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&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Parkinson's, which affect as many 10 million people in the
world, is caused by a depletion of dopamine-producing neurons in the brain.
Current treatments include medications and electrical implants in the brain
which causes severe adverse effects over time and fail to prevent disease
progression. Several studies have indicated that the transplantation of
embryonic stem cells improves motor functions in animal models. However, until
now, the procedure has shown to be unsafe, because of the risk of tumors upon
transplantation.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;To address this issue, the researchers tested for the first time
to pre-treat undifferentiated mouse embryonic stem cells with mitomycin C, a
drug already prescribed to treat cancer. The substance blocks the DNA
replication and prevents the cells to multiply out of control.&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;The researchers used mice
modeled for Parkinson's. The animals were separated in three groups. The first
one, the control group, did not receive the stem cell implant. The second one,
received the implant of stem cells which were not treated with mitomycin C and
the third one received the mitomycin C treated cells.&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ3zso9rSeI6tSf8mgVpaVy4UEUIQkZSUA4fqXUoE_JOXUsJiQkGSe9SYK1ora453tYqF5CqBmraHf_P9qJrQworPswPrcvLlfoS4KP6C2uU5XvEyH2v_zXW6PqD2Htpyn8qL2rSHOj8Jp/s1600/Parkinson1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ3zso9rSeI6tSf8mgVpaVy4UEUIQkZSUA4fqXUoE_JOXUsJiQkGSe9SYK1ora453tYqF5CqBmraHf_P9qJrQworPswPrcvLlfoS4KP6C2uU5XvEyH2v_zXW6PqD2Htpyn8qL2rSHOj8Jp/s1600/Parkinson1.JPG" height="308" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMebBU5obO_4R5TaOXjKyMYAg1bglyYFrOOPDQtSaSGAJXOR0LOU9WMwwcW9whvsLO9PFsKFpUug5i2HMCCFR72kq-w3b_aDc8avRG87ZW22uwVha_zyekP3QKGlYyBVULGsAYKvG0wAVv/s1600/Parkinson2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMebBU5obO_4R5TaOXjKyMYAg1bglyYFrOOPDQtSaSGAJXOR0LOU9WMwwcW9whvsLO9PFsKFpUug5i2HMCCFR72kq-w3b_aDc8avRG87ZW22uwVha_zyekP3QKGlYyBVULGsAYKvG0wAVv/s1600/Parkinson2.JPG" height="400" width="370" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Figure: Parkinson’s Disease&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;After the injection of 50,000 untreated stem cells, the animals
of the second group showed improvement in motor functions but all of them died
between 3 and 7 weeks later. These animals also developed intracerebral tumors.
In contrast, animals receiving the treated stem cells showed improvement of
Parkinson's symptoms and survived until the end of the observation period of 12
weeks post-transplant with no tumors detected. Four of these mice were
monitored for as long as 15 months with no signs of pathology.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Furthermore, the scientists have also shown that treating the
stem cells with mitomycin C induced a four-fold increase in the release of
dopamine after in vitro differentiation.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"This simple strategy of shortly exposing pluripotent stem
cells to an anti-cancer drug turned the transplant safer, by eliminating the
risk of tumor formation," says the leader of the study Stevens Rehen,
Professor at UFRJ and researcher at IDOR.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The discovery, reported on April in the journal&amp;nbsp;&lt;i&gt;Frontiers
in Cellular Neuroscience&lt;/i&gt;, could pave the way for researchers and physicians
to propose a clinical trial using pluripotent stem cells treated with mitomycin
C prior to transplant to treat Parkinson's patients and also other
neurodegenerative conditions.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;i&gt;&lt;b&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Posted By :-&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;i&gt;&lt;b&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Bioinformatics Department&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;i&gt;&lt;b&gt;BII Noida &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ3zso9rSeI6tSf8mgVpaVy4UEUIQkZSUA4fqXUoE_JOXUsJiQkGSe9SYK1ora453tYqF5CqBmraHf_P9qJrQworPswPrcvLlfoS4KP6C2uU5XvEyH2v_zXW6PqD2Htpyn8qL2rSHOj8Jp/s72-c/Parkinson1.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">44</thr:total></item><item><title>Random Mutations Plays Predominant Role in Cancer</title><link>http://biinoida.blogspot.com/2015/01/random-mutations-plays-predominant-role.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Tue, 6 Jan 2015 15:49:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-5802438696115952353</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="background: none repeat scroll 0% 0% white; color: #070809; font-size: 12pt;"&gt;A statistical model has been created that measures the
proportion of cancer incidence, across many tissue types, caused mainly by
random mutations that occur when stem cells divide. By this measure, two-thirds
of adult cancer incidence across tissues can be explained primarily by “bad
luck,” when these random mutations occur in genes that can drive cancer growth,
while the remaining third are due to environmental factors and inherited genes.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: 2.25pt; margin-left: 0in; margin-right: 0in; margin-top: 3.75pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;Scientists
from the Johns Hopkins Kimmel Cancer Center have created a statistical model
that measures the proportion of cancer incidence, across many tissue types,
caused mainly by random mutations that occur when stem cells divide. By their
measure, two-thirds of adult cancer incidence across tissues can be explained
primarily by "bad luck," when these random mutations occur in genes
that can drive cancer growth, while the remaining third are due to
environmental factors and inherited genes.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;"All cancers are caused by a combination of bad
luck, the environment and heredity, and we've created a model that may help
quantify how much of these three factors contribute to cancer development.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;"Cancer-free longevity in people exposed to
cancer-causing agents, such as tobacco, is often attributed to their 'good
genes,' but the truth is that most of them simply had good luck," adds
Vogelstein, who cautions that poor lifestyles can add to the bad luck factor in
the development of cancer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW05hWlnLgEn6N__ljy2BpnM6zZ-vzueYUJgWSWckiLsOYRqHi0SCocQLbc2svMruyr6Sf2RWIfjNxOWNgFxnSHXmIQ9HS4vcGcDnIPJoDAUmo2_VlhYGzYqy-eO2yoYE65AFLUzBqadAt/s1600/DNA.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW05hWlnLgEn6N__ljy2BpnM6zZ-vzueYUJgWSWckiLsOYRqHi0SCocQLbc2svMruyr6Sf2RWIfjNxOWNgFxnSHXmIQ9HS4vcGcDnIPJoDAUmo2_VlhYGzYqy-eO2yoYE65AFLUzBqadAt/s1600/DNA.JPG" height="301" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Figure 1: 3D DNA model&lt;/span&gt;&lt;/b&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgMhTLA844qbD49nSfTLgWHsJaG2dwgXW_GDGEqSLEX_d5EyXdd8roUr9FB5AqpqYabi_PT6ca3QUcR7IslHee25mieGmdWbOzYADpmNvig-wlZlnbE6Dh0Mi9E92tnzZy1UY4FEDHHpyB/s1600/DNA+mutation.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgMhTLA844qbD49nSfTLgWHsJaG2dwgXW_GDGEqSLEX_d5EyXdd8roUr9FB5AqpqYabi_PT6ca3QUcR7IslHee25mieGmdWbOzYADpmNvig-wlZlnbE6Dh0Mi9E92tnzZy1UY4FEDHHpyB/s1600/DNA+mutation.JPG" height="282" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Figure 2: Random DNA
Mutation&lt;/span&gt;&lt;/b&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
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   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
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   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
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&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;Researchers claim 65%
of cancer cases are a result of random DNA mutations, while the remaining 35%
can be explained by a combination of these mutations and environmental and
hereditary factors. &lt;/span&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The implications of their model range from altering public
perception about cancer risk factors to the funding of cancer research, they
say. "If two-thirds of cancer incidence across tissues is explained by
random DNA mutations that occur when stem cells divide, then changing our
lifestyle and habits will be a huge help in preventing certain cancers, but
this may not be as effective for a variety of others," says bio&lt;/span&gt;&lt;span style="color: #070809;"&gt;-&lt;/span&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;mathematician Cristian Tomasetti, Ph.D., an assistant professor
of oncology at the Johns Hopkins University School of Medicine and Bloomberg
School of Public Health. "We should focus more resources on finding ways
to detect such cancers at early, curable stages," he adds.&lt;/span&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;To sort out the role of such random mutations in cancer
risk, the Johns Hopkins scientists charted the number of stem cell divisions in
31 tissues and compared these rates with the lifetime risks of cancer in the
same tissues among Americans. From this so-called data scatterplot, Tomasetti
and Vogelstein determined the correlation between the total number of stem cell
divisions and cancer risk to be 0.804. Mathematically, the closer this value is
to one, the more stem cell divisions and cancer risk are correlated.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;"Our study shows, in general, that a change in the
number of stem cell divisions in a tissue type is highly correlated with a
change in the incidence of cancer in that same tissue," says Vogelstein.
One example, he says, is in colon tissue, which undergoes four times more stem
cell divisions than small intestine tissue in humans. Likewise, colon cancer is
much more prevalent than small intestinal cancer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;"You could argue that the colon is exposed to more
environmental factors than the small intestine, which increases the potential
rate of acquired mutations," says Tomasetti. However, the scientists saw
the opposite finding in mouse colons, which had a lower number of stem cell
divisions than in their small intestines, and, in mice, cancer incidence is
lower in the colon than in the small intestine. They say this supports the key
role of the total number of stem cell divisions in the development of cancer.
Using statistical theory, the pair calculated how much of the variation in
cancer risk can be explained by the number of stem cell divisions, which is
0.804 squared, or, in percentage form, approximately 65 percent.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;Finally, the research duo classified the types of cancers
they studied into two groups. They statistically calculated which cancer types
had an incidence predicted by the number of stem cell divisions and which had
higher incidence. They found that 22 cancer types could be largely explained by
the "bad luck" factor of random DNA mutations during cell division.
The other nine cancer types had incidents higher than predicted by "bad
luck" and were presumably due to a combination of bad luck plus environmental
or inherited factors.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;"We found that the types of cancer that had higher
risk than predicted by the number of stem cell divisions were precisely the
ones you'd expect, including lung cancer, which is linked to smoking, skin
cancer, linked to sun exposure, and forms of cancers associated with hereditary
syndromes," says Vogelstein.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #070809;"&gt;"This study shows that you can add to your risk of
getting cancers by smoking or other poor lifestyle factors. However, many forms
of cancer are due largely to the bad luck of acquiring a mutation in a cancer
driver gene regardless of lifestyle and heredity factors. The best way to
eradicate these cancers will be through early detection, when they are still
curable by surgery," adds Vogelstein.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;


