DemoChoice Web Poll: Best Lighting Design of a Musical
1 candidate will be elected with 45 ballots cast.

Table form | Chart form: First Round | Next Round | Final Round | Previous Round | Ballot Depth | How it works | Main Page


Round 1    
-------------------------------------------------- 50%
Tyler Micoleau, The Band's Visit  15  (33.3%) 
EEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEE _________________ :
Donald Holder, My Fair Lady  14  (31.1%) 
CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC ___________________ :
Kevin Adams, SpongeBob SquarePants: The Musical  12  (26.7%) 
AAAAAAAAAAAAAAAAAAAAAAAAAAA _______________________ :
Jules Fisher + Peggy Eisenhauer, Once On This Island  (8.9%) 
BBBBBBBB __________________________________________ :
   
Results   Redistributed Votes (to these colors)
Jules Fisher + Peggy Eisenhauer, Once On This Island Defeated
AA EEEE FF

Note: If this doesn't make sense, try reading the How it works page, view the table form, or ask a question.
The dotted line represents the number of votes that guarantees victory (50% of counted votes).

No candidate has the number of votes needed to guarantee victory, so the last-place candidate (Jules Fisher + Peggy Eisenhauer, Once On This Island) is eliminated. Ballots for that candidate are counted toward their next highest ranking.

New colors:
F
None of these

next round Next Round














 
 
DemoChoice Web Poll: Best Lighting Design of a Musical
1 candidate will be elected with 45 ballots cast.

Table form | Chart form: First Round | Next Round | Final Round | Previous Round | Ballot Depth | How it works | Main Page


Round 2    
------------------------------------------------- 50%
Tyler Micoleau, The Band's Visit  17  (38.6%) 
EEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEE ___________ :
Donald Holder, My Fair Lady  14  (31.8%) 
CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC __________________ :
Kevin Adams, SpongeBob SquarePants: The Musical  13  (29.5%) 
AAAAAAAAAAAAAAAAAAAAAAAAAAAA _____________________ :
None of these   
FF _______________________________________________
   
Results   Redistributed Votes (to these colors)
Kevin Adams, SpongeBob SquarePants: The Musical Defeated
CCCCCC EEEEEEEEEEEEEEEEE FFFF

Note: If this doesn't make sense, try reading the How it works page, view the table form, or ask a question.
The dotted line represents the number of votes that guarantees victory (50% of counted votes).

No candidate has the number of votes needed to guarantee victory, so the last-place candidate (Kevin Adams, SpongeBob SquarePants: The Musical) is eliminated. Ballots for that candidate are counted toward their next highest ranking.

next round Next Round














 
  
DemoChoice Web Poll: Best Lighting Design of a Musical
1 candidate will be elected with 45 ballots cast.

Table form | Chart form: First Round | Final Round | Previous Round | Ballot Depth | How it works | Main Page


Round 3    
---------------------------------------------- 50%
Tyler Micoleau, The Band's Visit  25  (59.5%) 
EEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEE :EEEEEEEEE
Donald Holder, My Fair Lady  17  (40.5%) 
CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC ________ :
None of these   
FFFFFFF _______________________________________
   
Results  
Donald Holder, My Fair LadyDefeated 
Tyler Micoleau, The Band's VisitElected 

Note: If this doesn't make sense, try reading the How it works page, view the table form, or ask a question.
The dotted line represents an elected member's equal share of the votes (50% of counted votes).

At this point, the number of remaining candidates equals the number of remaining seats, so the remaining candidates are declared elected.
In the end, 55.6% of all cast ballots counted toward a winner. This compares to 33.3% if only the first-round votes were used.

The Ballot Depth section shows how much lower rankings contributed to the tally.
















 
 
DemoChoice Web Poll: Best Lighting Design of a Musical
1 candidate will be elected with 45 ballots cast.

Table form | Chart form: First Round | Final Round | Ballot Depth | How it works | Main Page


Ballot Depth: This shows how much the lower rankings on ballots contributed to the winning candidate.

Rank Fraction of votes for winner
1st 60.0% 
XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX
2nd 24.0% 
XXXXXXXXXXXXXXXXXXXXXX
3rd 12.0% 
XXXXXXXXXXX
4th 4.0% 
XXXX