EFTA00447987Set 9
2017-03-244p1,054w
From: Lesley Groff
To: Jeffrey Epstein <jeevacation@gmail.com>
Subject: Fwd: FOURIER: Significant LDL Reduction with Evolocumab
Date: Fri, 24 Mar 2017 11:18:31 +0000
Begin forwarded message:
From:
Subject ... FOURIER: Significant LDL Reduction with Evolocumab
Date: March 24, 2017 at 7:17:36 AM EDT
To: Lesley Groff <
Lesley please forward to Jeffrey
rs
Rony Shimony, M.D. F.A.C.C.
Associate ... Cardiology Alert
Date: March 24, 2017 at 7:06:06 AM EDT
To:
Subject: FOURIER: Significant LDL Reduction with Evolocumab
Reply-To: Cardiology Alert <
EFTA00447987
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https://www.justice.gov/epstein/files/DataSet%209/EFTA00447987.pdf
EFTA00447984Set 9
2017-03-243p1,043w
From: Lesley Groff
To: "Dr. Rony + Catherine Shimony"
Subject: Re: FOURIER: Significant LDL Reduction with Evolocumab
Date: Fri, 24 Mar 2017 11:18:21 +0000
will do..thanks ... Cardiology Alert
Date: March 24, 2017 at 7:06:06 AM EDT
To:
Subject: FOURIER: Significant LDL Reduction with Evolocumab
Reply-To: Cardiology Alert
E— ail not displaying conectly?View ... your browser.
FOURIER: Significant LDL Reduction with Evolocumab
New data from the Further Cardiovascular Outcomes Research with PCSK9 Inhibition in Subjects with Elevated Risk
(FOURIER) study, presented
https://www.justice.gov/epstein/files/DataSet%209/EFTA00447984.pdf
EFTA00784573Set 9
2019-04-2118p2,925w
Sender: Larry Summers (
Participants: Larry Summers ( ), Self ( e:jeeitunes@gmail.com )
Yes I'm familiar w Fourier analysis.
EFTA00784584
iMessage
2019-04-22 11:51:55 (UTC 1
Sender: Larry Summers (
Participants ... Larry Summers ( ), Self ( jeeitunes®gmail.com )
Yes Pm familiar w Fourier analysis.
iMessage
[9] 2019-04-22 11:53:34 (UTC)
Sender: Self ( e:jeeitunes®gmail.com
Participants: Larry Summers ( ), Self ... jeeitunes@gmail.com )
Question is it more freudian or Fourier
iMessage
[1] 2019-04-22 11:53:34 (UTC)
Sender: Self ( jeeitunes®gmail.com
Participants: Larry Summers ( ), Self ( jeeitunes®gmail.com )
Question
https://www.justice.gov/epstein/files/DataSet%209/EFTA00784573.pdf
EFTA00316650Set 9
3p2,026w
considers
a quantized approximately massless scalar field in de-Sitter space, expanded into Fourier components with quantized
mode functions, vk then it is straightforward to calculate the zero-point quantum ... with classical gravitational waves. As first pointed out by Grishchuk in 1975 [3], the Fourier modes of these two
EFTA00316650
2
states, hr are each governed by an action ... with the
correspondence
2
hk = vk (3)
a mpt
Thus, if one treats these Fourier modes as quantum modes then there will be zero-point fluctuations in each
https://www.justice.gov/epstein/files/DataSet%209/EFTA00316650.pdf
EFTA01141162Set 9
2013-10-046p3,224w
Sitter space,
of the driving forces in much of fundamental particle theory expanded into Fourier components with quantized
over the past 30 years. mode functions, vs, then it is straightforward ... gravitational constant C. We assume that the
by Grishchuk in 1975 [3), the Fourier modes of these two background density can be usefully expanded as an analytic
states ... want to form a dimensionless numerical
Thus, if one treats these Fourier modes as quantum modes,
measure of the strength of the gravitational background,
then there will be zero-point
https://www.justice.gov/epstein/files/DataSet%209/EFTA01141162.pdf
EFTA00509753Set 9
2019-04-2217p2,469w
Larry Summers
Participants: Larry Summers =.), Self ( e:jeeitunes@gmail.com )
EFTA00509754
Yes I'm familiar w Fourier analysis.
iMessage
[1] 2019-04-22 11:53:34 (UTC)
Sender: Self ( e:jeeitunes®gmail.com ... Participants: Larry Summers ), Self ( e:jeeitunes@gmail.com )
Question is it more freudian or Fourier
iMessage
2019-04-22 11:54:30 (UTC) [1]
Sender: Larry Summers ( IlMa)
Participants: Larry Summers ( ), Self
https://www.justice.gov/epstein/files/DataSet%209/EFTA00509753.pdf
EFTA02688804Set 11
14p8,550w
satisfy the properties above.
We can now expand & I, and thd, in Fourier series.
R.(e1(‘ -ta)ab =
?MG
RI,s111`.(n(4ki + 0:1,b) (25)
EFTA
https://www.justice.gov/epstein/files/DataSet%2011/EFTA02688804.pdf