&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW05hWlnLgEn6N__ljy2BpnM6zZ-vzueYUJgWSWckiLsOYRqHi0SCocQLbc2svMruyr6Sf2RWIfjNxOWNgFxnSHXmIQ9HS4vcGcDnIPJoDAUmo2_VlhYGzYqy-eO2yoYE65AFLUzBqadAt/s72-c/DNA.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">17</thr:total></item><item><title>GenoCAD: Computer Assisted Design Application for Synthetic Biology</title><link>http://biinoida.blogspot.com/2014/12/genocad-computer-assisted-design.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Sat, 27 Dec 2014 14:24:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-3219699948770448788</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 2.25pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A computer-aided
design tool was created for genetic languages to guide the design of biological
systems known as &lt;b style="mso-bidi-font-weight: normal;"&gt;GenoCAD&lt;/b&gt;, the
open-source software was developed by researchers at the Virginia
Bioinformatics Institute at Virginia Tech to help synthetic biologists capture
biological rules to engineer organisms that produce useful products or
health-care solutions from inexpensive, renewable materials.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;GenoCAD&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt; helps researchers in the design of protein
expression vectors, artificial gene networks, and other genetic constructs,
essentially combining engineering approaches with biology.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Synthetic biologists have an increasingly large library of
naturally derived and synthetic parts at their disposal to design and build
living systems. These parts are the words of a DNA language and the
"grammar" a set of design rules governing the language.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;GenoCAD&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt; is an open-source computer-assisted-design
(CAD) application for synthetic biology. The foundation of GenoCAD is to
consider DNA as a language to program synthetic biological systems. GenoCAD
includes a large database of annotated genetic parts which are the words of the
language. GenoCAD also includes design rules describing how parts should be
combined&lt;/span&gt;&lt;span style="background: #EFEFEF; color: #656565; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.5pt;"&gt; &lt;/span&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;in genetic constructs. These rules are used to build a wizard
that guides users through the process of designing complex&lt;/span&gt;&lt;span style="background: #EFEFEF; color: #656565; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.5pt;"&gt; &lt;/span&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;genetic constructs and
artificial gene networks. The same rules are used by the GenoCAD compiler to
maintain the integrity of existing constructs. GenoCAD provides users with data
import and export capabilities using standard formats (FASTA, GenBank, and tab-delimited
text) so that users' personal workspaces can be customized to meet their
specific needs. It has to be expressive enough to allow scientists to generate
a broad range of constructs, but it has to be focused enough to limit the
possibilities of designing faulty constructs.&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYqpkQaL2aFXeckE9lGe_X5bPO56NPGKLCpMoINkpPhR6t-BUKVTk4Az9L7zhz0qe4zca6hG4UgMZ3Fp9MRTLmEQdgUY2bBn31AZvMKpPBHf9vr5r2WFB6y4dwEX-_YdZrJZg-R4Fi_suo/s1600/synthetic1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYqpkQaL2aFXeckE9lGe_X5bPO56NPGKLCpMoINkpPhR6t-BUKVTk4Az9L7zhz0qe4zca6hG4UgMZ3Fp9MRTLmEQdgUY2bBn31AZvMKpPBHf9vr5r2WFB6y4dwEX-_YdZrJZg-R4Fi_suo/s1600/synthetic1.JPG" height="288" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWZJvuX0yYK5btcdBt0XVmFDm21dVv4nxowlXrAN5J7eD6Xit5Vu1C60gkZ7KN4X49ZeCvM0Alpx5DOG9qldy8fa17OpHjn_gTF_Bj1gm6xEzPKSKqnZHTMdB8CfllOA1Vjyx6BSH__XIr/s1600/synthetic2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWZJvuX0yYK5btcdBt0XVmFDm21dVv4nxowlXrAN5J7eD6Xit5Vu1C60gkZ7KN4X49ZeCvM0Alpx5DOG9qldy8fa17OpHjn_gTF_Bj1gm6xEzPKSKqnZHTMdB8CfllOA1Vjyx6BSH__XIr/s1600/synthetic2.JPG" height="270" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"Just like software engineers need different languages like
HTML, SQL, or Java to develop different kinds of software applications,
synthetic biologists need languages for different biological
applications," said Jean Peccoud, investigator of the GenoCAD project.
"From its inception, we envisioned GenoCAD as a framework allowing users
to capture their expertise of a particular domain in languages that they could
use themselves or share with others."&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The researchers said encapsulating current knowledge by defining
standards will become increasingly important as the number and complexity of
components engineered by synthetic biologists increases.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;They propose that grammars are a first step toward the
standardization of a broad range of synthetic genetic parts that could be
combined to develop innovative products.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"Developing a grammar in GenoCAD is a little like writing a
review paper," Purcell said. "You start with the headings and you
progressively dig deeper in the details. At the end of the process, you have a
much better appreciation for what you know and what you don't know about a
particular domain."&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Posted By:-&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;b&gt;&lt;i&gt;Bioinformatics Department &lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYqpkQaL2aFXeckE9lGe_X5bPO56NPGKLCpMoINkpPhR6t-BUKVTk4Az9L7zhz0qe4zca6hG4UgMZ3Fp9MRTLmEQdgUY2bBn31AZvMKpPBHf9vr5r2WFB6y4dwEX-_YdZrJZg-R4Fi_suo/s72-c/synthetic1.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>New way to turn genes on discovered: Technique allows rapid, large-scale studies of gene function (CRISPR)</title><link>http://biinoida.blogspot.com/2014/12/new-way-to-turn-genes-on-discovered.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Sat, 13 Dec 2014 15:45:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-5327736383445030934</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="background: none repeat scroll 0% 0% white; color: black;"&gt;Using a gene-editing system originally
developed to delete specific genes, researchers have now shown that they can
reliably turn on any gene of their choosing in living cells. The findings are
expected to help researchers refine and further engineer the tool to accelerate
genomic research and bring the technology closer to use in the treatment of
human genetic disease. Using a gene-editing system originally developed to
delete specific genes, MIT researchers have now shown that they can reliably
turn on any gene of their choosing in living cells.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

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CRISPR/Cas9 gene-editing system should allow scientists to more easily determine
the function of individual genes. This approach also enables rapid functional
screens of the entire genome, allowing scientists to identify genes involved in
particular diseases.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
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&lt;br /&gt;
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&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;strong&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;A new function for CRISPR&lt;/span&gt;&lt;/strong&gt;&lt;b&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;The CRISPR system relies on cellular machinery
that bacteria use to defend themselves from viral infection. Researchers have
previously harnessed this cellular system to create gene-editing complexes that
include a DNA-cutting enzyme called Cas9 bound to a short RNA guide strand that
is programmed to bind to a specific genome sequence, telling Cas9 where to make
its cut.&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: black; font-size: 11pt; line-height: 115%;"&gt;Scientists have tried
to do this before using proteins that are individually engineered to target DNA
at specific sites. However, these proteins are difficult to work with. There
have also been attempts to use CRISPR to turn on genes by inactivating the part
of the Cas9 enzyme that cuts DNA and linking Cas9 to pieces of proteins called
activation &lt;/span&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;/span&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;domains. These domains recruit the
cellular machinery necessary to begin reading copying RNA from DNA, a process
known as transcription.&lt;/span&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;However, these efforts have been
unable to consistently turn on gene transcription. In previous efforts,
scientists had tried to attach the activation domains to either end of the Cas9
protein, with limited success. From their structural studies, the MIT team
realized that two small loops of the RNA guide poke out from the Cas9 complex
and could be better points of attachment because they allow the activation
domains to have more flexibility in recruiting transcription machinery.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Using their revamped system, the
researchers activated about a dozen genes that had proven difficult or
impossible to turn on using the previous generation of Cas9 activators. Each
gene showed at least a twofold boost in transcription, and for many genes, the
researchers found multiple orders of magnitude increase in activation.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyl0qnG28zZOvNSwiMK-L8P2mhyphenhyphen2rcHHjQbetYGqfFde1LdyC6uvRiO_w2phZ7yMekOuKDSniyhumhYfGRp91kI_UQeJQnKK8UEKkKim78Rz92RanWsR2HaqyXlkSAUrnsInlk7mcYWwdA/s1600/CRISPR.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyl0qnG28zZOvNSwiMK-L8P2mhyphenhyphen2rcHHjQbetYGqfFde1LdyC6uvRiO_w2phZ7yMekOuKDSniyhumhYfGRp91kI_UQeJQnKK8UEKkKim78Rz92RanWsR2HaqyXlkSAUrnsInlk7mcYWwdA/s1600/CRISPR.JPG" height="373" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style="background: #F2F3F4; color: black; font-size: 8.0pt; line-height: 115%; mso-themecolor: text1;"&gt;In new
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  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
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   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
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  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
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  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
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   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
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   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
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   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
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&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;strong&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Genome-scale activation screening&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Once the researchers had shown that
the system was effective at activating genes, they created a library of 70,290
guide RNAs targeting all of the more than 20,000 genes in the human genome.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;They screened this library to identify
genes that confer resistance to a melanoma drug called PLX-4720. This drug
works Drugs of this type work well in patients whose melanoma cells have a
mutation in the BRAF gene, but cancer cells that survive the treatment can grow
into new tumors, allowing the cancer to recur.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;To discover the genes that help cells
become resistant, the researchers delivered CRISPR components to a large
population of melanoma cells grown in the lab, with each cell receiving a
different guide RNA targeting a different gene. After treating the cells with
PLX-4720, they identified several genes that helped the cells to survive --
some previously known to be involved in drug resistance, as well as several
novel targets.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Studies like this could help
researchers discover new cancer drugs that prevent tumors from becoming
resistant.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Scientists have tried to do
large-scale screens like this by delivering single genes carried by viruses,
but that does not work with all genes.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;i&gt;&lt;b&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Posted By;-&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;i&gt;&lt;b&gt;Biotechnology Department &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyl0qnG28zZOvNSwiMK-L8P2mhyphenhyphen2rcHHjQbetYGqfFde1LdyC6uvRiO_w2phZ7yMekOuKDSniyhumhYfGRp91kI_UQeJQnKK8UEKkKim78Rz92RanWsR2HaqyXlkSAUrnsInlk7mcYWwdA/s72-c/CRISPR.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Computational Tools Will Help Identify Microbes in Complex Environmental Samples</title><link>http://biinoida.blogspot.com/2014/12/computational-tools-will-help-identify.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 8 Dec 2014 12:24:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-1067744234467287377</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A new
National Science Foundation-supported project will provide computational tools
designed to help identify and characterize the gene diversity of the residents
of these microbial communities. The project, being done by researchers at the
Georgia Institute of Technology and Michigan State University, will allow
clinicians and scientists to compare the genomic information of organisms they
encounter against the growing volumes of data provided by the world's
scientific community.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The tools
will be hosted on a web server designed to be used by researchers who may not
have training in the latest bioinformatics techniques. A prototype system
containing a limited number of computational tools is already available at&amp;nbsp;&lt;/span&gt;&lt;a href="http://enve-omics.ce.gatech.edu/" title="http://enve-omics.ce.gatech.edu"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; text-decoration: none; text-underline: none;"&gt;http://enve-omics.ce.gatech.edu&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;and
is attracting more than 500 users each month.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"Across
many areas of science, we are dealing with communities of microorganisms, and
one challenge we've had is to identify them because we haven't had good tools
to tell apart individual microbes from the mixtures," said Kostas
Konstantinidis, an associate professor in the School of Civil and Environmental
Engineering at Georgia Tech and the project's principal investigator. "Our
tools will be designed to deal with the genomes of whole communities of
organisms."&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Current
techniques identify individual microbes by examining their small subunit
ribosomal RNA (SSU rRNA) genes, but the new tools will allow scientists to
analyze entire genomes and meta-genomes.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"With
the dawn of the genomic era, we can now get the whole genome of these organisms
to see not only the ribosomal RNA, but also all the genes in the genome to get
a better understanding of what the each organism's potential might be,"
said Konstantinidis. "There will be many advantages for looking at all the
genes instead of just one, the SSU rRNA, such as to identify which organisms
encode toxins or the enzymes for breaking down pollutants."&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The
ability to identify and enumerate the organisms in complex communities using
culture-independent, genomic technologies and associated bioinformatics
algorithms is becoming more important as scientists study organisms that can't
be grown in the lab. The majority of the world's organisms resist traditional
lab culture, meaning they have to be studied in the field and identified
through genetic information.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Konstantinidis
and his research group are studying such communities in the water of lakes in
Chattahoochee River system in Georgia and elsewhere. They are examining how
these communities respond to perturbations, such as oil or pesticide spills,
and the role that different members of the community play in breaking down
pollutants.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"These
tools actually come from our research practice," said Konstantinidis.
"We came to the point where we couldn't process the data to answer the
questions we wanted to ask. That led us to this new project to develop the
tools we and others need to interrogate the data and get the information we are
looking for."&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A single
liter of lake water may contain as many as 500 different species, and together,
their genomic information can total tens of billions of gene-coding letters.
From Lake Lanier alone, the team has generated 200 gigabytes of genomic data.&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Among the
challenges ahead is building an infrastructure able to handle the growing
amounts of genomic information produced worldwide.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"We
will have to develop some computational solutions for the problems of keeping
up with all the new data becoming available," said Konstantinidis.
"We need to make tools that have high throughput to keep up with data
volumes that are increasing geometrically."&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;i&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;POSTED BY:-&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;i&gt;&lt;b&gt;Bioinformatics Department &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;


