IEM Toronto
This would change First's Blizzcon chances
from ~ 0.04 % to ~ 0.03 %

~ 98.48 % of the time
HuK doesn't get 2nd in IEM Toronto
This would change HuK's Blizzcon chances
from ~ 1.85 % to ~ 1.84 %

~ 97.99 % of the time
Leenock doesn't get 1st in IEM Toronto
This would change Leenock's Blizzcon chances
from ~ 0.02 % to ~ 0.01 %

~ 97.98 % of the time
MaSa doesn't get 1st in IEM Toronto
This would change MaSa's Blizzcon chances
from ~ 0.01 % to ~ 0 %

~ 23.41 % of the time
herO gets 4th or 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 77.87 %

~ 12.56 % of the time
herO gets 2nd or 4th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 85.5 %

~ 38.29 % of the time
Life gets 4th or 8th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 93.76 %

~ 18.63 % of the time
Life gets 2nd or 4th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 98.92 %

~ 7.15 % of the time
Snute gets 2nd or 4th in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 33.52 %

~ 8.08 % of the time
herO gets 4th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 83.47 %

~ 12.62 % of the time
Life gets 4th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 98.48 %

~ 15.33 % of the time
herO gets 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 74.92 %

~ 25.67 % of the time
Life gets 8th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 91.44 %

~ 84.67 % of the time
herO doesn't get 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 61.4 %

~ 87.38 % of the time
Life doesn't get 4th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 83.33 %

~ 10.22 % of the time
Snute gets 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 49.85 %

~ 91.92 % of the time
herO doesn't get 4th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 61.72 %

~ 74.33 % of the time
Life doesn't get 8th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 83.1 %

~ 1.14 % of the time
Snute gets 1st in IEM Toronto
viOLet loses their next match in IEM Toronto ro16
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 95.5 %

~ 4.92 % of the time
Snute gets 4th in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 27.14 %

~ 0.99 % of the time
Snute gets 1st in IEM Toronto
Scarlett loses their next match in IEM Toronto ro16
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 95.23 %

~ 0.82 % of the time
Snute gets 1st in IEM Toronto
sOs loses their next match in IEM Toronto ro16
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 95.78 %

~ 5.19 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 48.2 %

~ 4.9 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 48.26 %

~ 4.87 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 48.66 %

~ 6.08 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 50.41 %

~ 4.21 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 47.83 %

~ 5.42 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 49.67 %

~ 42.43 % of the time
sOs gets 4th or 8th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 95.38 %

~ 22.62 % of the time
sOs gets 2nd or 4th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 97.51 %

~ 5.42 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 50.16 %

~ 5.13 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 50.14 %

~ 89.78 % of the time
Snute doesn't get 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 65.02 %

~ 40.45 % of the time
viOLet wins their next match in IEM Toronto ro16
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 83.23 %

~ 59.55 % of the time
viOLet loses their next match in IEM Toronto ro16
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 86.61 %

~ 14.6 % of the time
sOs gets 4th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 96.84 %

~ 95.08 % of the time
Snute doesn't get 4th in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 9.78 %

~ 27.83 % of the time
sOs gets 8th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 94.61 %

~ 85.4 % of the time
sOs doesn't get 4th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.64 %

~ 72.17 % of the time
sOs doesn't get 8th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.55 %

~ 8.29 % of the time
Life gets 4th in IEM Toronto
viOLet loses their next match in IEM Toronto ro16
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 98.54 %

~ 12.62 % of the time
Life gets 4th in IEM Toronto
This would change Jaedong's Blizzcon chances
from ~ 95.05 % to ~ 92.9 %

~ 87.38 % of the time
Life doesn't get 4th in IEM Toronto
This would change Jaedong's Blizzcon chances
from ~ 95.05 % to ~ 95.36 %

Biggest Winners
Life went up by ~ 20.09 %, going from ~ 65.15 % to ~ 85.25 %
Bunny went up by ~ 2.09 %, going from ~ 14.58 % to ~ 16.67 %

