Subject: Re: Library Review Survey Document 
Date: Thu, 13 Aug 2026 13:12:28 +0000
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From: Cindy Davis <Cindy.Davis@schools.utah.gov>
To: Emily Green <Emily.Green@schools.utah.gov>, Jennie Earl
	<Jennie.Earl@schools.utah.gov>, Joann Brinton
	<Joann.Brinton@schools.utah.gov>, Randy Boothe
	<Randy.Boothe@schools.utah.gov>
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Thank you, Emily. I=92m not able to load it. Could you send it in a pdf for=
mat?

Many thanks,

Cindy

[signatureImage]
[signatureImage]
________________________________
From: Emily Green <Emily.Green@schools.utah.gov>
Sent: Tuesday, 04 August 2026 17:30:33
To: Jennie Earl <Jennie.Earl@schools.utah.gov>; Joann Brinton <Joann.Brinto=
n@schools.utah.gov>; Randy Boothe <Randy.Boothe@schools.utah.gov>; Cindy Da=
vis <Cindy.Davis@schools.utah.gov>
Subject: Library Review Survey Document


Dear Fellow Board Members,

I hope this finds you well! I'm looking forward to seeing everyone this wee=
k.

Over the past several months, I have been working to develop a set of quest=
ions that I believe will help guide the Library Review approved by the Stan=
dards and Assessment Committee and Law and Licensing Committee.  While the =
review document provides a solid framework, I have not yet seen a comprehen=
sive list of questions that will help us fully understand the processes and=
 relationships involved in library procurement and collection development.

The attached document is intended to serve as a companion to the review doc=
ument. It aligns with each section of the proposed review and offers questi=
ons that may help ensure our work is thorough, objective, and informative. =
My hope is that it can be used throughout the review to identify where addi=
tional information may be needed. This will help us better understand the f=
ront end of the library curation and procurement process, including how mat=
erials are selected, recommended, acquired, and ultimately placed in our sc=
hool libraries.  A meaningful review requires understanding the entire ecos=
ystem, including funding, purchasing, practices, distributor and vendor rel=
ationships, professional standards, and the roles of organizations that inf=
luence collection development.

These sections will follow the timelines as recommended in the Library Revi=
ew Document currently in board backup to ensure it is done thoroughly and i=
ncrementally.

 I would greatly appreciate your feedback on these questions. If there are =
additional areas you believe should be explored, or questions that should b=
e refined, please let me know.  My goal is to ensure this review is as comp=
rehensive and useful as possible.  I'm sending this to all board members th=
is evening and it has been submitted for board backup.  I hope this is help=
ful.

Thank you for your time, and I look forward to our discussion.

Sincerely,

Emily




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Thank you, Emily. I=92m not able to load it. Could you send it in a pdf for=
mat?</div>
<div dir=3D"ltr" style=3D"font-family: Aptos, Aptos_MSFontService, -apple-s=
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Many thanks,</div>
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Cindy</div>
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<div id=3D"divRplyFwdMsg" dir=3D"ltr"><font face=3D"Calibri, sans-serif" st=
yle=3D"font-size:11pt" color=3D"#000000"><b>From:</b> Emily Green &lt;Emily=
.Green@schools.utah.gov&gt;<br>
<b>Sent:</b> Tuesday, 04 August 2026 17:30:33<br>
<b>To:</b> Jennie Earl &lt;Jennie.Earl@schools.utah.gov&gt;; Joann Brinton =
&lt;Joann.Brinton@schools.utah.gov&gt;; Randy Boothe &lt;Randy.Boothe@schoo=
ls.utah.gov&gt;; Cindy Davis &lt;Cindy.Davis@schools.utah.gov&gt;<br>
<b>Subject:</b> Library Review Survey Document </font>
<div>&nbsp;</div>
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Dear Fellow Board Members,</div>
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I hope this finds you well! I'm looking forward to seeing everyone this wee=
k.&nbsp;</div>
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color:rgb(0,0,0)">
Over the past several months, I have been working to develop a set of quest=
ions that I believe will help guide the Library Review approved by the Stan=
dards and Assessment Committee and Law and Licensing Committee.&nbsp; While=
 the review document provides a solid
 framework, I have not yet seen a comprehensive list of questions that will=
 help us fully understand the processes and relationships involved in libra=
ry procurement and collection development.</div>
<div class=3D"x_elementToProof" style=3D"text-align:left; text-indent:0px; =
background-color:rgb(255,255,255); margin:0px; font-family:Aptos,Aptos_Embe=
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<br>
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background-color:rgb(255,255,255); margin:0px; font-family:Aptos,Aptos_Embe=
ddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size:11pt; =
color:rgb(0,0,0)">
The attached document is intended to serve as a companion to the review doc=
ument. It aligns with each section of the proposed review and offers questi=
ons that may help ensure our work is thorough, objective, and informative. =
My hope is that it can be used throughout
 the review to identify where additional information may be needed. This wi=
ll help us better understand the front end of the library curation and proc=
urement process, including how materials are selected, recommended, acquire=
d, and ultimately placed in our
 school libraries.&nbsp; A meaningful review requires understanding the ent=
ire ecosystem, including funding, purchasing, practices, distributor and ve=
ndor relationships, professional standards, and the roles of organizations =
that influence collection development.&nbsp;&nbsp;</div>
<div class=3D"x_elementToProof" style=3D"text-align:left; text-indent:0px; =
background-color:rgb(255,255,255); margin:0px; font-family:Aptos,Aptos_Embe=
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<br>
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ddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size:11pt; =
color:rgb(0,0,0)">
These sections will follow the timelines as recommended in the Library Revi=
ew Document currently in board backup to ensure it is done thoroughly and i=
ncrementally.&nbsp;&nbsp;</div>
<div class=3D"x_elementToProof" style=3D"text-align:left; text-indent:0px; =
background-color:rgb(255,255,255); margin:0px; font-family:Aptos,Aptos_Embe=
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color:rgb(0,0,0)">
&nbsp;I would greatly appreciate your feedback on these questions. If there=
 are additional areas you believe should be explored, or questions that sho=
uld be refined, please let me know.&nbsp; My goal is to ensure this review =
is as comprehensive and useful as possible.&nbsp;
 I'm sending this to all board members this evening and it has been submitt=
ed for board backup.&nbsp; I hope this is helpful.&nbsp;</div>
<div class=3D"x_elementToProof" style=3D"text-align:left; text-indent:0px; =
background-color:rgb(255,255,255); margin:0px; font-family:Aptos,Aptos_Embe=
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<br>
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color:rgb(0,0,0)">
Thank you for your time, and I look forward to our discussion.&nbsp;&nbsp;<=
/div>
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Sincerely,</div>
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Emily</div>
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