&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB8u-1RUE5dEC-0aPPA9CZHD6_vA1GkA63DF94m_TZS-tVcnuHN4uyqhWFw7JFOKCrMcN-t3ft9AU8ENkZnVOSLHgKVpfCyyLPK3Oe1bxdVF5Jk5Ro0XfLiCGTNNOlxENG3lL9ILIXGDRj/s72-c/computational1.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Genomes of malaria-carrying mosquitoes sequenced</title><link>http://biinoida.blogspot.com/2014/12/genomes-of-malaria-carrying-mosquitoes.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 1 Dec 2014 15:03:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-3834284328918120505</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;mosquitoes are responsible for
transmitting human malaria parasites that cause an estimated 200 million cases
and more than 600 thousand deaths each year. However, of the almost 500 different&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles &lt;/em&gt;&lt;i&gt;species&lt;/i&gt;, only a few dozen can carry the
parasite and only a handful of species are responsible for the vast majority of
transmissions. Besansky and her fellow researchers investigated the genetic
differences between the deadly parasite-transmitting species and their harmless
(but still annoying) cousins.&lt;/div&gt;
&lt;br /&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
Two
papers published in editions of &lt;em&gt;Science&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;Express, an electronic publication of
the journal &lt;em&gt;Science&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;in
advance of print, describe detailed genomic comparisons of these mosquitoes and
the deadliest of them all,&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles
gambiae&lt;/em&gt;. These results offer new insights into how these species are
related to each other and how the dynamic evolution of their genomes may
contribute to their flexibility to adapt to new environments and to seek out human
blood. These newly sequenced genomes represent a substantial contribution to
the scientific resources that will advance our understanding of the diverse
biological characteristics of mosquitoes, and help to eliminate diseases that
have a major impact on global public health.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkRZfalF0o-pUL61248veIryIdS8poKvwpcU6420rO2e0Oi-q8uDzCqrMSZ4Dqa_iSjoNuK7Oxb2ukHwCI-lwsONe-AuW5NWXKOAovp4dGiJ8cIQT1Re1DdAkly98Z-wFnDv5UZtzNm0fQ/s1600/maleria1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkRZfalF0o-pUL61248veIryIdS8poKvwpcU6420rO2e0Oi-q8uDzCqrMSZ4Dqa_iSjoNuK7Oxb2ukHwCI-lwsONe-AuW5NWXKOAovp4dGiJ8cIQT1Re1DdAkly98Z-wFnDv5UZtzNm0fQ/s1600/maleria1.JPG" height="388" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0vyTu-ec78V21e9dflZjkTzkIySyJGcLNy9JU6NCJGbJW50HKyDXbPaFaRxqpVoC-ZCrfktEB_1no3CG4U1M0hERer6nQOpHbd74U80gLw6PEIumAanlgvgdvsFyXxXDkF9-UCF8ISd1P/s1600/maleria2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0vyTu-ec78V21e9dflZjkTzkIySyJGcLNy9JU6NCJGbJW50HKyDXbPaFaRxqpVoC-ZCrfktEB_1no3CG4U1M0hERer6nQOpHbd74U80gLw6PEIumAanlgvgdvsFyXxXDkF9-UCF8ISd1P/s1600/maleria2.JPG" height="337" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Picture
representing the &lt;i&gt;Anapheles &lt;/i&gt;mosquito
bite and the life cycle of malaria.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
Malaria
parasites are transmitted to humans by only a few dozen of the many hundreds of
species of&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;mosquitoes, and of these, only a handful
are highly efficient disease-vectors. Thus, although about half the world's
human population is at risk of malaria, most fatalities occur in sub-Saharan
Africa, home of the major vector species,&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles
gambiae&lt;/em&gt;. Variation in the ability of different&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;species to transmit malaria known as
"vectorial capacity" are determined by many factors, including
feeding and breeding preferences, as well as their immune responses to
infections. The sequencing of the&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles
gambiae&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;genome in 2002,
which was led by Notre Dame researchers and which has since facilitated many
large-scale functional studies that have offered numerous insights into how
this mosquito became highly specialized in order to live amongst and feed upon
humans.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
Until
now, the lack of such genomic resources for other&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;limited comparisons to small-scale
studies of individual genes with no genome-wide data to investigate key
attributes that impact the mosquito's ability to transmit parasites. DNA
sequencing and assembly efforts at the Broad Institute were funded by NHGRI and
led by Daniel Neafsey, with samples obtained from mosquito colonies maintained
through BEI Resources at the United States Centres for Disease Control and
Prevention, and wild-caught or laboratory-reared mosquitoes from scientists in
Africa, India, Iran, Melanesia and Southeast Asia.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
"Getting
enough high-quality DNA samples for all species was a challenging process and they
had to design and apply novel strategies to overcome the difficulties associated
with high levels of DNA sequence variations, especially from the wild-caught
sample,"according to Neafsey.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
With
genome sequencing complete, scientists from around the world contributed their
expertise to examine genes involved in different aspects of mosquito biology
including reproductive processes, immune responses, insecticide resistance, and
chemosensory mechanisms. These detailed studies involving so many species were
facilitated by large-scale computational evolutionary genomic analyses led by
Robert Waterhouse from the University of Geneva Medical School and the Swiss
Institute of Bioinformatics.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
The
researchers carried out interspecies gene comparisons with the&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;and other insects, to identify
equivalent genes in each species and highlight potentially important
differences.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
Examining
gene evolution across the&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;revealed high rates of gene gain and
loss, about five times higher than in fruit flies. Some genes, such as those
involved in reproduction or those that encode proteins secreted into the
mosquito saliva, have very high rates of sequence evolution and are only found
in subsets of the most closely-related species.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
"These
dynamic changes may offer clues to understanding the diversification of&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;mosquitoes; why some breeds in salty
water while others need temporary or permanent pools of fresh water, or why
some are attracted to livestock while others will only feed on humans."&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
This
study substantially improves the understanding of the process of gene flow between
closely related species a process believed to have occurred from Neanderthals
to the ancestors of modern humans and how it may affect the evolution of common
and distinct biological characteristics of mosquitoes such as ecological
flexibility and vectorial capacity.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;

















&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
These
two very different evolutionary timescales spanning all the&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;or focusing on the subset of very
closely-related species offer distinct insights into the processes that have
moulded these mosquito genomes into their present-day forms. Their dynamic
evolutionary profiles may represent the genomic signatures of an inherent
evolvability that has allowed&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Anopheles&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;mosquitoes to quickly exploit new
human-generated habitats and become the greatest scourge of humankind.&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;Posted By:-&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;Biotechnology Department&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkRZfalF0o-pUL61248veIryIdS8poKvwpcU6420rO2e0Oi-q8uDzCqrMSZ4Dqa_iSjoNuK7Oxb2ukHwCI-lwsONe-AuW5NWXKOAovp4dGiJ8cIQT1Re1DdAkly98Z-wFnDv5UZtzNm0fQ/s72-c/maleria1.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>Flu virus key machine: First complete view of structure revealed</title><link>http://biinoida.blogspot.com/2014/11/flu-virus-key-machine-first-complete.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 24 Nov 2014 11:57:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-8581554081702412869</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;The structure, obtained by scientists
at the European Molecular Biology Laboratory (EMBL) in Grenoble, France, allows
researchers to finally understand how the machine works as a whole. Published
in two papers in&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Nature&lt;/em&gt;,
the work could prove instrumental in designing new drugs to treat serious flu
infections and combat flu pandemics. &lt;span style="color: black; font-size: 11pt; line-height: 115%;"&gt;The machine in question, the influenza virus
polymerase, carries out two vital tasks for the virus. It makes copies of the
virus' genetic material. The viral RNA to package into new viruses that can
infect other cells; and it reads out the instructions in that genetic material
to make viral messenger RNA, which directs the infected cell to produce the
proteins the virus needs. Scientistsincluding Cusack and collaborators had been
able to determine the structure of several parts of the polymerase in the &lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;span style="color: black; font-size: 11pt; line-height: 115%;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;span style="color: black; font-size: 11pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;past."The flu polymerase was
discovered 40 years ago, so there are hundreds of papers out there trying to
fathom how it works. But only now that we have the complete structure can we
really begin to understand it," says Stephen Cusack, head of EMBL
Grenoble, who led the work.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkeL7ZE7282bLdKBB8mvwf-Qthc7v04CChOGAmNyl60My_XZ5fOM09kwJVUdUFuQLQhKBD79XEq428nRotGjDDlIm7qoYWaUS5gvekjd4jdJhPlRqPQ2wh5qRTtqMMrFwqQXsZJ5DfpxVF/s1600/flu.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkeL7ZE7282bLdKBB8mvwf-Qthc7v04CChOGAmNyl60My_XZ5fOM09kwJVUdUFuQLQhKBD79XEq428nRotGjDDlIm7qoYWaUS5gvekjd4jdJhPlRqPQ2wh5qRTtqMMrFwqQXsZJ5DfpxVF/s1600/flu.JPG" height="400" width="350" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;h2 style="text-align: justify;"&gt;
&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="background: #F2F3F4; color: black; font-size: 9.0pt; line-height: 115%; mso-themecolor: text1;"&gt;The complete structure allows researchers to understand how
the polymerase uses host cell RNA (red) to kick-start the production of viral
messenger RNA&lt;/span&gt;&lt;/i&gt;&lt;span style="background: #F2F3F4; font-size: 9.0pt; line-height: 115%;"&gt;.&lt;/span&gt;&lt;span style="color: black; font-size: 9.0pt; line-height: 115%; mso-themecolor: text1;"&gt;&lt;/span&gt;&lt;/h2&gt;
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  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
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&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Using X-ray crystallography, performed
at the European Synchrotron Radiation Facility (ESRF) in Grenoble, Cusack and
colleagues were able to determine the atomic structure of the whole polymerase
from two strains of influenza: influenza B, one of the strains that cause
seasonal flu in humans, but which evolves slowly and therefore isn't considered
a pandemic threat; and the strain of influenza A. The fast-evolving strain that
affects humans, birds and other animals and can cause pandemics that infects
bats.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Verdana,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;"The high-intensity X-ray
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crucial for getting high quality crystallographic data from the weakly
diffracting and radiation sensitive crystals of the large polymerase
complex," says Cusack.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Verdana,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: black; mso-themecolor: text1;"&gt;The structures reveal how the
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any available RNA, and how that binding activates the machine. They also show
that the three component proteins that make up the polymerase are very
intertwined, which explains why it has been very difficult to piece together
how this machine works based on structures of individual parts.&lt;/span&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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one key difference, which showed that one part of the machine can swivel around
to a large degree. That ability to swivel explains exactly how the polymerase
uses host cell RNA to kick-start the production of viral proteins. The
swivelling component takes the necessary piece of host cell RNA and directs it
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&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;the machine's heart, where it triggers
the production of viral messenger RNA.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Verdana,sans-serif;"&gt;

&lt;/span&gt;&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;Now that they know exactly where each
atom fits in this key viral machine, researchers aiming to design drugs to stop
influenza in its tracks have a much wider range of potential targets at their
disposal -- like would-be saboteurs who gain access to the whole production
plant instead of just sneaking looks through the windows. And because this is
such a fundamental piece of the viral machinery, not only are the versions in
the different influenza strains very similar to each other, but they also hold
many similarities to their counterparts in related viruses such as lassa,
hanta, rabies or ebola.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Verdana,sans-serif;"&gt;

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&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;The EMBL scientists aim to explore the
new insights this structure provides for drug design, as well as continuing to
try to determine the structure of the human version of influenza A, because
although the bat version is close enough that it already provides remarkable
insights, ultimately fine-tuning drugs for treating people would benefit
from/require knowledge of the version of the virus that infects humans. And,
since this viral machine has to be flexible and change shape to carry out its
different tasks, Cusack and colleagues also want to get further snapshots of
the polymerase in different states.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;
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&lt;br /&gt;


