TaitzReport.com: Undeniable proof that Reuters is polling a much higher percentage of Democrats than Republicans
Posted on | June 30, 2016 | 2 Comments
TaitzReport.com: Undeniable proof that Reuters is polling a much higher percentage of Democrats than Republicans
By Dr. Orly Taitz, ESQ
06.29.2016
Just a couple of days ago Attorney Orly Taitz has shown that ABS/Washington post intentionally misled the public by over-polling Democrats.
Now Taitz found undeniable proof that Reuters is also misleading the public and grossly over-polling Democrats in order to mislead the public into believing that Clinton is leading and to disenfranchise and demoralize Trump voters.
Please see the graph from the latest Reuters poll. Reuters is not revealing the percentage of Dems and GOPers they are polling, however it can be figured by looking at the poll below.
The poll shows that Trump is beating Clinton among independents 31/26, with a 5% margin.
Additionally, Trump has more support in his own party than Clinton in her party.
Among Republicans Trump 76%, while Clinton has only 71% of Democrats.
Further, Trump takes away more Dems than Clinton takes GOPers. Trump takes 11% of Dems, while Clinton takes only 8% of GOPers.
Considering that according to the latest polling there are only 3% more Dems, it means that Trump should be leading overall. However, Reuters claims that Hillary leads with a 9% margin, no less.
How can that happen? How can she be leading if he is leading Independents with a 5% margin, if he consolidated his party by a higher percentage and takes a higher percentage of the opposing party?
The only possible explanation, is that Reuters, just like ABC/WashPost, is grossly manipulating the polls by polling a grossly higher percentage of Democrats.
For this reason the public should demand to remove Reuters from polling averages and from the reports by the networks and major news organizations. Taitz is urging her supporters to call networks and urge them to allow Taitz to appear and disclose to the public these manipulations https://www.realclearpolitics.com/docs/2016/Reuters_Ipsos_June_18_to_22_2016.pdf
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July 14th, 2016 @ 2:19 am
Making equations of lines 1, 2, 5, and 6 of the table, then solving for x, y, and z, gives these approximate proportions:
57½% Democrats;
30% Republicans;
12½% Independents.
Here are the algebraic calculations, just for reference.
9x + 13y + 17z = 12
48x + 8y + 17z = 30
432x + 624y + 816z = 576
432x + 72y + 153z = 270
552y + 663z = 306
8x + 68y + 34z = 31
27x + 5y + 18z = 17
216x + 1836y + 918z = 837
216x + 40y + 144z = 136
1796y + 774z = 701
1190748y + 513162z = 464763
427248y + 513162z = 236844
763500y = 227919
y = 0.29852, or 29.852 %
48x + 8y + 17z = 30
27x + 5y + 18z = 17
864x + 144y + 306z = 540
459x + 85y + 306z = 289
405x + 59y = 251
8x + 68y + 34z = 31
18x + 26y + 34z = 24 (double 9x + 13y + 17z = 12)
-10x + 42y = 7
17010x + 2478y = 10542
-590x + 2478y = 413
17600x = 10129
So x = 0.57551, or 57.551%,
y = 0.29852, or 29.852%, and
z = 1 – 0.57551 – 0.29852 = 0.12597, or 12.597%.
I verified these values for x, y, and z in the original equations. Keep in mind that there were only 2 significant digits in 12
of the 16 numbers and only 1 significant digit in the other 4, resulting in precision varying from ±0.735% to ±10%.
48x + 8y + 17z = 30
27.62448 + 2.38816 + 2.14149 = 32.15413
27x + 5y + 18z = 17
15.53877 + 1.49260 + 2.26746 = 19.29883
9x + 13y + 17z = 12
5.17959 + 3.88076 + 2.14149 = 11.20184
8x + 68y + 34z = 31
4.60408 + 20.29936 + 4.28298 = 29.18642
July 24th, 2016 @ 10:36 pm
I hereby revise my comment above. My calculations were incorrect.
Of the sample of 1339 registered voters, calculate the proportion that were Democrat (d), Republican (r), and Independent (i) from the percentages in the table below, written here as decimal fractions in three equations.
Line 1, Hillary Clinton (Democrat): 0.41 d + 0.08 r + 0.26 i = 0.43
Line 2, Donald Trump (Republican): 0.11 d + 0.76 r + 0.31 i = 0.34
Lines 5+6+7, none of the 4 candidates: 0.08 d + 0.09 r + 0.26 i = 0.12
Making equations of lines 1, 2, and the total of 5, 6, and 7 of the table, then solving for d, r, and i, gives these approximate proportions:
37% Democrats (d);
29% Republicans (r);
34% Independents (i).
Just for reference, here are the algebraic calculations.
0.71d + 0.08r + 0.26i = 0.43 (line 1)
0.11d + 0.76r + 0.31i = 0.34 (line 2)
0.08d + 0.09r + 0.26i = 0.12 (totaling columns of lines 5, 6, and 7 creates line 8)
0.1846d + 0.0208r + 0.0676i = 0.1118 (line 1 x 0.26)
0.0208d + 0.0234r + 0.0676i = 0.0312 (line 8 x 0.26)
0.1638d – 0.0026r = 0.0806 (subtracting creates line 9)
0.2201d + 0.0248r + 0.0806i = 0.1333 (line 1 x 0.31)
0.0286d + 0.1976r + 0.0806i = 0.0884 (line 2 x 0.26)
0.1915d – 0.1728r = 0.0449 (subtracting creates line 10)
0.03803328d + 0.044928r = 0.01392768 (line 9 x 0.1728)
0.00049790d + 0.044928r = 0.00011674 (line 10 x 0.0026)
0.03753538d = 0.01381094 (subtracting isolates “d”)
d = 0.3679445898776035, or 37%.
0.1638d – 0.0026r = 0.0806 (line 9 again)
0.1915d – 0.1728r = 0.0449 (line 10 again)
0.0313677d – 0.00049790r = 0.01543490 (line 9 x 0.1915)
0.0313677d – 0.02830464r = 0.00735462 (line 10 x 0.1638)
0.02780674r = 0.00808028 (subtracting isolates “r”)
r = 0.2905871022636958, or 29%.
i = 1 – d – r = 0.3414683078587, or 34%.
Democrat = 37%; Republican = 29%, Independent = 34%.
Of the 12 percentages used in the table, there were only 2 significant digits in 8 of the 12 and only 1 significant digit in the other 4, resulting in, at best, 2 digit precision, or technically, only 1 digit precision. Plugging the calculated percentages (37%, 29%, and 34%) into line 3 arrives correctly at the total of 6%, as listed. But plugging them into line 4 calculates 2.6% instead of the 5% listed, which indicates that the percentages by party listed on line 4 are very low and are unreliable.