Biggest Losers
Jaedong went down by ~ 2.64 %, going from ~ 97.7 % to ~ 95.05 %
jjakji went down by ~ 2.56 %, going from ~ 93.71 % to ~ 91.16 %
soO went down by ~ 2.23 %, going from ~ 63.94 % to ~ 61.71 %
viOLet went down by ~ 2.08 %, going from ~ 28.04 % to ~ 25.96 %
Pigbaby went down by ~ 1.52 %, going from ~ 30.99 % to ~ 29.48 %
Classic went down by ~ 1.32 %, going from ~ 69.44 % to ~ 68.12 %
MMA went down by ~ 1.3 %, going from ~ 15.05 % to ~ 13.75 %
Scarlett went down by ~ 1.07 %, going from ~ 19.79 % to ~ 18.72 %
herO went down by ~ 1.02 %, going from ~ 64.5 % to ~ 63.47 %
sOs went down by ~ 0.94 %, going from ~ 93.34 % to ~ 92.4 %
YoDa went down by ~ 0.77 %, going from ~ 9.04 % to ~ 8.27 %
Rain went down by ~ 0.74 %, going from ~ 31.2 % to ~ 30.46 %
MajOr went down by ~ 0.61 %, going from ~ 3.07 % to ~ 2.46 %
Snute went down by ~ 0.59 %, going from ~ 11.22 % to ~ 10.63 %
Flash went down by ~ 0.54 %, going from ~ 6.71 % to ~ 6.18 %

IEM Toronto Open Brackets
- Leenock is at ~ 0.02 % chances to qualify for Blizzcon 2014
~ 50.76 % of the time Leenock wins this match and their Blizzcon chances go up to ~ 0.04 %.
~ 49.24 % of the time Leenock loses this match and their Blizzcon chances go down to ~ 0.01 %.
-------------------------------------------------
- HuK is at ~ 1.85 % chances to qualify for Blizzcon 2014
~ 49.24 % of the time HuK wins this match and their Blizzcon chances go up to ~ 2.13 %.
~ 50.76 % of the time HuK loses this match and their Blizzcon chances go down to ~ 1.59 %.

IEM Toronto Open Brackets
- herO is at ~ 63.47 % chances to qualify for Blizzcon 2014
~ 58.78 % of the time herO wins this match and their Blizzcon chances go up to ~ 73.45 %.
~ 41.22 % of the time herO loses this match and their Blizzcon chances go down to ~ 49.24 %.
-------------------------------------------------
- Snute is at ~ 10.63 % chances to qualify for Blizzcon 2014
~ 41.22 % of the time Snute wins this match and their Blizzcon chances go up to ~ 18.3 %.
~ 58.78 % of the time Snute loses this match and their Blizzcon chances go down to ~ 5.25 %.

IEM Toronto
- TaeJa is at ~ 100 % chances to qualify for Blizzcon 2014
~ 57.01 % of the time TaeJa wins this match and their Blizzcon chances go up to ~ 100 %.
~ 42.99 % of the time TaeJa loses this match and their Blizzcon chances go down to ~ 100 %.
-------------------------------------------------
- Polt is at ~ 100 % chances to qualify for Blizzcon 2014
~ 54.58 % of the time Polt wins this match and their Blizzcon chances go up to ~ 100 %.
~ 45.42 % of the time Polt loses this match and their Blizzcon chances go down to ~ 100 %.
-------------------------------------------------
- Zest is at ~ 100 % chances to qualify for Blizzcon 2014
~ 46.69 % of the time Zest wins this match and their Blizzcon chances go up to ~ 100 %.
~ 53.31 % of the time Zest loses this match and their Blizzcon chances go down to ~ 100 %.

IEM Toronto
- YoDa is at ~ 8.27 % chances to qualify for Blizzcon 2014
~ 58.01 % of the time YoDa wins this match and their Blizzcon chances go up to ~ 10.84 %.
~ 41.99 % of the time YoDa loses this match and their Blizzcon chances go down to ~ 4.73 %.
-------------------------------------------------
- HyuN is at ~ 100 % chances to qualify for Blizzcon 2014
~ 51.66 % of the time HyuN wins this match and their Blizzcon chances go up to ~ 100 %.
~ 48.34 % of the time HyuN loses this match and their Blizzcon chances go down to ~ 100 %.
-------------------------------------------------
- viOLet is at ~ 25.96 % chances to qualify for Blizzcon 2014
~ 40.45 % of the time viOLet wins this match and their Blizzcon chances go up to ~ 35.2 %.
~ 59.55 % of the time viOLet loses this match and their Blizzcon chances go down to ~ 19.68 %.