&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkeL7ZE7282bLdKBB8mvwf-Qthc7v04CChOGAmNyl60My_XZ5fOM09kwJVUdUFuQLQhKBD79XEq428nRotGjDDlIm7qoYWaUS5gvekjd4jdJhPlRqPQ2wh5qRTtqMMrFwqQXsZJ5DfpxVF/s72-c/flu.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Rheumatoid arthritis (RA) research shows potential of large-scale genetic studies for drug discovery</title><link>http://biinoida.blogspot.com/2014/11/rheumatoid-arthritis-ra-research-shows.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 17 Nov 2014 11:48:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-5210114685914060170</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div style="background: white; line-height: 13.5pt; margin-bottom: 2.25pt; margin-left: 0in; margin-right: 0in; margin-top: 3.75pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;The results of the largest international study to date into the
genetic basis of rheumatoid arthritis shed light on the biology of the disease
and provide evidence that large-scale genetic studies can assist in the
identification of new drugs for complex disorders such as rheumatoid arthritis.&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;The study, conducted by Dr. Robert M. Plenge from the
Harvard Medical School and the Broad Institute in the USA and Dr. Yukinori
Okada from the RIKEN Center for Integrative Medical Sciences in Japan,
collaborating with colleagues from 70 institutions worldwide, is published in
the journal&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;Nature&lt;/span&gt;&lt;/em&gt;.&lt;/span&gt;&lt;/div&gt;
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&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;Genome-wide association studies are a method employed
by scientists to identify the genes contributing to human disease. The current
Nature study is the first to demonstrate that integrating the information
provided by genome-wide association studies with existing datasets of genomic
and biological information, such as drug targets, can assist in the discovery
of drugs to cure human disease.&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;Rheumatoid arthritis is an autoimmune disease leading
to inflammation of the joints and affecting 0.5-1% of adults in the developed
world. The disease is thought to be caused by a complex combination of genetic
and environmental factors and several genes have been shown to be associated
with the disease. However, most of the findings were based on single population
studies, and no large-scale trans-ethnic study had been carried out to date.&lt;/span&gt;&lt;/div&gt;
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  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
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   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
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   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixl_ImMT1dKNxGjdYWggZ87ZYpkMXqjQBXR-bRSRH7xVgCUn4J7Ru19A8FBSRNYriXl3hnMZ2oqsj9XrbXJqRObmT5b_Ku5kjDwtnN2E7yCnNXPHq2GGTV0WIKp2PEUspFNWyev9DrZNDW/s1600/RA1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixl_ImMT1dKNxGjdYWggZ87ZYpkMXqjQBXR-bRSRH7xVgCUn4J7Ru19A8FBSRNYriXl3hnMZ2oqsj9XrbXJqRObmT5b_Ku5kjDwtnN2E7yCnNXPHq2GGTV0WIKp2PEUspFNWyev9DrZNDW/s1600/RA1.JPG" height="120" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Figure b) Showing Bioinformatics Process for Drug Discovery of RA&lt;/span&gt;&lt;/b&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
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&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;The international team performed a genome-wide
association study meta-analysis on a total of over 100,000 subjects of European
and Asian descent -- 29,880 rheumatoid arthritis patients and 73,758 controls
-- by analysing around 10 million genetic variants called single nucleotide
polymorphism (SNPs). They identified 42 new regions in the genome (loci) that
are associated with rheumatoid arthritis, bringing the total number of known
rheumatoid arthritis loci to 101.&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;By conducting bioinformatics studies integrating
existing datasets with this new information, the researchers were able to
pinpoint 98 genes in these 101 loci that could potentially contribute to the
onset of rheumatoid arthritis. By integrating their findings with existing drug
databases they demonstrate that these genes indeed possess many overlapping
regions with the genes targeted by approved rheumatoid arthritis drugs --
although this wasn't known when the drugs were developed. The team identifies
existing drugs used to treat cancer that also target rheumatoid arthritis genes
and could potentially be used as therapy for the disease, such as CDK4/6
inhibitors.&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;The bioinformatics study also reveals that there is
significant overlap between the genes involved in rheumatoid arthritis, human
primary immunodeficiency disorders and blood cancers.&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; line-height: 10.65pt; margin-bottom: .0001pt; margin: 0in; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Helvetica; mso-hansi-theme-font: minor-latin;"&gt;"This study sheds light on the fundamental genes,
pathways and cell types that contribute to the onset of rheumatoid arthritis
and provides evidence that the genetics of rheumatoid arthritis can provide
important information for drug discovery," conclude the authors.&lt;/span&gt;&lt;/div&gt;
&amp;nbsp;

&lt;br /&gt;&lt;br /&gt;


&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjNBuvVM1uyCygD1DV9nEcEiJlJyISK7OQpUJUtXpIcAC52zVmPMa33ytLlZAt-otrwGlGTaDyanKPJZ4fq7qm5ftQ0dw6YE_jP3UHqNv0JpLUmhpx4bmxsyqAfo6f6ho87S4SWlKs9J-l/s72-c/RA.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Bioinformatician helps biologists find key genes</title><link>http://biinoida.blogspot.com/2014/11/bioinformatician-helps-biologists-find.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 10 Nov 2014 15:42:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-1192824719082653235</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div style="background: white; line-height: 13.5pt; margin-bottom: 2.25pt; margin-left: 0in; margin-right: 0in; margin-top: 3.75pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;It's like looking for a needle in a haystack. Scientists
searching for the gene or gene combination that affects even one plant or
animal characteristic must sort through massive amounts of data.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;"Biologists used to
study one gene at time, but now they can look at tens of thousands of genes at
once." Xijin Ge said. Just one experiment to analyze gene expression can
produce one terabyte of sequence data. "That's a little beyond many
biologists' comfort zone."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;He leads the
bioinformatics research group, which provides the expertise that SDSU plant and
animal scientists need to uncover how genes and proteins affect cell functions.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin: 0in 0in 0.0001pt; text-align: left;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZpKaFei267-SV6lkwiWc2BxDXFOSFJZtfvpWokHAgcw8ESog_s6bXQRcelXaIpRDpdUlNafoDoR-q1LSFtlVeQtu4hsz_AUSAG_hwVdmUzlDpvUNFbFdFr0CFNW0mWpeRKS3qn_kqbmHG/s1600/bioinformatics1.JPG" imageanchor="1" style="background-color: transparent; clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZpKaFei267-SV6lkwiWc2BxDXFOSFJZtfvpWokHAgcw8ESog_s6bXQRcelXaIpRDpdUlNafoDoR-q1LSFtlVeQtu4hsz_AUSAG_hwVdmUzlDpvUNFbFdFr0CFNW0mWpeRKS3qn_kqbmHG/s1600/bioinformatics1.JPG" height="320" width="224" /&gt;&lt;/a&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;span style="background-color: transparent; text-align: center;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhipLQnB9NTwv5dZdqZPSu1Er2X_6pL1WW6YaZt7_Zz9dDaKgV6mYIOAH4LEZ2YD8JcnAve7wh_PnArxSEetjUjQeY8gSsTmpZAV01BIEXlTCe4ZbHzAhSn9fCTOo1Bwr5cVNqLhU86D-z5/s1600/bioinformatics2.JPG" imageanchor="1" style="background-color: transparent; margin-left: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhipLQnB9NTwv5dZdqZPSu1Er2X_6pL1WW6YaZt7_Zz9dDaKgV6mYIOAH4LEZ2YD8JcnAve7wh_PnArxSEetjUjQeY8gSsTmpZAV01BIEXlTCe4ZbHzAhSn9fCTOo1Bwr5cVNqLhU86D-z5/s1600/bioinformatics2.JPG" height="320" width="173" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;strong&gt;&lt;span style="color: #070809;"&gt;Setting up the
experiments&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: #070809;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;Typically, scientists consult
with their colleagues when planning their studies. After examining what they
want to investigate, the researchers decide which techniques should be used to
obtain data and a plan to analyze the data."It's critical to have the
statistician and biologist working together," noted plant science
professor Fedora Sutton, who worked with Ge on identifying gene interactions
that account for freeze resistance in winter wheat. "He is able to say,
based on statistical rules and regulations, this is where this has to be."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;Using the same technique
on one sample is not enough, Sutton pointed out. Multiple samples must be grown
under the same conditions and then analyzed to have biological replicates. Scientist
explained that experiments must be designed to gather biological rather than
technical replicates. Once the technique to gather data is chosen and a plan of
data analyses is created, scientist said, "we can figure out how many
replicates are needed."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;strong&gt;&lt;span style="color: #070809;"&gt;Analyzing
megabytes of data&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: #070809;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;"Bioinformatics is
an important tool to zoom in on the target gene networks," said Xing-You
scientist, who collaborated with scientist to identify genes that are
associated with seed dormancy in weedy rice. Weeds survive adverse environmental
conditions because of strong seed dormancy, scientist explained. "To
devise new weed management strategies, we need to understand the molecular genetics
mechanisms of seed dormancy."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;Scientists used a
map-based cloning strategy and then applied bioinformatics tools, such as
statistical tests and clustering, to find the candidate genes. This task
involved looking at more than 30,000 to 40,000 genes, which can produce three
to four million data points, according to the scientist. To determine which
genes are responsible, scientist must first eliminate those data points that
contain noise and then "focus on the reliable signals because we're
looking at so many genes." Sometimes nearly half the data are eliminated.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;strong&gt;&lt;span style="color: #070809;"&gt;Visualizing gene
expression&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: #070809;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;Scientists use
data-mining algorithms to find patterns of interest to the scientists.
Typically, his analysis produces a visual representation of the data that is
statistically significant.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;One of Sutton's visuals
was a heat map depicting gene expressions that were increased or up-regulated
in red, those that were shut down or down regulated in green and those
unaffected in black. This allowed her to identify six genes as potential
markers which will then help breeders develop more lines of freeze-resistant
winter wheat.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;





















&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;After identifying the
genes, the researchers "want to piece together the jigsaw puzzle and
figure out the common characteristics of the affected genes," scientists
explained. This will allow us to identify the sub-systems, or pathways, that
are regulated.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZpKaFei267-SV6lkwiWc2BxDXFOSFJZtfvpWokHAgcw8ESog_s6bXQRcelXaIpRDpdUlNafoDoR-q1LSFtlVeQtu4hsz_AUSAG_hwVdmUzlDpvUNFbFdFr0CFNW0mWpeRKS3qn_kqbmHG/s72-c/bioinformatics1.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>IMMUNOINFORMATICS: BIOINFORMATICS STRATEGIES FOR BETTER UNDERSTANDING OF IMMUNE FUNCTION</title><link>http://biinoida.blogspot.com/2014/11/immunoinformatics-bioinformatics.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 3 Nov 2014 11:47:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-5135880556126035789</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;h1 style="background: white; margin-bottom: .0001pt; margin: 0in;"&gt;
&lt;span style="color: #004276; font-family: &amp;quot;Helvetica&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 15.0pt; line-height: 115%;"&gt;Bioinformatics Successfully Predicts Immune Response To One Of
The Most Complex Viruses Known&lt;/span&gt;&lt;/h1&gt;
&lt;h1 style="background: white; margin-bottom: .0001pt; margin: 0in;"&gt;
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&lt;b&gt;&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The use of computers
to advance human disease research – known as bioinformatics -- has received a
major boost from researchers at the La Jolla Institute for Allergy &amp;amp;
Immunology (LIAI), who has used it to successfully predict immune response to
one of the most complex viruses known to man – the vaccinia virus, which is
used in the smallpox vaccine. Immune responses, which are essentially how the
body fights a disease-causing agent, are a crucial element of vaccine
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&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;Bioinformatics holds significant interest in the scientific
community because of its potential to move scientific research forward more
quickly and at less expense than traditional laboratory testing.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The research was executed with resulted in "A consensus
epitope prediction approach identifies the breadth of murine TCD8+-cell
responses to vaccinia virus," in the online version of the journal Nature
Biotechnology. LIAI scientist Magdalini Moutaftsi was the lead author on the
paper.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-weight: normal;"&gt;

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&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;While bioinformatics – which uses computer databases, algorithms
and statistical techniques to analyze biological information -- is already in
use as a predictor of immune response, the LIAI research team's findings were
significant because they demonstrated an extremely high rate of prediction
accuracy (95 percent) in a very complex pathogen – the vaccinia virus. The
vaccinia virus is a non-dangerous virus used in the smallpox vaccine because it
is related to the variola virus, which is the agent of smallpox. The scientific
team was able to prove the accuracy of their computer results through animal
testing.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;"Before, we knew that the prediction methods we were using
were working, but this study proves that they work very well with a high degree
of accuracy," Sette said.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-weight: normal;"&gt;

