TiltonAllStarz asked: 04/02/2016
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86% 14%
252 Votes
86% 14%
Gender
MF
85% 177 small pie chart
96% 56 small pie chart
Age
<2121-40>40 84%88%89%
84% 51 small pie chart
88% 77 small pie chart
89% 96 small pie chart
Income
<50k50-100k>100k 87%85%89%
87% 55 small pie chart
85% 55 small pie chart
89% 87 small pie chart
Party
DemocratRepublicanIndependentLibertarian 82%88%89%82%
82% 40 small pie chart
88% 63 small pie chart
89% 83 small pie chart
82% 29 small pie chart
Alaska (1 votes)
100%
Alaska
(1 votes)
100%
Alabama
(3 votes)
66% 34%
Arkansas
(2 votes)
100%
Arizona
(5 votes)
60% 40%
California
(21 votes)
76% 24%
Colorado
(9 votes)
88% 12%
Connecticut
(2 votes)
100%
Wash. D.C.
(0 votes)
100%
Delaware
(1 votes)
100%
Florida
(13 votes)
84% 16%
Georgia
(5 votes)
100%
Guam
(0 votes)
100%
Hawaii
(1 votes)
100%
Iowa
(4 votes)
100%
Idaho
(1 votes)
100%
Illinois
(8 votes)
87% 13%
Indiana
(3 votes)
66% 34%
Kansas
(3 votes)
100%
Kentucky
(0 votes)
100%
Louisiana
(2 votes)
100%
Mass.
(5 votes)
100%
Maryland
(6 votes)
83% 17%
Maine
(0 votes)
100%
Michigan
(5 votes)
80% 20%
Minnesota
(9 votes)
88% 12%
Missouri
(5 votes)
100%
Mississippi
(1 votes)
100%
Montana
(0 votes)
100%
N. Carolina
(7 votes)
100%
N. Dakota
(2 votes)
100%
Nebraska
(2 votes)
100%
N. Hampshire
(2 votes)
100%
New Jersey
(7 votes)
100%
New Mexico
(0 votes)
100%
Nevada
(1 votes)
100%
New York
(10 votes)
90% 10%
Ohio
(9 votes)
88% 12%
Oklahoma
(5 votes)
100%
Oregon
(8 votes)
100%
Penn.
(8 votes)
100%
Puerto Rico
(0 votes)
100%
R. Island
(2 votes)
100%
S. Carolina
(3 votes)
66% 34%
South Dakota
(0 votes)
100%
Tennessee
(0 votes)
100%
Texas
(14 votes)
78% 22%
Utah
(7 votes)
85% 15%
Virginia
(5 votes)
100%
Virgin Is.
(0 votes)
100%
Vermont
(1 votes)
100%
Washington
(9 votes)
88% 12%
Wisconsin
(4 votes)
100%
W. Virginia
(2 votes)
100%
Wyoming
(0 votes)
100%
Last updated: 2020-09-27T13:26:43+00:00