IEM Toronto
sOs has the #2 headband!
This is a match for the #2 headband!
- sOs is at ~ 92.4 % chances to qualify for Blizzcon 2014
~ 59.66 % of the time sOs wins this match and their Blizzcon chances go up to ~ 96.53 %.
~ 40.34 % of the time sOs loses this match and their Blizzcon chances go down to ~ 86.29 %.
-------------------------------------------------
- First is at ~ 0.04 % chances to qualify for Blizzcon 2014
~ 50.75 % of the time First wins this match and their Blizzcon chances go up to ~ 0.08 %.
~ 49.25 % of the time First loses this match and their Blizzcon chances go down to ~ 0.01 %.
-------------------------------------------------
- MaSa is at ~ 0.01 % chances to qualify for Blizzcon 2014
~ 37.64 % of the time MaSa wins this match and their Blizzcon chances go up to ~ 0.01 %.
~ 62.36 % of the time MaSa loses this match and their Blizzcon chances go down to ~ 0 %.

IEM Toronto
- Flash is at ~ 6.18 % chances to qualify for Blizzcon 2014
~ 51.35 % of the time Flash wins this match and their Blizzcon chances go up to ~ 8.13 %.
~ 48.65 % of the time Flash loses this match and their Blizzcon chances go down to ~ 4.12 %.
-------------------------------------------------
- MC is at ~ 100 % chances to qualify for Blizzcon 2014
~ 50.28 % of the time MC wins this match and their Blizzcon chances go up to ~ 100 %.
~ 49.72 % of the time MC loses this match and their Blizzcon chances go down to ~ 100 %.
-------------------------------------------------
- Scarlett is at ~ 18.72 % chances to qualify for Blizzcon 2014
~ 49.76 % of the time Scarlett wins this match and their Blizzcon chances go up to ~ 22.33 %.
~ 50.24 % of the time Scarlett loses this match and their Blizzcon chances go down to ~ 15.15 %.

Flash has a ~ 7.12 % chance to win. This would increase their Blizzcon chances from ~ 6.18 % to ~ 13.99 %
HyuN has a ~ 7.11 % chance to win. This would increase their Blizzcon chances from ~ 100 % to ~ 100 %
Scarlett has a ~ 5.92 % chance to win. This would increase their Blizzcon chances from ~ 18.72 % to ~ 40.21 %
Bunny has a ~ 5.87 % chance to win. This would increase their Blizzcon chances from ~ 16.67 % to ~ 42.91 %
First has a ~ 5.3 % chance to win. This would increase their Blizzcon chances from ~ 0.04 % to ~ 0.37 %
Life has a ~ 5.23 % chance to win. This would increase their Blizzcon chances from ~ 85.24 % to ~ 99.99 %
herO has a ~ 5.2 % chance to win. This would increase their Blizzcon chances from ~ 63.47 % to ~ 99.36 %
MC has a ~ 4.82 % chance to win. This would increase their Blizzcon chances from ~ 100 % to ~ 100 %
viOLet has a ~ 3.27 % chance to win. This would increase their Blizzcon chances from ~ 25.96 % to ~ 76.22 %
MaSa has a ~ 2.02 % chance to win. This would increase their Blizzcon chances from ~ 0.01 % to ~ 0.01 %
Leenock has a ~ 2.01 % chance to win. This would increase their Blizzcon chances from ~ 0.02 % to ~ 0.41 %
Snute has a ~ 1.8 % chance to win. This would increase their Blizzcon chances from ~ 10.63 % to ~ 95.31 %
HuK has a ~ 0.76 % chance to win. This would increase their Blizzcon chances from ~ 1.85 % to ~ 4.24 %

Life would gain ~ 14.76 % if they win, with a ~ 5.23 % chance to win, going from ~ 85.24 % to ~ 99.99 %
Flash would gain ~ 7.82 % if they win, with a ~ 7.12 % chance to win, going from ~ 6.18 % to ~ 13.99 %
sOs would gain ~ 7.56 % if they win, with a ~ 9.21 % chance to win, going from ~ 92.4 % to ~ 99.96 %
YoDa would gain ~ 7.45 % if they win, with a ~ 9.17 % chance to win, going from ~ 8.27 % to ~ 15.72 %
HuK would gain ~ 2.39 % if they win, with a ~ 0.76 % chance to win, going from ~ 1.85 % to ~ 4.24 %
Leenock would gain ~ 0.39 % if they win, with a ~ 2.01 % chance to win, going from ~ 0.02 % to ~ 0.41 %
First would gain ~ 0.33 % if they win, with a ~ 5.3 % chance to win, going from ~ 0.04 % to ~ 0.37 %
MaSa would gain ~ 0.01 % if they win, with a ~ 2.02 % chance to win, going from ~ 0.01 % to ~ 0.01 %
MC would gain ~ 0 % if they win, with a ~ 4.82 % chance to win, going from ~ 100 % to ~ 100 %
TaeJa would gain ~ 0 % if they win, with a ~ 9.61 % chance to win, going from ~ 100 % to ~ 100 %
HyuN would gain ~ 0 % if they win, with a ~ 7.11 % chance to win, going from ~ 100 % to ~ 100 %
Zest would gain ~ 0 % if they win, with a ~ 7.42 % chance to win, going from ~ 100 % to ~ 100 %
Polt would gain ~ 0 % if they win, with a ~ 8.16 % chance to win, going from ~ 100 % to ~ 100 %