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&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The researchers focused their testing on the Major
Histocompatibility Complex (MHC), which binds to certain epitopes and is key to
triggering the immune system to attack a virus-infected cell. Epitopes are
pieces of a virus that the body's immune system focuses on when it begins an
immune response. By understanding which epitopes will bind to the MHC molecule
and cause an immune attack, scientists can use those epitopes to develop a
vaccine to ward off illness – in this case to smallpox.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-weight: normal;"&gt;

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&lt;span style="font-weight: normal;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The scientists were able to find 95 percent of the MHC binding
epitopes through the computer modeling. "This is the first time that bioinformatics
prediction for epitope MHC binding can account for almost all of the (targeted)
epitopes that exist in very complex pathogens like vaccinia," said LIAI
researcher Magdalini Moutaftsi. The LIAI scientists theorize that the
bioinformatics prediction approach for epitope MHC binding will be applicable
to other viruses.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;Figure: Showing involvement of antibodies to
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  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin:0in;
 mso-para-margin-bottom:.0001pt;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:"Times New Roman";
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/h1&gt;
&lt;h1 style="background: white; margin-bottom: .0001pt; margin: 0in;"&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
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&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; margin-bottom: 0.0001pt; text-align: justify;"&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;"The beauty of the virus used for this study is that it's one of the most complex, large viruses that exist," said Moutaftsi."If we can predict almost all (targeted) epitopes from such a large virus,then we should be able to do that very easily for less complex viruses like influenza, herpes or even HIV, and eventually apply this methodology to larger microbes such as tuberculosis."&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The big advantage of using bioinformatics to predict immune system targets, explained Sette, is that it overcomes the need to manufacture and test large numbers of peptides in the laboratory to find which ones will initiate an immune response. Peptides are amino acid pieces that potentially can be recognized by the immune system. "There are literally thousands of
peptides," explained Sette. "You might have to create and test hundreds or even thousands of them to find the right ones," he said."With bioinformatics, the computer does the screening based on very complex mathematical algorithms. And it can do it in much less time and at much less expense than doing the testing in the lab."&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;The LIAI scientific team verified the accuracy of their computer findings by comparing the results against laboratory testing of the peptides and whole infectious virus in mice. "We studied the total response directed against infected cells," Sette said. "We compared it to the response against the 50 epitopes that had been predicted by the computer. We were pleased to see that our prediction could account for 95% of the total response directed against the virus."&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;&lt;i&gt;&lt;b&gt;Posted By:-&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #070809; font-size: 12pt;"&gt;&lt;i&gt;&lt;b&gt;Bioinformatics Department&lt;/b&gt;&lt;/i&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/h1&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixfUnkMOyQslQlyQFpEuzoRn2ltVWjEnQK_psfp2MWRiA-uxD8ipynaRvql281Evo4WmniUPV4IVezK-ZQxlxKhz5GQp2bNovsyXNoaiRk48VVoOm4O4K-gjz3-T1IbXUyeaiOWBtij0vK/s72-c/immunoinformtics.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Prevalence and impacts of genetically engineered feedstuffs on livestock populations.</title><link>http://biinoida.blogspot.com/2014/10/prevalence-and-impacts-of-genetically.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Tue, 28 Oct 2014 10:20:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-8355623711018701684</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 6pt; text-align: justify;"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #070809; font-size: 12pt;"&gt;A new review study finds there is no evidence
in earlier scientific studies indicating that genetically engineered feed crops
harmed the health or productivity of livestock and poultry, and that food
products from animals consuming such feeds were nutritionally the same as
products from animals that ate non-GMO feeds. &lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;Globally, food-producing animals consume 70
to 90% of genetically engineered (GE) crop biomass. This review briefly
summarizes the scientific literature on performance and health of animals consuming
feed containing GE ingredients and composition of products derived from them.
It also discusses the field experience of feeding GE feed sources to commercial
livestock populations and summarizes the suppliers of GE and non-GE animal feed
in global trade. Numerous experimental studies have consistently revealed that
the performance and health of GE-fed animals are comparable with those fed
isogenic non-GE crop lines. United States animal agriculture produces over 9
billion food-producing animals annually, and more than 95% of these animals
consume feed containing GE ingredients.&lt;/span&gt;&lt;/span&gt;&lt;span style="background: black; border: 1pt none black; font-family: 'Times New Roman', serif; font-size: 12pt; padding: 0in;"&gt; &lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwsOgMclmxV4-G4ac8MTYreuruHxtXIlKQL4Fq4CT0H-U6Df0qJknTQS1f5wLlKgYYF8lFd80fM_VU0oMLYQX7n_91VAIlXjd5IhVWqaD4h5KVdtFAbKhCLBtpL30Jf1dVZEvk7hSRTqnr/s1600/Green_soybean.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="Green soybean plants, mixed organic and GMO" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwsOgMclmxV4-G4ac8MTYreuruHxtXIlKQL4Fq4CT0H-U6Df0qJknTQS1f5wLlKgYYF8lFd80fM_VU0oMLYQX7n_91VAIlXjd5IhVWqaD4h5KVdtFAbKhCLBtpL30Jf1dVZEvk7hSRTqnr/s1600/Green_soybean.JPG" height="307" title="" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="background: rgb(242, 243, 244); color: #070809; font-family: 'Times New Roman', serif; line-height: 115%;"&gt;&lt;span style="font-size: small;"&gt;Green soybean plants,
mixed organic and GMO&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 6pt; text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;Data
on livestock productivity and health were collated from publicly available
sources from 1983, before the introduction of GE crops in 1996, and
subsequently through 2011, a period with high levels of predominately GE animal
feed. These field data sets, representing over 100 billion animals following
the introduction of GE crops, did not reveal unfavorable or perturbed trends in
livestock health and productivity. No study has revealed any differences in the
nutritional profile of animal products derived from GE-fed animals. Because DNA
and protein are normal components of the diet that are digested, there are no
detectable or reliably quantifiable traces of GE components in milk, meat, and
eggs following consumption of GE feed. Globally, countries that are cultivating
GE corn and soy are the major livestock feed exporters. Asynchronous regulatory
approvals (i.e., cultivation approvals of GE varieties in exporting countries
occurring before food and feed approvals in importing countries) have resulted
in trade disruptions. This is likely to be increasingly problematic in the
future as there are a large number of "second generation" GE crops
with altered output traits for improved livestock feed in the developmental and
regulatory pipelines. Additionally, advanced techniques to affect targeted
genome modifications are emerging, and it is not clear whether these will be
encompassed by the current GE process-based trigger for regulatory oversight.
There is a pressing need for international harmonization of both regulatory
frameworks for GE crops and governance of advanced breeding techniques to
prevent widespread disruptions in international trade of livestock feed stuffs
in the future.&lt;/span&gt;&lt;span style="font-family: Times New Roman, serif;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 6pt; text-align: justify;"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;i&gt;&lt;b&gt;Posted By:-&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 6pt; text-align: justify;"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;i&gt;&lt;b&gt;Biotechnology Department&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwsOgMclmxV4-G4ac8MTYreuruHxtXIlKQL4Fq4CT0H-U6Df0qJknTQS1f5wLlKgYYF8lFd80fM_VU0oMLYQX7n_91VAIlXjd5IhVWqaD4h5KVdtFAbKhCLBtpL30Jf1dVZEvk7hSRTqnr/s72-c/Green_soybean.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Bioinformatics approach helps Researchers find new use for Old drug</title><link>http://biinoida.blogspot.com/2014/10/bioinformatics-approach-helps.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Tue, 21 Oct 2014 16:19:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-6627471582895548972</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div class="Section1"&gt;

&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;Developing and testing a
new anti-cancer drug can cost billions of dollars and take many years of&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="e568475"&gt;research&lt;/span&gt;.
Finding an effective anti-cancer medication from the pool of drugs already
approved for the treatment of other medical conditions could cut a considerable
amount of time and&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="e568475"&gt;money&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;from
the process. Now, using a novel bioinformatics approach, a team led by
investigators at Beth Israel Deaconess Medical Center (BIDMC) has found that
the approved antimicrobial drug pentamidine may help in the treatment of
patients with advanced kidney cancer. Described online in the journal&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Molecular Cancer Therapeutics&lt;/em&gt;,
the discovery reveals how linking cancer gene&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="e568475"&gt;expression&lt;/span&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;patterns
with drug activity might help advance cancer&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="e568475"&gt;care&lt;/span&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTbgt-MebK5aykrHU0GZCTP-P2glIE1TTjMhGQIQF61vh0vDiOhN3bL2TF8Lisgnd8dJXHqeGcmhxN-bqGOAbE8-Ff8652QalkIWCIuDXxHmnp4BwiwqEr6yzLvGOl3M3jioRFZVJeAuN/s1600/bioinfodrug.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTbgt-MebK5aykrHU0GZCTP-P2glIE1TTjMhGQIQF61vh0vDiOhN3bL2TF8Lisgnd8dJXHqeGcmhxN-bqGOAbE8-Ff8652QalkIWCIuDXxHmnp4BwiwqEr6yzLvGOl3M3jioRFZVJeAuN/s1600/bioinfodrug.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;"&gt;
&lt;span style="color: #070809; text-align: justify;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;"The strategy of
repurposing drugs that are currently being used for other indications is of
significant interest to the medical community as well as the pharmaceutical and
biotech industries," says senior author Towia Libermann, PhD, Director of
the Genomics, Proteomics, Bioinformatics and Systems Biology Center at BIDMC
and Associate Professor of Medicine at Harvard Medical School. "Our
results demonstrate that bioinformatics approaches involving the analysis and
matching of cancer and drug gene signatures can indeed help us identify new
candidate cancer therapeutics."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;Renal cell cancer
consists of multiple subtypes that are likely caused by different genetic
mutations. Over the years, Libermann has been working to identify new disease
markers and therapeutic targets through gene expression signatures of renal
cell cancer that distinguish these different cancer subtypes from each other,
as well as from healthy individuals. In this paper, he and his colleagues were
looking for drugs that might be effective against clear cell renal cancer, the
most common and highly malignant subtype of kidney cancer. Although patients
with early stage disease can often be successfully treated through surgery, up
to 30 percent of patients with renal cell cancer present with advanced stages
of disease at the time of their diagnosis.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;span style="color: #070809;"&gt;To pursue this search,
they made use of the Connectivity Map (C-MAP) database (&lt;/span&gt;&lt;a href="http://www.broadinstitute.org/cmap" title="http://www.broadinstitute.org/cmap"&gt;&lt;span style="color: #004276;"&gt;http://www.broadinstitute.org/cmap&lt;/span&gt;&lt;/a&gt;&lt;span style="color: #070809;"&gt;), a collection of gene expression data from human cancer
cells treated with hundreds of small molecule drugs.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;"C-MAP uses
pattern-matching algorithms to enable investigators to make connections between
drugs, genes and diseases through common, but inverse, changes in gene
expression," says Libermann. "It provided us with an exciting
opportunity to use our renal cell cancer gene signatures and a new
bioinformatics strategy to match kidney cancer gene expression profiles from
individual patients with gene expression changes inducted by various commonly
used drugs."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;"&gt;







&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;After identifying drugs
that may reverse the gene expression changes associated with renal cell cancer,
the investigators used assays to measure the effect of the selected drugs on
cells. This led to the identification of a small number of FDA-approved drugs
that induced cell death in multiple kidney cancer cell lines. The investigators
then tested three of these drugs in an animal model of renal cell cancer and
demonstrated that the antimicrobial agent pentamidine (primarily used for the
treatment of pneumonia) reduced tumor growth and enhanced survival. Gene
expression experiments using microarrays also identified the genes in renal
cell cancer that were counteracted by pentamidine.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;Posted By:-&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 10.65pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: Verdana, sans-serif;"&gt;Bioinformatics Department&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTbgt-MebK5aykrHU0GZCTP-P2glIE1TTjMhGQIQF61vh0vDiOhN3bL2TF8Lisgnd8dJXHqeGcmhxN-bqGOAbE8-Ff8652QalkIWCIuDXxHmnp4BwiwqEr6yzLvGOl3M3jioRFZVJeAuN/s72-c/bioinfodrug.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>Human genome was shaped by an evolutionary arms race with itself</title><link>http://biinoida.blogspot.com/2014/09/human-genome-was-shaped-by-evolutionary.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Tue, 30 Sep 2014 11:25:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-2318779314919561892</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 2.25pt; margin-left: 0in; margin-right: 0in; margin-top: 3.75pt; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;New
findings suggest that an evolutionary arms race between rival elements within
the genomes of primates drove the evolution of complex regulatory networks that
orchestrate the activity of genes in every cell of our bodies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;The arms race is between mobile DNA
sequences known as "retrotransposons" (a.k.a. "jumping
genes") and the genes that have evolved to control them. The identified
genes in humans that make repressor proteins to shut down specific jumping
genes. The researchers also traced the rapid evolution of the repressor genes
in the primate lineage.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;The primate genomes have undergone
repeated episodes in which mutations in jumping genes allowed them to escape
repression, which drove the evolution of new repressor genes, and so on. The findings
suggest that repressor genes that originally evolved to shut down jumping genes
have since come to play other regulatory roles in the genome.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;Retrotransposons are thought to be
remnants of ancient viruses that infected early animals and inserted their
genes into the genome long before humans evolved. Now they can only replicate
themselves within the genome. Depending on where a new copy gets inserted into
the genome, a jumping event can disrupt normal genes and cause disease. Often
the effect is neutral, simply adding to the overall size of the genome. Very
rarely the effect might be advantageous, because the added DNA can itself be a
source of new regulatory elements that enhance gene expression. But the high
probability of deleterious effects means natural selection favors the evolution
of mechanisms to prevent jumping events.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcQrqiOhuftN2Ib04TeUZ8THN2z1XRR1VP9XEph9gAFeD2a-N3C5a_273Ey9PZwFGaUm_Rkgvcw4tE_YaN00mgORrzNHHm6I8lbrBy5ByJ-JdImRbaJRpSkdtWl1U4RWsk4zBUIVsbATOd/s1600/genome.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcQrqiOhuftN2Ib04TeUZ8THN2z1XRR1VP9XEph9gAFeD2a-N3C5a_273Ey9PZwFGaUm_Rkgvcw4tE_YaN00mgORrzNHHm6I8lbrBy5ByJ-JdImRbaJRpSkdtWl1U4RWsk4zBUIVsbATOd/s1600/genome.JPG" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;The jumping genes or
"transposable elements" account for at least 50 percent of the human&amp;nbsp;Genome and retrotransposons are by
far the most common types. The expansion of this family of repressor genes
occurred in response to waves of retrotransposon activity. Because repression
of a jumping gene also affects genes located near it on the chromosome, the
researchers suspect that these repressors have been co-opted for other
gene-regulatory functions, and that those other functions have persisted and
evolved long after the jumping genes the repressors originally turned off have
degraded due to the accumulation of random mutations.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;"The way this type of repressor
works, part of it binds to a specific DNA sequence and part of it binds other
proteins to recruit a whole complex of proteins that creates a repressive
landscape in the genome. The idea that they are involved in repression of
jumping genes is not new, previous studies by other researchers have shown that
these proteins silence jumping genes in mouse embryonic stem cells. But until
now, no one had been able to demonstrate that the same thing occurs in human
cells.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;The results demonstrated that two
human proteins called ZNF91 and ZNF93 bind and repress two major classes of
retrotransposons (known as SVA and L1PA) that are currently or recently active
in primates. Analysis of primate genomes, including the reconstruction of
ancestral genomes, which showed that ZNF91 underwent structural changes 8 to 12
million years ago that enabled it to repress SVA elements.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;Experiments with ZNF 93, which shuts
down L1PA retrotransposons, provided a striking illustration of the arms race
between jumping genes and repressors. The researchers found that, while it is
good at shutting down many L1PA elements, there is one subset of a recently
evolved lineage of L1PA that has lost a short section of DNA that includes the
ZNF93 binding site. Without the binding site, these jumping genes evade
repression by ZNF93. Interestingly, when the researchers put the missing
sequence back into one of these genes and put it in a mouse cell without ZNF93,
they found that it was better at jumping. So even though the sequence helps
with jumping activity, losing it gives the jumping gene an advantage in
primates by allowing it to escape repression by ZNF93.&lt;/span&gt;&lt;span style="font-family: Times New Roman, serif;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcQrqiOhuftN2Ib04TeUZ8THN2z1XRR1VP9XEph9gAFeD2a-N3C5a_273Ey9PZwFGaUm_Rkgvcw4tE_YaN00mgORrzNHHm6I8lbrBy5ByJ-JdImRbaJRpSkdtWl1U4RWsk4zBUIVsbATOd/s72-c/genome.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Advancements in Biotechnology</title><link>http://biinoida.blogspot.com/2014/09/advancements-in-biotechnology.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 8 Sep 2014 13:53:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-2567028317113498134</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;span style="line-height: 115%;"&gt;Biotechnology as the name indicates is the
assemblage of technology in science of biology. Modern Biotechnology initiated
with the discovery of double helical structure of the DNA. Subsequent
investigation that helped in unraveling the process of inheritance pattern
provided impetus to biotechnological research.&lt;/span&gt; It plays a key
role in various areas, such as functional genomics, structural genomics, and
proteomics. &lt;span style="line-height: 115%;"&gt;It soon becomes
evident that by the use of suitable plasmid and bacteriophage vectors that
transformation and transduction of foreign genes into heterologous hosts could
be achieved. This led to the production of therapeutic proteins, transgenic
plants and development of many novel vaccines. &lt;/span&gt;­­There are many
applications of Biotechnology such as development of various medicines,
vaccines, increase of productivity, conservation and animal breeding,
improvement of quality of seeds, insecticides and fertilizers.&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS89p2_lsmU0Q37j27P4FT3PmVc4AVqdlvwyvRlHG4eS52CUVO65xCuE9aalq-Xebc-vqqc5pblYIRQ4Mj_2Hns4SpPbUwXOTFxENp5iEYuxEKWaC3Td0kt_UGbFw5ilVEOtzqhV7a1Y1J/s1600/biotech.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS89p2_lsmU0Q37j27P4FT3PmVc4AVqdlvwyvRlHG4eS52CUVO65xCuE9aalq-Xebc-vqqc5pblYIRQ4Mj_2Hns4SpPbUwXOTFxENp5iEYuxEKWaC3Td0kt_UGbFw5ilVEOtzqhV7a1Y1J/s1600/biotech.JPG" height="281" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;b&gt;Career in biotechnology&lt;/b&gt;: Biotechnologist
can work in pharmaceutical companies, chemical, agriculture and allied
industries, bio-processing industries, research laboratories run by the
government as well as the corporate sector. Bioinformatics, an application of
biotech and an interdisciplinary field that solves biological problems using
computational techniques. When
most people think of opportunities for careers in biotechnology, they think of
a scientist in a white coat in a laboratory developing drugs to improve the &lt;span style="line-height: 115%;"&gt;quality&lt;/span&gt; of life. However, biotechnology
has a wide variety of career opportunities ranging from sales and marketing, to
research and development, to manufacturing and quality control and
assurance.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"&gt;
The biotechnology industry continues to flourish nationwide. Not only are the
total number of biotechnology companies increasing, but employment in the
biotechnology field continues to grow as well.&amp;nbsp;The biotechnology industry
is constantly growing; during the past 10 years the number of employees has
increased by more than 90 percent! If you enjoy science, math, technology,
investigating and solving problems, and making useful products, a career in
biotechnology may be for you. Various biotechnology careers include forensic
DNA analyst, scientist, clinical research associate job, laboratory assistant,
microbiologist, greenhouse and field technician, bioinformatics specialist,
animal caretaker and many more.&lt;/span&gt;&lt;span style="font-family: Times New Roman, serif;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;Biotech Department&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;BII Noida&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS89p2_lsmU0Q37j27P4FT3PmVc4AVqdlvwyvRlHG4eS52CUVO65xCuE9aalq-Xebc-vqqc5pblYIRQ4Mj_2Hns4SpPbUwXOTFxENp5iEYuxEKWaC3Td0kt_UGbFw5ilVEOtzqhV7a1Y1J/s72-c/biotech.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>“Global Bioinformatics Market: Industry Size, Trends and Forecast 2014-2018”</title><link>http://biinoida.blogspot.com/2014/09/global-bioinformatics-market-industry.html</link><category>BII Notice</category><author>noreply@blogger.com (BII Admin)</author><pubDate>Mon, 8 Sep 2014 10:54:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-3709842591913100761</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_VNa2NUJ6TfNBLjCw0WdjiiQ6hAvyEYGmaQ_5fl2CSAP5tRNz054VotjQMXLWnkKyvui53O-CPazVUJCPXTOzidZkzSHdC1UyQmEHJcDWrc_val4gwOnJ3D25IZcAwcrMxcbLm_gdySEN/s1600/Global.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_VNa2NUJ6TfNBLjCw0WdjiiQ6hAvyEYGmaQ_5fl2CSAP5tRNz054VotjQMXLWnkKyvui53O-CPazVUJCPXTOzidZkzSHdC1UyQmEHJcDWrc_val4gwOnJ3D25IZcAwcrMxcbLm_gdySEN/s1600/Global.JPG" height="198" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Global Industry Analysts Inc. (GIA)
announces the release of a comprehensive global report on Bioinformatics
markets. The global Bioinformatics market is forecast to reach US$6.8 billion
by the year 2017. Principal factors driving market growth include significant
development in the field of genomics and its ever-growing application in the
research and development processes; breakthrough technologies in drug discovery
initiatives; and the entry of new market players along with the growth in size
and revenues of existing companies. Going forwards, the penetration of genomics
in drug discovery is expected to increase further, which bodes tremendous
market prospects for bioinformatics. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoPlainText"&gt;
&lt;b&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Research and
Development Extent&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Backed by significant developments in
the area of genomics, there is increase in the overall volume of distinct
biological data, which includes protein and gene sequences. This leaves an
arduous task for R&amp;amp;D laboratories of analysis. Data management tools based
on bioinformatics have helped companies in easing this task, thereby enhancing
their productivity by way of identifying new biomarkers for toxicity and drug
efficacy, diagnostic biomarkers as well as new drug targets. Bioinformatics
help utilization of this gene and protein data and construct interactive models
that aid in identifying disease pathways and effects of compounds. The
penetration of genomics in drug discovery is expected to witness further
growth, which bodes tremendous market prospects for bioinformatics. It is
expected that more and more investments would be made by pharmaceutical
companies in research and development initiatives, of which a major chunk would
be towards bioinformatics. Concerns associated with patent expiries of several
blockbuster drugs, shrinking product pipelines, and increasing drug development
costs are driving pharma companies to seek help from biotechnology.
Bioinformatics, being helpful at every stage of R&amp;amp;D processes in
biotechnology and pharmaceutical sectors, offers increasing potential for future
growth. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText"&gt;
&lt;b&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Market Reports
Related to Applications in Bioinformatics&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;The market of bioinformatics report
includes market dynamics and trends in order to give a thorough analysis of the
overall competitive scenario in the global bioinformatics market. Thus, market
overview section of the report demonstrates market dynamics and trends such as
the drivers, restraints, and opportunities that influence the current nature
and future status of bioinformatics market globally. Impact factors such as
market attractiveness analysis (by geography), market share analysis by key
players and Porter’s five forces (bargaining power of suppliers, bargaining
power of buyers, threat of substitutes, threat of new entrants and competitive
rivalry) analysis have also been explained in the market overview section of
the report. Further, this report includes average selling price analysis (in
terms of USD) and value chain analysis of bioinformatics market.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjTcZiHOuXyo_Yez-7E2SUYY_WZMejJ-AoVzr0L0rD1vZ71pI-N0v1awI3Sel6Y2cJZeObfnDgTghw_PqCXQTzRcCJZ0F3Z5zpRuULZ1fRXO-M7iq432QYRTGyTMoYe0q7hGCaEGElUjl7/s1600/12Global1+copy.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjTcZiHOuXyo_Yez-7E2SUYY_WZMejJ-AoVzr0L0rD1vZ71pI-N0v1awI3Sel6Y2cJZeObfnDgTghw_PqCXQTzRcCJZ0F3Z5zpRuULZ1fRXO-M7iq432QYRTGyTMoYe0q7hGCaEGElUjl7/s1600/12Global1+copy.gif" height="171" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;The global bioinformatics market is
classified on the basis of platforms, tools and services. Platforms segment
includes market analysis of sequence manipulation platforms, sequence alignment
platforms, sequence analysis platforms and structural analysis platforms. Tools
segment includes market analysis of general knowledge management tools and
specialized knowledge management tools. Services segment includes market
analysis of sequencing services, database and management services, data
analysis services and other services. A thorough market analysis and forecast
for these segments has been provided in this study, in terms of market revenue
(USD million) for the period 2012 to 2020. The report also provides compounded
annual growth rate (CAGR %) for each segment type for the forecast period of
2014 to 2020, while market size estimations have been made considering 2013 as
the base year.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Further, the global bioinformatics
market is classified into application namely, preventive medicine, molecular
medicine, gene therapy, drug development and others. The present and future
market sizes (in terms of USD million) of the above mentioned application
segments have been given in the report for the period of 2012- 2020 along with
their compound annual growth rate (CAGR %) for the period 2014 to 2020. The
study further provides recommendations which would be useful for the current
and future market players to sustain and grow in the global bioinformatics
market. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;The report further includes market
analysis of regional markets namely, North America, Europe, Asia-Pacific, and
Rest of the World (RoW). A thorough market analysis and forecast for these
regional markets has been provided in this study, in terms of market revenue
(USD million) for the period 2012 to 2020. The report also provides the
compounded annual growth rate (CAGR %) for each regional market for the
forecast period of 2014 to 2020, while market size estimations have been made
considering 2013 as the base year.&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoPlainText"&gt;
&lt;b&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Bioinformatics
Companies Concern&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Georgia, Times New Roman, serif;"&gt;Bioinformatics globally is a fairly
concentrated market characterized by few large companies and several small
players. About 55% of the companies are based in the US, while 30% are based in
Europe. Major players profiled in the report include 3rd Millennium Inc., Accelrys
Inc., Affymetrix Inc., Agilent Technologies, Celera Group, Gene Logic, Geneva
Bioinformatics S.A, IBM Life Sciences, ID Business Solutions Ltd., Instem
Scientific Limited (Formerly BioWisdom, Ltd.), Life Technologies Corp., Kinexus
Bioinformatics Corp., Nonlinear Dynamics Ltd., among others.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;b&gt;&lt;i&gt;Bioinformatics Department&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoPlainText" style="text-align: justify;"&gt;
&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;b&gt;&lt;i&gt;BII Noida&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_VNa2NUJ6TfNBLjCw0WdjiiQ6hAvyEYGmaQ_5fl2CSAP5tRNz054VotjQMXLWnkKyvui53O-CPazVUJCPXTOzidZkzSHdC1UyQmEHJcDWrc_val4gwOnJ3D25IZcAwcrMxcbLm_gdySEN/s72-c/Global.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>How lizards regenerate their tails: Researchers discover genetic 'recipe</title><link>http://biinoida.blogspot.com/2014/08/how-lizards-regenerate-their-tails.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Thu, 21 Aug 2014 16:00:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-3998059063932186240</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;"&gt;
&lt;span style="color: #070809;"&gt;By understanding the secret of how lizards regenerate their
tails, researchers may be able to develop ways to stimulate the regeneration of
limbs in humans. Now, a team of researchers from Arizona State University is
one step closer to solving that mystery. The scientists have discovered the
genetic "recipe" for lizard tail regeneration, which may come down to
using genetic ingredients in just the right mixture and amounts.An
interdisciplinary team of scientists used next-generation molecular and
computer analysis tools to examine the genes turned on in tail regeneration.
The team studied the regenerating tail of the green anole lizard (Anolis
carolinensis), which when caught by a predator, can lose its tail and then grow
it back.&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809;"&gt;"Lizards basically share the same toolbox of genes
as humans," said lead author Kenro Kusumi, professor in ASU's School of
Life Sciences and associate dean in the College of Liberal Arts and Sciences.
"Lizards are the most closely-related animals to humans that can regenerate
entire appendages. We discovered that they turn on at least 326 genes in
specific regions of the regenerating tail, including genes involved in
embryonic development, response to hormonal signals and wound healing."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809;"&gt;Other animals, such as salamanders, frog tadpoles and
fish, can also regenerate their tails, with growth mostly at the tip. During
tail regeneration, they all turn on genes in what is called the 'Wnt pathway'
-- a process that is required to control stem cells in many organs such as the
brain, hair follicles and blood vessels. However, lizards have a unique pattern
of tissue growth that is distributed throughout the tail.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;"&gt;
&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809;"&gt;"Regeneration is not an instant process," said
Elizabeth Hutchins, a graduate student in ASU's molecular and cellular biology
program and co-author of the paper. "In fact, it takes lizards more than
60 days to regenerate a functional tail. Lizards form a complex regenerating
structure with cells growing into tissues at a number of sites along the
tail."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwEejKORko71eDg8n_K-IDE9tlZbxW4XkkA-rs22gFl_uUuM6LjpCNPWrVFwy3IyBEC7ioIPLqbJE8isT6b4JRIc6fuyznoCkmwHdUiM_BmgODBUAO-BCYu9E1OUMeuV67Z790nGV1iVa/s1600/blog.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwEejKORko71eDg8n_K-IDE9tlZbxW4XkkA-rs22gFl_uUuM6LjpCNPWrVFwy3IyBEC7ioIPLqbJE8isT6b4JRIc6fuyznoCkmwHdUiM_BmgODBUAO-BCYu9E1OUMeuV67Z790nGV1iVa/s1600/blog.JPG" height="170" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="color: #070809;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809;"&gt;"We have identified one type of cell that is
important for tissue regeneration," said Jeanne Wilson-Rawls, co-author
and associate professor with ASU's School of Life Sciences. "Just like in
mice and humans, lizards have satellite cells that can grow and develop into
skeletal muscle and other tissues."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809;"&gt;"Using next-generation technologies to sequence all
the genes expressed during regeneration, we have unlocked the mystery of what
genes are needed to regrow the lizard tail," said Kusumi. "By
following the genetic recipe for regeneration that is found in lizards, and
then harnessing those same genes in human cells, it may be possible to regrow
new cartilage, muscle or even spinal cord in the future."&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809;"&gt;The researchers hope their findings will help lead to
discoveries of new therapeutic approaches to spinal cord injuries, repairing
birth defects, and treating diseases such as arthritis.The research team
included Kusumi, Hutchins, Wilson-Rawls, Alan Rawls, and Dale DeNardo from ASU
School of Life Sciences, Rebecca Fisher from ASU School of Life Sciences and
the University of Arizona College of Medicine Phoenix, Matthew Huentelman from
the Translational Genomic Research Institute, and Juli Wade from Michigan State
University. This research was funded by grants from the National Institutes of
Health and Arizona Biomedical Research Commission.&lt;span style="font-size: medium;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809; font-size: 14.0pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809; font-size: 14.0pt;"&gt;&lt;i&gt;&lt;b&gt;By:-&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809; font-size: 14.0pt;"&gt;Keerti Mishra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background: white; mso-line-height-alt: 13.8pt;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Faculty Of Biotechnology&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwEejKORko71eDg8n_K-IDE9tlZbxW4XkkA-rs22gFl_uUuM6LjpCNPWrVFwy3IyBEC7ioIPLqbJE8isT6b4JRIc6fuyznoCkmwHdUiM_BmgODBUAO-BCYu9E1OUMeuV67Z790nGV1iVa/s72-c/blog.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>When Will We Have a Vaccine for Ebola Virus?</title><link>http://biinoida.blogspot.com/2014/08/when-will-we-have-vaccine-for-ebola.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Wed, 13 Aug 2014 16:55:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-8855839536295261393</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 18.4pt; margin-bottom: 5.85pt;"&gt;
&lt;span style="color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The deadly Ebola outbreak in west Africa
highlights the urgent need for a vaccine, and researchers say one may be
available in a few years&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;img alt="" 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" /&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal"&gt;
Source: Scientific American&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;The latest outbreak of&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.scientificamerican.com/article/scientists-uncover-deadly/"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;Ebola virus&lt;/span&gt;&lt;/a&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;in west Africa is the worst
ever—as of Monday, it had&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.cdc.gov/media/releases/2014/a0728-ebola.html"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;infected&lt;/span&gt;&lt;/a&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;more than 1,200 people and claimed
at least 672 victims since this spring. Guinea, Liberia and Sierra Leone all
have confirmed cases. An official at Doctors Without Borders has declared the
outbreak as “totally out of control,” according to&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.nbcnews.com/storyline/ebola-virus-outbreak/ebola-totally-out-control-doctors-without-borders-says-n136856"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;NBC News&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;.
Unfortunately, doctors have no effective vaccines or&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.scientificamerican.com/article/could-rna-drugs-defeat-ebola-virus/"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;therapies&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;.
Health care workers can only attempt to support patients’ immune systems
(regulating fluids, oxygen levels, blood pressure and treating other
infections) to help the afflicted fight off the virus as best they can.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;A vaccine to help battle future&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.scientificamerican.com/article/shaking-the-ebola-tree/"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;Ebola outbreaks&lt;/span&gt;&lt;/a&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;may be just a few years away,
however. During the past decade researchers have made significant&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.scientificamerican.com/article/molecular-computer-detects-ebola-and-marburg-viruses/"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;progress&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;, and
vaccines have worked in nonhuman primates. But it has been hard to raise money
for human safety tests. To learn about the&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.scientificamerican.com/article/antibody-treatment-found-to-halt-deadly-ebola-virus-in-primates/"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; text-decoration: none;"&gt;latest advances&lt;/span&gt;&lt;/a&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%;"&gt;as well as obstacles,&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Scientific
American&lt;/span&gt;&lt;/em&gt;&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;spoke to
Thomas Geisbert, a virologist in the Department of Microbiology and Immunology
at The University of Texas Medical Branch at Galveston. He’s studied the Ebola
virus since 1988 and is currently involved in vaccine research and development.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;br /&gt;
&amp;nbsp;&lt;strong&gt;&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Are there any
promising vaccines in development for the Ebola virus?&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;
There are quite a few preventative vaccines in development, with three to five
that have been shown to completely protect nonhuman primates against Ebola.
Some of these vaccines require three injections or more and some require just a
single injection. Most of them are being funded by the U.S. government, so they’re
in various stages of development, but none of them are&lt;span&gt;&amp;nbsp; &lt;/span&gt;licensed.&lt;br /&gt;
&lt;br /&gt;
The hang-up point with these vaccines is the phase I trials in humans. That’s
where scientists get frustrated because we know these vaccines protect animals
and we don’t quite understand the regulatory process of why things can’t move
faster. I can’t give you an answer as to why it’s taking so long.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Why doesn’t the human immune system fight the
virus off?&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
The Ebola virus is usually transmitted by close contact and the first cells it
affects are cells important to your primary immune response—monocytes,
macrophages and dendritic cells. These cells are important because they’re the
first to recognize that something foreign has entered your body and the first
cells to trigger your innate immune system to fight off the infection. This
makes it hard to mount an effective immune response against the virus—your body
has a tough time fighting the virus off, and the virus multiplies to the point
that it takes over major organs in your body.&lt;br /&gt;
I’ll give you an example of how a vaccine might work. The vaccine VSV is
probably one of the most promising, and it’s based on a viral vector related to
the rabies virus. It’s a bullet-shaped particle, and on its surface is a
structural protein called a “glycoprotein,” which allows a virus to recognize a
host cell, bind to it and take over the host cell’s machinery. With a vaccine,
we remove the gene that encodes the glycoprotein of the VSV virus and we
replace it with a gene that encodes the glycoprotein of Ebola. You end up with
a vaccine that has an Ebola glycoprotein on the surface. Now, it doesn’t behave
like Ebola because the rest of its genome is not Ebola, but because it has the
Ebola glycoprotein your body is going to recognize it as foreign and build up an
immune response against Ebola.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;How far along in development is the VSV
vaccine?&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
It’s at the point now where we’re trying to get the funds to do the human
studies.&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;strong&gt;&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;What are the
biological challenges of developing a vaccine for Ebola?&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;br /&gt;
There are some vaccines that are “replication defective,” meaning they don’t
replicate, and they tend to be safer. Then there are other vaccines that are
more efficacious, but they’re “replication competent.” An example of the latter
would be the measles vaccine or yellow fever vaccine. They’re usually crippled,
so they’re not as dangerous as a wild type virus but certain people could have
an adverse event when given a vaccine that’s replication competent.&lt;br /&gt;
&lt;br /&gt;
Replication-competent vaccines may only require a single injection whereas with
the replication-defective vaccines you might have to get boosters every year,
because they’re not as efficient. So do you go for a vaccine that protects
humans in a single injection? In Africa you almost have to, because in an area
like that you’re lucky to get someone into a clinic to be vaccinated once. It’s
a trade-off—efficacy versus safety. That’s one of the biggest challenges.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;strong&gt;&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Can you give an
estimate for when we might have an effective Ebola virus vaccine?&lt;/span&gt;&lt;/strong&gt;&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;br /&gt;
My guess is anywhere from two to six years. I hate to say this, but it really
depends on financial support for the small companies that develop these
vaccines. Human studies are expensive and require a lot of government
dollars.&lt;br /&gt;
I would like to see a situation where we tried to advance our lead candidate
vaccines as fast as we can to get phase I studies done. I think we should start
with the first responders—the health care workers in areas of high risk. This
outbreak is so unique because it’s occurring in an area we’ve never seen it before
and also because it seems there’s a higher percentage of medical staff infected
than we’ve seen before. I’ve seen all of these vaccines work in numerous
animals and I’ve never seen an adverse event from them. I appreciate the safety
concerns but it would be great if there were some way to fast-track this.
People are being exposed to Ebola and there’s a 60 to 90 percent chance they’re
going to die—I think we have to look at it in this context.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;"&gt;By&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;"&gt;Faculty of
Bii&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;Ankita&lt;/span&gt; &lt;br /&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Merck Serono initiates phase II study of anti-PD-L1 antibody MSB0010718C in metastatic Merkel cell carcinoma</title><link>http://biinoida.blogspot.com/2014/08/merck-serono-initiates-phase-ii-study.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Fri, 1 Aug 2014 11:37:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-1702543692056238556</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;Merck
Serono, the biopharmaceutical division of Merck, announced the initiation of an
international Phase II study designed to assess the efficacy and safety of
MSB0010718C, an investigational fully human IgG1 monoclonal antibody that binds
to programmed death-ligand 1 (PD-L1). This multicenter, single-arm, open-label
study is being conducted in patients with metastatic Merkel cell carcinoma
(mMCC), a rare and aggressive type of skin tumor,1,2who have previously
received one line of chemotherapy. It is expected to recruit 84 patients across
Asia Pacific, Australia, Europe and North America.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;The
primary endpoint of the study is overall response.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;The
PD-L1/PD-1 pathway is implicated as a major mechanism by which tumors evade
elimination by the immune system.3 The PD-L1 molecule is expressed in many
cancer types, including mMCC.3,4 MSB0010718C, which blocks the interaction of
PD-L1 with its receptor PD-1, may have the potential to restore effective
anti-tumor T-cell responses and thereby to inhibit tumor growth.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;Immune
mechanisms are implicated in the pathogenesis of MCC, with an increased risk
observed in immunosuppressed individuals.5 MCC also is associated with the
presence of the Merkel cell polyomavirus, which may have a role in tumor
formation.6 Globally, the incidence of MCC is increasing, and outcomes for patients
with this disease are poor.1,2 Therefore, new treatment approaches are required
to improve the outcome of patients with this type of cancer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
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" /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: 14.0pt;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: 14.0pt;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
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&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;u&gt;&lt;span style="font-size: 14.0pt;"&gt;Fig:
Cell internal structure during merkel cell carcinoma&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;"We
believe that modulating the immune system by targeting PD-L1 represents a
promising new approach in the treatment of this aggressive cancer, especially
considering that many of the predisposing factors for mMCC seem to be related
to functional disruptions of the immune system," said Helen Sabzevari,
Senior Vice President of Immuno-Oncology at Merck Serono. "Our anti-PD-L1
compound may present a potential new approach for the treatment of mMCC
patients. The initiation of this Phase II study is an important milestone, as
we endeavor to help those suffering from mMCC, a devastating disease with
significant unmet need."&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;In
addition to this new study in mMCC, MSB0010718C is currently being explored in
a Phase I clinical trial for the treatment of solid tumors. The study aims to
recruit 590 patients and has enrolled 422 patients to date. On June 1, 2014,
Merck Serono presented initial data from this dose escalation study in solid
tumors at the annual American Society of Clinical Oncology (ASCO) meeting in
Chicago.7 This study is currently recruiting patients into expansion cohorts in
seven cancer types: castrate-resistant prostate cancer, colorectal cancer,
gastric/gastroesophageal cancer, melanoma, metastatic breast cancer, non-small
cell lung cancer and ovarian cancer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;&amp;nbsp;