~ 2.24 % of the time
Snute gets 2nd in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 47.53 %

~ 4.47 % of the time
herO gets 2nd in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 89.16 %

~ 4.48 % of the time
viOLet gets 2nd in IEM Toronto
This would change viOLet's Blizzcon chances
from ~ 25.96 % to ~ 46.78 %

~ 94.8 % of the time
herO doesn't get 1st in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 61.51 %

~ 96.73 % of the time
viOLet doesn't get 1st in IEM Toronto
This would change viOLet's Blizzcon chances
from ~ 25.96 % to ~ 24.26 %

~ 94.13 % of the time
Bunny doesn't get 1st in IEM Toronto
This would change Bunny's Blizzcon chances
from ~ 16.67 % to ~ 15.03 %

~ 6.01 % of the time
Life gets 2nd in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 99.83 %

~ 98.2 % of the time
Snute doesn't get 1st in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 9.08 %

~ 94.08 % of the time
Scarlett doesn't get 1st in IEM Toronto
This would change Scarlett's Blizzcon chances
from ~ 18.72 % to ~ 17.37 %

~ 95.53 % of the time
herO doesn't get 2nd in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 62.27 %

~ 6.26 % of the time
Bunny gets 2nd in IEM Toronto
This would change Bunny's Blizzcon chances
from ~ 16.67 % to ~ 25.59 %

~ 95.52 % of the time
viOLet doesn't get 2nd in IEM Toronto
This would change viOLet's Blizzcon chances
from ~ 25.96 % to ~ 24.98 %

~ 93.99 % of the time
Life doesn't get 2nd in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 84.31 %

~ 97.76 % of the time
Snute doesn't get 2nd in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 9.79 %

~ 8.02 % of the time
sOs gets 2nd in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 98.72 %

~ 6.22 % of the time
Scarlett gets 2nd in IEM Toronto
This would change Scarlett's Blizzcon chances
from ~ 18.72 % to ~ 26.03 %

~ 94.77 % of the time
Life doesn't get 1st in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 84.43 %

~ 7.81 % of the time
YoDa gets 2nd in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 14.37 %

~ 99.28 % of the time
herO doesn't get 1st or 2nd in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 62.75 %

~ 90.79 % of the time
sOs doesn't get 1st in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.63 %

~ 90.83 % of the time
YoDa doesn't get 1st in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 7.52 %

~ 93.74 % of the time
Bunny doesn't get 2nd in IEM Toronto
This would change Bunny's Blizzcon chances
from ~ 16.67 % to ~ 16.07 %

~ 92.88 % of the time
Flash doesn't get 1st in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 5.58 %

~ 91.98 % of the time
sOs doesn't get 2nd in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.85 %

~ 92.19 % of the time
YoDa doesn't get 2nd in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 7.75 %

~ 6.7 % of the time
Flash gets 2nd in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 10.29 %

~ 93.78 % of the time
Scarlett doesn't get 2nd in IEM Toronto
This would change Scarlett's Blizzcon chances
from ~ 18.72 % to ~ 18.24 %

~ 99.58 % of the time
Flash doesn't get 1st or 2nd in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 5.9 %

~ 93.3 % of the time
Flash doesn't get 2nd in IEM Toronto
This would change Flash's Blizzcon chances
from ~ 6.18 % to ~ 5.88 %

~ 98.64 % of the time
YoDa doesn't get 1st or 2nd in IEM Toronto
This would change YoDa's Blizzcon chances
from ~ 8.27 % to ~ 8.06 %

~ 98.81 % of the time
sOs doesn't get 1st or 2nd in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 92.21 %

~ 1.52 % of the time
HuK gets 2nd in IEM Toronto
This would change HuK's Blizzcon chances
from ~ 1.85 % to ~ 2.59 %