&lt;/span&gt;&lt;span style="font-size: 14.0pt;"&gt;&lt;img alt="" 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" /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: 14.0pt;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: 14.0pt;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
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&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;u&gt;&lt;span style="font-size: 14.0pt;"&gt;About MSB0010718C&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal; text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;MSB0010718C
is an investigational fully human IgG1 monoclonal antibody that binds to the
PD-L1 (programmed death-ligand 1) protein, which is present at high levels in
many cancer types. By competitively blocking the interaction with PD-1
receptors, it is believed that MSB0010718C thereby restores anti-tumor T-cell
responses.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: 14.0pt;"&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;u&gt;&lt;span style="font-size: 14.0pt;"&gt;About Merkel cell carcinoma (MCC)&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span&gt;MCC
is a rare and aggressive disease in which cancer cells form in the top layer of
the skin, close to nerve endings. MCC, which is also known as neuroendocrine
carcinoma of the skin or trabecular cancer, often starts in those areas of skin
that are most often exposed to the sun, including the head and neck, arms,
legs, and trunk. Risk factors for MCC include sun exposure and having a weak
immune system (i.e., solid-organ transplant recipients, people with HIV/AIDS
and people with other cancers, such as chronic lymphocytic leukemia, are at
higher risk). Caucasian males over age 50 are at increased risk.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span&gt;MCC
tends to metastasize at an early stage, spreading initially to nearby lymph
nodes, and then potentially to more distant areas in the body, including other
lymph nodes or areas of skin, lungs, brain, bones, or other organs.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

&lt;/span&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span&gt;Current
treatment options for MCC include surgery, radiation and chemotherapy.
Treatment for metastatic or Stage IV MCC is generally palliative.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;

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&lt;br /&gt;&lt;/div&gt;
&lt;span style="font-size: small;"&gt;&amp;nbsp;

&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;


&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Effects of starvation can be passed to future generations, through small RNAs apparently without DNA involvement</title><link>http://biinoida.blogspot.com/2014/07/effects-of-starvation-can-be-passed-to.html</link><author>noreply@blogger.com (BII Admin)</author><pubDate>Fri, 18 Jul 2014 12:52:00 +0530</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3871991128211592601.post-5295377115321988158</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
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 mso-style-parent:"";
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
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 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class="MsoNormal" style="background: white; line-height: 14.6pt; margin-bottom: 9.35pt;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Helvetica&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Source: Columbia
University Medical Center&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;img alt="" 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" 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  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
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&lt;span style="background: white; color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; line-height: 115%;"&gt;Evidence from human famines and animal studies suggests that
starvation can affect the health of descendants of famished individuals. But
how such an acquired trait might be transmitted from one generation to the next
has not been clear. A new study, involving roundworms, shows that starvation
induces specific changes in so-called small RNAs and that these changes are
inherited through at least three consecutive generations, apparently without
any DNA involvement. The study, conducted by Columbia University Medical Center
(CUMC) researchers, offers intriguing new evidence that the biology of inheritance
is more complicated than previously thought. The study was published in the
July 10 online edition of the journal&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;Cell&lt;/em&gt;.&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; line-height: 115%;"&gt;The idea that acquired
traits can be inherited dates back to Jean Baptiste Larmarck (1744-1829), who
proposed that species evolve when individuals adapt to their environment and
transmit the acquired traits to their offspring. According to Lamarckian
inheritance, for example, giraffes developed elongated long necks as they
stretched to feed on the leaves of high trees, an acquired advantage that was
inherited by subsequent generations. In contrast, Charles Darwin (1809-82)
later theorized that random mutations that offer an organism a competitive
advantage drive a species' evolution. In the case of the giraffe, individuals
that happened to have slightly longer necks had a better chance of securing
food and thus were able to have more offspring. The subsequent discovery of
hereditary genetics supported Darwin's theory, and Lamarck's ideas faded into
obscurity.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;"However, events like the Dutch famine of World War II have
compelled scientists to take a fresh look at acquired inheritance," said
study leader Oliver Hobert, PhD, professor of biochemistry and molecular
biophysics and a Howard Hughes Medical Institute Investigator at CUMC. Starving
women who gave birth during the famine had children who were unusually
susceptible to obesity and other metabolic disorders, as were their
grandchildren. Controlled animal experiments have found similar results,
including a study in rats demonstrating that chronic high-fat diets in fathers
result in obesity in their female offspring.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;In a 2011 study, Oded Rechavi, a postdoctoral fellow in Dr.
Hobert's laboratory, found that roundworms (C. elegans) that developed
resistance to a virus were able to pass along that immunity to their progeny
for many consecutive generations. The immunity was transferred in the form of
small viral-silencing RNAs working independently of the organism's genome.
Other studies have reported similar findings, but none of these addressed
whether a biological response induced by natural circumstances, such as famine,
could be passed on to subsequent generations.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;To address this question, Dr. Hobert's team starved roundworms
for six days and then examined their cells for molecular changes. The starved
roundworms, but not controls, were found to have generated a specific set of
small RNAs. (Small RNAs are involved in various aspects of gene expression but
do not code for proteins.) The small RNAs persisted for at least three
generations, even though the worms were fed normal diets. The researchers also
found that these small RNAs target genes with roles in nutrition.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Since these small RNAs are produced only in response to
starvation, they had to have been passed from one generation to another.
"We know from other studies that small RNAs can be transported from cell
to cell around the body," said Dr. Hobert. "So, it's conceivable that
the starvation-induced small RNAs found their way into the worms' germ cells --
that is, their sperm or eggs. When the worms reproduced, the small RNAs could
have been transmitted generationally in the cell body of the germ cells,
independent of the DNA."&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The study also found that the progeny of the starved worms had a
longer life span than the progeny of the controls. "We have not shown that
the starvation-induced small RNAs were responsible for the increased longevity
-- it's just a correlation," said Dr. Hobert. "But it's possible that
these small RNAs provided a means for the worms to control the expression of
relevant genes in later generations."&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The findings have no immediate clinical application.
"However, they do suggest that we should be aware of other things --
beyond pure DNA changes -- that may have a long-term impact on the health of an
organism," said Dr. Hobert. "In other words, something that happened
to one generation, whether famine or some other traumatic event, may be
relevant to the health of its descendants for generation.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;By:&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 14.6pt; text-align: justify;"&gt;
&lt;span style="color: #070809; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Ankita Nagpal&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; line-height: 115%;"&gt;Faculty BII&lt;/span&gt;&lt;/div&gt;
&amp;nbsp;

&lt;br /&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;For career  enhancement programs in emerging life science, pharma and chemical science areas visit www.bii.in/biodlp&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item></channel></rss>