~ 99.24 % of the time
HuK doesn't get 1st in IEM Toronto
This would change HuK's Blizzcon chances
from ~ 1.85 % to ~ 1.84 %

~ 94.7 % of the time
First doesn't get 1st in IEM Toronto
This would change First's Blizzcon chances
from ~ 0.04 % to ~ 0.03 %

~ 98.48 % of the time
HuK doesn't get 2nd in IEM Toronto
This would change HuK's Blizzcon chances
from ~ 1.85 % to ~ 1.84 %

~ 97.99 % of the time
Leenock doesn't get 1st in IEM Toronto
This would change Leenock's Blizzcon chances
from ~ 0.02 % to ~ 0.01 %

~ 97.98 % of the time
MaSa doesn't get 1st in IEM Toronto
This would change MaSa's Blizzcon chances
from ~ 0.01 % to ~ 0 %

~ 23.41 % of the time
herO gets 4th or 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 77.87 %

~ 12.56 % of the time
herO gets 2nd or 4th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 85.5 %

~ 38.29 % of the time
Life gets 4th or 8th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 93.76 %

~ 18.63 % of the time
Life gets 2nd or 4th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 98.92 %

~ 7.15 % of the time
Snute gets 2nd or 4th in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 33.52 %

~ 8.08 % of the time
herO gets 4th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 83.47 %

~ 12.62 % of the time
Life gets 4th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 98.48 %

~ 15.33 % of the time
herO gets 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 74.92 %

~ 25.67 % of the time
Life gets 8th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 91.44 %

~ 84.67 % of the time
herO doesn't get 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 61.4 %

~ 87.38 % of the time
Life doesn't get 4th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 83.33 %

~ 10.22 % of the time
Snute gets 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 49.85 %

~ 91.92 % of the time
herO doesn't get 4th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 61.72 %

~ 74.33 % of the time
Life doesn't get 8th in IEM Toronto
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 83.1 %

~ 1.14 % of the time
Snute gets 1st in IEM Toronto
viOLet loses their next match in IEM Toronto ro16
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 95.5 %

~ 4.92 % of the time
Snute gets 4th in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 27.14 %

~ 0.99 % of the time
Snute gets 1st in IEM Toronto
Scarlett loses their next match in IEM Toronto ro16
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 95.23 %

~ 0.82 % of the time
Snute gets 1st in IEM Toronto
sOs loses their next match in IEM Toronto ro16
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 95.78 %

~ 5.19 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 48.2 %

~ 4.9 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 48.26 %

~ 4.87 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 48.66 %

~ 6.08 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 50.41 %

~ 4.21 % of the time
Snute wins their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 47.83 %

~ 5.42 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 49.67 %

~ 42.43 % of the time
sOs gets 4th or 8th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 95.38 %

~ 22.62 % of the time
sOs gets 2nd or 4th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 97.51 %

~ 5.42 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 50.16 %

~ 5.13 % of the time
Snute loses their next match in IEM Toronto ro16
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 50.14 %

~ 89.78 % of the time
Snute doesn't get 8th in IEM Toronto
This would change herO's Blizzcon chances
from ~ 63.47 % to ~ 65.02 %

~ 40.45 % of the time
viOLet wins their next match in IEM Toronto ro16
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 83.23 %

~ 59.55 % of the time
viOLet loses their next match in IEM Toronto ro16
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 86.61 %

~ 14.6 % of the time
sOs gets 4th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 96.84 %

~ 95.08 % of the time
Snute doesn't get 4th in IEM Toronto
This would change Snute's Blizzcon chances
from ~ 10.63 % to ~ 9.78 %

~ 27.83 % of the time
sOs gets 8th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 94.61 %

~ 85.4 % of the time
sOs doesn't get 4th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.64 %

~ 72.17 % of the time
sOs doesn't get 8th in IEM Toronto
This would change sOs's Blizzcon chances
from ~ 92.4 % to ~ 91.55 %

~ 8.29 % of the time
Life gets 4th in IEM Toronto
viOLet loses their next match in IEM Toronto ro16
This would change Life's Blizzcon chances
from ~ 85.24 % to ~ 98.54 %

~ 12.62 % of the time
Life gets 4th in IEM Toronto
This would change Jaedong's Blizzcon chances
from ~ 95.05 % to ~ 92.9 %

~ 87.38 % of the time
Life doesn't get 4th in IEM Toronto
This would change Jaedong's Blizzcon chances
from ~ 95.05 % to ~ 95.36 %